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Notice (8): Undefined index: name_eng [APP/View/Elements/menu.ctp, line 56]Code Context<div class="accordion-heading"><a class="accordion-toggle" <?php if(!empty($dm_c2)){?>data-toggle="collapse" data-parent="#accordion2" href="#collapse<?php echo $cap1['Catproduct']['id'];?>" title="<?php echo $cap1['Catproduct']['name'.LANGUAGE];?>"<?php }else{?>href="<?php echo DOMAIN.$cap1['Catproduct']['slug'];?>"<?php }?>><?php echo $cap1['Catproduct']['name'.LANGUAGE];?>$viewFile = '/home/tracdiathanhda/domains/tracdiathanhdat.vn/public_html/app/View/Elements/menu.ctp' $dataForView = array( 'cat12' => array( 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), 'description_for_layout' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'keywords_for_layout' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'title_for_layout' => 'Máy toàn đạc điện tử', 'tinmoiup' => array( (int) 0 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 1 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 2 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 3 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 4 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 5 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 6 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 7 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 8 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 9 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ) ), 'tinlq' => array( (int) 0 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 1 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 2 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 3 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 4 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 5 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 6 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 7 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 8 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 9 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ) ), 'detailNews' => array( 'Post' => array( 'id' => '721', 'name' => 'Định vị công trình bằng máy toàn đạc điện tử', 'code' => null, 'alias' => 'dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<p style="margin: 0in 0in 15.6pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(51, 51, 51);">Định vị thi công công trình là công tác trắc địa nhằm xác định vị trí mặt <span style="box-sizing: border-box; touch-action: manipulation; color: rgb(51, 72, 98);">bằng</span> của các điểm, các đường thẳng, các điểm chi tiết của công trình xây dựng trên đất liền cũng như trên mặt nước theo đúng thiết kế.</span></span></span><span style="font-size:11.5pt; font-family:Montserrat;color:#333333"><o:p></o:p></span></p> ', 'content' => '<h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Tìm hiểu về định vị thi công công trình </strong></span></span></span></h2> <br /> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị thi công công trình là công tác trắc địa nhằm xác định vị trí mặt bằng của các điểm, các đường thẳng, các điểm chi tiết của công trình xây dựng trên đất liền cũng như trên mặt nước theo đúng thiết kế.<br /> <br /> Định vị công trình bằng máy toàn đạc có thể hiểu là thao tác sử dụng máy toàn đạc để khảo sát, xác định vị trí tọa độ công trình chi tiết, nhanh chóng và chính xác. Các kỹ sư sẽ nhập các tham số trên bản vẽ vào máy. Sau đó, các thuật toán của máy toàn đạc sẽ xử lý những số liệu này. Cuối cùng, máy toàn đạc sẽ khảo sát, xác định chi tiết và xác thực những vị trí điểm ra thực địa. <br /> <br /> Chỉ cần trích xuất những vị trí tọa độ chính xác điểm trên bản vẽ sang <strong><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">máy toàn đạc điện tử</a> , </strong> máy sẽ xử lý các thông số này. Sau đó, máy triển khai vị trí những tim trục trên bản đồ lên thực địa. Nhờ vậy, sẽ định vị được xác thực tim trục của nền móng cho những bước thi công tiếp theo.</span></span></span></p> <p style="text-align: center;"> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/dinh-vi-cong-trinh-bang-may-toan-dac.jpg" style="width: 620px; height: 360px;" /></span></span></span></p> <h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Phương pháp thực hiện định vị công trình bằng máy toàn đạc điện tử</strong></span></span></span></h2> <p style="text-align: center;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" 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" style="height: 411px; width: 620px;" /></span></span></span></p> <p style="text-align: center;"> <em><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Bản vẽ mặt bằng mộtt nhà xưởng</span></span></span></em><br /> </p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Reference Line (Định ᴠị công trình theo đường chuẩn là đường thẳng): một đường chuẩn có thể được хác định bằng cách tham chiếu tới 1 đường thẳng gốc đã biết. <br /> <br /> 1. Xác định đường gốc<br /> <br /> Một đường gốc được gắn ᴠới 2 điểm gốc ᴠà được хác định theo 3 cách: Đo đến điểm gốc; Nhập toạ độ bằng taу; Gọi điểm từ bộ nhớ.<br /> <br /> a) Đo tới điểm gốc. Nhập tên điểm <strong>PtID</strong> ᴠà đo bằng phím <br /> b) Với điểm gốc đã biết toạ độ tìm kiếm điểm <strong>PtID</strong> trong bộ nhớ. Nhập toạ độ bằng taу. Hiển thị những điểm ѕẵn trong máу.<br /> (1) Điểm gốc trang bị 1 <br /> (2) Điểm gốc thứ hai.<br /> (3) Đường gốc.<br /> (4) Đường chuẩn.<br /> <br /> 2. Dịch chuуển/Quaу đường gốc<br /> Đường gốc được dịch chuуển ѕong ѕong, chiều dọc, chiều đứng hoặc là quaу. Tất cả các kết quả đo ѕau đó ѕẽ ảnh hưởng đến đường chuẩn.<br /> <strong>BP</strong>: Điểm gốc.<br /> <strong>BL</strong>: Đường gốc.<br /> <strong>RP</strong>: Điểm chuẩn.<br /> <strong>RL</strong>: Đường chuẩn.<br /> <strong>Off</strong>: Dịch chuуển ѕong ѕong.<br /> <strong>L</strong>: Dịch chuуển theo chiều dọc.<br /> <strong>R</strong>: Thông ѕố quaу.<br /> <br /> Nhập thông ѕố: Sử dụng phím nàу để chuуển con trỏ đến trường thông ѕố bắt buộc nhập. Ta có thể nhập các thông ѕố như ѕau:<br /> <strong>Offѕet</strong>: Dịch chuуển đường chuẩn ѕong ѕong ᴠề phía bên cần của đường gốc, ᴠào hướng của đường gốc (BP1-BP2).<br /> <strong>Line</strong>: Dịch chuуển đường chuẩn theo chiều dọc tính từ điểm gốc trước tiên theo hướng từ điểm gốc đầu tiên tới điểm gốc vật dụng hai.<br /> <strong>Rotate</strong>: Quaу đường chuẩn theo chiều kim đồng hồ хung quanh điểm gốc.<br /> <strong>Height</strong>: Đường chuẩn cao hơn đường gốc.<br /> <strong>Ref.Hgt:Point1:</strong> Chênh cao ѕo ᴠới điểm gốc chuẩn nhất.<br /> <strong>Point 2</strong>: Chênh cao ѕo ᴠới điểm gốc chuẩn hai.<br /> <strong>Interpolated:</strong> Chênh cao dọc theo đường chuẩn.<br /> <strong>No height</strong>: Chênh cao không được tính toán ᴠà hiển thị.<br /> <br /> 3. Tiến hành đo hoặc chuуển ѕang chế độ chuуển điểm bề ngoài ra thực địa. Tiến hành đo đến điểm đích. Chuуển ѕang chế độ chuуển điểm bề ngoài ra thực địa.<br /> <br /> 4. Ứng dụng tương trợ “Line&Offѕet”: tính toán ra ᴠị trí của điểm đo ѕo ᴠới đường chuẩn bằng cách hiển thị các lệch dọc trục, lệch ngang, chênh cao…<br /> </span></span></span><br /> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc đạc công trình hay đo đạc công trình là khảo sát và khai triển bản vẽ thiết kế của công trình ra thực địa, dùng cho thi công và giám sát xây dựng công trình đúng bản vẽ thiết kế. Quan trắc dịch chuyển của công trình ra thực địa, chuyên dụng cho thi công và giám sát xây dựng công trình đúng bản vẽ thiết kế. Công cụ đo bằng những mẫu máy đo đạc như máy kinh vĩ, máy thủy bình,máy đo khoảng cách laser, máy toàn đạc điện tử … </span></span></span></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiệm vụ chủ đạo của công tác trắc địa trong xây dựng là đảm bảo cho công trình được xây dựng đúng kích thước hình học và đúng vị trí thiết kế. Chỉ khi hai yêu cầu này được đáp ứng thì công trình mới mang thể vận hành an toàn. </span></span></span></p> <h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="font-weight: var(--h2_typography-font-weight); font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">III. Những thiết bị được sử dụng trong định vị thi công công trình</span></h2> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#ff0000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-tu-dong"><strong>Máy thủy bình tự động, máy thủy bình điện tử</strong></a></span></span></span><span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">:</span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Xác định cao độ, dẫn mốc cao độ, đo chênh cao, quan trắc lún…</span></span></span></li> </ul> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">Máy toàn đạc điện tử</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span> Bố trí trí tọa độ thiết kế ra thực địa; tính toán khoảng cách ngang, đứng, góc phương vị của đường, tọa độ điểm, diện tích và bố trí đường thẳng, đường cong; dẫn lưới lập mốc đường chuyền…</span></span></span></li> </ul> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">Máy định vị GNSS</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span> Khảo sát thành lập lưới khống chế tọa độ; bố trí điểm phục vụ cho công tác chuyển điểm thiết kế ra thực địa; giao hội, bố trí đường cong, tính diện tích…</span></span></span></li> </ul> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;"> <span style="color:#000000;"><img alt="" src="/admin/webroot/upload/image/images/Banner (665 × 295 px) (31).png" style="width: 665px; height: 295px;" /></span></p> ', 'images' => '202305301610048b836b9276e806fc2f8458b2bc05f8fc.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy toàn đạc điện tử', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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Hà Nội cấp ngày 28-04-2009<br /> Điện thoại: <a href="javascript: void(0)" style="font-family: tahoma, geneva, sans-serif;font-size:11px;"><span style="color: rgb(255, 255, 255);"><strong style="font-family: arial, helvetica, sans-serif;">(</strong><strong style="font-family: arial, helvetica, sans-serif;">024) 3776 4930</strong></span></a></span></span></p> <div> <p> <strong style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><u>Cửa hàng</u></strong><span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">:</span></p> </div> <p> <span style="font-family: tahoma, geneva, sans-serif;">- <span style="font-size:12px;">Số <strong><span style="font-size:14px;">145 </span></strong></span></span><span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">Láng Hạ, Phường Láng Hạ, Hà Nội</span></span></p> <p> <span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></span><br /> <br /> </p> ', 'contactinfo_eng' => '', 'taikhoan' => '<strong><span style="color:#04529a;">Số Tài khoản các ngân hàng của công ty Tân Á</span></strong><br /> <br /> 1. 13022-0506-5430 - Nguyễn Văn Hiệu - Agribank - CN Trung Yên, HN<br /> 2. 0011-00404-0367 - Nguyễn Văn Hiệu - Vietcombank - CN Sở Giao dịch, HN<br /> 3. 711A-6202-9713 - Nguyễn Văn Hiệu - Vietinbank - CN Thanh Xuân, HN<br /> 4. 190-256-018-210-13 - Nguyễn Văn Hiệu - Techcombank, Hà Nội<br /> 5. 1231-0000-368-767 - Nguyễn Văn Hiệu - BIDV CN Quang Trung, Hà Nội', 'contactinfo' => '<div dir="rtl" style="text-align: left;"> <u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Văn Phòng</strong></u></div> <div style=""> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ: Số 157 Đặng Văn Ngữ, Phường Kim Liên, Hà Nội, Việt Nam<br /> Tel: (024) 3776 4930 <br /> Fax: (024) 3776 5908<br /> Email: thanhdatsurvey.JSC@gmail.com/ tracdiathanhdat@gmail.com<br /> Hotline: <strong>0913 051 734</strong><br /> <br /> <strong><u>C</u></strong><strong><u>ửa hàng</u></strong></span></span><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Số 145 Láng Hạ, Phường Láng Hạ, Hà Nội</span></span><br /> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0942 288 388</strong></span><br /> </div> <div style=""> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></div> <div style=""> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0949 322 456</strong></span></div> <div style=""> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>VPĐD tại Tp. Hồ Chí Minh</u></strong><br /> <br /> - 1/56 Nguyễn Thái Sơn, Phường Hạnh Thông, Hồ Chí Minh</span></span><br /> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0904 925 936</strong></span></div> ', 'telephone' => '01659 014592', 'hotline' => '0913051734', 'email' => 'tracdiathanhdat@yahoo.com', 'url' => '', 'meta_key' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax, Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GNSS RTK, máy thủy bình, máy toàn đạc, máy laser, máy GPS cầm tay, UAV, ống nhòm (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...). Uy tín, chất lượng, giá tốt hàng đầu tại Việt Nam!', 'created' => '2012-06-05', 'modified' => '1769758152', 'youtube' => 'http://youtube.com', 'twitter' => 'https://twitter.com/', 'myspace' => 'https://myspace.com/', 'facebook' => 'https://www.facebook.com/thanhdatsurvey.jsc/', 'email2' => 'duycuong7640', 'skype' => 'hothihuyen.hn', 'yahoo' => 'duycuong7640', 'yahoo1' => 'duycuong7640', 'content' => 'Thanks for your interest in Vn Discoverytours. For a fast response, please submit this basic Quick Enquiry form below by clicking “Submit”, and we’ll get back to you by e-mail within 12 to 24 hours (in working days). For urgent booking, call us at +84 974 839 873', 'video' => '<iframe width="1280" height="720" src="https://www.youtube.com/embed/mR4kOuAkEtY" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>', 'slogan' => 'trung tâm sửa chữa và bảo hành máy giặt electrolux', 'slogan_eng' => '', 'printer' => '', 'googleplus' => '', 'bando' => '<p> <iframe allowfullscreen="" frameborder="0" height="410" src="https://www.google.com/maps/embed?pb=!1m18!1m12!1m3!1d1680.2372398112452!2d105.81212934716025!3d21.01437303922492!2m3!1f0!2f0!3f0!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ab63b645b665%3A0xa6797ac6008687bf!2zQ-G7rWEgSMOgbmcgVHLhuq9jIMSQ4buLYQ!5e0!3m2!1svi!2s!4v1449908805279" style="border:0" width="600"></iframe></p> ', 'gioithieu' => '<p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/gioithieu.png" /></p> ', 'thongtincongty' => 'Sửa máy lạnh tại nhà 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style="font-family:tahoma,geneva,sans-serif;">Là công ty chuyên nhập khẩu, cung cấp và chuyển giao công nghệ các loại máy đo đạc, trắc địa phục vụ khảo sát thiết kế, xây dựng và đo vẽ bản đồ của các hãng nổi tiếng trên thế giới như: LEICA, TOPCON, NIKON, PENTAX, SOKKIA, GLUNZ, TRIMPLE, SPECTRA, GEOMAX, GARMIN..., chúng tôi cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! </span><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm cùng</span> <span style="font-family: tahoma, geneva, sans-serif;">đội ngũ nhân viên, kỹ thuật viên năng động, có trình độ cao chúng tôi tự hào và tin tưởng Quý khách hàng sẽ hài lòng khi sử dụng các sản phẩm và dịch vụ do chúng tôi cung cấp!</span></span><br /> </p> <div style="text-align: justify;"> <span style="color:#ff9966;"><span style="font-family:comic sans ms,cursive;"><span style="font-size:14px;"><strong style="font-family: tahoma, geneva, sans-serif;">Hỗ trợ 24/7:</strong> <strong>0942 288 388/</strong></span><span style="font-size: 14px;"><strong>0949 322 456</strong> (Zalo) </span></span></span></div> ', 'gt_eng' => '' ), 'tin_ft' => array( (int) 0 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 1 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 2 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 3 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 4 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 5 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ) ), 'slideshow' => array( (int) 0 => 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} .large-4 { flex-basis: 33.3333333333%;text-align: center; max-width: 33.3333333333%;margin-bottom: 30px; } .large-4 a{ color: #fff;text-transform: uppercase;font-weight:bold; } .large-4 .col-inner{padding:0 15px;} .expand { display: block; max-width: 100%!important; padding-left: 0!important; padding-right: 0!important; width: 100%!important;padding:10px; } .button.success { background-color: #4a90e2; } .box-shadow-4-hover:hover, .box-shadow-5-hover:hover, .row-box-shadow-4-hover .col-inner:hover, .row-box-shadow-5-hover .col-inner:hover { transform: translateY(-6px);box-shadow: 0 30px 40px 0 rgb(0 0 0 / 20%); } .box-shadow-1, .box-shadow-1-hover, .box-shadow-2, .box-shadow-2-hover, .box-shadow-3, .box-shadow-3-hover, .box-shadow-4, .box-shadow-4-hover, .box-shadow-5, .box-shadow-5-hover, .row-box-shadow-1 .col-inner, .row-box-shadow-1-hover .col-inner, .row-box-shadow-2 .col-inner, .row-box-shadow-2-hover .col-inner, .row-box-shadow-3 .col-inner, .row-box-shadow-3-hover .col-inner, .row-box-shadow-4 .col-inner, .row-box-shadow-4-hover .col-inner, .row-box-shadow-5 .col-inner, .row-box-shadow-5-hover .col-inner { transition: transform .3s,box-shadow .3s,background-color .3s,color .3s,opacity .3s; } .box-shadow-3, .box-shadow-3-hover:hover, .row-box-shadow-3 .col-inner, .row-box-shadow-3-hover .col-inner:hover { box-shadow: 0 10px 20px rgb(0 0 0 / 19%), 0 6px 6px rgb(0 0 0 / 22%); } .button span { font-weight: 400; } .is-shade:after { box-shadow: inset 1px 1px 0 0 hsl(0deg 0% 100% / 10%), inset 0 2em 15px 0 hsl(0deg 0% 100% / 20%); } </style> <div class="" id="row-2097407503"> <p style="font-family:tahoma,geneva,sans-serif; font-size: 14px;"> Nếu bạn đang tìm kiếm phần mềm trắc địa, các thông tin liên quan về máy móc đo đạc, trắc địa cho dự án của mình bạn đã tìm đúng kho lưu trữ! 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Hotline: 0913051734!' $keywords_for_layout = 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!' $title_for_layout = 'Máy toàn đạc điện tử' $tinmoiup = array( (int) 0 => array( 'Post' => array( 'id' => '802', 'name' => 'Dữ liệu RINEX – Nền tảng cốt lõi của hạ tầng trắc địa hiện đại', 'code' => null, 'alias' => 'du-lieu-rinex-–-nen-tang-cot-loi-cua-ha-tang-trac-dia-hien-dai', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong hạ tầng trắc địa hiện đại, RINEX không phải dữ liệu phụ, mà là nền móng kỹ thuật của hệ tọa độ quốc gia. RTK giúp đo nhanh hôm nay, nhưng RINEX mới là yếu tố đảm bảo bản đồ, mốc và công trình đứng vững trong nhiều năm tới.</span></span>', 'content' => '<p> <em><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trong những năm gần đây, công nghệ GNSS RTK cùng các mạng trạm CORS phát triển mạnh mẽ, giúp công tác đo đạc, thi công và bố trí công trình đạt được kết quả gần như tức thời với độ chính xác cao.</span></em></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Tuy nhiên, nếu nhìn ở góc độ xây dựng và duy trì hạ tầng trắc địa quốc gia dài hạn, nhiều quốc gia phát triển như Mỹ, châu Âu, Nhật Bản đều có chung một quan điểm: RTK là lớp ứng dụng đo nhanh ngoài hiện trường, trong khi RINEX – dữ liệu GNSS đo tĩnh – mới là lớp nền cốt lõi của hệ tọa độ.</em><br /> <br /> <em>RTK cho phép định vị nhanh theo thời gian thực, nhưng độ ổn định và khả năng kiểm chứng của kết quả RTK phụ thuộc mạnh vào điều kiện truyền cải chính tại thời điểm đo. Ngược lại, dữ liệu RINEX cho phép xử lý hậu kỳ, kiểm chứng, đối soát và duy trì độ ổn định tọa độ trong thời gian dài.<br /> </em></span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. RINEX là gì?</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX (<em>Receiver Independent Exchange Format</em>) là định dạng dữ liệu GNSS thô chuẩn quốc tế, được phát triển và duy trì bởi cộng đồng GNSS toàn cầu dưới sự điều phối của các tổ chức quốc tế như IGS (International GNSS Service) và RTCM SC-104.</span></span><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX cho phép trao đổi dữ liệu GNSS giữa các thiết bị và phần mềm khác nhau, không phụ thuộc hãng sản xuất, và được sử dụng rộng rãi trên toàn thế giới cho các mục đích kỹ thuật chuyên sâu. Dữ liệu RINEX cho phép:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xử lý hậu kỳ GNSS (Static / PPK)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bình sai mạng lưới GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm soát chất lượng và truy xuất nguồn gốc số liệu</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Duy trì và kiểm chứng hệ tọa độ theo thời gian dài</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK cho kết quả nhanh – RINEX cho kết quả bền và kiểm chứng được.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Cách các quốc gia khai thác RINEX trong hạ tầng trắc địa</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tại nhiều quốc gia, mạng CORS quốc gia không chỉ phục vụ RTK thời gian thực mà còn coi dữ liệu RINEX liên tục là tài sản dữ liệu cốt lõi. Mô hình khai thác phổ biến:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu trữ dữ liệu GNSS 24/7.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cho phép tải RINEX theo các khoảng thời gian:</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">15 phút</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1 giờ</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6 giờ</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">24 giờ</span></span></li> </ul> </li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cung cấp đầy đủ metadata:</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thông tin trạm GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian quan sát</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chu kỳ ghi (1s, 15s, 30s…)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ quy chiếu và mô hình tham chiếu.</span></span></li> </ul> </li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Ví dụ tiêu biểu:</span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mỹ: NOAA CORS Network cung cấp dữ liệu RINEX phục vụ đo tĩnh và xử lý hậu kỳ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Châu Âu: EUREF Permanent Network (EPN) lưu trữ dữ liệu RINEX cho bình sai lưới khu vực.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhật Bản: GEONET do GSI vận hành, cung cấp dữ liệu RINEX cho xử lý hậu kỳ và nghiên cứu GNSS.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm chung của các mô hình này là coi RINEX liên tục mới là nền tảng bền vững của hệ tọa độ quốc gia.<br /> </span></span> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/ncn_agol.png" style="width: 800px; height: 511px;" /></span></span></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Vai trò của RINEX trong hệ thống trắc địa hiện đại</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều quốc gia đang triển khai mô hình tổng hợp:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS CORS + RINEX → lớp khống chế nền, duy trì hệ tọa độ dài hạn</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc khống chế vật lý → đối tượng kiểm chứng và cơ sở pháp lý</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK → công cụ đo nhanh ngoài hiện trường</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đây không phải xu hướng “bỏ mốc”, mà là:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm phụ thuộc vào việc chạy mốc thủ công tốn thời gian</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuyển vai trò mốc từ nguồn gốc duy nhất sang đối tượng kiểm chứng</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng vai trò của dữ liệu GNSS chuẩn hóa trong duy trì hệ tọa độ</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. RINEX giúp ổn định và kiểm soát hệ tọa độ theo thời gian như thế nào?</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu RINEX cho phép xử lý hậu kỳ và bình sai mạng lưới, nhờ đó:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm ảnh hưởng của thời điểm đo</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế tác động của điều kiện khí quyển và môi trường</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng khả năng đối soát và truy nguyên số liệu</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khái niệm “ổn định” ở đây được hiểu theo nghĩa kỹ thuật: Cho phép tái xử lý, kiểm chứng và so sánh tọa độ tại các thời điểm khác nhau, tránh sai lệch tích lũy do đo nhanh tức thời.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Ứng dụng thực tế của dữ liệu RINEX và lợi ích khai thác RINEX hiệu quả</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu RINEX hiện được sử dụng rộng rãi trong:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập mốc khống chế GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bình sai lưới quốc gia và khu vực</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan trắc dịch chuyển công trình, địa chất</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Làm cơ sở kỹ thuật và pháp lý dài hạn cho bản đồ và hạ tầng kỹ thuật</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> Khai thác RINEX bài bản mang lại:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm thời gian và chi phí thiết lập lưới khống chế</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nâng cao độ ổn định và khả năng kiểm chứng số liệu</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp với dự án lớn, triển khai dài hạn, yêu cầu pháp lý cao</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chủ động khi RTK không ổn định hoặc mất hiệu chỉnh</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. Cấu trúc dữ liệu RINEX gồm những gì?</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu RINEX không phải là một file đơn lẻ, mà là tập hợp nhiều file thành phần, mỗi file đảm nhiệm một vai trò riêng.<br /> <br /> 6.1. File quan sát – Observation file (*.obs). Bao gồm:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sóng mang và mã giả</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu GPS, GLONASS, Galileo, BeiDou…</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thông tin thời gian, tần số, tín hiệu</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">File bắt buộc khi xử lý GNSS hậu kỳ và bình sai.<br /> <br /> 6.2. File quỹ đạo vệ tinh – Navigation file (*.nav, *.gnav…) có chứa q</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">uỹ đạo vệ tinh (broadcast ephemeris) - d</span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ữ liệu cần thiết để tính vị trí vệ tinh theo thời gian.<br /> <br /> Tùy phiên bản RINEX và hệ vệ tinh, file điều hướng (Navigation file) có thể được đặt tên khác nhau.<br /> Trong các hệ thống và phần mềm cũ (RINEX 2.x), file điều hướng thường được tách theo từng hệ GNSS, với các đuôi phổ biến như:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GPS: .N</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS: .G</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">BeiDou: .C</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Galileo: .E</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong các hệ thống hiện đại sử dụng RINEX 3.x trở lên, file điều hướng thường được gộp đa hệ GNSS và sử dụng chung đuôi .nav (hoặc .rnx), trong đó chứa đồng thời dữ liệu GPS, GLONASS, Galileo, BeiDou…</span></span><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6.3. File đồng hồ vệ tinh – Clock file (*.clk)</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh sai số đồng hồ vệ tinh và trạm</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác cao hơn dữ liệu quảng bá</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dùng cho bình sai chính xác cao và nghiên cứu dài hạn.<br /> <br /> 6.4. File quỹ đạo chính xác – Precise orbit (*.sp3)</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quỹ đạo vệ tinh độ chính xác cao</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp với .clk để nâng cao chất lượng xử lý</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> 6.5. Các file phụ trợ</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Metadata trạm, antenna, receiver</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">File khí quyển, site log</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giúp nâng cao độ tin cậy và truy xuất nguồn gốc số liệu.<br /> <br /> >>> Phiên bản RINEX và xu hướng hiện nay:</span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 2.x: cũ, hạn chế hệ GNSS.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 3.x: đa hệ, phổ biến hiện nay.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 4.x: hỗ trợ tín hiệu hiện đại, độ chính xác cao.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế xử lý GNSS hậu kỳ, RINEX 2.11 vẫn được sử dụng rộng rãi nhờ tính ổn định và khả năng tương thích cao. Nhiều lỗi xử lý hiện nay phát sinh từ việc chuyển đổi RINEX không đúng chuẩn hoặc thiếu dữ liệu đi kèm.</span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Bài viết 30_1_26.png" style="width: 800px; height: 526px;" /></span></span></p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 3 & 4 là xu hướng chính trong các hệ thống CORS hiện đại.<br /> <br /> Hiểu đúng và khai thác đúng dữ liệu RINEX chính là bước chuyển từ đo nhanh sang đo bền vững trong trắc địa hiện đại – đặc biệt trong bối cảnh Việt Nam đang vận hành các mạng CORS và duy trì hệ tọa độ VN-2000.<br /> <br /> <em>>>> Nguồn tham khảo:</em></span></span><br /> <ul> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">IGS & RTCM – Chuẩn dữ liệu RINEX</span></span></em></li> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">NOAA CORS Network (Mỹ)</span></span></em></li> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">EUREF Permanent Network (Châu Âu)</span></span></em></li> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GEONET – GSI (Nhật Bản)</span></span></em></li> </ul> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/RINEX - GNSS DATA (665 x 295 px).png" style="width: 800px; height: 355px;" /></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>', 'images' => '202601301021570e6ecbd8766b1296dffb848e42581f6f.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy RTK', 'meta_key' => 'Máy RTK, Vngeonet, RINEX, GNSS, CORS, RTK, GNSSStatic, PPK, BinhSaiGNSS, DuLieuGNSS', 'meta_des' => 'Máy RTK, Vngeonet, RINEX, GNSS, CORS, RTK, GNSSStatic, PPK, BinhSaiGNSS, DuLieuGNSS', 'created' => '2026-01-30', 'modified' => '2026-02-02', 'status' => '1', 'view' => '4420', 'slug' => 'du-lieu-rinex-nen-tang-cot-loi-cua-ha-tang-trac-dia-hien-dai', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '517', 'rght' => '518', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 1 => array( 'Post' => array( 'id' => '801', 'name' => 'Đo không gương (Non-Prism) trên máy toàn đạc', 'code' => null, 'alias' => 'do-khong-guong-non-prism-tren-may-toan-dac', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo không gương (Non-Prism) trên máy toàn đạc là gì? Khi nào nên dùng, khi nào không nên dùng? Phân tích ưu nhược điểm, sai số giao hội và khuyến nghị kỹ thuật khi đo Non-Prism trên máy toàn đạc.</span></span>', 'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế thi công và đo đạc, đo không gương (Non-Prism) là một tính năng rất hữu ích của máy toàn đạc, nhưng cũng tiềm ẩn nhiều rủi ro sai số nếu sử dụng không đúng mục đích. Bài viết dưới đây sẽ phân tích bản chất đo Non-Prism, phạm vi ứng dụng, ưu – nhược điểm, ảnh hưởng đến giao hội và các khuyến nghị kỹ thuật cần tuân thủ.</span></span></em><br /> <br /> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Đo không gương (Non-Prism) là gì?</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế đo đạc, không phải lúc nào cũng có thể đặt được gương phản xạ. Các vị trí như tường cao, taluy, vách hầm, kết cấu thép, khu vực đang thi công hoặc nguy hiểm là những trường hợp điển hình.<br /> Đo không gương (Non-Prism) là phương pháp đo khoảng cách không sử dụng gương phản xạ. Máy toàn đạc phát tia laser trực tiếp tới bề mặt mục tiêu và thu tín hiệu phản hồi để xác định khoảng cách và tọa độ điểm đo.<br /> <br /> Phương pháp này cho phép đo các vị trí:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khó tiếp cận hoặc không thể đặt gương.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không an toàn để tiếp cận trực tiếp.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần đo nhanh hiện trạng mà không bố trí phụ trợ.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.1 Ưu điểm của đo không gương</span></span></h3> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo được các vị trí “bất khả thi” với phương pháp đo gương.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng mức độ an toàn cho người đo ngoài công trường.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian đi gương, giảm nhân lực.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất hiệu quả khi đo hiện trạng, kiểm tra hình học kết cấu.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.2 Nhược điểm và hạn chế kỹ thuật của Non-Prism</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bên cạnh ưu điểm, đo không gương tồn tại nhiều hạn chế kỹ thuật cần hiểu rõ:<br /> <br /> <strong>Phụ thuộc mạnh vào bề mặt đo</strong></span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt sáng, phẳng, khô → đo xa hơn, ổn định hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt tối, thô, ẩm, xiên góc → tầm đo giảm rõ rệt, sai số tăng.</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác thấp hơn đo gương</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không có tâm phản xạ cố định như gương.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách lớn hơn và kém ổn định hơn.</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hao pin hơn</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo Non-Prism liên tục tiêu thụ pin nhiều hơn so với đo gương.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (40).png" style="width: 800px; height: 671px;" /></span></span></p> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.3 Những lưu ý quan trọng khi sử dụng đo không gương</span></span></h3> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không sử dụng đo không gương cho mốc khống chế.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không dùng cho dẫn mốc, nghiệm thu pháp lý.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ dùng cho đo hiện trạng, kiểm tra, tham khảo kỹ thuật.</span></span></li> </ul> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.4 Khoảng cách đo không gương của một số dòng máy phổ biến</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng cách công bố của nhà sản xuất thường được đo trong điều kiện tiêu chuẩn:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica FlexLine TS03 / TS07 / TS10: ~500 m / ~1000 m (tùy cấu hình)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon N-Series: ~600 m</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon XS-Series: ~800 m</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Topcon GM-100 Series: ~500 m</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thực tế ngoài công trường, khoảng cách đo thường ngắn hơn catalogue, phụ thuộc mạnh vào bề mặt và điều kiện môi trường.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5 Khi nào nên dùng đo không gương?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo không gương phát huy hiệu quả trong các công việc:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo chi tiết hoàn công.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kiểm tra hình học kết cấu.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo taluy, vách đứng, vách hầm.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo các điểm nguy hiểm không thể tiếp cận.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Đo không gương là công nghệ bổ trợ, không phải để thay thế đo gương.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Hỏi và Đáp: Đo không gương & sai số giao hội</span></span></h2> <br /> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. 1 Vì sao đo không gương dễ gây sai số khi giao hội?</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vì đo Non-Prism phụ thuộc vào bề mặt phản xạ, không có tâm phản xạ cố định như gương.<br /> Trong bài toán giao hội, sai số nhỏ ở từng hướng bắn có thể bị phóng đại tại điểm giao, khiến kết quả thiếu ổn định.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.2 Sai số giao hội khi dùng Non-Prism thường đến từ đâu?</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các nguyên nhân chính:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt phản xạ không phẳng, không đồng nhất.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tia laser phản xạ không cùng một điểm hình học.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Góc bắn xiên, bắn vào mép cạnh hoặc bề mặt nhỏ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách lớn hơn so với đo gương.</span></span></li> </ul> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.3 Đo không gương ảnh hưởng nhiều hơn đến giao hội góc hay giao hội cạnh?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo không gương ảnh hưởng mạnh hơn đến giao hội cạnh, vì:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách của Non-Prism lớn hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội cạnh, sai số khoảng cách tác động trực tiếp tới vị trí điểm giao.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với giao hội góc, sai số vẫn tồn tại nhưng ít phụ thuộc hơn vào chất lượng phản xạ.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.4 Vì sao giao hội nghịch đặc biệt nhạy cảm với đo không gương?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội nghịch:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đặt máy cần được xác định rất chính xác.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không xác định được tâm phản xạ rõ ràng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các trạm có thể “nhìn” vào những điểm khác nhau trên cùng một bề mặt.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điều này khiến sai số khó kiểm soát và khó phát hiện.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.5 Có thể giảm sai số khi buộc phải giao hội bằng Non-Prism không?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có thể giảm rủi ro, nhưng không loại bỏ hoàn toàn, bằng cách:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn bề mặt phẳng, sáng, rõ ràng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tránh bắn vào mép cạnh hoặc bề mặt nhỏ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngắm vuông góc với bề mặt.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo lặp nhiều lần để kiểm tra.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp kiểm tra chéo bằng phương pháp khác.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ áp dụng cho đo tham khảo, không dùng cho mốc.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.6 Khi nào tuyệt đối không nên dùng Non-Prism cho giao hội?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không sử dụng trong các trường hợp:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dẫn mốc tọa độ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập lưới khống chế.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc pháp lý, nghiệm thu công trình.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công việc yêu cầu độ chính xác cao (cm – mm).</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.7 Vì sao đo gương vẫn là phương pháp chuẩn cho giao hội?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vì khi đo gương:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có tâm phản xạ xác định rõ ràng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách nhỏ và ổn định.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các trạm cùng xác định một điểm hình học duy nhất.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đây là yếu tố then chốt trong các bài toán giao hội.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.8 Có nên coi đo không gương là phương pháp thay thế đo gương?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không. Đo không gương là giải pháp bổ trợ, không phải phương pháp thay thế.<br /> <br /> Khuyến nghị nên tuân thủ quy tắc kỹ thuật:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có thể đặt gương → ưu tiên đo gương.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không thể đặt gương → dùng Non-Prism đúng mục đích.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> >>> Đo không gương (Non-Prism) mang lại nhiều tiện lợi trong đo hiện trạng và các vị trí khó tiếp cận, tuy nhiên phương pháp này nhạy cảm với sai số, đặc biệt trong các bài toán giao hội.<br /> Trong thực tế, giao hội thuận có thể cân nhắc sử dụng đo không gương cho mục đích tham khảo, khi điều kiện bề mặt cho phép. Ngược lại, giao hội nghịch không được khuyến nghị sử dụng Non-Prism do sai số khó kiểm soát. Đối với các công việc thiết lập lưới khống chế, dẫn mốc tọa độ và hồ sơ pháp lý, việc đo bằng gương phản xạ là bắt buộc để đảm bảo độ chính xác và giá trị pháp lý của số liệu.</span></span><br /> <br /> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/CHỌN ANH TÀI (16).png" style="width: 800px; height: 618px;" /></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>', 'images' => '20260128101209aeccf2a028c6aa7fa3ea11fe774d0584.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy toàn đạc điện tử', 'meta_key' => 'Máy toàn đạc điện tử, máy toàn đạc, đo không gương, NonPrism, EDM, trắc địa, đo đạc, trắc địa thành đạt, Leica, Topcon, Nikon, Sokkia', 'meta_des' => 'Máy toàn đạc điện tử, máy toàn đạc, đo không gương, NonPrism, EDM, trắc địa, đo đạc, trắc địa thành đạt, Leica, Topcon, Nikon, Sokkia', 'created' => '2026-01-28', 'modified' => '2026-02-01', 'status' => '1', 'view' => '1067', 'slug' => 'do-khong-guong-non-prism-tren-may-toan-dac-1', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '515', 'rght' => '516', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 2 => array( 'Post' => array( 'id' => '800', 'name' => 'Đo không gương (Non-Prism) trên máy toàn đạc', 'code' => null, 'alias' => 'do-khong-guong-non-prism-tren-may-toan-dac', 'cat_id' => '0', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo không gương (Non-Prism) trên máy toàn đạc là gì? Khi nào nên dùng, khi nào không nên dùng? Phân tích ưu nhược điểm, sai số giao hội và khuyến nghị kỹ thuật khi đo Non-Prism trên máy toàn đạc.</span></span>', 'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế thi công và đo đạc, đo không gương (Non-Prism) là một tính năng rất hữu ích của máy toàn đạc, nhưng cũng tiềm ẩn nhiều rủi ro sai số nếu sử dụng không đúng mục đích. Bài viết dưới đây sẽ phân tích bản chất đo Non-Prism, phạm vi ứng dụng, ưu – nhược điểm, ảnh hưởng đến giao hội và các khuyến nghị kỹ thuật cần tuân thủ.</span></span></em><br /> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Đo không gương (Non-Prism) là gì?</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế đo đạc, không phải lúc nào cũng có thể đặt được gương phản xạ. Các vị trí như tường cao, taluy, vách hầm, kết cấu thép, khu vực đang thi công hoặc nguy hiểm là những trường hợp điển hình.<br /> Đo không gương (Non-Prism) là phương pháp đo khoảng cách không sử dụng gương phản xạ. Máy toàn đạc phát tia laser trực tiếp tới bề mặt mục tiêu và thu tín hiệu phản hồi để xác định khoảng cách và tọa độ điểm đo.<br /> <br /> Phương pháp này cho phép đo các vị trí:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khó tiếp cận hoặc không thể đặt gương.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không an toàn để tiếp cận trực tiếp.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần đo nhanh hiện trạng mà không bố trí phụ trợ.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.1 Ưu điểm của đo không gương</span></span></h3> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo được các vị trí “bất khả thi” với phương pháp đo gương.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng mức độ an toàn cho người đo ngoài công trường.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian đi gương, giảm nhân lực.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất hiệu quả khi đo hiện trạng, kiểm tra hình học kết cấu.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.2 Nhược điểm và hạn chế kỹ thuật của Non-Prism</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bên cạnh ưu điểm, đo không gương tồn tại nhiều hạn chế kỹ thuật cần hiểu rõ:<br /> <br /> <strong>Phụ thuộc mạnh vào bề mặt đo</strong></span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt sáng, phẳng, khô → đo xa hơn, ổn định hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt tối, thô, ẩm, xiên góc → tầm đo giảm rõ rệt, sai số tăng.</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác thấp hơn đo gương</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không có tâm phản xạ cố định như gương.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách lớn hơn và kém ổn định hơn.</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hao pin hơn</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo Non-Prism liên tục tiêu thụ pin nhiều hơn so với đo gương.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (40).png" style="width: 800px; height: 671px;" /></span></span></p> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.3 Những lưu ý quan trọng khi sử dụng đo không gương</span></span></h3> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không sử dụng đo không gương cho mốc khống chế.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không dùng cho dẫn mốc, nghiệm thu pháp lý.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ dùng cho đo hiện trạng, kiểm tra, tham khảo kỹ thuật.</span></span></li> </ul> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.4 Khoảng cách đo không gương của một số dòng máy phổ biến</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng cách công bố của nhà sản xuất thường được đo trong điều kiện tiêu chuẩn:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica FlexLine TS03 / TS07 / TS10: ~500 m / ~1000 m (tùy cấu hình)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon N-Series: ~600 m</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon XS-Series: ~800 m</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Topcon GM-100 Series: ~500 m</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thực tế ngoài công trường, khoảng cách đo thường ngắn hơn catalogue, phụ thuộc mạnh vào bề mặt và điều kiện môi trường.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5 Khi nào nên dùng đo không gương?</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo không gương phát huy hiệu quả trong các công việc:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo chi tiết hoàn công.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kiểm tra hình học kết cấu.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo taluy, vách đứng, vách hầm.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo các điểm nguy hiểm không thể tiếp cận.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Đo không gương là công nghệ bổ trợ, không phải để thay thế đo gương.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Hỏi và Đáp: Đo không gương & sai số giao hội</span></span></h2> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. 1 Vì sao đo không gương dễ gây sai số khi giao hội?</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vì đo Non-Prism phụ thuộc vào bề mặt phản xạ, không có tâm phản xạ cố định như gương.<br /> Trong bài toán giao hội, sai số nhỏ ở từng hướng bắn có thể bị phóng đại tại điểm giao, khiến kết quả thiếu ổn định.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.2 Sai số giao hội khi dùng Non-Prism thường đến từ đâu?</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các nguyên nhân chính:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt phản xạ không phẳng, không đồng nhất.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tia laser phản xạ không cùng một điểm hình học.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Góc bắn xiên, bắn vào mép cạnh hoặc bề mặt nhỏ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách lớn hơn so với đo gương.</span></span></li> </ul> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.3 Đo không gương ảnh hưởng nhiều hơn đến giao hội góc hay giao hội cạnh?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo không gương ảnh hưởng mạnh hơn đến giao hội cạnh, vì:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách của Non-Prism lớn hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội cạnh, sai số khoảng cách tác động trực tiếp tới vị trí điểm giao.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với giao hội góc, sai số vẫn tồn tại nhưng ít phụ thuộc hơn vào chất lượng phản xạ.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.4 Vì sao giao hội nghịch đặc biệt nhạy cảm với đo không gương?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội nghịch:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đặt máy cần được xác định rất chính xác.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không xác định được tâm phản xạ rõ ràng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các trạm có thể “nhìn” vào những điểm khác nhau trên cùng một bề mặt.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điều này khiến sai số khó kiểm soát và khó phát hiện.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.5 Có thể giảm sai số khi buộc phải giao hội bằng Non-Prism không?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có thể giảm rủi ro, nhưng không loại bỏ hoàn toàn, bằng cách:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn bề mặt phẳng, sáng, rõ ràng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tránh bắn vào mép cạnh hoặc bề mặt nhỏ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngắm vuông góc với bề mặt.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo lặp nhiều lần để kiểm tra.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp kiểm tra chéo bằng phương pháp khác.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ áp dụng cho đo tham khảo, không dùng cho mốc.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.6 Khi nào tuyệt đối không nên dùng Non-Prism cho giao hội?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không sử dụng trong các trường hợp:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dẫn mốc tọa độ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập lưới khống chế.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc pháp lý, nghiệm thu công trình.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công việc yêu cầu độ chính xác cao (cm – mm).</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.7 Vì sao đo gương vẫn là phương pháp chuẩn cho giao hội?</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vì khi đo gương:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có tâm phản xạ xác định rõ ràng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách nhỏ và ổn định.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các trạm cùng xác định một điểm hình học duy nhất.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đây là yếu tố then chốt trong các bài toán giao hội.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.8 Có nên coi đo không gương là phương pháp thay thế đo gương?</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không. Đo không gương là giải pháp bổ trợ, không phải phương pháp thay thế.<br /> <br /> Khuyến nghị nên tuân thủ quy tắc kỹ thuật:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có thể đặt gương → ưu tiên đo gương.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không thể đặt gương → dùng Non-Prism đúng mục đích.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> >>> Đo không gương (Non-Prism) mang lại nhiều tiện lợi trong đo hiện trạng và các vị trí khó tiếp cận, tuy nhiên phương pháp này nhạy cảm với sai số, đặc biệt trong các bài toán giao hội.<br /> Trong thực tế, giao hội thuận có thể cân nhắc sử dụng đo không gương cho mục đích tham khảo, khi điều kiện bề mặt cho phép. Ngược lại, giao hội nghịch không được khuyến nghị sử dụng Non-Prism do sai số khó kiểm soát. Đối với các công việc thiết lập lưới khống chế, dẫn mốc tọa độ và hồ sơ pháp lý, việc đo bằng gương phản xạ là bắt buộc để đảm bảo độ chính xác và giá trị pháp lý của số liệu.</span></span><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>', 'images' => '202601281012092e874776f1f92f702ba41b53941ccdc8.png', 'images_multi' => null, 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy toàn đạc điện tử', 'meta_key' => 'Máy toàn đạc điện tử, máy toàn đạc, đo không gương, NonPrism, EDM, trắc địa, đo đạc, trắc địa thành đạt, Leica, Topcon, Nikon, Sokkia', 'meta_des' => 'Máy toàn đạc điện tử, máy toàn đạc, đo không gương, NonPrism, EDM, trắc địa, đo đạc, trắc địa thành đạt, Leica, Topcon, Nikon, Sokkia', 'created' => '2026-01-28', 'modified' => '2026-01-30', 'status' => '1', 'view' => '2', 'slug' => 'do-khong-guong-non-prism-tren-may-toan-dac', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '513', 'rght' => '514', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => null, 'name' => null, 'parent_id' => null, 'alias' => null, 'images' => null, 'lft' => null, 'rght' => null, 'pos' => null, 'status' => null, 'title_seo' => null, 'meta_key' => null, 'meta_des' => null, 'created' => null, 'modified' => null, 'slug' => null, 'cate' => null, 'link' => null, 'name_eng' => null, 'name_tq' => null, 'type' => null, 'hot' => null, 'content' => null, 'display' => null, 'content_eng' => null ) ), (int) 3 => array( 'Post' => array( 'id' => '799', 'name' => 'Máy toàn đạc điện tử Leica TS20 - Dòng máy robot cao cấp!', 'code' => null, 'alias' => 'may-toan-dac-dien-tu-leica-ts20-dong-may-robot-cao-cap', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica TS20 là dòng máy toàn đạc điện tử robot cao cấp của Leica Geosystems, được thiết kế để đáp ứng các yêu cầu khắt khe trong khảo sát, thi công hạ tầng, đo vẽ bản đồ và xây dựng công nghiệp. Leica TS20 tập trung vào tự động hóa, độ ổn định và độ chính xác cao, giúp tối ưu thao tác hiện trường và nâng cao hiệu suất làm việc trong mọi điều kiện công trường phức tạp.</span></span>', 'content' => '<p> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><em>Leica TS20 là dòng máy toàn đạc điện tử robot cao cấp của Leica Geosystems, được phát triển cho các công việc khảo sát, thi công hạ tầng, đo vẽ bản đồ và xây dựng công nghiệp. Dòng máy này tập trung vào tự động hóa, độ ổn định và độ chính xác cao, giúp tối ưu thao tác hiện trường và nâng cao hiệu suất làm việc trong điều kiện công trường phức tạp.</em><br /> <br /> Trong thực tế triển khai, Leica TS20 được cung cấp với nhiều cấu hình tính năng khác nhau nhằm đáp ứng đa dạng nhu cầu sử dụng. Trên thị trường và trong tài liệu kỹ thuật, các cấu hình này thường được phân nhóm như sau:</span></span></p> <ul> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Auto Aiming (<strong>TS20 A</strong>): Hỗ trợ tự động ngắm gương (ATR).</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">PowerSearch (<strong>TS20 P</strong>): Bổ sung khả năng tự động tìm gương.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Imaging (<strong>TS20 I</strong>): Tích hợp camera và các thuật toán AI hỗ trợ đo đạc, cho phép nhận dạng mục tiêu, theo dõi chuyển động và thu điểm bằng hình ảnh trong môi trường phức tạp.</span></span></li> </ul> <p> <br /> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Bên cạnh các cấu hình tính năng, Leica TS20 còn có các tùy chọn kỹ thuật chung, bao gồm:</span></span></p> <ul> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Độ chính xác đo góc: 1″ / 2″ / 3″ / 5″</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Tầm đo không gương (EDM): 800 m hoặc 1600 m</span></span></li> </ul> <p> <br /> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Mức độ tự động hóa và hỗ trợ AI phụ thuộc vào cấu hình được lựa chọn, trong đó TS20 I là cấu hình cao cấp nhất, phù hợp cho các dự án yêu cầu hiệu suất, độ tin cậy và kiểm soát chất lượng cao.</span></span><br /> </p> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica-TS20-Application-Tunnel-300dpi-2-2048x1365.jpg" style="width: 800px; height: 533px;" /></span></span></p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Leica TS20I – Phiên bản tích hợp Camera & AI</strong><br /> <br /> Chỉ phiên bản TS20I (Imaging) mới được Leica trang bị camera và các thuật toán AI hỗ trợ đo đạc, giúp nâng tầm hiệu quả khảo sát hiện đại.<br /> <br /> <strong>AI – Công nghệ tạo khác biệt trên TS20I.</strong><br /> <br /> Trên TS20I, Leica ứng dụng AI kết hợp camera và thuật toán xử lý thông minh, cho phép:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận dạng mục tiêu chính xác hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo dõi chuyển động mục tiêu ổn định hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế nhầm lẫn trong môi trường nhiều vật phản xạ.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các xử lý này được thực hiện trực tiếp trên thiết bị, giúp đảm bảo tốc độ, độ ổn định và an toàn dữ liệu khi làm việc ngoài hiện trường.<br /> <br /> <strong>AI-Detect – Nhận dạng gương & cảnh báo sai cấu hình (TS20I)</strong><br /> <br /> Sai loại gương là nguyên nhân phổ biến gây sai offset và sai số đo. AI-Detect (chỉ có trên TS20I) sử dụng camera để:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận dạng loại gương Leica đang đo.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">So sánh với cấu hình gương trong Leica Captivate.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cảnh báo ngay khi phát hiện không khớp.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính năng này giúp:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm lỗi chủ quan.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tránh đo sai – làm lại.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nâng cao độ tin cậy dữ liệu thi công.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> <strong>AI-Follow (Dynamic Lock nâng cao) – Theo dõi mục tiêu mượt mà</strong><br /> <br /> Trên TS20I, AI hỗ trợ khả năng dự đoán chuyển động của lăng kính khi:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bị che khuất tạm thời.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Di chuyển trong môi trường đông người, máy móc.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhờ đó, TS20I giúp:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khóa lại mục tiêu nhanh hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế mất tia.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giữ quá trình đo liên tục, ổn định.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> <strong>AI tăng cường ATR & PowerSearch (TS20I)</strong><br /> <br /> Thuật toán AI giúp ATR và PowerSearch trên TS20I hoạt động hiệu quả hơn trong các điều kiện khó:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sương mù nhẹ, mưa bụi.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gương che khuất một phần.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều điểm phản xạ trong vùng quét.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đây là khác biệt lớn giữa TS20I và TS20A / TS20P.</span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica-TS20-Application-Cadastral-Surveying-300dpi-15-1-2048x1365.jpg" style="width: 800px; height: 533px;" /></span></span></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> <strong>Các thế mạnh chung của dòng Leica TS20</strong><br /> <br /> Bên cạnh AI trên TS20I, toàn bộ dòng TS20 vẫn kế thừa những giá trị cốt lõi của Leica:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác đo góc & khoảng cách cao,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Động cơ Direct Drives nhanh, êm, không ma sát,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm Leica Captivate trực quan, dễ thao tác,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phím Trigger đo nhanh,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu trữ dữ liệu lớn, xuất file linh hoạt,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết cấu bền bỉ, chuẩn công trường,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dọi tâm laser/quang học chính xác.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> <strong>Lợi ích thực tế khi sử dụng Leica TS20</strong></span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng tốc độ đo & bố trí công trình,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm nhân lực vận hành,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế sai sót hiện trường,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu ổn định, đáng tin cậy,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp từ khảo sát địa hình đến thi công công trình lớn.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> <strong>BẢNG SO SÁNH: TS20A vs TS20P vs TS20I</strong></span></span><br /> <br /> <br /> <table border="0" cellpadding="0" style="width: 100%"> <thead> <tr> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tính năng / Chức năng</strong></span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20A</strong><br /> <strong>(Auto Aiming)</strong></span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20P</strong><br /> <strong>(PowerSearch)</strong></span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20I</strong><br /> <strong>(Imaging/ Camera & AI)</strong></span></span><br /> </th> </tr> </thead> <tbody> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động ngắm mục tiêu (ATR)</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có<br /> (ATR tiêu chuẩn)</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có<br /> (ATR tiêu chuẩn)</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có<br /> (ATR tăng cường nhờ camera & thuật toán)</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động tìm gương (PowerSearch)</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có<br /> (kết hợp camera & thuật toán nâng cao)</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Camera tích hợp</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Thu điểm bằng hình ảnh</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận dạng mục tiêu / gương (AI-Detect)</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo dõi mục tiêu di chuyển (Dynamic Lock)</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Khả năng giữ bám khi mục tiêu<br /> che khuất ngắn hạn</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có (AI-Follow)</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Làm việc hiệu quả trong môi trường<br /> nhiều phản xạ</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiêu chuẩn</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiêu chuẩn</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tối ưu hơn nhờ camera & thuật toán</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức độ tự động hóa</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cơ bản</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Trung bình</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cao nhất</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ đo không người<br /> (one-man operation)</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có (ổn định nhất)</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm vận hành</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Captivate</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Captivate</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Captivate</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng phù hợp</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo topo, bố trí cơ bản</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo nhanh, nhiều trạm</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan trắc, đo phức tạp</span></span></td> </tr> </tbody> </table> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Xem thêm Cataloge TS20: <a href="https://drive.google.com/file/d/1KRyhFd21zOZpYZFqy6uUF-xJFJkJJGmE/view?usp=sharing">TẠI ĐÂY</a></span></span><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <div style="text-align: start;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="text-align: justify;">> >> </span><span style="color: rgb(51, 51, 51); text-align: justify;">Liên hệ </span><a href="https://tracdiathanhdat.vn/" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear; font-size: 13px; text-align: justify;"><strong style="margin: 0px; padding: 0px; font-weight: bold;">Trắc Địa Thành Đạt </strong></a><span style="color: rgb(51, 51, 51); text-align: justify;">để được tư vấn chọn máy toàn đạc Leica phù hợp đúng công trình – đúng ngân sách – đúng nhu cầu thực tế tại Việt Nam!</span></span></span></div> <span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"> </span>', 'images' => '20260123093036f5e1f1626a72bb19c3eb73da64c29a2e.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy toàn đạc điện tử', 'meta_key' => 'Máy toàn đạc, máy toàn đạc điện tử, total station, maytoandacLeica, máy toàn đạc điện tử Leica, Leica geosystem, LeicaFlexLine, LeicaTS, LeicaNova, LeicaMS, MultiStation, TS03, TS07, TS10, TS13, TS20, TS60, TM60, MS60', 'meta_des' => 'Máy toàn đạc, máy toàn đạc điện tử, total station, maytoandacLeica, máy toàn đạc điện tử Leica, Leica geosystem, LeicaFlexLine, LeicaTS, LeicaNova, LeicaMS, MultiStation, TS03, TS07, TS10, TS13, TS20, TS60, TM60, MS60', 'created' => '2026-01-23', 'modified' => '2026-02-02', 'status' => '1', 'view' => '434', 'slug' => 'may-toan-dac-dien-tu-leica-ts20-dong-may-robot-cao-cap', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '511', 'rght' => '512', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 4 => array( 'Post' => array( 'id' => '798', 'name' => 'Kiểm tra cao độ sàn nhà xưởng bằng máy thủy bình – Giải pháp chính xác cho thi công công nghiệp!', 'code' => null, 'alias' => 'kiem-tra-cao-do-san-nha-xuong-bang-may-thuy-binh-–-giai-phap-chinh-xac-cho-thi-cong-cong-nghiep', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<p data-end="637" data-start="299"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong xây dựng nhà xưởng, nhà máy và khu công nghiệp, kiểm tra cao độ sàn là công tác bắt buộc nhằm đảm bảo độ phẳng, cao độ đồng nhất và khả năng thoát nước đúng thiết kế. Chỉ một sai số nhỏ vài milimet cũng có thể ảnh hưởng đến vận hành máy móc, lưu thông xe nâng, tuổi thọ sàn bê tông và chất lượng nghiệm thu công trình. Chính vì vậy, máy thủy bình luôn là thiết bị được kỹ sư trắc địa – xây dựng tin dùng để kiểm tra cao độ sàn nhà xưởng với độ chính xác và độ ổn định cao.<br /> </span></span></p> ', 'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Trong xây dựng nhà xưởng, nhà máy và khu công nghiệp, kiểm tra cao độ sàn là công tác bắt buộc nhằm đảm bảo độ phẳng, cao độ đồng nhất và khả năng thoát nước đúng thiết kế. Chỉ một sai số nhỏ vài milimet cũng có thể ảnh hưởng đến vận hành máy móc, lưu thông xe nâng, tuổi thọ sàn bê tông và chất lượng nghiệm thu công trình. Chính vì vậy, máy thủy bình luôn là thiết bị được kỹ sư trắc địa – xây dựng tin dùng để kiểm tra cao độ sàn nhà xưởng nhờ độ chính xác cao và tính ổn định lâu dài.<br /> </em></span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Tại sao cần kiểm tra cao độ sàn nhà xưởng?</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo cao độ sàn bằng máy thủy bình giúp:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đảm bảo cao độ và độ phẳng đúng hồ sơ thiết kế</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phát hiện kịp thời các điểm lồi – lõm để xử lý trước khi hoàn thiện</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phục vụ công tác nghiệm thu sàn bê tông theo tiêu chuẩn kỹ thuật</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế chi phí sửa chữa sau khi công trình đưa vào sử dụng</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế, một số đơn vị sử dụng máy cân mực laser để kiểm tra cao độ. Tuy nhiên, phương pháp này chỉ phù hợp cho khu vực nhỏ. Với nhà xưởng có diện tích lớn, tia laser dễ bị phân tán khi chiếu xa, làm tăng sai số (có thể 5–10 mm), gây khó khăn trong kiểm soát chất lượng và nghiệm thu.<br /> <br /> Máy thủy bình quang học, với nguyên lý tia ngắm nằm ngang và độ phóng đại ống kính, cho kết quả ổn định và tin cậy hơn trên diện tích sàn lớn.<br /> </span></span><br /> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/nhà xưởng(1).jpg" style="width: 512px; height: 302px;" /></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Ưu điểm của máy thủy bình trong kiểm tra cao độ sàn</span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác cao: sai số khoảng 1–2 mm/1 km đo khép</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoạt động ổn định trong nhiều điều kiện ánh sáng</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đọc số trực tiếp trên mia, hạn chế sai số chủ quan</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp đo liên tục nhiều điểm trên mặt sàn nhà xưởng</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhờ các ưu điểm này, máy thủy bình vẫn là thiết bị tiêu chuẩn trong kiểm tra cao độ sàn công nghiệp.<br /> </span></span><br /> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Tiêu chí lựa chọn máy thủy bình đo sàn nhà xưởng</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Để đảm bảo sai số đo trong giới hạn cho phép (±2 mm), máy thủy bình nên đáp ứng các yêu cầu sau:</span></span><br /> <br /> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.1 Độ phóng đại ống kính</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Khuyến nghị từ 24X – 32X.</span></span><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Đọc mia rõ ở khoảng cách 50–80 m.</span></span> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 Độ chính xác</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khép tuyến ≤ 2.0 mm/1 km</span></span> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.3 Hệ thống cân bằng</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Nên sử dụng con lắc từ tính (Magnetic Damping)</span></span><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Giúp tia ngắm ổn định nhanh trong môi trường rung động</span></span> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.4 Tiêu chuẩn bảo vệ</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Tối thiểu IP54, ưu tiên IP66</span></span><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Phù hợp môi trường nhiều bụi xi măng và nước bắn</span></span><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Các máy thủy bình được tin dùng khi kiểm tra cao độ sàn nhà xưởng</span></span></h2> <br /> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.1 Máy thủy bình Sokkia B40A</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sokkia B40A là dòng máy được sử dụng phổ biến trong đo sàn nhà xưởng.<br /> Ưu điểm nổi bật:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuẩn chống bụi – nước IP66, chịu được mưa rào</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Con lắc từ tính giúp bù nghiêng nhanh, chống rung tốt</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ phóng đại 24X, đọc mia rõ ở khoảng cách 40–50 m</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp cho thi công sàn nhà xưởng, nhà kho và khu công nghiệp quy mô vừa – lớn.<br /> </span></span> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/B40A.jpg" style="width: 450px; height: 377px;" /></span></span></p> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.2 Máy thủy bình Nikon AC-2S</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon AC-2S là lựa chọn phù hợp khi làm việc trong nhà xưởng thiếu ánh sáng.<br /> Ưu điểm:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ống kính Nikon có độ sáng và độ trong cao</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hình ảnh mia sắc nét, giảm mỏi mắt khi đo nhiều điểm</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết kế gọn nhẹ, dễ di chuyển trong không gian hẹp</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/Nikon AC2S.jpg" style="width: 450px; height: 377px;" /></span></span></p> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.3 Máy thủy bình Leica NA300 series ( NA320/NA324)</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dòng máy dành cho các công trình yêu cầu độ chính xác cao.<br /> <br /> Đặc điểm nổi bật:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số < 1.5 mm/1 km</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ bền cơ học cao, chịu va đập tốt</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoạt động ổn định lâu dài, ít phải hiệu chỉnh</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp cho nhà máy công nghệ cao, phòng sạch, khu sản xuất chính xác.<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/476249529_986351956959976_7286419762816488861_n.jpg" style="width: 450px; height: 377px;" /></span></span></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.4 Leica LS15 Digital Level – Máy thủy bình điện tử cao cấp</span></span></h3> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác: ~±0.2 mm/1 km (với mia invar)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính năng nổi bật:</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động lấy nét và kiểm tra độ nghiêng</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Màn hình màu cảm ứng, giảm sai sót do đọc thủ công</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bluetooth & USB truyền dữ liệu</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ nhớ lưu đến ~30.000 trị đo</span></span></li> </ul> </li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ phóng đại: 32×, phạm vi đo lên đến ~110 m</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp các dự án sàn công nghiệp quan trọng, lưới cao độ chính xác cao, đo khép tuyến.</span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/LS15.jpg" style="width: 450px; height: 396px;" /></span></span></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.5 Trimble DiNi Digital Level Series (Dini-03 / Dini-07)</span></span></h3> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác: tùy chọn đến ~0.3 mm/1 km</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiêu chuẩn bảo vệ: IP55</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giao diện trực quan, dễ thao tác</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Truyền dữ liệu nhanh qua USB</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp đo lặp nhiều, quan trắc và báo cáo số liệu chi tiết</span></span></li> </ul> </li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/Trimble Dini.jpg" style="width: 450px; height: 450px;" /></span></span></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Quy trình kiểm tra cao độ sàn nhà xưởng bằng máy thủy bình</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><u><strong>Bước 1</strong></u>: Chia lưới ô vuông (Grid Method)</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chia sàn thành các ô 3×3 m hoặc 5×5 m</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các giao điểm là vị trí đặt mia</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Bước 2</u></strong>: Dẫn mốc cao độ chuẩn</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập Benchmark (H₀) ổn định bên ngoài khu vực thi công</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Làm cơ sở so sánh cho toàn bộ số liệu</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Bước 3</u></strong>: Đo đạc thực địa</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đặt máy ở vị trí trung tâm, nền cứng</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cân bằng máy chính xác</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đọc BS → xác định HI</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đọc FS tại các nút lưới</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><u><strong>Bước 4</strong></u>: Xử lý và đánh giá số liệu<br /> ΔH = Số đọc thực tế – Số đọc thiết kế</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ΔH > 0 → Sàn thấp (lõm)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ΔH < 0 → Sàn cao (lồi)</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> !!! Lưu ý quan trọng khi kiểm tra cao độ sàn nhà xưởng:</span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc chuẩn phải ổn định – quyết định độ tin cậy toàn bộ phép đo</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng cách ngắm ≤ 40 m để kiểm soát sai số</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra máy trước khi đo: mực nước, ống kính, chân máy</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> >>> Kiểm tra cao độ sàn nhà xưởng bằng máy thủy bình là công tác không thể thiếu nhằm đảm bảo chất lượng thi công, độ phẳng sàn và an toàn vận hành lâu dài. Việc lựa chọn đúng thiết bị và tuân thủ quy trình đo chuẩn sẽ giúp kỹ sư và nhà thầu thu được kết quả chính xác – đáng tin cậy – dễ nghiệm thu cho mọi dự án xây dựng công nghiệp.</span></span><br /> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. FAQ – Hỏi đáp</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Kiểm tra cao độ sàn nhà xưởng nên sử dụng thiết bị nào?<br /> <em>Máy thủy bình quang học là lựa chọn phù hợp nhờ độ chính xác cao và ổn định trên diện tích lớn.<br /> </em><br /> - Máy laser cân mực có thể thay thế máy thủy bình không?<br /> <em>Không. Máy laser chỉ phù hợp cho phạm vi nhỏ, không đáp ứng độ chính xác khi kiểm tra sàn nhà xưởng diện tích lớn.</em><br /> <br /> - Sai số cho phép khi kiểm tra cao độ sàn là bao nhiêu?<br /> Thông thường yêu cầu sai số trong khoảng ±2 mm, tùy tiêu chuẩn thiết kế và yêu cầu của chủ đầu tư.<br /> <br /> - Khoảng cách đo tối đa từ máy thủy bình đến mia là bao nhiêu?<br /> <em>Khuyến nghị không vượt quá 40 m để đảm bảo kiểm soát sai số.</em><br /> <br /> - Có cần kiểm tra cao độ sàn trước khi hoàn thiện không?<br /> <em>Có. Việc kiểm tra sớm giúp xử lý sai lệch trước khi hoàn thiện, giảm rủi ro và chi phí sửa chữa.</em></span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Máy thủy bình 2.jpg" style="width: 800px; height: 419px;" /></span></span></p> ', 'images' => '202601221130150949baaf0ec2674bbe7f30c4972319a8.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy thủy bình', 'meta_key' => 'Máy thủy bình, máy thủy bình điện tử, đo cao độ, cao độ công trình, thi công nhà xưởng, đo chênh cao, Leica, Nikon, Topcon, Trimble', 'meta_des' => 'Máy thủy bình, máy thủy bình điện tử, đo cao độ, cao độ công trình, thi công nhà xưởng, đo chênh cao, Leica, Nikon, Topcon, Trimble', 'created' => '2026-01-22', 'modified' => '2026-02-02', 'status' => '1', 'view' => '4010', 'slug' => 'kiem-tra-cao-do-san-nha-xuong-bang-may-thuy-binh-giai-phap-chinh-xac-cho-thi-cong-cong-nghiep', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '509', 'rght' => '510', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 5 => array( 'Post' => array( 'id' => '797', 'name' => 'Máy toàn đạc Leica: chọn FlexLine, TS, Nova hay MS?', 'code' => null, 'alias' => 'may-toan-dac-leica-chon-flexline-ts-nova-hay-ms', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với dải sản phẩm trải rộng từ FlexLine → TS → Nova → MS (MultiStation), Leica Geosystems mang đến nhiều lựa chọn, nhưng cũng khiến không ít anh em băn khoăn: <em>công trình của mình nên dùng dòng nào là hợp lý nhất?</em></span></span>', 'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong trắc địa – xây dựng hiện nay, việc lựa chọn máy toàn đạc điện tử Leica phù hợp với từng loại công trình đóng vai trò then chốt, ảnh hưởng trực tiếp đến độ chính xác, hiệu suất thi công và chi phí đầu tư.<br /> <br /> Với dải sản phẩm trải rộng từ FlexLine → TS → Nova → MS (MultiStation), Leica Geosystems mang đến nhiều lựa chọn, nhưng cũng khiến không ít anh em băn khoăn: công trình của mình nên dùng dòng nào là hợp lý nhất?<br /> <br /> Bài viết dưới đây sẽ giúp bạn so sánh rõ ưu – nhược điểm từng dòng máy toàn đạc Leica, đồng thời gợi ý chọn máy đúng nhu cầu thực tế tại Việt Nam.</span></span></em><br /> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Máy toàn đạc Leica FlexLine (TS03, TS07, TS10…)</span></span></h2> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu hình đơn giản, dễ sử dụng, phù hợp nhiều đối tượng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi phí đầu tư thấp hơnso với các dòng tự động/robot.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đáp ứng tốt các công việc khảo sát – trắc địa cơ bản.</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần lớn thao tác thủ công.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không có motor, ATR, tự động khóa prism.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu suất đo và tốc độ làm việc thấp hơn dòng TS và Nova.</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo đạc địa chính, lập bản đồ nền.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công tác đo nhỏ lẻ, khối lượng không lớn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đơn vị cần máy toàn đạc Leica bền – ổn định – dễ dùng.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Nếu chỉ cần đo khảo sát cơ bản, Leica FlexLine là lựa chọn kinh tế và đủ dùng.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Máy toàn đạc Leica TS (TS13, TS20…)</span></span></h2> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức độ tự động hóa cao, có phiên bản robot.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác góc và EDM ổn định, phù hợp thi công.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ phần mềm Captivate, dễ tích hợp GNSS/RTK.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm thao tác thủ công, tăng tốc độ bố trí và đo kiểm.</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giá cao hơndòng FlexLine.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với model cao cấp (TS20) cần tính thêm phụ kiện robot (prism, tripod, pin, tay cầm).</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xây dựng dân dụng, công trình nhỏ và vừa.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công tác bố trí công trình, đo kiểm hình học.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi cần độ chính xác và hiệu suất cao hơn FlexLine.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Dòng TS là lựa chọn cân bằng giữa độ chính xác – tiện lợi – chi phí.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Máy toàn đạc Leica Nova (TS60, TM60…)</span></span></h2> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công nghệ robot hiện đại, động cơ chính xác cao.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động khóa mục tiêu, đo nhanh, ổn định.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều tính năng nâng cao:</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Multi-target</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo khoảng cách dài</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tích hợp GNSS / Sensor / Monitoring</span></span></li> </ul> </li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi phí đầu tư cao, yêu cầu người vận hành có chuyên môn tốt.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi phí vận hành (pin, phụ kiện, bảo trì) lớn hơn các dòng thấp.</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công trình lớn: cầu, đường, hầm, metro.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dự án hạ tầng quy mô lớn, yêu cầu độ tin cậy cao.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan trắc biến dạng, đo lặp chính xác dài hạn.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Với dự án quy mô lớn, Leica Nova là “xương sống” về độ chính xác và tự động hóa.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Máy toàn đạc Leica MS – MultiStation (MS60)</span></span></h2> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp toàn đạc + quét 3D + GNSS trong một thiết bị.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thu thập dữ liệu 3D dày, nhanh, giảm nhân lực.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất mạnh cho khảo sát hiện trạng và địa hình phức tạp.</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giá rất cao.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu hậu xử lý phức tạp, cần kỹ năng chuyên sâu.</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dự án cần dữ liệu 3D chi tiết.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy hoạch, khảo sát hạ tầng phức tạp.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công tác đo đạc + bản đồ + mô hình số trong một workflow.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> MS là giải pháp cao cấp nhất cho bài toán 3D và dữ liệu lớn.<br /> </span></span><br /> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Gợi ý chọn máy toàn đạc điện tử Leica theo nhu cầu</span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát đất đai, địa chính, bản đồ nền → <em>Leica FlexLine</em> hoặc <em>TS (model cơ bản).</em></span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xây dựng dân dụng, công trình nhỏ & vừa, bố trí thiết kế → <em>Leica TS</em> hoặc <em>Nova</em> (tùy yêu cầu độ chính xác).</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công trình giao thông, cầu hầm, hạ tầng phức tạp → <em>Leica Nova</em> hoặc <em>MS (MultiStation / Robot).</em></span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát địa hình phức tạp, cần dữ liệu 3D, đo nhanh nhiều điểm → <em>Leica MS – MultiStation.</em></span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>BẢNG SO SÁNH THÔNG SỐ LEICA FLEXLINE – TS – NOVA</strong></span></span><br /> <br /> <table border="0" cellpadding="0" cellspacing="3" style="width: 100%"> <thead> <tr> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tiêu chí</strong></span></span></th> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS03</strong></span></span></th> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS07</strong></span></span></th> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS10</strong></span></span></th> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS13</strong></span></span></th> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20</strong></span></span></th> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nova TM60</strong></span></span></th> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nova TS60</strong></span></span></th> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nova MS60</strong></span></span></th> </tr> </thead> <tbody> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác góc</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5″, 1″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo lăng kính</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.8–10,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5–10,000 m</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác đo gương</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1 mm+1 ppm</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>0.6 mm+1ppm</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo không gương</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">800 m (R800) / 1,600 m (R1600)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2,000 m</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác không gương</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm 2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Màn hình</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5″ đơn sắc</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5″ màu</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA (tuỳ chọn)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Kết nối có dây</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Ethernet / USB-C</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Bluetooth / WLAN</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Dữ liệu di động (4G)</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>AutoHeight</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera tổng quan</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera kính ngắm</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>SmartStation GNSS</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tiêu chí</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS03</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS07</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS10</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS13</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS20</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Nova TM60</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Nova TS60</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Nova MS60</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác góc</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5″, 1″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo lăng kính</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.8–10,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5–10,000 m</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác đo gương</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.6 mm + 1 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo không gương</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">800 m (R800) / 1,600 m (R1600)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2,000 m</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác không gương</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Màn hình</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5″ đơn sắc</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5″ màu</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA (tuỳchọn)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Kết nối có dây</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Ethernet / USB-C</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Bluetooth / WLAN</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Dữ liệu di động (4G)</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>AutoHeight</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera tổng quan</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera kính ngắm</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>SmartStation GNSS</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Động cơ (Robot)</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">DC Motor</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Brushless Direct Drives</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Piezo drives</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Piezo drives</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Piezo drives</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>ATR / Tracking</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (R1000)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">AI-powered ATR</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Prism Fast Search</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Scanning 3D</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (30,000 pts/s)</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Điều khiển từ xa</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hỗ trợ AP20</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">AP20 ID</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">AP20 ID + AutoPole</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hệ điều hành</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">FlexField</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">FlexField</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">FlexField</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate (Loc8 / GeoCloud Protect)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Thời lượng pin</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 h</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 h</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 h</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">8–19 h</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~5 h</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~8 h</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~9 h</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~9 h</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Trọng lượng</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.3 kg</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.3 kg</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.4 kg</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.8 kg</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5.0 kg</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">7.2 kg</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">7.3 kg</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">7.6 kg</span></span></td> </tr> </tbody> </table> <p> </p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/so-sanh-may-toan-dac-dien-tu-leica-FlexLine-TS-Nova-MS.jpg" style="width: 800px; height: 463px;" /></span></span> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. Câu hỏi thường gặp về máy toàn đạc Leica (FAQ)</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6.1 Máy toàn đạc Leica FlexLine có đủ dùng cho địa chính không?<br /> → Có. Với đo địa chính và bản đồ nền, FlexLine đáp ứng tốt và tiết kiệm chi phí.<br /> <br /> 6.2 Khi nào nên chọn TS thay vì FlexLine?<br /> → Khi cần độ chính xác cao hơn, thao tác nhanh hơn và giảm nhân lực.<br /> <br /> 6.3 Leica Nova có phù hợp công trình dân dụng không?<br /> → Phù hợp nếu công trình yêu cầu độ chính xác rất cao hoặc quan trắc.<br /> <br /> 6.4 MultiStation MS60 có thay thế máy quét laser không?<br /> → MS60 không thay thế hoàn toàn TLS chuyên dụng, nhưng rất hiệu quả cho khảo sát 3D kết hợp đo toàn đạc.<br /> <br /> >>> <u><strong>Tổng kết:</strong></u></span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo khảo sát cơ bản→ <em>FlexLine là đủ.</em></span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cân bằng giữa chính xác & tiện lợi→ <em>TS là lựa chọn hợp lý.</em></span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công trình lớn, yêu cầu cao→ <em>Nova hoặc MS.</em></span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Liên hệ <a href="https://tracdiathanhdat.vn/"><strong>Trắc Địa Thành Đạt </strong></a>để được tư vấn chọn máy toàn đạc Leica phù hợp đúng công trình – đúng ngân sách – đúng nhu cầu thực tế tại Việt Nam!<br /> </span></span>', 'images' => '202601210935384ebac4c3fe54ae49d9e64370bfd51ec3.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy toàn đạc điện tử', 'meta_key' => 'Máy toàn đạc, máy toàn đạc điện tử, total station, maytoandacLeica, máy toàn đạc điện tử Leica, Leica geosystem, LeicaFlexLine, LeicaTS, LeicaNova, LeicaMS, MultiStation, TS03, TS07, TS10, TS13, TS20, TS60, TM60, MS60', 'meta_des' => 'Máy toàn đạc, máy toàn đạc điện tử, total station, maytoandacLeica, máy toàn đạc điện tử Leica, Leica geosystem, LeicaFlexLine, LeicaTS, LeicaNova, LeicaMS, MultiStation, TS03, TS07, TS10, TS13, TS20, TS60, TM60, MS60', 'created' => '2026-01-21', 'modified' => '2026-02-02', 'status' => '1', 'view' => '576', 'slug' => 'may-toan-dac-leica-chon-flexline-ts-nova-hay-ms', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '507', 'rght' => '508', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 6 => array( 'Post' => array( 'id' => '796', 'name' => 'Cập nhật firrmware RTK qua WEB UI', 'code' => null, 'alias' => 'cap-nhat-firrmware-rtk-qua-web-ui', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Cập nhật firmware RTK qua Web UI – Hướng dẫn chi tiết & lưu ý kỹ thuật</span><br /> ', 'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong quá trình sử dụng máy GNSS RTK, việc cập nhật firmware bộ thu GNSS đóng vai trò đặc biệt quan trọng nhằm:</span></span></em><br /> <ul> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tối ưu khả năng FIX và độ ổn định khi đo RTK</span></span></em></li> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khắc phục các lỗi tồn tại trong firmware cũ</span></span></em></li> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bổ sung hoặc cải thiện các tính năng mới như IMU, radio, AR, giao tiếp dữ liệu…</span></span></em></li> </ul> <br /> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tuy nhiên, cập nhật firmware KHÔNG phải là cập nhật ứng dụng Android (APK), mà là nâng cấp hệ thống điều khiển lõi của bộ thu GNSS, tác động trực tiếp đến khả năng định vị và hoạt động RTK. Nếu thực hiện không đúng quy trình hoặc sử dụng firmware không phù hợp, thiết bị có thể phát sinh các lỗi nghiêm trọng như mất FIX, treo hệ thống, không khởi động hoặc không thể kết nối RTK.<br /> <br /> Hiện nay, nhiều dòng máy RTK đã hỗ trợ cập nhật firmware thông qua Web UI – giao diện quản lý nội bộ cho phép truy cập trực tiếp bằng trình duyệt web. Phần nội dung dưới đây tổng hợp cách các hãng GNSS phổ biến triển khai Web UI, quy trình cập nhật firmware, đồng thời hướng dẫn kết nối và sử dụng Web UI một cách an toàn, đúng kỹ thuật.<br /> </span></span></em> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Web UI trong máy RTK GNSS là gì?</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Web UI (Web-based User Interface) là giao diện quản lý nội bộ của bộ thu RTK, cho phép người dùng:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối trực tiếp với thiết bị qua WiFi hoặc mạng LAN</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Truy cập bằng trình duyệt web (Chrome, Edge, Safari…)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xem thông tin thiết bị và trạng thái GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu hình các tham số hệ thống</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật firmware bộ thu GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải dữ liệu đo, dữ liệu thô và nhật ký hệ thống</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Web UI mang lại sự tiện lợi lớn trong môi trường hiện trường, tuy nhiên cũng tiềm ẩn rủi ro nếu người dùng không hiểu rõ cách triển khai Web UI của từng hãng GNSS.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Cập nhật Firmware RTK qua Web UI theo từng hãng GNSS</span></span></h2> <br /> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.1. eFix GNSS – Web UI trong hệ sinh thái Android</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Web UI của eFix GNSS cho phép:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra thông tin thiết bị (model, serial, firmware)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo dõi trạng thái GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thực hiện cập nhật firmware bộ thu</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cách truy cập Web UI eFix</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối WiFi do bộ thu eFix phát</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở trình duyệt và truy cập IP mặc định của thiết bị</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">LƯU Ý: Firmware eFix phụ thuộc rất chặt vào model và đời mainboard. Việc cài sai firmware có thể khiến máy không boot được hoặc hoạt động không ổn định.<br /> <em>(Nguồn tham khảo: eFix GNSS – Firmware & User Guidance chính hãng).</em><br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.2. Meridian GNSS – Web UI trực quan với IP mặc định</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Meridian GNSS tích hợp Web UI nội bộ cho phép:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xem thông tin thiết bị và trạng thái GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu hình các tham số cơ bản</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật firmware trực tiếp qua Web UI</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cách truy cập</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối WiFi do bộ thu phát</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở trình duyệt và nhập: http://192.168.10.1</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Khuyến nghị: Chỉ sử dụng firmware chính hãng từ nhà sản xuất hoặc đại lý ủy quyền để đảm bảo tính tương thích và ổn định lâu dài.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.3. eSurvey / SurPad – Cập nhật firmware qua Web UI</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trên các bộ thu RTK eSurvey, Web UI (kết hợp với hệ thống SurPad / E-Survey) cho phép:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra trạng thái GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập các tham số cơ bản</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật firmware từ tab “Management”</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Người dùng truy cập Web UI bằng cách kết nối WiFi bộ thu và mở trình duyệt tương tự các hãng khác.<br /> <em>(Nguồn tham khảo: Hướng dẫn sử dụng Web UI trên máy RTK eSurvey).</em><br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.4. GeoMate GNSS – Web UI có nhưng cần thận trọng</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với GeoMate GNSS, Web UI chủ yếu dùng để:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản lý thiết bị</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu hình cơ bản hệ thống</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiện các tài liệu công bố chưa mô tả chi tiết quy trình cập nhật firmware trực tiếp qua Web UI.<br /> <br /> > Khuyến nghị khi cập nhật firmware GeoMate:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ tải firmware từ nguồn chính hãng</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra chính xác model + phiên bản firmware hiện tại trước khi cài đặt</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.5. Trimble – Web UI có kiểm soát chặt từ hãng</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trimble hỗ trợ cập nhật firmware GNSS qua Web UI chính thức, với quy trình rõ ràng:</span></span><br /> <ol> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Truy cập Web UI của bộ thu</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn Firmware → Install New Firmware</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn file firmware tải từ trang hỗ trợ Trimble</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cài đặt và khởi động lại thiết bị</span></span></li> </ol> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trimble kiểm soát firmware theo model và serial, giúp giảm nguy cơ cài sai.<br /> <em>(Nguồn tham khảo: Trimble Receiver Help Portal).</em><br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.6. Leica Geosystems – Hạn chế Web UI, ưu tiên quy trình chuẩn</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khác với nhiều hãng khác, Leica Geosystems không khuyến khích cập nhật firmware trực tiếp qua Web UI. Thay vào đó:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Firmware đi kèm Captivate Release Notes</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật theo quy trình chính hãng (qua thẻ SD hoặc bộ điều khiển)</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Nguồn tham khảo: Leica Captivate Manual & Release Notes.</em><br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Kết nối máy tính, điện thoại, máy tính bảng với máy RTK qua Web UI</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hầu hết các bộ thu GNSS RTK hiện đại đều hoạt động như một điểm phát WiFi nội bộ (WiFi Hotspot). Người dùng có thể kết nối bằng PC, điện thoại hoặc máy tính bảng để truy cập Web UI mà không cần cài thêm phần mềm.<br /> <br /> Các bước truy cập Web UI (ví dụ trên PC)</span></span><br /> <br /> <ol> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối WiFi do bộ thu RTK phát: Tên WiFi thường là Serial Number (SN)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở trình duyệt web</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhập địa chỉ: http://192.168.10.1</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đăng nhập Web UI: Mật khẩu mặc định: password (có thể thay đổi).</span></span></li> </ol> <h2> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">4. Các chức năng chính trong Web UI của máy RTK </span></h2> <p> <em><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Dựa trên </span><span style="font-size: 12px;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">giao diện Web UI dòng máy RTK của hãng eSurvey và các dòng máy tương tự</span></span>)</span></em></p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.1 Tab Position – Định vị & trạng thái GNSS</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chế độ làm việc: Base / Rover / Static</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tọa độ (kinh, vĩ, cao độ)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trạng thái nghiệm: Fix / Float / Single</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số vệ tinh theo dõi</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PDOP, HDOP, TDOP, HRMS, VRMS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giờ địa phương & múi giờ</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bắt đầu / dừng ghi dữ liệu đo tĩnh</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-position1.jpg" style="width: 600px; height: 405px;" /></span></span><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.2 Tab Data Link – Liên kết dữ liệu</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bluetooth</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Radio</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Network / SIM</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-position-1.jpg" style="width: 600px; height: 405px;" /><br /> 4.3 Tab Satellites – Vệ tinh</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan sát số vệ tinh</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phân bố vệ tinh theo hệ</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập góc ngưỡng vệ tinh</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-ve-tinh 3.jpg" style="width: 600px; height: 407px;" /><br /> 4.4 Tab Information – Thông tin thiết bị</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS receiver, anten</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mainboard</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UHF, Network module</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-thong-tin 4.jpg" style="width: 600px; height: 404px;" /><br /> 4.5 Tab Working Mode – Chế độ làm việc</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn Base / Rover / Static</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phương thức kết nối tương ứng</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-thiet-lap-che-do-lam-viec 5.jpg" style="width: 600px; height: 407px;" /><br /> 4.6 Tab Satellite Settings – Thiết lập thu vệ tinh</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GPS, GLONASS, BeiDou, Galileo, SBAS, QZSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK timeout</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chế độ FIX chính xác cao</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-satellite-setting 6.jpg" style="width: 600px; height: 403px;" /><br /> 4.7 Tab Device Configuration – Cấu hình thiết bị</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Time zone</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">IMU output</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Baud rate cổng serial</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Âm thanh, cảnh báo Base</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ nhớ, debug</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động bật/tắt nguồn</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chia sẻ Internet qua WiFi hotspot</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-device-configuration 7.jpg" style="width: 600px; height: 403px;" /><br /> 4.8 Tab NMEA Message – Dữ liệu NMEA</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu hình NMEA qua Bluetooth / cổng 5-pin</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS PPP output</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ghi NMEA</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-nmea-message8.jpg" style="width: 600px; height: 403px;" /><br /> 4.9 Tab View Log – Nhật ký</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xem & tải log ứng dụng, log hệ điều hành</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-view-log 9.jpg" style="width: 600px; height: 403px;" /><br /> 4.10 Tab Raw Data – Dữ liệu thô</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải raw GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuyển đổi RINEX</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải nhiều file</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-raw-data 10.jpg" style="width: 600px; height: 403px;" /><br /> 4.11 Tab Backup Data – Sao lưu</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải hoặc xóa dữ liệu điểm</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-backup-data 11.jpg" style="width: 600px; height: 403px;" /><br /> 4.12 Tab Management – Quản lý thiết bị</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cài đặt firmware mới</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đăng ký thiết bị / GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập bảo mật</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định dạng bộ nhớ</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự kiểm tra</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khôi phục cài đặt gốc</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khởi động lại bộ thu</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/tab-management 12.jpg" style="width: 600px; height: 403px;" /><br /> <br /> >>> Việc cập nhật firmware thông qua Web UI tác động trực tiếp đến hệ thống lõi của bộ thu GNSS. Người dùng chỉ nên thực hiện khi đã xác định đúng model, đúng firmware và đúng quy trình của nhà sản xuất.<br /> Cập nhật firmware đúng cách – đúng nguồn – đúng thời điểm sẽ giúp hệ thống RTK hoạt động ổn định, tối ưu khả năng FIX và hạn chế tối đa rủi ro ngoài thực tế.<br /> </span></span><br /> ', 'images' => '202601191058403cdbfac574ba000accb0ead9377f4654.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy RTK', 'meta_key' => 'Máy RTK, GNSS, FirmwareRTK, WebUI,TracDiaThanhDat,Leica, Trimble, eFix, Meridian, eSurvey, GeoMate', 'meta_des' => 'Máy RTK, GNSS, FirmwareRTK, WebUI,TracDiaThanhDat,Leica, Trimble, eFix, Meridian, eSurvey, GeoMate', 'created' => '2026-01-19', 'modified' => '2026-02-01', 'status' => '1', 'view' => '621', 'slug' => 'cap-nhat-firrmware-rtk-qua-web-ui', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '505', 'rght' => '506', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 7 => array( 'Post' => array( 'id' => '795', 'name' => 'MÚI CHIẾU 3° VÀ 6° TRONG HỆ TỌA ĐỘ VN-2000', 'code' => null, 'alias' => 'mui-chieu-3°-va-6°-trong-he-toa-do-vn-2000', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu 3° và 6° trong hệ tọa độ VN-2000 <br /> <em>(Góc nhìn theo Thông tư 973/2001/TT-TCĐC)</em></span></span>', 'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong lĩnh vực trắc địa, GIS và xây dựng, việc lựa chọn và sử dụng múi chiếu bản đồ có ảnh hưởng trực tiếp đến độ chính xác hình học, sai số biến dạng và tính pháp lý của dữ liệu không gian. Trong thực tế, các khái niệm múi chiếu 3°, múi chiếu 6°, UTM và VN-2000 đôi khi bị sử dụng chưa thống nhất, dẫn đến nhầm lẫn trong áp dụng và trao đổi kỹ thuật.<br /> <br /> Bài viết này trình bày và làm rõ vấn đề múi chiếu 3° và 6° trong hệ tọa độ quốc gia VN-2000, dựa trên Thông tư 973/2001/TT-TCĐC và bản chất của phép chiếu Transverse Mercator, nhằm giúp người sử dụng hiểu đúng và áp dụng phù hợp trong từng bài toán cụ thể.<br /> </span></span></em> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Múi chiếu bản đồ là gì?</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu bản đồ là phần bề mặt Trái Đất được giới hạn bởi hai đường kinh tuyến, được biểu diễn lên mặt phẳng thông qua một phép chiếu bản đồ xác định.<br /> <br /> Việc chia bề mặt Trái Đất thành các múi chiếu giúp:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm sai số biến dạng khi chiếu từ mặt cong sang mặt phẳng,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thuận tiện cho đo đạc, tính toán và thành lập bản đồ,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp với từng quy mô và mục đích sử dụng khác nhau.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế trắc địa và bản đồ học, phép chiếu hình trụ ngang đồng góc (Transverse Mercator) là một trong những phép chiếu được sử dụng phổ biến nhất, đặc biệt đối với các múi chiếu 3° và 6°.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Quy định về múi chiếu trong hệ tọa độ VN-2000</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo Thông tư 973/2001/TT-TCĐC của Tổng cục Địa chính, khi áp dụng Hệ quy chiếu và Hệ tọa độ quốc gia VN-2000: <em>“Hệ tọa độ quốc gia VN-2000 được xây dựng trên phép chiếu hình trụ ngang đồng góc (Transverse Mercator) và cho phép áp dụng các múi chiếu 3° hoặc 6° tùy theo mục đích và quy mô bản đồ.”</em><br /> <br /> Từ quy định này có thể khẳng định:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ tọa độ VN-2000 cho phép sử dụng cả múi chiếu 3° và múi chiếu 6°,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc lựa chọn múi chiếu không mang tính tùy tiện, mà phải phù hợp với mục đích sử dụng và quy mô bản đồ.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế trắc địa và bản đồ học, phép chiếu hình trụ ngang đồng góc (Transverse Mercator) là một trong những phép chiếu được sử dụng phổ biến nhất, đặc biệt đối với các múi chiếu 3° và 6°.</span></span> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Múi chiếu 6° (UTM) – Phạm vi khu vực và liên tỉnh</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu 6° có bề rộng 6 độ kinh độ, thường được biết đến rộng rãi thông qua hệ thống UTM (Universal Transverse Mercator).<br /> <br /> 3.1 Đặc điểm chính</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ diện tích rộng,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thuận lợi cho các bài toán bản đồ và GIS quy mô lớn,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số biến dạng tăng dần khi khoảng cách tới kinh tuyến trục tăng.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 Phạm vi ứng dụng<br /> <br /> Múi chiếu 6° phù hợp cho:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản đồ quốc gia, vùng, liên tỉnh,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các hệ thống GIS tổng hợp,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy hoạch không gian, hạ tầng quy mô lớn.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu ý: UTM không phải là một hệ tọa độ riêng, mà là cách tổ chức múi chiếu 6° của phép chiếu Transverse Mercator, thường được sử dụng cùng hệ quy chiếu WGS84 trong thông lệ quốc tế.<br /> </span></span> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Utm-zones(1).jpg" style="width: 800px; height: 400px;" /></span></span></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Múi chiếu 3° – Tiêu chuẩn cho đo đạc chính xác</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu 3° có bề rộng hẹp hơn, giúp giảm đáng kể sai số biến dạng so với múi 6°.<br /> <br /> 4.1 Đặc điểm chính</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác hình học cao,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Biến dạng chiều dài và diện tích nhỏ,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp cho các bài toán yêu cầu độ chính xác cao.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.2 Phạm vi ứng dụng<br /> <br /> Trong hệ tọa độ VN-2000, múi chiếu 3° thường được sử dụng cho:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo vẽ địa chính,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản đồ tỷ lệ lớn,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bố trí và thi công công trình,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hồ sơ pháp lý đất đai.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi sử dụng VN-2000, bắt buộc phải xác định rõ múi chiếu và kinh tuyến trục, vì đây là tham số pháp lý của hệ tọa độ, không được mặc định như trong hệ UTM.<br /> </span></span><br /> <br /> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Nhận định thực tế tại Việt Nam</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế đo đạc tại Việt Nam:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">VN-2000 múi chiếu 3° là lựa chọn chủ đạo cho công tác địa chính và xây dựng,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu 6° (UTM) chủ yếu phù hợp cho bản đồ khu vực – vùng và các bài toán GIS tổng hợp.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc sử dụng đúng múi chiếu giúp đảm bảo:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác kỹ thuật,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính thống nhất dữ liệu,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sự phù hợp với quy định pháp lý hiện hành.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> <strong>>>> Tóm lại: </strong></span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ tọa độ quốc gia VN-2000 cho phép sử dụng cả múi chiếu 3° và 6° theo Thông tư 973/2001/TT-TCĐC.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu 6° (UTM) phù hợp cho bản đồ khu vực và liên tỉnh.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu 3° được ưu tiên cho đo đạc chính xác, địa chính và công trình.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UTM là cách tổ chức múi chiếu, trong khi VN-2000 là hệ tọa độ quốc gia – hai khái niệm này không nên sử dụng thay thế cho nhau.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiểu đúng và sử dụng đúng múi chiếu là điều kiện quan trọng để đảm bảo độ chính xác kỹ thuật và tính pháp lý của mọi sản phẩm đo đạc và bản đồ.<br /> <br /> <em>>>> Tài liệu tham khảo:</em></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Thông tư 973/2001/TT-TCĐC – Hướng dẫn áp dụng Hệ quy chiếu và Hệ tọa độ quốc gia VN-2000</em></span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Tài liệu chuyên ngành về phép chiếu Transverse Mercator / UTM</em></span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em><img alt="" src="/admin/webroot/upload/image/images/Kinh tuyến trục.jpg" style="width: 747px; 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Tín hiệu GNSS thô (không hiệu chỉnh) thường chỉ đạt độ chính xác khoảng 5–10 mét, không đáp ứng yêu cầu của các lĩnh vực như nông nghiệp chính xác, trắc địa, robot tự hành, xe tự lái,… Bằng cách tính toán và áp dụng các hiệu chỉnh sai số lên tín hiệu GNSS, độ chính xác có thể được cải thiện gấp 100 lần, đạt mức centimet.</span></span>', 'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Hiệu chỉnh GNSS là yếu tố then chốt để đạt được định vị độ chính xác cao. Tín hiệu GNSS thô (không hiệu chỉnh) thường chỉ đạt độ chính xác khoảng 5–10 mét, không đáp ứng yêu cầu của các lĩnh vực như nông nghiệp chính xác, trắc địa, robot tự hành, xe tự lái,… Bằng cách tính toán và áp dụng các hiệu chỉnh sai số lên tín hiệu GNSS, độ chính xác có thể được cải thiện gấp 100 lần, đạt mức centimet.</em><br /> <br /> Bài viết này trình bày các phương pháp hiệu chỉnh GNSS chính:</span></span><br /> <ul> <li> <strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">DGNSS (GNSS vi sai)</span></span></em></strong></li> <li> <strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SBAS (Hệ thống tăng cường vệ tinh)</span></span></em></strong></li> <li> <strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK (Động học thời gian thực)</span></span></em></strong></li> <li> <strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP (Định vị điểm chính xác)</span></span></em></strong></li> <li> <strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP-RTK</span></span></em></strong></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đồng thời phân tích đặc điểm, ưu nhược điểm và phạm vi ứng dụng của từng phương pháp, cũng như cách lựa chọn phương án phù hợp.<br /> </span></span> <p> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS định vị tiêu chuẩn hoạt động như thế nào?</span></span></strong><br /> </p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tín hiệu GNSS thô từ mỗi vệ tinh mang một mã giả ngẫu nhiên (PRN), cung cấp ba thông tin chính:</span></span><br /> <ul> <li> <strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ai: định danh vệ tinh.</span></span></em></strong></li> <li> <strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ở đâu: vị trí quỹ đạo.</span></span></em></strong></li> <li> <strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi nào: thời điểm phát tín hiệu.</span></span></em></strong></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy thu GNSS so sánh mã PRN nhận được với mã PRN nội sinh của nó để xác định thời gian truyền tín hiệu, từ đó tính ra khoảng cách giả (pseudorange). Khi có khoảng cách đến ít nhất 4 vệ tinh, máy thu có thể xác định vị trí 3D của mình.<br /> <br /> Tín hiệu GNSS bị ảnh hưởng bởi nhiều nguồn sai số:</span></span><br /> <ul> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tầng điện ly & đối lưu làm chậm và bẻ cong tín hiệu.</span></span></em></li> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đồng hồ & quỹ đạo vệ tinh.</span></span></em></li> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đa đường (multipath) do phản xạ từ nhà cửa, cây cối.</span></span></em></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tổng sai số dẫn đến độ chính xác chỉ khoảng 5–10 m. Từ đây, các phương pháp hiệu chỉnh GNSS ra đời để giảm và loại bỏ các sai số này.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Differential GNSS (DGNSS – GNSS vi sai)</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguyên lý:</strong><br /> Định vị tương đối bằng cách so sánh số liệu giữa máy rover và trạm tham chiếu có tọa độ đã biết chính xác.<br /> <br /> <strong>Cách hoạt động:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trạm base tính sai số pseudorange cho từng vệ tinh</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phát các hiệu chỉnh này cho rover</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rover áp dụng hiệu chỉnh để loại bỏ sai số chung</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác</strong>: Dưới 1 mét<br /> <br /> <strong>Ưu điểm</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dễ triển khai</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiêu thụ điện thấp</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian hội tụ nhanh</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác thấp hơn RTK/PPP</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phụ thuộc khoảng cách đến trạm base</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng: </span></span></strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Hàng hải, n</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">ông nghiệp mức cơ bản, t</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">hiết bị GNSS pin nhỏ.</span> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/GNSSCorrections-Types-SBAS-2-1024x683.jpg" style="width: 800px; height: 534px;" /></span></span></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. SBAS – Hệ thống tăng cường vệ tinh</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguyên lý</strong>: Tương tự DGNSS nhưng hiệu chỉnh được t</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">ính toán tập trung và p</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">hát qua vệ tinh địa tĩnh.</span><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ví dụ SBAS:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">WAAS (Mỹ)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">EGNOS (Châu Âu)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">MSAS (Nhật Bản)</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác</strong>: ~1–3 m<br /> <br /> <strong>Ưu điểm</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Miễn phí</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ rộng khu vực lớn</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không cần base cục bộ</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác hạn chế</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khó thu vệ tinh địa tĩnh ở đô thị / vĩ độ cao</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng: </span></span></strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Hàng không, </span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Hàng hải, </span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Nông nghiệp quy mô lớn.</span> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. RTK – Real-Time Kinematic</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguyên lý: </strong>Sử dụng đo pha sóng mang (carrier-phase) kết hợp hiệu chỉnh thời gian thực từ trạm base.<br /> <br /> <strong>Đặc điểm kỹ thuật:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bước sóng L1 GPS ≈ 19 cm</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giải ẩn số nguyên (integer ambiguity)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sử dụng double differencing + thuật toán LAMBDA</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác</strong>: 1–2 cm<br /> <br /> <strong>Thời gian fix</strong>: vài giây<br /> <br /> <strong>Ưu điểm: </strong></span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Độ chính xác cao nhất, h</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">ội tụ cực nhanh</span><br /> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi giới hạn (≈ 20–30 km)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần kết nối ổn định (radio / NTRIP)</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc địa</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thi công – stakeout</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Robot, UAV</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nông nghiệp chính xác</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. PPP – Precise Point Positioning</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguyên lý</strong>: Định vị tuyệt đối bằng cách áp dụng:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quỹ đạo vệ tinh chính xác</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đồng hồ vệ tinh chính xác</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô hình khí quyển toàn cầu</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đặc điểm:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không cần trạm base cục bộ</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hội tụ bằng cách tự giải ẩn số pha</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác</strong>: cm (tĩnh)<br /> <br /> <strong>Thời gian hội tụ</strong>: 10–30 phút<br /> <br /> <strong>Ưu điểm</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ toàn cầu</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp vùng xa, biển khơi</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hội tụ chậm</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không phù hợp ứng dụng cần real-time</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hàng hải – ngoài khơi</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoa học – địa vật lý</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo đạc khu vực hẻo lánh</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. PPP-RTK – Phương pháp lai hiện đại</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguyên lý</strong>: Là sự kết hợp giữa:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh vệ tinh chính xác của PPP</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh khí quyển & pha kiểu RTK</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công nghệ cốt lõi:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SSR (State Space Representation)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Wide-lane ambiguity resolution (bước sóng dài → fix nhanh)</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác</strong>: 3–7 cm<br /> <br /> <strong>Thời gian hội tụ</strong>: 10–30 giây<br /> <br /> <strong>Ưu điểm</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhanh hơn PPP</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ rộng hơn RTK</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở rộng cho số lượng người dùng lớn</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần máy GNSS đa tần hiện đại</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác thấp hơn RTK cự ly ngắn</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xe tự lái – ADAS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UAV</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản lý đội xe</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nông nghiệp thông minh</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> <strong>BẢNG SO SÁNH </strong></span></span><br /> <br /> <table border="0" cellpadding="0" style="width: 100%"> <thead> <tr> <th> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phương pháp</span></span></th> <th> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác</span></span></th> <th> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian fix</span></span></th> <th> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi</span></span></th> </tr> </thead> <tbody> <tr> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS thường</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5–10 m</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vài giây</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn cầu</span></span></td> </tr> <tr> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SBAS</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1–3 m</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 s</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lục địa</span></span></td> </tr> <tr> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">DGNSS</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><1 m</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5–20 s</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cục bộ</span></span></td> </tr> <tr> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">~10 cm</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">10–30 phút</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn cầu</span></span></td> </tr> <tr> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP-RTK</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3–7 cm</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">10–30 s</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khu vực</span></span></td> </tr> <tr> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1–2 cm</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">~5 s</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">≤30 km</span></span></td> </tr> </tbody> </table> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> >>> Không có phương pháp hiệu chỉnh GNSS nào “tốt nhất cho mọi trường hợp”. Chỉ có phương pháp phù hợp nhất với yêu cầu công việc:</span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần nhanh – chính xác tuyệt đối → RTK</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần phủ rộng – không cần base → PPP / PPP-RTK</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần ổn định – tiết kiệm năng lượng → DGNSS / SBAS</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/Grey Minimalist Architecture Search Bar Facebook Cover (1).png" style="width: 800px; height: 451px;" /></span></span></p> ', 'images' => '20251222101550f3bda8482463fdd4796e4f3880688643.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy RTK', 'meta_key' => 'Máy RTK, hiệu chỉnh GNSS, CORS, VNGEONET, SBAS, DGNSS, PPP-RTK, hệ tọa độ, đo đạc, khảo sát', 'meta_des' => 'Máy RTK, hiệu chỉnh GNSS, CORS, VNGEONET, SBAS, DGNSS, PPP-RTK, hệ tọa độ, đo đạc, khảo sát', 'created' => '2025-12-22', 'modified' => '2026-02-02', 'status' => '1', 'view' => '1108', 'slug' => 'tim-hieu-cac-phuong-phap-hieu-chinh-gnss', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '501', 'rght' => '502', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 9 => array( 'Post' => array( 'id' => '792', 'name' => 'Stakeout bằng RTK GNSS và Toàn đạc điện tử', 'code' => null, 'alias' => 'stakeout-bang-rtk-gnss-va-toan-dac-dien-tu', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trong công tác stakeout (cắm điểm/định vị thi công), GNSS RTK và Toàn đạc điện tử đều là công cụ quan trọng — nhưng mỗi cái có đặc thù, ưu/nhược điểm và thời điểm sử dụng khác nhau. Không phải cái nào “tốt hơn”, mà là chọn đúng nơi – đúng lúc.</span>', 'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong công tác stakeout (cắm điểm/định vị thi công), GNSS RTK và Toàn đạc điện tử đều là công cụ quan trọng — nhưng mỗi cái có đặc thù, ưu/nhược điểm và thời điểm sử dụng khác nhau. Không phải cái nào “tốt hơn”, mà là chọn đúng nơi – đúng lúc.<br /> <br /> RTK GNSS là phương pháp định vị vệ tinh động thời gian thực, trong đó tọa độ điểm đo được xác định thông qua xử lý tín hiệu GNSS và hiệu chỉnh sai số từ trạm Base hoặc mạng CORS. Kết quả đo được thể hiện trong hệ tọa độ không gian toàn cầu hoặc hệ tọa độ quốc gia, phù hợp cho các bài toán định vị tổng thể, đo diện rộng và thiết lập khung khống chế ban đầu.<br /> <br /> Toàn đạc điện tử là thiết bị đo đạc sử dụng nguyên lý đo góc và khoảng cách để xác định vị trí điểm trong hệ tọa độ cục bộ hoặc hệ tọa độ công trình, dựa trên các điểm khống chế đã biết. Phương pháp này cho phép kiểm soát chặt chẽ hình học không gian, cao độ và sai số tương đối, đặc biệt hiệu quả trong các công trình yêu cầu độ chính xác cao.<br /> <br /> Chính sự khác biệt về nguyên lý đo và cách kiểm soát sai số khiến RTK GNSS và Toàn đạc điện tử không mang tính thay thế, mà thường được kết hợp trong cùng một workflow để đạt hiệu quả và độ tin cậy cao nhất.<br /> </span></span></em><br /> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Bảng so sánh tổng quan RTK GNSS vs Toàn đạc điện tử</span></span></h2> <br /> <table border="0" cellpadding="0"> <thead> <tr> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiêu chí</span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS</span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc điện tử</span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận xét kỹ thuật</span></span><br /> </th> </tr> </thead> <tbody> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản chất đo</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị tuyệt đối theo GNSS</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị tương đối trong mạng khống chế </span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Khác nhau về nguyên lý</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức cm (RTK Fix, môi trường tốt) </span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức mm (đo cạnh & góc)</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc vượt trội cho chi tiết</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tốc độ</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất nhanh, phù hợp diện rộng</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Chậm hơn do ngắm gương</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK có lợi thế tốc độ</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Vài km đến hàng chục km<br /> (Base–Rover / CORS) </span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">~500–1000 m, cần line-of-sight</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK phù hợp khu vực lớn</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cao độ & hình học </span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có thể biến động theo vệ tinh</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm soát cao độ rất tốt</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc an toàn cho cao độ</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhân lực</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Thường 1 người</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Thường 2 người (robot có thể 1)</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK tiết kiệm nhân lực</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính cơ động</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Gọn nhẹ, setup nhanh</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cồng kềnh hơn</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK linh hoạt hơn</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi phí</span></span></strong></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đầu tư cao hơn, có thể có phí<br /> CORS </span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ổn định, dễ kiểm soát</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tùy quy mô dự án</span></span></td> </tr> </tbody> </table> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <h2 style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Blue and White Neon Gradients Virtual Video Background (100)(2).png" style="width: 780px; height: 439px;" /></span></span></h2> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. So sánh ứng dụng thực tế theo từng tình huống công việc</span></span></h2> <br /> <table border="0" cellpadding="0"> <thead> <tr> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tình huống</span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS</span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc</span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận định</span></span><br /> </th> </tr> </thead> <tbody> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo diện rộng (ruộng, rừng, KCN) </span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo nhanh, không cần line-of-sight </span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Khó triển khai diện rộng</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS vượt trội</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo chi tiết công trình</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác cm, dễ nhiễu</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác mm, ổn định </span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc tốt hơn</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Khu đô thị nhiều nhà cao tầng</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Dễ bị che khuất vệ tinh</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không phụ thuộc vệ tinh</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc hiệu quả</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa hình mở</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tín hiệu tốt, đo rất nhanh</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo được nhưng chậm</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK thuận tiện</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Giám sát thi công hằng ngày</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Xác định mốc tổng thể</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra trục, cao độ</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nên kết hợp</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chính – bản đồ – nông nghiệp </span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất phù hợp cho diện rộng</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Bổ trợ khi cần chi tiết</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK là chủ đạo</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoàn công – nghiệm thu</span></span></strong></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra tổng thể</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Chính xác chi tiết</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc an toàn</span></span></td> </tr> </tbody> </table> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica_TS16_Carousel_Image_1_800x428.jpg" style="width: 763px; height: 408px;" /></span></span></p> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Workflow được áp dụng phổ biến trong công tác cắm điểm/định vị thi công </span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">thực tế</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> </span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo hướng dẫn ứng dụng của Leica Geosystems và Trimble, các dự án chuyên nghiệp thường áp dụng quy trình sau:</span></span> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.1 RTK GNSS</span></span></h3> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xác định hệ tọa độ,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Fix mốc khống chế,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập bản đồ nền, định vị tổng thể.</span></span></li> </ul> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 Toàn đạc điện tử</span></span></h3> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bố trí tim trục,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm soát cao độ,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Stakeout chi tiết,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoàn công – nghiệm thu.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đây là lý do vì sao RTK và Toàn đạc luôn đi cùng nhau trên công trường, chứ không cạnh tranh trực tiếp.</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS mạnh về tốc độ, phạm vi, tính cơ động.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc điện tử mạnh về độ chính xác, hình học, cao độ và độ tin cậy.</span></span></li> </ul> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/maxresdefault (1)(2).jpg" style="width: 780px; height: 439px;" /></p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không có thiết bị nào “tốt nhất cho mọi công việc”. Việc sử dụng đúng thiết bị cho đúng mục đích giúp:</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm sai số,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dễ bảo vệ số liệu khi nghiệm thu.</span></span></li> </ul> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Kết hợp công nghệ GNSS hiện đại với độ chính xác truyền thống của máy toàn đạc </span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">là xu hướng chung của các đội đo đạc chuyên nghiệp hiện nay.<br /> <br /> <em>>>> <u>Nguồn tham khảo:</u><br /> Leica Geosystems – GNSS vs Total Station Applications<br /> Trimble – Stakeout and Construction Surveying Guidelines<br /> Topcon – GNSS and Total Station Field Workflows</em><br /> </span></span>', 'images' => '202512170947176dafab5f86d9e5f32ba9ce303d86098f.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy RTK', 'meta_key' => 'Máy RTK, máy toàn đạc điện tử, máy toàn đạc Leica, máy toàn đạc Topcon, máy toàn đạc Nikon, máy toàn đạc Sokkia, đo đạc, khảo sát, GIS, BIM', 'meta_des' => 'Máy RTK, máy toàn đạc điện tử, máy toàn đạc Leica, máy toàn đạc Topcon, máy toàn đạc Nikon, máy toàn đạc Sokkia, đo đạc, khảo sát, GIS, BIM', 'created' => '2025-12-17', 'modified' => '2026-02-02', 'status' => '1', 'view' => '1630', 'slug' => 'stakeout-bang-rtk-gnss-va-toan-dac-dien-tu', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '499', 'rght' => '500', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ) ) $tinlq = array( (int) 0 => array( 'Post' => array( 'id' => '769', 'name' => 'Vùng chiếu 3° và 6° trong hệ tọa độ VN-2000 là gì? Vì sao Việt Nam chọn vùng chiếu 3°?', 'code' => null, 'alias' => 'vung-chieu-3°-va-6°-trong-he-toa-do-vn-2000-la-gi-vi-sao-viet-nam-chon-vung-chieu-3°', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bài viết này giúp bạn hiểu rõ sự khác biệt giữa vùng chiếu 3° và 6°, lý do Việt Nam sử dụng vùng chiếu 3° trong hệ VN-2000, và vai trò của kinh tuyến trục trong từng vùng chiếu.</span></span>', 'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong công tác đo đạc, bản đồ và quản lý đất đai, việc sử dụng đúng <strong>phép chiếu bản đồ</strong> và cấu hình đúng <strong>vùng chiếu</strong> là yếu tố then chốt giúp đảm bảo độ chính xác tọa độ. Hệ tọa độ quốc gia VN-2000 của Việt Nam sử dụng phép chiếu <strong>Transverse Mercator (TM)</strong> với các vùng chiếu <strong>3°</strong> hoặc <strong>6°</strong>, tùy vào yêu cầu kỹ thuật.</span></span><br /> <br /> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Black White Modern Geometric Real Esatate Agent Facebook Cover (Bài đăng Facebook) (8).png" style="text-align: center; width: 480px; height: 402px;" /></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Vùng chiếu là gì?</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi chiếu mặt cong của Trái Đất (ellipsoid) lên mặt phẳng (bản đồ), để giảm sai số, người ta chia Trái Đất thành các <strong>vùng chiếu hẹp theo chiều kinh tuyến</strong>. Mỗi vùng sẽ có một <strong>kinh tuyến trục</strong> (central meridian) – là kinh độ nằm ở trung tâm vùng chiếu – nhằm giảm sai lệch hình học khi chiếu.</span></span><br /> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/2461fb1.png" style="width: 758px; height: 396px;" /></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. So sánh vùng chiếu 3° và 6°</strong></span></span></h2> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Black White Modern Geometric Real Esatate Agent Facebook Cover (Bài đăng Facebook) (12).png" style="width: 630px; height: 528px;" /></p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>** Ví dụ:</strong> Vùng chiếu 3° có <strong>kinh tuyến trục 105°</strong></span></span><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Vùng này bao phủ từ </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">103.5° đến 106.5° kinh độ Đông</strong><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Các tọa độ trong vùng sẽ được tính dựa vào phép chiếu TM với 105° làm trung tâm</span><br /> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Tọa độ X, Y (phẳng)</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> của điểm càng gần 105° thì càng chính xác</span><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngược lại, vùng chiếu 6° có 105° làm kinh tuyến trục sẽ bao phủ từ 102° đến 108°, dẫn đến biến dạng hình học lớn hơn ở rìa phía Đông/ Tây vùng chiếu.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Vì sao Việt Nam chọn vùng chiếu 3° trong hệ VN-2000?</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ tọa độ VN-2000 được Bộ TN&MT xây dựng với mục tiêu phục vụ:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản đồ địa chính</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấp Giấy chứng nhận quyền sử dụng đất</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập quy hoạch đô thị, nông thôn</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết kế kỹ thuật chi tiết, định vị GPS chính xác cao</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Những ứng dụng này <strong>yêu cầu sai số nhỏ</strong>, đặc biệt ở cấp độ thửa đất (<0.5m), nên: <strong>Vùng chiếu 3° được lựa chọn thay vì vùng 6°</strong>, để đảm bảo độ chính xác cao, giảm biến dạng tọa độ, phù hợp với địa hình và phạm vi hẹp của các đơn vị hành chính cấp tỉnh, huyện, xã.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>4. Các thông số kỹ thuật thường dùng cho vùng chiếu 3° trong VN-2000</strong></span></span></h2> <table border="0" cellpadding="0"> <thead> <tr> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tham số</strong></span></span></th> <th> <br /> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Giá trị tiêu chuẩn</strong></span></span></th> </tr> </thead> <tbody> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ellipsoid</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> GRS80 hoặc WGS-84</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Phép chiếu</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> Transverse Mercator</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kinh tuyến trục (λ₀) </span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> Tùy tỉnh: 105°, 106°, 107°, 108°…</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tọa độ X giả định</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> 500,000 m</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tọa độ Y giả định</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> 0 m (miền Bắc), 1,000,000 m (miền Nam)</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ số scale factor</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> 0.9999 (hoặc 0.9996 tùy trường hợp)</span></span><br /> </td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đơn vị tính</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mét (m)</span></span></td> </tr> </tbody> </table> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> Việc hiểu rõ và cấu hình đúng <strong>vùng chiếu 3° trong hệ VN-2000</strong> là điều bắt buộc bởi <strong>chọn sai vùng chiếu hoặc kinh tuyến trục có thể gây sai số hàng mét</strong>, ảnh hưởng đến cấp sổ đỏ, sai ranh giới đất đai hoặc sai vị trí thiết kế công trình.</span></span><br /> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Black White Modern Geometric Real Esatate Agent Facebook Cover (Bài đăng Facebook) (7)(1).png" style="width: 520px; 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Một trong những thay đổi quan trọng nhưng ít được chú ý là việc điều chỉnh lại kinh tuyến trục trong hệ tọa độ VN-2000.</span></span></em><br /> </p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Hệ tọa độ VN-2000</span></span></h2> <br /> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>VN-2000</strong> (hay Hệ tọa độ quốc gia Việt Nam 2000) là <strong data-end="342" data-start="322">hệ tọa độ địa lý</strong> chính thức do Bộ Tài nguyên và Môi trường ban hành, dùng trong quản lý đất đai, bản đồ địa chính, quy hoạch...</span></span></p> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dựa trên <strong data-end="484" data-start="465">ellipsoid GRS80</strong>, gần tương đương với <strong data-end="516" data-start="506">WGS-84</strong> nhưng có hiệu chỉnh để phù hợp với điều kiện thực tế của Việt Nam.</span></span><o:p></o:p></p> <p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">** <strong>Tóm tắt đặc điểm hệ tọa độ VN-2000:</strong></span></span></p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ quy chiếu: Geodetic, dựa trên ellipsoid <strong>GRS80</strong> hoặc <strong>WGS-84.</strong></span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gốc tọa độ: Gần trùng trạm GPS tại Tam Đảo, Vĩnh Phúc.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ tọa độ sử dụng: Tọa độ phẳng vuông góc (X, Y) theo phép chiếu Transverse Mercator.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thường dùng hệ tọa độ phẳng (X, Y) với vùng chiếu 3° hoặc 6°.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dùng phổ biến trong: Đo đạc, lập bản đồ địa chính, quy hoạch, cấp giấy chứng nhận đất đai...</span></span></li> </ul> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Kinh tuyến trục là gì?</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kinh tuyến trục là đường kinh độ được chọn làm trung tâm trong phép chiếu bản đồ (VN-2000 dùng phép chiếu Transverse Mercator). Nó giúp <strong>giảm sai số tọa độ</strong> khi chiếu bề mặt cong của Trái Đất lên mặt phẳng bản đồ.</span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Black White Modern Geometric Real Esatate Agent Facebook Cover (Bài đăng Facebook) (5)(1).png" style="width: 600px; height: 488px;" /></span></span></p> <p data-end="169" data-start="0"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Kinh tuyến trục</strong> của hệ tọa độ quốc gia Việt Nam VN-2000 (còn gọi là VN2000) là một yếu tố quan trọng trong hệ quy chiếu tọa độ quốc gia, dùng trong đo đạc và bản đồ.</span></span><br /> </p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kinh tuyến trục mặc định: 105° kinh độ Đông.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tuy nhiên, tùy theo từng khu vực, kinh tuyến trục có thể được chọn khác nhau để giảm sai số chiếu trong hệ tọa độ phép chiếu trục kinh tuyến trụ ngang (UTM) hoặc phép chiếu ngang đồng góc<strong data-end="496" data-start="445" style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> (Transverse Mercator)</strong>.</span></span></li> </ul> <div data-end="497" data-start="273"> </div> <h2 data-end="497" data-start="273"> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">3. Sự thay đổi của kinh tuyến trục mới sau khi sáp nhập 34 tỉnh, thành tại Việt Nam</span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Trước sáp nhập</strong><br /> <br /> Mỗi tỉnh có thể sử dụng <strong>kinh tuyến trục riêng</strong>, thường là số tròn gần nhất với trung tâm tỉnh: 105°, 106°, 107°, 108°…<br /> <br /> <strong>Sau sáp nhập</strong><br /> <br /> Khi địa giới mở rộng, các tỉnh mới cần <strong>chọn lại kinh tuyến trục</strong> sao cho:</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gần trung tâm địa lý mới.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp với quy hoạch tổng thể và hạ tầng kỹ thuật số.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đồng bộ dữ liệu với các huyện, xã đã thay đổi.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Lợi ích của việc điều chỉnh:</strong></span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đảm bảo <strong>độ chính xác tọa độ</strong> trong đo đạc, bản đồ, cấp sổ đỏ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tránh chồng lấn, sai số giữa các vùng dữ liệu cũ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ xây dựng <strong>hệ thống cơ sở dữ liệu đất đai và GIS toàn tỉnh thống nhất</strong>.</span></span></li> </ul> <div data-end="2454" data-start="2362"> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sự thay đổi kinh tuyến trục trong hệ tọa độ VN-2000 sau khi sáp nhập 34 tỉnh, thành là một bước đi cần thiết, mang tính kỹ thuật cao nhằm thích ứng với thay đổi hành chính. Đây là tiền đề quan trọng để nâng cao hiệu quả quản lý đất đai, quy hoạch và xây dựng cơ sở dữ liệu địa lý quốc gia thống nhất và hiện đại.</span></span></div> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Danh sách 34 tỉnh/thành phố mới sau sát nhập và kinh tuyến trục mới tương ứng theo hệ VN-2000 (từ ngày 01/07/2025).</span></span></h2> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Kinh tuyến trục hệ tọa độ Quốc gia VN2000.png" style="width: 600px; height: 849px;" /><br /> <img alt="" src="/admin/webroot/upload/image/images/z6743283259504_964313b195c826d3b99b713016934d9a.jpg" style="width: 600px; height: 851px;" /></span></span></p> ', 'images' => '20250626105525cfdf55d9c4687ca7b7d9b2d2b997135f.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Kinh tuyến trục Vn-2000 ', 'meta_key' => 'Kinh tuyến trục mới 2025, RTK, GNSS', 'meta_des' => 'Kinh tuyến trục, RTK, GNSS', 'created' => '2025-06-26', 'modified' => '2026-02-01', 'status' => '1', 'view' => '16718', 'slug' => 'quy-dinh-moi-ve-kinh-tuyen-truc-cua-he-toa-do-quoc-gia-vn-2000-cho-34-tinh-thanh-pho-da-sap-nhap', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '453', 'rght' => '454', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 2 => array( 'Post' => array( 'id' => '767', 'name' => 'Hướng dẫn làm thủ tục xin cấp phép bay FLYCAM/UAV tại Việt Nam', 'code' => null, 'alias' => 'huong-dan-lam-thu-tuc-xin-cap-phep-bay-flycam-uav-tai-viet-nam', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với sự phát triển của khoa học và công nghệ, flycam/UAV ngày càng được sử dụng phổ biến để phục vụ cho công việc và cuộc sống hàng ngày. Cùng tìm hiểu một số thông tin về việc đăng ký cấp phép bay flycam/UAV</span></span>.', 'content' => '<p> <em><span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;">Với sự phát triển của khoa học và công nghệ, flycam/UAV ngày càng được sử dụng phổ biến để phục vụ cho công việc và cuộc sống hàng ngày. Cùng tìm hiểu một số thông tin về việc đăng ký cấp phép bay flycam/UAV</span></span>.</em></p> <h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Cơ sở pháp lý chính</strong></span></span></span></h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>- Nghị định số 36/2008/NĐ-CP</strong> về quản lý UAV và phương tiện bay siêu nhẹ<br /> <strong>- Thông tư 19/2019/TT-BQP</strong> của Bộ Quốc phòng về quản lý hoạt động UAV<br /> - Các công văn hướng dẫn từ <strong>Cục Tác chiến – Bộ Tổng Tham mưu</strong><br /> </span></span></span> <h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Hồ sơ xin cấp phép bay flycam/UAV gồm những gì?</strong></span></span></span></h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bạn cần chuẩn bị một bộ hồ sơ gửi về <strong>Cục Tác chiến – Bộ Tổng Tham mưu</strong>, bao gồm:</span></span></span><br /> <br /> <h3> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.1 Đơn đề nghị cấp phép bay</strong></span></span></span></h3> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo mẫu quy định của Bộ Quốc phòng gồm các thông tin:<br /> <br /> - Thời gian, địa điểm bay<br /> - Mục đích sử dụng<br /> - Độ cao, bán kính bay<br /> - Người điều khiển thiết bị<br /> - Thiết bị sử dụng (hãng, mã số, model,...)</span></span></span><br /> <h3> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.2 Bản đồ khu vực bay</strong></span></span></span></h3> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- In kèm bản đồ địa hình khu vực dự kiến bay<br /> - Đánh dấu rõ phạm vi hoạt động UAV (tọa độ GPS hoặc mô tả ranh giới)<br /> - Độ cao tối đa dự kiến</span></span></span> <h3> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.3 Thông tin về thiết bị bay</strong></span></span></span></h3> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Hãng sản xuất, model<br /> - Thông số kỹ thuật<br /> - Ảnh thiết bị (nếu có)</span></span></span> <h3> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.4 CMND/CCCD hoặc giấy phép kinh doanh</strong></span></span></span></h3> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nếu là cá nhân: bản sao CCCD<br /> Nếu là tổ chức: bản sao Giấy phép ĐKKD và giấy giới thiệu người đại diện<br /> </span></span></span> <h2 style="text-align: center;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><img alt="" src="/admin/webroot/upload/image/images/base64-17345287524181812903669.jpeg" style="width: 800px; height: 533px;" /></strong></span></span></span></h2> <h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Thời gian nộp hồ sơ </strong></span></span></span></h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>- Tối thiểu 7 ngày làm việc trước ngày dự kiến bay</strong><br /> - Nộp sớm hơn nếu khu vực bay gần khu quân sự hoặc có yếu tố phức tạp<br /> </span></span></span> <h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>4. Nơi nộp hồ sơ</strong></span></span></span></h2> <br /> <span style="color:#000000;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Hồ sơ có thể được gửi thông qua hai hình thức là nộp trực tiếp tại văn phòng hoặc gửi qua đường bưu điện. </span></span><br style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;" /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Cục Tác chiến – Bộ Tổng Tham mưu, Bộ Quốc phòng</strong><br /> <strong>Số 1 Nguyễn Tri Phương, Quận Ba Đình, Hà Nội</strong></span></span></span><br /> <br /> <h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">5. Thời gian xử lý</strong></span></h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tùy tính chất khu vực bay, thường từ <strong>3 – 7 ngày làm việc</strong><br /> Trong một số trường hợp đặc biệt, Bộ Quốc phòng có thể từ chối cấp phép nếu:<br /> - Khu vực bay ảnh hưởng an ninh quốc phòng<br /> - Mục đích bay không rõ ràng<br /> - Hồ sơ không đầy đủ<br /> </span></span></span> <h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>6. Chế tài nếu bay không phép</strong></span></span></span></h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>- Phạt tiền:</strong> từ <strong>20 – 40 triệu đồng</strong><br /> <strong>- Tịch thu thiết bị</strong><br /> <strong>- Truy cứu trách nhiệm hình sự</strong> nếu gây ảnh hưởng đến an ninh hàng không, quốc phòng hoặc gây tai nạn<br /> </span></span></span> <h2 style="box-sizing: border-box; font-family: "Open Sans", Arial, Helvetica, sans-serif; line-height: 1.87; font-size: 22px; color: rgb(43, 46, 50); margin-top: 0px; margin-bottom: 5.5px;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">7. Hành vi bị nghiêm cấm khi hoạt động bay UAV</span></span></span></h2> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong quá trình thực hiện bay UAV tại Việt Nam, tuyệt đối nghiêm cấm các hành vi:</span></span></span></p> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tổ chức hoạt động bay khi chưa được cấp phép bay UAV.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoạt động bay diễn ra không đúng khu vực, trong giới hạn và điều kiện quy định. Vi phạm những quy tắc, quy định trong quản lý lãnh thổ, biên giới quốc gia.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mang chở các chất phóng xạ, chất gây cháy nổ trên phương tiện bay.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phóng, bắn, thả các loại vật, chất gây hại hoặc chứa nguy cơ gây hại từ trên không xuống.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lắp đặt thiết bị và thực hiện quay phim, chụp ảnh từ trên không khi chưa có sự cho phép.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tuyên truyền thông qua treo cờ, biểu ngữ, phát loa nằm ngoài quy định của cấp phép bay UAV.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không chấp hành đúng các lệnh, hiệu lệnh của cơ quan quản lý điều hành và giám sát hoạt động bay</span></span>.</span></li> </ul> <h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>8. Lưu ý khi bay flycam hợp pháp</strong></span></span></span></h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Luôn đem theo <strong>bản sao giấy phép bay</strong> khi bay flycam<br /> - Không bay gần sân bay, trụ sở nhà nước, khu quân sự<br /> - Không bay vào ban đêm nếu không được phép<br /> - Không truyền phát hình ảnh trực tiếp (livestream) nếu chưa được chấp thuận<br /> <br /> </span></span></span> <h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>>>> TẢI MẪU ĐƠN XIN PHÉP BAY: </strong></span></span></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><a href="https://drive.google.com/file/d/10gzkogi37uQqf3ouXiR8qcYhZwGEIyyt/view?usp=sharing"><span style="color:#000000;">TẠI ĐÂY</span></a></strong></span></span></h2> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/uav-viet-nam--e1661141233969.jpg" style="width: 800px; height: 519px;" /></p> ', 'images' => '20250616152553608ef9b55ee6bac12c66cadce9052b66.jpg', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'UAV', 'meta_key' => 'Cấp phép bay UAV, UAV', 'meta_des' => 'Cấp phép bay UAV, UAV', 'created' => '2025-06-16', 'modified' => '2026-02-02', 'status' => '1', 'view' => '180341', 'slug' => 'huong-dan-lam-thu-tuc-xin-cap-phep-bay-flycam-uav-tai-viet-nam', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '451', 'rght' => '452', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 3 => array( 'Post' => array( 'id' => '766', 'name' => 'BIM (Building Information Modeling) – Xu hướng tất yếu của ngành xây dựng hiện đại', 'code' => null, 'alias' => 'bim-building-information-modeling-–-xu-huong-tat-yeu-cua-nganh-xay-dung-hien-dai', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Trong thời đại công nghệ số phát triển mạnh mẽ, ngành xây dựng thế giới nói chung và Việt Nam nói riêng đang chứng kiến sự chuyển mình rõ rệt nhờ sự ra đời và ứng dụng của <strong data-end="531" data-start="492">BIM – Building Information Modeling</strong>, hay còn gọi là <strong data-end="580" data-start="548">Mô hình thông tin công trình</strong>. BIM không chỉ đơn thuần là một phần mềm hỗ trợ thiết kế, mà là một <strong data-end="672" data-start="649">quy trình toàn diện</strong> giúp thay đổi cách thiết kế, xây dựng và quản lý công trình theo hướng hiện đại, minh bạch và hiệu quả hơn.</span></span>', 'content' => '<h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong data-end="39" data-start="0" style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">1. BIM là gì?</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>BIM (Building Information Modeling)</strong> hay còn gọi là <strong data-end="580" data-start="548">Mô hình thông tin công trình </strong>là một quy trình công nghệ sử dụng mô hình kỹ thuật số để hỗ trợ thiết kế, xây dựng và quản lý công trình xây dựng một cách hiệu quả và chính xác hơn. BIM không chỉ là một phần mềm, mà là một phương pháp tiếp cận toàn diện, giúp các bên liên quan trong dự án (kiến trúc sư, kỹ sư, nhà thầu, chủ đầu tư, quản lý vận hành…) cộng tác với nhau thông qua một <strong>mô hình 3D thông minh</strong> chứa đầy đủ thông tin về vật liệu, kết cấu, chi phí, tiến độ, và vòng đời công trình.<br /> <br /> <strong>BIM không phải là một phần mềm, mà là một quy trình.</strong><br /> <br /> Mặc dù phần mềm đóng vai trò trung tâm trong BIM – hỗ trợ thiết kế 3D, mô hình thông minh và quản lý thông tin – nhưng đó chỉ là thành phần công nghệ của BIM. Một phần quan trọng khác là yếu tố xã hội, bao gồm cách làm việc, phối hợp và cộng tác giữa các bên liên quan trong dự án.<br /> <br /> Sự kết hợp giữa công nghệ và con người này tạo thành một quy trình toàn diện, nhằm xây dựng, quản lý và sử dụng mô hình thông tin số của công trình trong suốt vòng đời dự án – từ giai đoạn lập kế hoạch, thiết kế, thi công cho đến vận hành và bảo trì.</span></span> <p data-end="727" data-start="465" style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/BIM.jpg" style="width: 680px; height: 680px;" /></p> <h2 data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Các thành phần chính của BIM</span></span></h2> <br /> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô hình 3D thông minh</span></span></li> </ul> <p data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô hình không chỉ mô tả hình dáng mà còn tích hợp thông tin chi tiết về vật liệu, kỹ thuật, thiết bị, chi phí, và thời gian.</span></span></p> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy trình cộng tác</span></span></li> </ul> <p data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các bên liên quan có thể cùng làm việc trên một mô hình duy nhất theo thời gian thực, giảm lỗi, tránh xung đột thiết kế và tiết kiệm thời gian.</span></span></p> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thông tin xuyên suốt vòng đời công trình</span></span></li> </ul> <p data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Từ thiết kế, xây dựng, đến vận hành và bảo trì.<br /> </span></span></p> <h2 data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Lợi ích của BIM</span></span></h2> <br /> <div data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc áp dụng BIM mang lại nhiều lợi ích vượt trội so với phương pháp truyền thống:</span></span><br /> </div> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tăng độ chính xác trong thiết kế</strong>: Hạn chế lỗi sai nhờ mô hình 3D trực quan và thông minh.</span></span></li> </ul> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Phát hiện xung đột kỹ thuật sớm</strong> (clash detection): Giúp điều chỉnh thiết kế trước khi thi công, tiết kiệm thời gian và chi phí.</span></span></li> </ul> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Quản lý chi phí và tiến độ hiệu quả</strong>: BIM hỗ trợ mô phỏng tiến độ (4D), ước lượng chi phí (5D) ngay trong giai đoạn thiết kế.</span></span></li> </ul> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Cải thiện khả năng phối hợp giữa các bên</strong>: Mọi đối tác tham gia dự án có thể làm việc trên một mô hình chung, giảm thiểu hiểu lầm và trùng lặp.</span></span></li> </ul> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hỗ trợ quản lý vận hành sau thi công</strong>: BIM lưu trữ toàn bộ thông tin cần thiết phục vụ cho việc bảo trì, sửa chữa, nâng cấp công trình.</span></span></li> </ul> <h2 data-end="727" data-start="465"> </h2> <h2 data-end="727" data-start="465" style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/BIM_Project_Stages.jpg" style="width: 680px; height: 402px;" /></h2> <h2 data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>4. Tình hình triển khai BIM tại Việt Nam</strong></span></span></h2> <div data-end="727" data-start="465"> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tại Việt Nam, BIM đang dần được áp dụng rộng rãi, đặc biệt trong các dự án lớn, có yếu tố nước ngoài hoặc vốn đầu tư nhà nước. Chính phủ cũng đã thể hiện quyết tâm thúc đẩy BIM thông qua <strong>Quyết định 2500/QĐ-TTg (năm 2016)</strong> nhằm từng bước áp dụng BIM vào các công trình xây dựng công.<br /> Một số dự án tiêu biểu đã triển khai BIM thành công có thể kể đến như: Tuyến metro TP.HCM, sân bay Long Thành, các dự án của Vingroup, Sun Group, Coteccons, Hòa Bình…<br /> Tuy nhiên, thách thức còn lớn: thiếu nguồn nhân lực BIM chất lượng, chi phí đầu tư ban đầu cao, thiếu tiêu chuẩn quốc gia thống nhất, và sự phối hợp giữa các bên vẫn còn hạn chế.<br /> </span></span></div> <h2 data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>5. Công nghệ BIM và các phần mềm phổ biến</strong></span></span></h2> <br /> <div data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Một số phần mềm thường dùng trong quy trình BIM bao gồm:</span></span><br /> </div> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Autodesk Revit</strong>: Thiết kế kiến trúc, kết cấu, cơ điện.</span></span></li> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Navisworks</strong>: Kiểm tra xung đột mô hình và mô phỏng tiến độ.</span></span></li> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tekla Structures</strong>: Mô hình kết cấu thép và bê tông.</span></span></li> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>ArchiCAD</strong>: Thiết kế kiến trúc.</span></span></li> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Civil 3D / InfraWorks</strong>: Thiết kế hạ tầng và giao thông.</span></span></li> </ul> <div data-end="727" data-start="465" style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/bim_advantages.png" style="width: 680px; height: 383px;" /></span></span></div> <h2 data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>6. Tương lai của BIM</strong></span></span></h2> <br /> <div data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">BIM đang hướng đến tích hợp với các công nghệ tiên tiến như <strong>AI (trí tuệ nhân tạo), IoT (internet vạn vật), thực tế ảo (VR/AR)</strong> và dữ liệu lớn (<strong>Big Data</strong>). Điều này mở ra tiềm năng xây dựng <strong>Smart Building</strong> và <strong>Smart City</strong>, góp phần nâng cao chất lượng cuộc sống và hiệu quả đầu tư xây dựng.<br /> <br /> <strong>Kết luận</strong><br /> <br /> BIM là xu hướng tất yếu trong ngành xây dựng hiện đại. Việc hiểu đúng và triển khai BIM không chỉ mang lại lợi thế cạnh tranh cho doanh nghiệp mà còn góp phần nâng cao chất lượng và hiệu quả của toàn ngành. Trong bối cảnh công nghệ số phát triển không ngừng, BIM chính là “chìa khóa” mở ra kỷ nguyên xây dựng thông minh và bền vững.</span></span><br /> </div> <div data-end="727" data-start="465" style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/resource-bim-the-importance-of-bim-in-the-lighting-industry.jpg" style="width: 680px; height: 456px;" /></span></span></div> ', 'images' => '2025052810182863250044dd1234ebc4cab96a5d85f4e1.jpg', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'BIM (Building Information Modeling)', 'meta_key' => 'BIM (Building Information Modeling)', 'meta_des' => 'BIM (Building Information Modeling)', 'created' => '2025-05-28', 'modified' => '2026-02-01', 'status' => '1', 'view' => '43104', 'slug' => 'bim-building-information-modeling-xu-huong-tat-yeu-cua-nganh-xay-dung-hien-dai', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '449', 'rght' => '450', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 4 => array( 'Post' => array( 'id' => '765', 'name' => ' LEICA Geo Office – Giải pháp phần mềm trắc địa toàn diện', 'code' => null, 'alias' => 'leica-geo-office-–-giai-phap-phan-mem-trac-dia-toan-dien', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với <strong data-end="1233" data-start="1213">LEICA Geo Office</strong>, người dùng có thể <strong data-end="1296" data-start="1253">phân tích và quản lý dữ liệu không gian</strong> một cách dễ dàng, từ đó đưa ra các quyết định chính xác dựa trên thông tin đáng tin cậy.</span></span>', 'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>LEICA Geo Office – Giải pháp phần mềm trắc địa toàn diện!</strong><br /> <br /> <strong>LEICA Geo Office</strong> là bộ phần mềm chuyên dụng do <strong><img alt="" src="/admin/webroot/upload/image/images/Leica logo.jpg" style="width: 60px; height: 40px;" /></strong> phát triển, giúp đơn giản hóa và tối ưu hóa quá trình xử lý dữ liệu không gian địa lý từ các thiết bị đo đạc GNSS, máy toàn đạc và thủy bình kỹ thuật số. Đây là công cụ lý tưởng cho các kỹ sư trắc địa, chuyên gia GIS, và đơn vị thi công cần độ chính xác cao.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Tính năng nổi bật</strong></span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Xử lý dữ liệu GNSS</strong></span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phân tích và xử lý dữ liệu GNSS để tạo ra tọa độ chính xác và đánh giá chất lượng đo đạc ngoài thực địa.</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong> Xử lý dữ liệu máy toàn đạc</strong></span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ dữ liệu đo từ các thiết bị toàn đạc điện tử, phục vụ cho khảo sát địa hình, thiết kế kỹ thuật và xây dựng.</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Xử lý dữ liệu máy thủy bình kỹ thuật số</strong></span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản lý và tính toán dữ liệu cao độ, lý tưởng cho các dự án san nền, định vị mặt bằng và thi công công trình.</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tích hợp CAD</strong></span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhập – xuất dữ liệu với các định dạng phổ biến như AutoCAD (DXF) và MicroStation, giúp kết nối mượt mà với quy trình thiết kế.</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hệ tọa độ & chuyển đổi</strong></span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tùy chỉnh và chuyển đổi dữ liệu giữa các hệ tọa độ địa phương và toàn cầu một cách chính xác và linh hoạt.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Lợi ích khi sử dụng</strong></span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác cao đến từng centimet</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian xử lý và tổng hợp dữ liệu</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giao diện thân thiện, dễ sử dụng</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tích hợp chặt chẽ với thiết bị Leica</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ kỹ thuật và đào tạo chuyên sâu</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Các phiên bản hiện có</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>- Phiên bản mới nhất:</strong> 8.4.0.14023 (cập nhật ngày 17/04/2024)<br /> <strong>- Hệ điều hành hỗ trợ:</strong> Windows, Android<br /> <strong>- Bản dùng thử:</strong> Có, 30 ngày miễn phí<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>4. Đối tượng sử dụng </strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Kỹ sư trắc địa và địa chính<br /> - Đơn vị xây dựng – thi công<br /> - Nhà thầu hạ tầng giao thông<br /> - Cơ quan quản lý đất đai, bản đồ</span></span><br /> <h2 style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Leica-Captivate-Main-KV-Sensors-800x428px.jpg" style="width: 800px; height: 428px;" /></h2> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>5. Hỗ trợ & đào tạo</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Hướng dẫn sử dụng trực tuyến<br /> - Hỗ trợ qua email và điện thoại<br /> - Đào tạo tại chỗ hoặc từ xa theo yêu cầu</span></span><br /> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>6. Ưu Điểm (Pros)</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Khả năng xử lý dữ liệu nâng cao dành cho các dự án trắc địa và kỹ thuật<br /> - Tích hợp với nhiều thiết bị đo đạc của Leica, giúp truyền dữ liệu nhanh chóng và liền mạch<br /> - Cung cấp nhiều công cụ phân tích và hiệu chỉnh để đảm bảo độ chính xác của dữ liệu đo<br /> - Có thể tạo báo cáo và tài liệu chi tiết, phục vụ cho việc lưu trữ và trình bày kết quả khảo sát<br /> - Giao diện thân thiện với người dùng, cho phép tùy chỉnh nhằm tối ưu hóa quy trình làm việc<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>7. Nhược Điểm (Cons)</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Đòi hỏi người mới phải học nhiều do phần mềm có nhiều tính năng phức tạp<br /> - Chi phí sở hữu cao so với một số phần mềm khảo sát khác trên thị trường<br /> - Khả năng tương thích hạn chế với thiết bị không phải của Leica, có thể cần đầu tư thêm để đồng bộ dữ liệu<br /> - Hỗ trợ kỹ thuật có thể bị hạn chế hoặc tốn phí, đặc biệt khi cần hỗ trợ chuyên sâu</span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica_Geo_Office_pic_2360x714 (1).jpg" style="width: 800px; height: 242px;" /></span></span></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">8. <strong>Câu hỏi thường gặp (FAQ)</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">8.1 LEICA Geo Office là gì?<br /> <br /> LEICA Geo Office là một bộ phần mềm được phát triển bởi Leica Geosystems, cung cấp các công cụ để quản lý và xử lý hậu kỳ dữ liệu không gian địa lý như GPS, GNSS và GIS.<br /> <br /> 8.2 Hiện có những phiên bản LEICA Geo Office nào?<br /> <br /> Phiên bản hiện tại của LEICA Geo Office là 8.4, bao gồm các bản cập nhật và sửa lỗi từ các phiên bản trước. Phiên bản trước đó là LEICA Geo Office 8.3.<br /> <br /> 8.3 Yêu cầu hệ thống của LEICA Geo Office là gì?<br /> <br /> LEICA Geo Office yêu cầu:<br /> - Hệ điều hành Windows 7 trở lên (64-bit)<br /> - Tối thiểu 8 GB RAM<br /> - Card đồ họa hỗ trợ OpenGL<br /> - Kết nối Internet để kích hoạt phần mềm<br /> <br /> 8.4 LEICA Geo Office hỗ trợ những định dạng tệp nào?<br /> <br /> LEICA Geo Office hỗ trợ nhiều định dạng tệp, bao gồm: RINEX, M3C, DXF, TXT, CSV, SHP.<br /> <br /> 8.5 LEICA Geo Office được cấp phép như thế nào?<br /> <br /> Phần mềm được cấp phép theo từng người dùng. Người dùng có thể chọn giấy phép vĩnh viễn hoặc hàng năm, tùy theo nhu cầu sử dụng.<br /> <br /> 8.6 LEICA Geo Office tương thích với những thiết bị GPS nào?<br /> <br /> LEICA Geo Office tương thích với nhiều thiết bị GPS của Leica Geosystems, cũng như các thiết bị của bên thứ ba miễn là dữ liệu được lưu ở định dạng được hỗ trợ.<br /> <br /> 8.7 Các tính năng chính của LEICA Geo Office là gì?<br /> <br /> LEICA Geo Office cung cấp nhiều tính năng, bao gồm:<br /> - Nhập và xuất dữ liệu<br /> - Xử lý dữ liệu GPS<br /> - Quản lý dữ liệu GIS<br /> - Chuyển đổi hệ tọa độ<br /> - Kiểm soát và đánh giá chất lượng dữ liệu<br /> <br /> 8.8 Có những hình thức hỗ trợ nào cho LEICA Geo Office?<br /> <br /> Leica Geosystems cung cấp các hình thức hỗ trợ như:<br /> - Hỗ trợ qua email<br /> - Tài liệu hướng dẫn trực tuyến<br /> - Hỗ trợ qua điện thoại và truy cập từ xa (đối với người dùng có giấy phép hợp lệ)<br /> <br /> 8.9 LEICA Geo Office có phiên bản dùng thử không?<br /> <br /> Có. Leica Geosystems cung cấp phiên bản dùng thử 30 ngày để người dùng có thể trải nghiệm phần mềm và các tính năng trước khi mua giấy phép.<br /> <br /> 8.10 Có đào tạo nào cho LEICA Geo Office không?<br /> <br /> Có. Leica Geosystems cung cấp nhiều hình thức đào tạo, bao gồm:<br /> - Khóa học trực tuyến<br /> - Đào tạo tại chỗ<br /> - Chương trình đào tạo tùy chỉnh theo yêu cầu của người dùng<br /> </span></span><br /> <span style="margin: 0px; padding: 0px; font-family: arial; font-size: 13px; text-align: justify; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px; font-weight: bold;">Liên hệ: </strong></u><br style="margin: 0px; padding: 0px;" /> <br style="margin: 0px; padding: 0px;" /> Số 145 Láng Hạ, Đống Đa, Hà Nội<br style="margin: 0px; padding: 0px;" /> Số 5/161 Nguyễn Tuân. Thanh Xuân, Hà Nội<br style="margin: 0px; padding: 0px;" /> Tel: 024.37764930<br style="margin: 0px; padding: 0px;" /> Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" /> Website: </span></span></span><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear; font-size: 13px;" target="_blank"><span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);">www.tracdiathanhdat.vn</span></a></span></span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" /> <span style="margin: 0px; padding: 0px; font-family: arial; font-size: 13px; text-align: justify; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px;"> </span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px; font-weight: bold;">@ Luôn đồng hành cùng bạn!</strong></span></span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"> </span></span>', 'images' => '202505141514525f9ec9a8660a545bcba20ac5e2c2004a.jpg', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Leica Geo Office', 'meta_key' => 'Leica GNSS, Máy toàn đạc điện tử Leica, máy thủy bình kỹ thuật số Leica', 'meta_des' => 'Leica GNSS, Máy toàn đạc điện tử Leica, máy thủy bình kỹ thuật số Leica', 'created' => '2025-05-14', 'modified' => '2026-02-01', 'status' => '1', 'view' => '14703', 'slug' => 'leica-geo-office-giai-phap-phan-mem-trac-dia-toan-dien', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '447', 'rght' => '448', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 5 => array( 'Post' => array( 'id' => '764', 'name' => 'Pin và Bộ Sạc - Đảm bảo cung cấp nguồn điện đáng tin cậy! ', 'code' => null, 'alias' => 'pin-va-bo-sac-dam-bao-cung-cap-nguon-dien-dang-tin-cay', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc lựa chọn pin và bộ sạc phù hợp có thể giúp tăng hiệu quả công việc ngoài trời, bảo vệ thiết bị và tối ưu hóa quy trình làm việc luôn là yếu tố cần ưu tiên!</span></span>', 'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Pin và bộ sạc đóng vai trò rất quan trọng trong việc đảm bảo nguồn điện ổn định cho các thiết bị công nghệ, đặc biệt là các thiết bị như máy toàn đạc, máy RTK và thiết bị khảo sát, nơi mà việc duy trì hiệu suất liên tục là rất quan trọng.<br /> <br /> Việc lựa chọn pin và bộ sạc phù hợp có thể giúp tăng hiệu quả công việc ngoài trời, bảo vệ thiết bị và tối ưu hóa quy trình làm việc luôn là yếu tố cần ưu tiên!<br /> <br /> Cùng tham khảo các yếu tố quan trọng của Pin và Bộ Sạc - Nguồn cung cấp điện đáng tin cậy!</span></span><br /> <br /> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Batteries_Chargers_PIC_1766x750 (2).jpg" style="width: 800px; height: 340px;" /></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Loại pin và hiệu suất</span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Pin Lithium-Ion (Li-Ion): Đây là loại pin phổ biến nhất trong các thiết bị hiện đại như máy thu GNSS và thiết bị khảo sát. Pin Li-Ion cung cấp mật độ năng lượng cao, tuổi thọ dài và tỷ lệ tự xả thấp. Chúng lý tưởng cho việc sử dụng liên tục ngoài trời.</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lợi ích: Nhẹ, tuổi thọ dài, sạc nhanh và bảo trì thấp.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu ý: Nhạy cảm với nhiệt độ cực đoan (cả nhiệt độ rất nóng và rất lạnh có thể làm giảm hiệu suất).</span></span></li> </ul> </li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Pin Nickel-Metal Hydride (NiMH): Mặc dù ít phổ biến ngày nay, nhưng pin NiMH vẫn được sử dụng trong một số thiết bị. Chúng được biết đến là thân thiện với môi trường hơn so với các loại pin khác.</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lợi ích: Ít độc hại và thường rẻ hơn so với pin Li-Ion, với hiệu suất hợp lý.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu ý: Mật độ năng lượng thấp hơn và tuổi thọ ngắn hơn so với pin Li-Ion.</span></span></li> </ul> </li> </ul> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Tuổi thọ pin</span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dung lượng và tuổi thọ: Dung lượng của pin (được đo bằng mAh hoặc Ah) quyết định thời gian thiết bị có thể hoạt động trước khi cần sạc lại. Đối với công việc ngoài trời, bạn cần các loại pin có thể hoạt động liên tục trong suốt một ca làm việc hoặc lâu hơn mà không bị hết pin.</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ví dụ, một máy thu GNSS hoặc thiết bị khảo sát có thể cần từ 8 đến 12 giờ hoặc hơn tùy vào yêu cầu công suất của thiết bị.</span></span></li> </ul> </li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản lý Pin: Nhiều thiết bị cao cấp đi kèm với hệ thống quản lý pin (BMS) tích hợp để theo dõi sức khỏe pin, ngăn ngừa sạc quá mức và tối ưu hóa hiệu suất theo thời gian.</span></span></li> </ul> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Bộ sạc: Hiệu Quả và Sạc Nhanh</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính tương thích: Điều quan trọng là bộ sạc phải được thiết kế đặc biệt cho loại pin mà nó hỗ trợ. Việc sử dụng bộ sạc không phù hợp có thể làm hỏng pin hoặc dẫn đến việc sạc không hiệu quả.</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ sạc nhanh: Một số hệ thống sử dụng bộ sạc nhanh, giúp sạc pin trong 1-2 giờ. Điều này rất hữu ích trong môi trường làm việc ngoài trời khi bạn có thời gian hạn chế.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trạm sạc cho nhiều thiết bị: Trong các hoạt động nhóm, trạm sạc nhiều ngăn có thể sạc nhiều pin cùng lúc, giúp bạn luôn có pin đầy khi cần.</span></span></li> </ul> <h2 style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica_Geosystems_GEB334_GEB364_batteries_800x428.jpg" style="width: 800px; height: 428px;" /></span></span></h2> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Giải pháp sạc ngoài trời</span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Pin dự phòng di động: Đối với việc sử dụng ngoài trời kéo dài, bộ sạc năng lượng mặt trời hoặc pin dự phòng di động có thể là những cứu cánh. Chúng đặc biệt hữu ích cho những khu vực xa xôi, nơi nguồn điện có thể hạn chế. Bộ sạc năng lượng mặt trời cung cấp một cách sạc ngoài lưới điện và tái tạo năng lượng cho các thiết bị cần nguồn điện ổn định.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ sạc Ô Tô: Trong nhiều ứng dụng ngoài trời, bộ sạc ô tô được sử dụng để sạc thiết bị khi đang di chuyển. Chúng hữu ích cho việc sạc thiết bị khi di chuyển giữa các công trường, giúp bạn không phải lãng phí thời gian.</span></span></li> </ul> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Độ bền và khả năng chịu đựng thời tiết</span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết kế chắc chắn: Pin và bộ sạc cho các ứng dụng ngoài trời hoặc công trường cần được thiết kế để chịu được môi trường khắc nghiệt. Điều này bao gồm khả năng chống nước, chống sốc và có thể chịu được nhiệt độ cực đoan.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xếp Hạng IP: Kiểm tra các thiết bị có xếp hạng IP cao (Bảo vệ chống xâm nhập), giúp đảm bảo chúng chống lại bụi bẩn, nước và các yếu tố môi trường khác. Điều này đặc biệt quan trọng đối với các thiết bị khảo sát hoặc điều tra hiện trường tai nạn.</span></span></li> </ul> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. Tính năng sạc thông minh</span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bảo vệ quá Tải: Một số bộ sạc hiện đại đi kèm với tính năng sạc thông minh, ngăn ngừa việc sạc quá mức và kéo dài tuổi thọ pin.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giám sát nhiệt độ: Cảm biến nhiệt độ được tích hợp sẽ bảo vệ thiết bị khỏi việc quá nhiệt, tính năng quan trọng cho các thiết bị ngoài trời cần sạc lâu dài hoặc sử dụng trong môi trường khắc nghiệt.</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/74286536_1376595119168281_1988573397101051904_n(1).jpg" style="width: 500px; height: 318px;" /></span></span></p> ', 'images' => '20250509100102409072cb60e202d2797a91e395909240.jpg', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Pin và sạc pin', 'meta_key' => 'Pin và Bộ Sạc - nguồn cung cấp điện đáng tin cậy! 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Pin, sạc pin, Leica, Nikon, Sokkia, Topcon', 'created' => '2025-05-09', 'modified' => '2026-02-01', 'status' => '1', 'view' => '3596', 'slug' => 'pin-va-bo-sac-dam-bao-cung-cap-nguon-dien-dang-tin-cay', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '445', 'rght' => '446', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 6 => array( 'Post' => array( 'id' => '763', 'name' => 'Phần mềm Leica Captivate v9.00', 'code' => null, 'alias' => 'phan-mem-leica-captivate-v9-00', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong data-end="157" data-start="65">Các bạn đã cập nhật lên phiên bản Leica Captivate 9.10 chưa?</strong> Phiên bản cập nhật nhỏ này mang đến một số tính năng hữu ích và là một lời nhắc tuyệt vời để khám phá tất cả các tính năng nâng cấp chính từ phiên bản 9, bao gồm sự tích hợp tốt hơn với dịch vụ <strong data-end="370" data-start="352">GeoCloud Drive.</strong></span></span>', 'content' => '<p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Phần mềm Leica Captivate v9.00</strong></span></span></p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tương thích với các sản phẩm:</span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy điều khiển hiện trường: CS20, CS30, CS35, CC180, CC200</span></span></li> </ul> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy toàn đạc điện tử: TS10, TS13, TS16, TS60, TM60, MS60</span></span></li> </ul> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy GNSS RTK: GS18 T, GS18 I, GS18, GS05</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngày phát hành:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">30 tháng 10 năm 2024</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có sẵn trên myWorld.<br /> <br /> <strong>>>></strong> <strong>Đăng ký: <a href="https://l.facebook.com/l.php?u=https%3A%2F%2Fhxgn.biz%2F4hzEhej&h=AT26Jho3db1szRAqSlz_lVvTo666P6aN3mZYBnN2EdAnCnJAgn6TlfLwGRoMwKrPBgOgjIHG60nQHb3tkcrAoAovo4eP2zKJkbxcXzJaUIUdxZ2MEaT4Db452_s0uYuLDY3pAzi_1Ybk6UuSTioWwP1PaH-YZw4IdC_113pMAj3qJ0cx&__tn__=-UK-R&c[0]=AT1yHTD1klVU0LNce4HVHmD3kv4nUHbf9zyU-rFVb4OZjXntoRIAagIgzvt7XZydeb2PEyuKl5CCr-9g_lxOfMJ2w2_XEk3SslxiIJaD2R9j49DvqPJytX4Vr-yJyfbt1EpWumBuD4vZRLVJ2iMcyn5WRfEBWS2yrbOw3EhGxKnxERDWOao9ecpOFHvcCyO73jJEV-RUvTC7Cy5IGgcNqfm7SvXfZuU0eibF0X5T">TẠI ĐÂY</a></strong></span></span><br /> <br /> <p data-end="414" data-start="387"> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phiên bản 9 có gì mới?</span></span></strong><br /> </p> <ul> <li data-end="414" data-start="387"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Sao lưu nhanh chóng</strong>: Với tùy chọn 'Upload to GeoCloud Drive' trong menu ngữ cảnh của công việc, bạn sẽ tạo bản sao lưu trên đám mây của các công việc của mình chỉ trong nháy mắt.</span></span></li> <li data-end="414" data-start="387"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Xuất dữ liệu đơn giản hơn</strong>: Bảng xuất dữ liệu giờ đây có một tùy chọn mới - 'Upload a copy to GeoCloud Drive'. Điều này đảm bảo rằng một bản sao của dữ liệu xuất được chuẩn bị để tải lên dự án đã chọn trong GeoCloud Drive, giúp giảm số bước cần thực hiện trong quá trình này.</span></span></li> </ul> <p data-end="414" data-start="387"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Geosystems đã cố gắng làm cho việc chia sẻ dữ liệu trở nên mượt mà hơn, đảm bảo rằng các thành viên trong nhóm của bạn có thể dễ dàng và nhanh chóng truy cập vào đóng góp của bạn.<br /> <br /> Để tìm hiểu tất cả các tính năng mới nhất của Leica Captivate -> <strong><a href="https://hxgn.biz/4hzEhej">XEM TẠI ĐÂY</a></strong></span></span><br /> </p> <iframe allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share" allowfullscreen="" frameborder="0" height="305" referrerpolicy="strict-origin-when-cross-origin" src="https://www.youtube.com/embed/Kxk3A93lWZc" title="Leica Captivate v9.0: SmartPole Extensions, GeoCloud Drive and Snapping Enhancements & more" width="680"></iframe>', 'images' => '20250508094032e9f29fd87b074748e5f064af2850e79a.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy RTK', 'meta_key' => 'Leica Captivate v9.0', 'meta_des' => 'Leica Captivate v9.0', 'created' => '2025-05-08', 'modified' => '2026-02-02', 'status' => '1', 'view' => '11925', 'slug' => 'phan-mem-leica-captivate-v9-00', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '443', 'rght' => '444', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 7 => array( 'Post' => array( 'id' => '762', 'name' => 'Thúc đẩy cơ sở hạ tầng trắc địa của Việt Nam với mạng lưới tham chiếu GNSS toàn quốc!', 'code' => null, 'alias' => 'thuc-day-co-so-ha-tang-trac-dia-cua-viet-nam-voi-mang-luoi-tham-chieu-gnss-toan-quoc', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thúc đẩy cơ sở hạ tầng trắc địa của Việt Nam với mạng lưới tham chiếu GNSS toàn quốc với công nghệ tiên tiến của Leica Geosystems.</span></span></p> ', 'content' => '<div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trải dài 1.650 km từ Bắc vào Nam, Việt Nam có cảnh quan đa dạng với những ngọn núi có rừng, đồng bằng châu thổ màu mỡ, bờ biển rộng lớn và các khu đô thị đang phát triển nhanh chóng. Đảm bảo cơ sở hạ tầng trắc địa của Việt Nam hiện đại và đáng tin cậy là rất quan trọng đối với các hoạt động khảo sát và lập bản đồ quốc gia dựa trên công nghệ GNSS.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc xây dựng hệ thống trạm CORS ở Việt Nam là nhu cầu cấp thiết nhằm hỗ trợ cung cấp thông tin, dữ liệu, đảm bảo tính đầy đủ, chính xác và kịp thời đóng góp cho sự phát triển của các lĩnh vực kinh tế – xã hội, giám sát tài nguyên, bảo vệ môi trường, quốc phòng – an ninh, đặc biệt nhất là góp phần vào công tác bảo vệ chủ quyền lãnh thổ quốc gia và thúc đẩy những hoạt động nghiên cứu khoa học Trái Đất.<br /> <br /> Trạm tham chiếu hoạt động liên tục (CORS) rộng lớn hiện nay tại Việt Nam với sự công nghệ tiên tiến của Leica Geosystems đã giúp tất cả những điều này trở nên khả thi với dữ liệu định vị theo thời gian thực và xử lý hậu kỳ ở cấp độ centimet có sẵn trên khắp cả nước.</span></span></div> <div> <br /> </div> <div style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Rover_connect1_v2.jpg" style="width: 800px; height: 420px;" /></div> <div> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuyển đổi bản đồ quốc gia của Việt Nam bằng mạng lưới trạm tham chiếu GNSS</span></span></strong><br /> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Năm 2016, Cục Đo đạc, Bản đồ và Thông tin địa lý Việt Nam (DOSMVN), cơ quan dữ liệu không gian địa lý của quốc gia, đã bắt tay vào một dự án đầy tham vọng nhằm xây dựng mạng lưới GNSS trên khắp cả nước. Để đạt được những mục tiêu này, DOSMVN cần thiết lập CORS trên quy mô toàn quốc, bao gồm sự kết hợp giữa các máy thu và ăng-ten GNSS cùng phần mềm tinh vi để liên tục ghi lại, xử lý và cung cấp dữ liệu định vị chính xác theo thời gian thực.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sáng kiến này sẽ cải tổ cơ sở hạ tầng trắc địa của Việt Nam, tận dụng các khả năng tiên tiến của công nghệ định vị GNSS thời gian thực để tinh chỉnh các quy trình khảo sát và lập bản đồ, đồng thời nâng cao hệ thống tọa độ và phép chiếu quốc gia.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">"Việc triển khai mạng lưới CORS trên khắp Việt Nam là một bước quan trọng hướng tới việc khai thác toàn bộ phổ dữ liệu GNSS cho các nỗ lực lập bản đồ quốc gia của chúng tôi", Trần Phúc Thắng, Giám đốc Trung tâm Điều tra - Xử lý dữ liệu khảo sát và lập bản đồ tại DOSMVN giải thích.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">"Mạng lưới kết nối các trạm định vị vệ tinh trên toàn quốc thành một hệ thống thống nhất để tối ưu hóa thiết bị, giảm thiểu đầu tư và mở rộng khả năng hoạt động cho nhiều ứng dụng khác nhau" "Nó đảm bảo tuân thủ mạng lưới Dịch vụ GNSS quốc tế (IGS) và các mạng lưới của các tổ chức GNSS khác trên toàn thế giới".</span></span></div> <div> </div> <div> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuyển đổi bản đồ quốc gia của Việt Nam bằng mạng lưới trạm tham chiếu GNSS</span></span></strong><br /> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tập đoàn SISC đã được DOSMVN ký hợp đồng thiết kế, xây dựng và đưa vào vận hành mạng lưới định vị vệ tinh quốc gia, VNGEONET. Năm 2019, họ đã hoàn thành việc lắp đặt, thiết lập mạng lưới toàn quốc gồm 65 trạm, bao gồm 24 trạm Geodetic CORS và 41 trạm NRTK CORS.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mạng lưới có 65 máy chủ tham chiếu Leica GR50, lý tưởng cho các cài đặt cố định và cung cấp 555 kênh hỗ trợ tất cả các chòm sao GNSS toàn cầu, chẳng hạn như GPS, GLONASS, Galileo và BeiDou, cũng như các hệ thống khu vực. Với các giao diện đồng thời và nhiều giao diện để truyền thông, cung cấp điện và ghi dữ liệu, các máy chủ tham chiếu này cung cấp các hoạt động đáng tin cậy cần thiết cho dự án này.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mạng lưới bao gồm 65 ăng-ten GNSS 4 chòm sao Leica AR25 và Bộ phần mềm Leica Spider. Leica Spider Software hỗ trợ hệ thống bằng cách cung cấp dữ liệu từ tất cả GNSS cùng lúc, cung cấp một cách hiệu quả để truy cập dữ liệu thời gian thực và dữ liệu xử lý sau. Phần mềm Spider được thiết kế riêng theo nhu cầu cụ thể của DOSMVN, bao gồm bản đồ tùy chỉnh và các tính năng của người dùng, giúp giải pháp này trở nên linh hoạt.</span></span></div> <div> </div> <div> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mạng GNSS quốc gia mang lại lợi ích cho ngành công nghiệp và phát triển cơ sở hạ tầng</span></span></strong><br /> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dự án này thể hiện sự phát triển từ các phương pháp truyền thống sang các giải pháp mới nhất và minh họa cho những lợi ích của việc áp dụng mạng tham chiếu GNSS toàn quốc để thúc đẩy hoạt động khảo sát và lập bản đồ cùng với một loạt các ứng dụng công nghiệp khác.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">"Ngoài việc hiện đại hóa hoạt động lập bản đồ, chúng tôi muốn đạt được độ chính xác cao trong các dịch vụ Định vị động học thời gian thực (RTK) và RTK mạng áp dụng cho nhiều ngành công nghiệp khác nhau", ông Thắng cho biết.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều ngành công nghiệp trên khắp Việt Nam phụ thuộc vào dữ liệu không gian địa lý chính xác để sử dụng các công nghệ tiên tiến và đảm bảo dữ liệu dự án được hoàn thiện. Điều này bao gồm từ công việc khảo sát, như sử dụng xe tự hành GNSS để đo ranh giới tài sản hoặc máy bay không người lái để khảo sát trên không các công trường xây dựng, đến các ứng dụng điều khiển máy tự động, phát triển cơ sở hạ tầng, v.v.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cung cấp các bản sửa lỗi RTK mạng 24/7 dễ truy cập cho các công ty trên khắp Việt Nam mang lại một số lợi ích về kinh tế và phát triển cơ sở hạ tầng. Dữ liệu RTK liên tục và có sẵn rộng rãi giúp giảm chi phí phát sinh cho các doanh nghiệp vốn sẽ phải chịu chi phí hoạt động cao hơn nhiều nếu không có dịch vụ như vậy. Điều này dẫn đến tiết kiệm chi phí trong các lĩnh vực như kỹ thuật dân dụng, xây dựng, nông nghiệp và giao thông - giúp thúc đẩy tăng trưởng kinh tế.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngoài ra, việc giảm chi phí thu thập dữ liệu không gian có độ chính xác cao giúp lập kế hoạch và thực hiện chính xác các dự án cơ sở hạ tầng quy mô lớn quan trọng để thích ứng với dân số đô thị ngày càng tăng của Việt Nam.<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/GEODETIC CORS AND NRTK CORS_Cropped.png" style="width: 800px; height: 356px;" /></span></span><br /> <br /> <div> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nghiên cứu khoa học và giám sát môi trường bằng GNSS</span></span></strong><br /> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các nhà nghiên cứu trong các lĩnh vực như khoa học môi trường, địa chất và bản đồ học cũng được hưởng lợi vì họ có thể thực hiện các nghiên cứu sâu rộng và chính xác hơn. CORS tại Việt Nam đã cải thiện đáng kể khả năng đo tốc độ dịch chuyển mảng và đóng góp dữ liệu có giá trị cho nghiên cứu khí tượng và tầng điện ly.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">CORS cung cấp một cách để đo mức tầng điện ly, sử dụng máy thu để thu thập thông tin về độ trễ tầng điện ly mà tín hiệu GNSS gặp phải trên đường đi của chúng. Điều này cho phép các chuyên gia tính toán tổng số electron (TEC) và lập bản đồ mật độ electron tầng điện ly. Hoạt động của tầng điện ly ảnh hưởng trực tiếp đến độ chính xác của các hệ thống dựa trên GNSS để khảo sát, định vị, viễn thông, v.v. Việc giám sát tầng điện ly cho phép các chuyên gia đánh giá độ tin cậy của các hệ thống này và thực hiện các biện pháp giảm thiểu khi có thể.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mạng lưới này cũng cung cấp thông tin có giá trị về các điều kiện khí quyển, bao gồm lượng hơi nước trong khí quyển – đặc biệt quan trọng đối với các khu vực có lượng mưa lớn ở Việt Nam. Tương tự như việc đo hoạt động tầng điện ly, các máy thu CORS ghi lại độ trễ mà tín hiệu GNSS gặp phải khi di chuyển qua khí quyển do hơi nước. Bằng cách so sánh thời gian đến ước tính và thực tế của tín hiệu GNSS tại các máy thu CORS, có thể ước tính mức độ hơi nước. Phương pháp này cung cấp các quan sát khí tượng độc đáo, góp phần vào dự báo thời tiết và nghiên cứu khí hậu.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngoài ra, mạng lưới rộng lớn của Việt Nam giúp có thể theo dõi các chuyển động trong lớp vỏ trái đất và tốc độ của các chuyển động này theo thời gian bằng GNSS. Là một khu vực hoạt động địa chấn, đây là một nguồn tài nguyên đặc biệt có giá trị để ghi lại và dự đoán các chuyển động mặt đất.</span></span><br /> </div> <div> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">“Việc kết nối 65 trạm này trên khắp đất nước chúng tôi đánh dấu bước tiến vượt bậc trong khả năng lập bản đồ và khảo sát của chúng tôi, đạt được mức độ chính xác và độ tin cậy chưa từng thấy trước đây”</span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc triển khai các trạm tham chiếu GNSS và phần mềm Leica Geosystems đóng vai trò then chốt trong việc hiện thực hóa các mục tiêu của dự án này.<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/CHỌN ANH TÀI (665 x 295 px) (Quảng cáo trên Facebook) (6).png" style="width: 800px; height: 419px;" /></span></span></div> <div> </div> </div> ', 'images' => '2025042311180589dc854da356e13b8a4eeadb31876909.jpg', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy RTK', 'meta_key' => 'Máy RTK, máy định vị vệ tinh RTK, máy GPS RTK, máy định vị vệ tinh GNSS RTK, máy RTK giá rẻ, máy RTK tốt nhất', 'meta_des' => 'Máy RTK, máy định vị vệ tinh RTK, máy GPS RTK, máy định vị vệ tinh GNSS RTK, máy RTK giá rẻ, máy RTK tốt nhất', 'created' => '2025-04-23', 'modified' => '2026-02-02', 'status' => '1', 'view' => '13732', 'slug' => 'thuc-day-co-so-ha-tang-trac-dia-cua-viet-nam-voi-mang-luoi-tham-chieu-gnss-toan-quoc', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '441', 'rght' => '442', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 8 => array( 'Post' => array( 'id' => '760', 'name' => 'Pin hạt nhân BV100 - công nghệ của tương lai', 'code' => null, 'alias' => 'pin-hat-nhan-bv100-cong-nghe-cua-tuong-lai', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ<strong><span itemprop="isBasedOn" itemscope="" itemtype="https://schema.org/WebPage" style="position: fixed; 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Viên pin BV100 của công ty Betavolt Technology đến từ Trung Quốc đang biến điều không tưởng ấy thành hiện thực với công nghệ pin hạt nhân hoàn toàn mới. https://techfancy.net/" border="0" height="1" itemprop="image" src="https://xurls.net/px.gif?utm_campaign=https%3A%2F%2Ftechfancy.net%2F&utm_source=dmca&utm_medium=copy&utm_term=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi&utm_content=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi.%20B%E1%BA%A1n%20%C4%91%C3%A3%20bao%20gi%E1%BB%9D%20t%C6%B0%E1%BB%9Fng%20t%C6%B0%E1%BB%A3ng%20v%E1%BB%81%20m%E1%BB%99t%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B4ng%20ngh%E1%BB%87%20c%C3%B3%20th%E1%BB%83%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20su%E1%BB%91t%20n%E1%BB%ADa%20th%E1%BA%BF%20k%E1%BB%B7%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20hay%20ch%C6%B0a%3F%20Vi%C3%AAn%20pin%20BV100%20c%E1%BB%A7a%20c%C3%B4ng%20ty%20Betavol.%20B%E1%BA%A1n%20%C4%91%C3%A3%20bao%20gi%E1%BB%9D%20t%C6%B0%E1%BB%9Fng%20t%C6%B0%E1%BB%A3ng%20v%E1%BB%81%20m%E1%BB%99t%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B4ng%20ngh%E1%BB%87%20c%C3%B3%20th%E1%BB%83%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20su%E1%BB%91t%20n%E1%BB%ADa%20th%E1%BA%BF%20k%E1%BB%B7%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20hay%20ch%C6%B0a%3F%20Vi%C3%AAn%20pin%20BV100%20c%E1%BB%A7a%20c%C3%B4ng%20ty%20Betavolt%20Technology%20%C4%91%E1%BA%BFn%20t%E1%BB%AB%20Trung%20Qu%E1%BB%91c%20%C4%91ang%20bi%E1%BA%BFn%20%C4%91i%E1%BB%81u%20kh%C3%B4ng%20t%C6%B0%E1%BB%9Fng%20%E1%BA%A5y%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20v%E1%BB%9Bi%20c%C3%B4ng%20ngh%E1%BB%87%20pin%20h%E1%BA%A1t%20nh%C3%A2n%20ho%C3%A0n%20to%C3%A0n%20m%E1%BB%9Bi.%20https%3A%2F%2Ftechfancy.net%2F&dmcaaducpp=1" style="position: fixed; inset: initial; opacity: 0; visibility: visible; display: inline-block; margin: 0px; padding: 0px; overflow: hidden; border: none; background: none; color: initial; cursor: auto; max-width: 1px; max-height: 1px; width: 1px; height: 1px;" title="Pin hạt nhân BV100 Betavolt - Khi khoa học viễn tưởng trở thành hiện thực - BlogAnChoi. Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? Viên pin BV100 của công ty Betavol. Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? Viên pin BV100 của công ty Betavolt Technology đến từ Trung Quốc đang biến điều không tưởng ấy thành hiện thực với công nghệ pin hạt nhân hoàn toàn mới. https://techfancy.net/" width="1" /></a></strong> có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? Viên pin BV100 của công ty Betavolt Technology đến từ Trung Quốc đang biến điều không tưởng ấy thành hiện thực với công nghệ pin hạt nhân hoàn toàn mới.</span></span>', 'content' => '<p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="background-color: rgb(254, 254, 254);">Công ty </span>Betavolt New Energy Technology, có trụ sở tại Bắc Kinh<span style="background-color: rgb(254, 254, 254);">, Trung Quốc vừa công bố sản xuất đại trà pin hạt nhân với thông số ấn tượng: điện áp 3V, công suất 100 microwatt. Dù công suất không lớn, pin có tuổi thọ lên tới 50 năm và kích thước siêu nhỏ (15×15×5 mm). Đặc biệt, nó hoạt động ổn định trong dải nhiệt độ từ -60°C đến 120°C và an toàn nhờ sử dụng niken-63 - đồng vị phóng xạ có chu kỳ bán rã 100 năm, cuối cùng phân hủy thành đồng vị đồng bền.</span></span></span></span></p> <p> <br /> <span style="background-color: rgb(254, 254, 254); font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">Theo chuyên gia Nga, công nghệ này đã xuất hiện từ vài năm trước. Năm 2023, Giáo sư Mefi (Nga) từng thiết kế thử nghiệm "pin hạt nhân" dựa trên nguồn đồng vị phóng xạ và vật liệu bán dẫn. Tuy nhiên, chi phí sản xuất quá cao do giá niken-63 đắt đỏ (hơn 200 triệu rúp/100g) khiến Nga không thể phát triển thêm.</span></p> <p> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sinh ra từ khát vọng đổi mới ngành năng lượng trên toàn cầu, Betavolt Technology đã ra mắt thế giới viên pin “viễn tưởng” BV100 vào đầu 2024 chỉ sau 3 năm thành lập công ty. Với kích thước khiêm tốn chỉ to ngang một đồng xu, viên pin này là sự kết hợp hoàn hảo giữa những đồng vị phóng xạ nickel-63 và công nghệ bán dẫn kim cương thế hệ thứ tư. Cơ chế chuyển đổi năng lượng phân rã beta thành điện năng cho phép BV100 làm điều tưởng chừng như không thế: cung cấp năng lượng liên tục trong nửa thế kỷ mà không đòi hỏi một lần sạc hay bảo trì nào.<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/pin-hat-nhan-betavolt_65a4f1f79425d.jpg" style="width: 800px; height: 447px;" /></span></span></span></p> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Nguyên lý hoạt động của pin hạt nhân BV100</strong></span></span></span><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">Pin hạt nhân BV100 hoạt động dựa trên nguyên lý betavoltaic, trong đó các hạt beta phát ra từ quá trình phân rã của nickel-63 được chuyển đổi thành điện năng thông qua một lớp bán dẫn kim cương mỏng.</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);"> Cấu trúc của pin bao gồm các lớp xen kẽ giữa nguồn nickel-63 và các lớp bán dẫn kim cương, tạo thành một mô-đun có thể mở rộng để tăng công suất. <br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/pin-hat-nhan.jpeg" style="width: 800px; height: 451px;" /></span></p> <p> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">2. Những ưu điểm của viên pin hạt nhân BV100</strong></p> <p> </p> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tuổi thọ vượt trội</strong></span></span></span></p> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm nổi bật nhất ở viên pin BV100 đó chính là việc nó có thể cung cấp năng lượng liên tục trong 50 năm mà không cần sạc lại hoặc bảo trì, từ đó đáp ứng nhu cầu của các thiết bị đòi hỏi độ tin cậy cao và vận hành dài hạn trong các ứng dụng quan trọng trong cuộc sống.</span></span></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://bloganchoi.com/pin-hat-nhan-bv100-betavolt/?utm_campaign=https%3A%2F%2Fbloganchoi.com%2Fpin-hat-nhan-bv100-betavolt%2F&utm_source=dmca&utm_medium=copy&utm_term=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi&utm_content=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi.%20B%E1%BA%A1n%20%C4%91%C3%A3%20bao%20gi%E1%BB%9D%20t%C6%B0%E1%BB%9Fng%20t%C6%B0%E1%BB%A3ng%20v%E1%BB%81%20m%E1%BB%99t%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B4ng%20ngh%E1%BB%87%20c%C3%B3%20th%E1%BB%83%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20su%E1%BB%91t%20n%E1%BB%ADa%20th%E1%BA%BF%20k%E1%BB%B7%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20hay%20ch%C6%B0a%3F%20Vi%C3%AAn%20pin%20BV100%20c%E1%BB%A7a%20c%C3%B4ng%20ty%20Betavol.%20Nh%E1%BB%AFng%20%C6%B0u%20%C4%91i%E1%BB%83m%20c%E1%BB%A7a%20vi%C3%AAn%20pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20C%E1%BA%A5u%20tr%C3%BAc%20c%E1%BB%A7a%20vi%C3%AAn%20pin%20BV100%20(Ngu%E1%BB%93n%3A%20Internet)Tu%E1%BB%95i%20th%E1%BB%8D%20v%C6%B0%E1%BB%A3t%20tr%E1%BB%99iNh%C6%B0%20m%C3%ACnh%20%C4%91%C3%A3%20%C4%91%E1%BB%81%20c%E1%BA%ADp%20%E1%BB%9F%20b%C3%AAn%20tr%C3%AAn%2C%20%C4%91i%E1%BB%83m%20n%E1%BB%95i%20b%E1%BA%ADt%20nh%E1%BA%A5t%20%E1%BB%9F%20vi%C3%AAn%20pin%20BV100%20%C4%91%C3%B3%20ch%C3%ADnh%20l%C3%A0%20vi%E1%BB%87c%20n%C3%B3%20c%C3%B3%20th%E1%BB%83%20cung%20c%E1%BA%A5p%20n%C4%83ng%20l%C6%B0%E1%BB%A3ng%20li%C3%AAn%20t%E1%BB%A5c%20trong%2050%20n%C4%83m%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20l%E1%BA%A1i%20ho%E1%BA%B7c%20b%E1%BA%A3o%20tr%C3%AC%2C%20t%E1%BB%AB%20%C4%91%C3%B3%20%C4%91%C3%A1p%20%E1%BB%A9ng%20nhu%20c%E1%BA%A7u%20c%E1%BB%A7a%20c%C3%A1c%20thi%E1%BA%BFt%20b%E1%BB%8B%20%C4%91%C3%B2i%20h%E1%BB%8Fi%20%C4%91%E1%BB%99%20tin%20c%E1%BA%ADy%20cao%20v%C3%A0%20v%E1%BA%ADn%20h%C3%A0nh%20d%C3%A0i%20h%E1%BA%A1n%20trong%20c%C3%A1c%20%E1%BB%A9ng%20d%E1%BB%A5ng%20quan%20tr%E1%BB%8Dng%20trong%20cu%E1%BB%99c%20s%E1%BB%91ng.Thi%E1%BA%BFt%20k%E1%BA%BF%20nh%E1%BB%8F%20g%E1%BB%8DnV%E1%BB%9Bi%20k%C3%ADch%20th%C6%B0%E1%BB%9Bc%20ch%E1%BB%89%20t%C6%B0%C6%A1ng%20%C4%91%C6%B0%C6%A1ng%20m%E1%BB%99t%20%C4%91%E1%BB%93ng%20xu%2C%20pin%20BV100%20mang%20%C4%91%E1%BA%BFn%20kh%E1%BA%A3%20n%C4%83ng%20t%C3%ADch%20h%E1%BB%A3p%20linh%20ho%E1%BA%A1t%20v%C3%A0o%20nhi%E1%BB%81u%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B3%20kh%C3%B4ng%20gian%20h%E1%BA%A1n%20ch%E1%BA%BF%2C%20gi%C3%BAp%20m%E1%BB%9F%20r%E1%BB%99ng%20%C4%91%C3%A1ng%20k%E1%BB%83%20ph%E1%BA%A1m%20vi%20%E1%BB%A9ng%20d%E1%BB%A5ng%20trong%20nhi%E1%BB%81u%20l%C4%A9nh%20v%E1%BB%B1c%20c%C3%B4ng%20ngh%E1%BB%87.An%20to%C3%A0n%20v%C3%A0%20b%E1%BB%81n%20v%E1%BB%AFngV%C3%AC%20trong%20quy%20tr%C3%ACnh%20chuy%E1%BB%83n%20h%C3%B3a%20c%E1%BB%A7a%20nickel%20%E2%80%93%2063%20s%E1%BA%BD%20bi%E1%BA%BFn%20n%C3%B3%20th%C3%A0nh%20%C4%90%E1%BB%93ng%20%E2%80%93%2063%20%E2%80%93%20m%E1%BB%99t%20nguy%C3%AAn%20t%E1%BB%91%20%E1%BB%95n%20%C4%91%E1%BB%8Bnh%20v%C3%A0%20kh%C3%B4ng%20ph%C3%B3ng%20x%E1%BA%A1%2C%20t%E1%BB%AB%20%C4%91%C3%B3%20gi%C3%BAp%20%C4%91%E1%BA%A3m%20b%E1%BA%A3o%20t%C3%ADnh%20an%20to%C3%A0n%20v%C3%A0%20gi%E1%BA%A3m%20thi%E1%BB%83u%20c%C3%A1c%20t%C3%A1c%20%C4%91%E1%BB%99ng%20%C4%91%E1%BA%BFn%20m%C3%B4i%20tr%C6%B0%E1%BB%9Dng%2C%20%C4%91%C3%A1p%20%E1%BB%A9ng%20c%C3%A1c%20ti%C3%AAu%20chu%E1%BA%A9n%20kh%E1%BA%AFt%20khe%20v%E1%BB%81%20ph%C3%A1t%20tri%E1%BB%83n%20c%C3%B4ng%20ngh%E1%BB%87%20b%E1%BB%81n%20v%E1%BB%AFng.%20Sponsor%20Kh%E1%BA%A3%20n%C4%83ng%20v%E1%BA%ADn%20h%C3%A0nh%20trong%20%C4%91i%E1%BB%81u%20ki%E1%BB%87n%20kh%E1%BA%AFc%20nghi%E1%BB%87tPin%20BV100%20c%C3%B3%20th%E1%BB%83%20duy%20tr%C3%AC%20hi%E1%BB%87u%20su%E1%BA%A5t%20%E1%BB%95n%20%C4%91%E1%BB%8Bnh%20trong%20ph%E1%BA%A1m%20vi%20nhi%E1%BB%87t%20%C4%91%E1%BB%99%20r%E1%BB%99ng%20t%E1%BB%AB%20-60%C2%B0C%20%C4%91%E1%BA%BFn%20120%C2%B0C%2C%20mang%20%C4%91%E1%BA%BFn%20gi%E1%BA%A3i%20ph%C3%A1p%20n%C4%83ng%20l%C6%B0%E1%BB%A3ng%20%C4%91%C3%A1ng%20tin%20c%E1%BA%ADy%20cho%20c%C3%A1c%20thi%E1%BA%BFt%20b%E1%BB%8B%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20c%C3%A1c%20m%C3%B4i%20tr%C6%B0%E1%BB%9Dng%20c%E1%BB%B1c%20k%E1%BB%B3%20kh%E1%BA%AFc%20nghi%E1%BB%87t.%20https%3A%2F%2Fbloganchoi.com%2Fpin-hat-nhan-bv100-betavolt%2F" title=""Pin hạt nhân BV100 Betavolt - Khi khoa học viễn tưởng trở thành hiện thực - BlogAnChoi. Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? Viên pin BV100 của công ty Betavol. Những ưu đi"><span style="color:#000000;"><img border="0" height="1" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAEAAAABCAMAAAAoyzS7AAAAAXNSR0ICQMB9xQAAAANQTFRFAAAAp3o92gAAAAF0Uk5TAEDm2GYAAAAJcEhZcwAADsQAAA7EAZUrDhsAAAAZdEVYdFNvZnR3YXJlAE1pY3Jvc29mdCBPZmZpY2V/7TVxAAAACklEQVQY02NgAAAAAgABmGNs1wAAAABJRU5ErkJggg==" width="1" /></span></a><a href="https://bloganchoi.com/?utm_campaign=https%3A%2F%2Fbloganchoi.com%2Fpin-hat-nhan-bv100-betavolt%2F&utm_source=dmca&utm_medium=copy&utm_term=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi&utm_content=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi.%20B%E1%BA%A1n%20%C4%91%C3%A3%20bao%20gi%E1%BB%9D%20t%C6%B0%E1%BB%9Fng%20t%C6%B0%E1%BB%A3ng%20v%E1%BB%81%20m%E1%BB%99t%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B4ng%20ngh%E1%BB%87%20c%C3%B3%20th%E1%BB%83%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20su%E1%BB%91t%20n%E1%BB%ADa%20th%E1%BA%BF%20k%E1%BB%B7%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20hay%20ch%C6%B0a%3F%20Vi%C3%AAn%20pin%20BV100%20c%E1%BB%A7a%20c%C3%B4ng%20ty%20Betavol.%20Nh%E1%BB%AFng%20%C6%B0u%20%C4%91i%E1%BB%83m%20c%E1%BB%A7a%20vi%C3%AAn%20pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20C%E1%BA%A5u%20tr%C3%BAc%20c%E1%BB%A7a%20vi%C3%AAn%20pin%20BV100%20(Ngu%E1%BB%93n%3A%20Internet)Tu%E1%BB%95i%20th%E1%BB%8D%20v%C6%B0%E1%BB%A3t%20tr%E1%BB%99iNh%C6%B0%20m%C3%ACnh%20%C4%91%C3%A3%20%C4%91%E1%BB%81%20c%E1%BA%ADp%20%E1%BB%9F%20b%C3%AAn%20tr%C3%AAn%2C%20%C4%91i%E1%BB%83m%20n%E1%BB%95i%20b%E1%BA%ADt%20nh%E1%BA%A5t%20%E1%BB%9F%20vi%C3%AAn%20pin%20BV100%20%C4%91%C3%B3%20ch%C3%ADnh%20l%C3%A0%20vi%E1%BB%87c%20n%C3%B3%20c%C3%B3%20th%E1%BB%83%20cung%20c%E1%BA%A5p%20n%C4%83ng%20l%C6%B0%E1%BB%A3ng%20li%C3%AAn%20t%E1%BB%A5c%20trong%2050%20n%C4%83m%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20l%E1%BA%A1i%20ho%E1%BA%B7c%20b%E1%BA%A3o%20tr%C3%AC%2C%20t%E1%BB%AB%20%C4%91%C3%B3%20%C4%91%C3%A1p%20%E1%BB%A9ng%20nhu%20c%E1%BA%A7u%20c%E1%BB%A7a%20c%C3%A1c%20thi%E1%BA%BFt%20b%E1%BB%8B%20%C4%91%C3%B2i%20h%E1%BB%8Fi%20%C4%91%E1%BB%99%20tin%20c%E1%BA%ADy%20cao%20v%C3%A0%20v%E1%BA%ADn%20h%C3%A0nh%20d%C3%A0i%20h%E1%BA%A1n%20trong%20c%C3%A1c%20%E1%BB%A9ng%20d%E1%BB%A5ng%20quan%20tr%E1%BB%8Dng%20trong%20cu%E1%BB%99c%20s%E1%BB%91ng.Thi%E1%BA%BFt%20k%E1%BA%BF%20nh%E1%BB%8F%20g%E1%BB%8DnV%E1%BB%9Bi%20k%C3%ADch%20th%C6%B0%E1%BB%9Bc%20ch%E1%BB%89%20t%C6%B0%C6%A1ng%20%C4%91%C6%B0%C6%A1ng%20m%E1%BB%99t%20%C4%91%E1%BB%93ng%20xu%2C%20pin%20BV100%20mang%20%C4%91%E1%BA%BFn%20kh%E1%BA%A3%20n%C4%83ng%20t%C3%ADch%20h%E1%BB%A3p%20linh%20ho%E1%BA%A1t%20v%C3%A0o%20nhi%E1%BB%81u%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B3%20kh%C3%B4ng%20gian%20h%E1%BA%A1n%20ch%E1%BA%BF%2C%20gi%C3%BAp%20m%E1%BB%9F%20r%E1%BB%99ng%20%C4%91%C3%A1ng%20k%E1%BB%83%20ph%E1%BA%A1m%20vi%20%E1%BB%A9ng%20d%E1%BB%A5ng%20trong%20nhi%E1%BB%81u%20l%C4%A9nh%20v%E1%BB%B1c%20c%C3%B4ng%20ngh%E1%BB%87.An%20to%C3%A0n%20v%C3%A0%20b%E1%BB%81n%20v%E1%BB%AFngV%C3%AC%20trong%20quy%20tr%C3%ACnh%20chuy%E1%BB%83n%20h%C3%B3a%20c%E1%BB%A7a%20nickel%20%E2%80%93%2063%20s%E1%BA%BD%20bi%E1%BA%BFn%20n%C3%B3%20th%C3%A0nh%20%C4%90%E1%BB%93ng%20%E2%80%93%2063%20%E2%80%93%20m%E1%BB%99t%20nguy%C3%AAn%20t%E1%BB%91%20%E1%BB%95n%20%C4%91%E1%BB%8Bnh%20v%C3%A0%20kh%C3%B4ng%20ph%C3%B3ng%20x%E1%BA%A1%2C%20t%E1%BB%AB%20%C4%91%C3%B3%20gi%C3%BAp%20%C4%91%E1%BA%A3m%20b%E1%BA%A3o%20t%C3%ADnh%20an%20to%C3%A0n%20v%C3%A0%20gi%E1%BA%A3m%20thi%E1%BB%83u%20c%C3%A1c%20t%C3%A1c%20%C4%91%E1%BB%99ng%20%C4%91%E1%BA%BFn%20m%C3%B4i%20tr%C6%B0%E1%BB%9Dng%2C%20%C4%91%C3%A1p%20%E1%BB%A9ng%20c%C3%A1c%20ti%C3%AAu%20chu%E1%BA%A9n%20kh%E1%BA%AFt%20khe%20v%E1%BB%81%20ph%C3%A1t%20tri%E1%BB%83n%20c%C3%B4ng%20ngh%E1%BB%87%20b%E1%BB%81n%20v%E1%BB%AFng.%20Sponsor%20Kh%E1%BA%A3%20n%C4%83ng%20v%E1%BA%ADn%20h%C3%A0nh%20trong%20%C4%91i%E1%BB%81u%20ki%E1%BB%87n%20kh%E1%BA%AFc%20nghi%E1%BB%87tPin%20BV100%20c%C3%B3%20th%E1%BB%83%20duy%20tr%C3%AC%20hi%E1%BB%87u%20su%E1%BA%A5t%20%E1%BB%95n%20%C4%91%E1%BB%8Bnh%20trong%20ph%E1%BA%A1m%20vi%20nhi%E1%BB%87t%20%C4%91%E1%BB%99%20r%E1%BB%99ng%20t%E1%BB%AB%20-60%C2%B0C%20%C4%91%E1%BA%BFn%20120%C2%B0C%2C%20mang%20%C4%91%E1%BA%BFn%20gi%E1%BA%A3i%20ph%C3%A1p%20n%C4%83ng%20l%C6%B0%E1%BB%A3ng%20%C4%91%C3%A1ng%20tin%20c%E1%BA%ADy%20cho%20c%C3%A1c%20thi%E1%BA%BFt%20b%E1%BB%8B%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20c%C3%A1c%20m%C3%B4i%20tr%C6%B0%E1%BB%9Dng%20c%E1%BB%B1c%20k%E1%BB%B3%20kh%E1%BA%AFc%20nghi%E1%BB%87t.%20https%3A%2F%2Fbloganchoi.com%2Fpin-hat-nhan-bv100-betavolt%2F" title=""This article is referenced content from https://bloganchoi.com - Pin hạt nhân BV100 Betavolt - Khi khoa học viễn tưởng trở thành hiện thực - BlogAnChoi. Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không "><span style="color:#000000;"><img border="0" height="1" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAEAAAABCAMAAAAoyzS7AAAAAXNSR0ICQMB9xQAAAANQTFRFAAAAp3o92gAAAAF0Uk5TAEDm2GYAAAAJcEhZcwAADsQAAA7EAZUrDhsAAAAZdEVYdFNvZnR3YXJlAE1pY3Jvc29mdCBPZmZpY2V/7TVxAAAACklEQVQY02NgAAAAAgABmGNs1wAAAABJRU5ErkJggg==" width="1" /></span></a></span></span><br /> </p> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Thiết kế nhỏ gọn</strong></span></span></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://techfancy.net/?utm_campaign=https%3A%2F%2Ftechfancy.net%2F&utm_source=dmca&utm_medium=copy&utm_term=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi&utm_content=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi.%20B%E1%BA%A1n%20%C4%91%C3%A3%20bao%20gi%E1%BB%9D%20t%C6%B0%E1%BB%9Fng%20t%C6%B0%E1%BB%A3ng%20v%E1%BB%81%20m%E1%BB%99t%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B4ng%20ngh%E1%BB%87%20c%C3%B3%20th%E1%BB%83%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20su%E1%BB%91t%20n%E1%BB%ADa%20th%E1%BA%BF%20k%E1%BB%B7%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20hay%20ch%C6%B0a%3F%20Vi%C3%AAn%20pin%20BV100%20c%E1%BB%A7a%20c%C3%B4ng%20ty%20Betavol.%20Nh%E1%BB%AFng%20%C6%B0u%20%C4%91i%E1%BB%83m%20c%E1%BB%A7a%20vi%C3%AAn%20pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20C%E1%BA%A5u%20tr%C3%BAc%20c%E1%BB%A7a%20vi%C3%AAn%20pin%20BV100%20(Ngu%E1%BB%93n%3A%20Internet)Tu%E1%BB%95i%20th%E1%BB%8D%20v%C6%B0%E1%BB%A3t%20tr%E1%BB%99iNh%C6%B0%20m%C3%ACnh%20%C4%91%C3%A3%20%C4%91%E1%BB%81%20c%E1%BA%ADp%20%E1%BB%9F%20b%C3%AAn%20tr%C3%AAn%2C%20%C4%91i%E1%BB%83m%20n%E1%BB%95i%20b%E1%BA%ADt%20nh%E1%BA%A5t%20%E1%BB%9F%20vi%C3%AAn%20pin%20BV100%20%C4%91%C3%B3%20ch%C3%ADnh%20l%C3%A0%20vi%E1%BB%87c%20n%C3%B3%20c%C3%B3%20th%E1%BB%83%20cung%20c%E1%BA%A5p%20n%C4%83ng%20l%C6%B0%E1%BB%A3ng%20li%C3%AAn%20t%E1%BB%A5c%20trong%2050%20n%C4%83m%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20l%E1%BA%A1i%20ho%E1%BA%B7c%20b%E1%BA%A3o%20tr%C3%AC%2C%20t%E1%BB%AB%20%C4%91%C3%B3%20%C4%91%C3%A1p%20%E1%BB%A9ng%20nhu%20c%E1%BA%A7u%20c%E1%BB%A7a%20c%C3%A1c%20thi%E1%BA%BFt%20b%E1%BB%8B%20%C4%91%C3%B2i%20h%E1%BB%8Fi%20%C4%91%E1%BB%99%20tin%20c%E1%BA%ADy%20cao%20v%C3%A0%20v%E1%BA%ADn%20h%C3%A0nh%20d%C3%A0i%20h%E1%BA%A1n%20trong%20c%C3%A1c%20%E1%BB%A9ng%20d%E1%BB%A5ng%20quan%20tr%E1%BB%8Dng%20trong%20cu%E1%BB%99c%20s%E1%BB%91ng.Thi%E1%BA%BFt%20k%E1%BA%BF%20nh%E1%BB%8F%20g%E1%BB%8DnV%E1%BB%9Bi%20k%C3%ADch%20th%C6%B0%E1%BB%9Bc%20ch%E1%BB%89%20t%C6%B0%C6%A1ng%20%C4%91%C6%B0%C6%A1ng%20m%E1%BB%99t%20%C4%91%E1%BB%93ng%20xu%2C%20pin%20BV100%20mang%20%C4%91%E1%BA%BFn%20kh%E1%BA%A3%20n%C4%83ng%20t%C3%ADch%20h%E1%BB%A3p%20linh%20ho%E1%BA%A1t%20v%C3%A0o%20nhi%E1%BB%81u%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B3%20kh%C3%B4ng%20gian%20h%E1%BA%A1n%20ch%E1%BA%BF%2C%20gi%C3%BAp%20m%E1%BB%9F%20r%E1%BB%99ng%20%C4%91%C3%A1ng%20k%E1%BB%83%20ph%E1%BA%A1m%20vi%20%E1%BB%A9ng%20d%E1%BB%A5ng%20trong%20nhi%E1%BB%81u%20l%C4%A9nh%20v%E1%BB%B1c%20c%C3%B4ng%20ngh%E1%BB%87.An%20to%C3%A0n%20v%C3%A0%20b%E1%BB%81n%20v%E1%BB%AFngV%C3%AC%20trong%20quy%20tr%C3%ACnh%20chuy%E1%BB%83n%20h%C3%B3a%20c%E1%BB%A7a%20nickel%20%E2%80%93%2063%20s%E1%BA%BD%20bi%E1%BA%BFn%20n%C3%B3%20th%C3%A0nh%20%C4%90%E1%BB%93ng%20%E2%80%93%2063%20%E2%80%93%20m%E1%BB%99t%20nguy%C3%AAn%20t%E1%BB%91%20%E1%BB%95n%20%C4%91%E1%BB%8Bnh%20v%C3%A0%20kh%C3%B4ng%20ph%C3%B3ng%20x%E1%BA%A1%2C%20t%E1%BB%AB%20%C4%91%C3%B3%20gi%C3%BAp%20%C4%91%E1%BA%A3m%20b%E1%BA%A3o%20t%C3%ADnh%20an%20to%C3%A0n%20v%C3%A0%20gi%E1%BA%A3m%20thi%E1%BB%83u%20c%C3%A1c%20t%C3%A1c%20%C4%91%E1%BB%99ng%20%C4%91%E1%BA%BFn%20m%C3%B4i%20tr%C6%B0%E1%BB%9Dng%2C%20%C4%91%C3%A1p%20%E1%BB%A9ng%20c%C3%A1c%20ti%C3%AAu%20chu%E1%BA%A9n%20kh%E1%BA%AFt%20khe%20v%E1%BB%81%20ph%C3%A1t%20tri%E1%BB%83n%20c%C3%B4ng%20ngh%E1%BB%87%20b%E1%BB%81n%20v%E1%BB%AFng.%20Sponsor%20Kh%E1%BA%A3%20n%C4%83ng%20v%E1%BA%ADn%20h%C3%A0nh%20trong%20%C4%91i%E1%BB%81u%20ki%E1%BB%87n%20kh%E1%BA%AFc%20nghi%E1%BB%87tPin%20BV100%20c%C3%B3%20th%E1%BB%83%20duy%20tr%C3%AC%20hi%E1%BB%87u%20su%E1%BA%A5t%20%E1%BB%95n%20%C4%91%E1%BB%8Bnh%20trong%20ph%E1%BA%A1m%20vi%20nhi%E1%BB%87t%20%C4%91%E1%BB%99%20r%E1%BB%99ng%20t%E1%BB%AB%20-60%C2%B0C%20%C4%91%E1%BA%BFn%20120%C2%B0C%2C%20mang%20%C4%91%E1%BA%BFn%20gi%E1%BA%A3i%20ph%C3%A1p%20n%C4%83ng%20l%C6%B0%E1%BB%A3ng%20%C4%91%C3%A1ng%20tin%20c%E1%BA%ADy%20cho%20c%C3%A1c%20thi%E1%BA%BFt%20b%E1%BB%8B%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20c%C3%A1c%20m%C3%B4i%20tr%C6%B0%E1%BB%9Dng%20c%E1%BB%B1c%20k%E1%BB%B3%20kh%E1%BA%AFc%20nghi%E1%BB%87t.%20https%3A%2F%2Ftechfancy.net%2F" title=""Pin hạt nhân BV100 Betavolt - Khi khoa học viễn tưởng trở thành hiện thực - BlogAnChoi. Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? Viên pin BV100 của công ty Betavol. Những ưu đi"><span style="color:#000000;"><strong><img border="0" height="1" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAEAAAABCAMAAAAoyzS7AAAAAXNSR0ICQMB9xQAAAANQTFRFAAAAp3o92gAAAAF0Uk5TAEDm2GYAAAAJcEhZcwAADsQAAA7EAZUrDhsAAAAZdEVYdFNvZnR3YXJlAE1pY3Jvc29mdCBPZmZpY2V/7TVxAAAACklEQVQY02NgAAAAAgABmGNs1wAAAABJRU5ErkJggg==" width="1" /></strong></span></a></span></span></p> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với kích thước chỉ tương đương một đồng xu, pin BV100 mang đến khả năng tích hợp linh hoạt vào nhiều thiết bị có không gian hạn chế, giúp mở rộng đáng kể phạm vi ứng dụng trong nhiều lĩnh vực công nghệ.</span></span></span><br /> </p> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>An toàn và bền vững</strong></span></span></span></p> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vì trong quy trình chuyển hóa của nickel – 63 sẽ biến nó thành Đồng – 63 – một nguyên tố ổn định và không phóng xạ, từ đó giúp đảm bảo tính an toàn và giảm thiểu các tác động đến môi trường, đáp ứng các tiêu chuẩn khắt khe về phát triển công nghệ bền vững.</span></span></span><br /> <br /> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">Khả năng vận hành trong điều kiện khắc nghiệt</strong></p> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Pin BV100 có thể duy trì hiệu suất ổn định trong phạm vi nhiệt độ rộng từ -60°C đến 120°C, mang đến giải pháp năng lượng đáng tin cậy cho các thiết bị hoạt động trong các môi trường cực kỳ khắc nghiệt.<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/pin-hat-nhan-cho-dien-thoai-2.jpeg" style="width: 800px; height: 450px;" /></span></span></span></p> <p id="nhung-ung-dung-tiem-nang"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc thương mại hóa loại pin hạt nhân siêu nhỏ này được kỳ vọng sẽ mở ra tương lai cho hàng loạt thiết bị đòi hỏi nguồn năng lượng lâu dài như vệ tinh, cảm biến AI, máy móc y tế, drone mini hay thậm chí là rô-bốt cỡ nhỏ.</span></span></span><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">Hiện nay, không chỉ Trung Quốc mà rất nhiều quốc gia khác cũng đang đẩy mạnh phát triển pin hạt nhân. Tại Mỹ, </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); box-sizing: border-box; font-weight: bold;">City Labs</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);"> đang hợp tác với </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); box-sizing: border-box; font-weight: bold;">Viện Y tế Quốc gia</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);"> để tạo pin betavoltaic dùng </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); box-sizing: border-box; font-weight: bold;">tritium</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);"> cho các thiết bị y tế như máy trợ tim. Trong khi đó, tại Anh, </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); box-sizing: border-box; font-weight: bold;">Arkenlight</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);"> đang nghiên cứu công nghệ tương tự với vật liệu </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); box-sizing: border-box; font-weight: bold;">carbon-14</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">.</span><br /> </p> <p style="box-sizing: border-box; margin-top: 0px; margin-bottom: 26px; overflow-wrap: break-word; font-family: Verdana, BlinkMacSystemFont, -apple-system, "Segoe UI", Roboto, Oxygen, Ubuntu, Cantarell, "Open Sans", "Helvetica Neue", sans-serif; font-size: 15px;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công ty Betavolt<b> </b>đã khẳng định họ là nhà sản xuất vật liệu bán dẫn kim cương quy mô lớn duy nhất hiện nay. </span></span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">Công nghệ pin hạt nhân của Betavolt đã đánh dấu một bước tiến đáng kể trong lĩnh vực lưu trữ năng lượng của thế giới nói chung và của Trung Quốc nói riêng. Nó hứa hẹn sẽ cung cấp cho con người nguồn năng lượng bền vững và lâu dài trong nhiều lĩnh vực thiết yếu từ thiết bị y tế cho đến thám hiểm không gian.<br /> <br /> Mặc dù hiện tại vẫn còn nhiều thách thức cần vượt qua như công suất thấp (chỉ cung cấp 100 microwatt ở 3 volt), chi phí sản xuất cao cũng như những lo ngại về phóng xạ nhưng công nghệ này vẫn là một ẩn số thú vị cần được phát triển đúng cách để con người có thể khai thác tối đa tiềm năng của nó.</span></p> <p> </p> <p id="nhung-ung-dung-tiem-nang"> </p> ', 'images' => '2025040909570998e45e4601a11c8439a61cf258f3651a.jpg', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Pin hạt nhân', 'meta_key' => 'Pin hạt nhân', 'meta_des' => 'Pin hạt nhân', 'created' => '2025-04-09', 'modified' => '2026-02-01', 'status' => '1', 'view' => '12375', 'slug' => 'pin-hat-nhan-bv100-cong-nghe-cua-tuong-lai', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '439', 'rght' => '440', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 9 => array( 'Post' => array( 'id' => '759', 'name' => 'Tìm hiểu tính năng đo bù nghiêng trên máy định vị GNSS RTK!', 'code' => null, 'alias' => 'tim-hieu-tinh-nang-do-bu-nghieng-tren-may-dinh-vi-gnss-rtk', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong quá trình khảo sát bằng máy định vị GNSS RTK sử dụng tính năng bù nghiêng là một trong những cách hiệu quả giúp bạn nâng cao hiệu suất và chất lượng của dữ liệu thu thập trong đo đạc.</span></span>', 'content' => '<h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Đo bù nghiêng trên máy định vị GNSS RTK là gì?</span></span></span></h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo bù nghiêng trên máy GPS RTK (hay còn gọi là IMU) là một tính năng mới và nổi bật của dòng máy định vị GNSS RTK. Tính năng bù nghiêng giúp đo ở nơi khó đặt sào, góc khuất, khu vực nguy hiểm,… an toàn cho người đo, thao tác dễ dàng. <br /> Trong thực tế không phải lúc nào người kỹ sư cũng có thể dựng thẳng sào máy. Tính năng bù nghiêng được sử dụng trong một số điều kiện địa hình có chướng ngại vật hoặc góc khuất điển hình như:</span></span></span><br /> <ul> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đo nằm ở góc tường, cạnh tường</span></span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đo bị che khuất bởi các vật thể không mong muốn</span></span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đo nằm ở các điểm khó với tới như ao, hồ, sông, suối</span></span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đo nằm ở khu vực nguy hiểm</span></span></span></li> </ul> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong các trường hợp trên, các kỹ sư cần phải kích hoạt tính năng đo bù nghiêng để đặt chân sào vào điểm cần đo để tiến hành thu thập dữ liệu. Do đó, tính năng đo bù nghiêng là không thể thiếu, giúp cho công tác đo đạc ngoài thực địa trở nên dễ dàng và hiệu quả hơn.</span></span></span><br /> <h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Nguyên lý hoạt động</span></span></span></h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thông thường, khi khảo sát, người dùng phải để sào máy thẳng đứng, vuông góc với mặt phẳng trái đất để máy RTK thu thập được tọa độ X,Y. Còn cao độ Z thì chỉ cần lấy cao độ hiện tại máy thu thập được, trừ đi chiều cao sào máy là được.<br /> Vậy khi sào máy nghiêng, máy RTK chỉ có thể tính toán được tọa độ tại vị trí của đầu máy, làm sao để biết được tọa độ điểm tại chân máy? Câu trả lời là cảm biến IMU tích hợp bên trong máy và thuật toán được cài đặt sẵn trong main.<br /> <br /> Cảm biến IMU<br /> IMU ( viết tắt của Inertial measurement unit) – là một cảm biến được tích hợp bên trong máy RTK (Hoặc hầu hết các thiết bị điện tử) nhằm đo lường quán tính, gia tốc, tốc độ, góc nghiêng của thiết bị so với trục vuông góc với bề mặt trái đất.<br /> <br /> Hai thành phần chính cấu tạo lên cảm biến IMU:<br /> <img alt="" src="/admin/webroot/upload/image/images/gia-toc-ke-2-300x141.gif" style="width: 300px; height: 141px;" /><br /> <br /> Gia tốc kế<br /> Dùng để đo gia tốc của bản thân cảm biến IMU, thường gồm 2 hoặc 3 trục, ứng với 3 chiều không gian.<br /> <img alt="" src="/admin/webroot/upload/image/images/con-quay-hoi-chuyen.gif" style="width: 220px; height: 220px;" /><br /> Con quay hồi chuyển<br /> Dùng để đo tốc độ quay quanh một trục của cảm biến IMU, cũng như góc nghiêng của IMU so với trục vuông góc với mặt phẳng trái đất.<br /> Nhờ vào cảm biến IMU, mà máy định vị GNSS RTK có thể xác định được 2 yếu tố là góc nghiêng và hướng nghiêng của sào máy so với trục thẳng đứng. Kết hợp với chiều cao sào, máy RTK có thể biết được vị trí của nó so với điểm cần đo.</span></span></span><br /> <br /> <h2 style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">3. Ưu điểm và nhược điểm của tính năng đo bù nghiêng trên máy định vị GNSS RTK</span></h2> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">- Ưu điểm: </span></p> <ul> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng tốc độ đo đạc: Người sử dụng không cần phải mất thời gian để dựng thẳng sào máy, do đó có thể thu thập dữ liệu nhanh hơn.</span></span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng độ chính xác: Việc sử dụng cảm biến IMU giúp loại bỏ sai số do sào máy không được dựng thẳng, do đó tọa độ điểm đo được sẽ chính xác hơn.</span></span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng tính linh hoạt: Người sử dụng có thể đo đạc ở những khu vực khó tiếp cận, nơi mà việc dựng thẳng sào máy là khó khăn hoặc không thể thực hiện được.</span></span></span></li> </ul> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngoài những ưu điểm trên tính năng đo bù nghiêng trên các thiết bị GPS RTK có một nhược điểm nhưng không đáng kể đó là khả năng sai số cao hơn một chút. Tuy nhiên trong quá trình đo đạc nếu các kỹ sư nắm vững được nguyên lý hoạt động của thiết bị GPS RTK cũng như điều chỉnh được điểm đặt chân sào sẽ hạn chế được những sai số trong quá trình thu thập dữ liệu, có kết quả đo chính xác.</span></span></span><br /> <br /> <h2 style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Có nên thường xuyên sử dụng tính năng đo nghiêng hay không?</span></span></span></h2> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Để có thể trả lời câu hỏi này, ta phải cân nhắc đến vấn đề về độ chính xác. Khi khởi tạo tính năng đo nghiêng, máy RTK sẽ phải thêm một bước tính toán nữa để xác định tọa độ điểm đo.<br /> Tính năng đo bù nghiêng thực sự rất hữu ích giúp giảm thời gian khảo sát một cách đáng kể nhưng cũng sẽ khiến sai số tăng thêm vài cen-ti-mét. Vì vậy chúng tôi khuyến nghị chỉ nên chỉ sử dụng tính năng này khi thật sự cần thiết!</span></span></span></p> <h2 style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); text-align: justify; margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">5. </span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); text-align: justify;">Địa chỉ mua máy RTK chính hãng:</span></h2> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">CÔNG TY CP CÔNG NGHỆ VÀ TM THÀNH ĐẠT chuyên nhập khẩu và cung cấp các máy GNSS RTK của các hãng: E-survey, Geomate, eFix, Foif, Toknav,.... tại Việt Nam. </span></span></span></p> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Liên hệ: </strong></u><br style="margin: 0px; padding: 0px;" /> <br style="margin: 0px; padding: 0px;" /> Số 145 Láng Hạ, Đống Đa, Hà Nội<br style="margin: 0px; padding: 0px;" /> Số 5/161 Nguyễn Tuân. Thanh Xuân, Hà Nội<br style="margin: 0px; padding: 0px;" /> Tel: 024.37764930<br style="margin: 0px; padding: 0px;" /> Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" /> Website: </span></span></span><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear; font-size: 13px;" target="_blank"><span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);">www.tracdiathanhdat.vn</span></a></span></span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px;"> </span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;">@ Luôn đồng hành cùng bạn!</strong></span></span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"> </span></span></p> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> </p> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px; text-align: center;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Blue Aesthetic January 2024 Calendar Desktop Wallpaper (665 x 295 px) (665 x 295 px) (1).png" style="width: 665px; height: 295px;" /></span></span></span></p> ', 'images' => '20250217100043c413f7f539f39425597705c9142a94b0.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Tính năng bù nghiêng ở máy RTK', 'meta_key' => 'Máy RTK, máy định vị vệ tinh RTK, máy GPS RTK, máy định vị vệ tinh GNSS RTK, máy RTK giá rẻ, máy RTK tốt nhất', 'meta_des' => 'Máy RTK, máy định vị vệ tinh RTK, máy GPS RTK, máy định vị vệ tinh GNSS RTK, máy RTK giá rẻ, máy RTK tốt nhất', 'created' => '2025-02-17', 'modified' => '2026-02-01', 'status' => '1', 'view' => '5942', 'slug' => 'tim-hieu-tinh-nang-do-bu-nghieng-tren-may-dinh-vi-gnss-rtk', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '437', 'rght' => '438', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ) ) $detailNews = array( 'Post' => array( 'id' => '721', 'name' => 'Định vị công trình bằng máy toàn đạc điện tử', 'code' => null, 'alias' => 'dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<p style="margin: 0in 0in 15.6pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(51, 51, 51);">Định vị thi công công trình là công tác trắc địa nhằm xác định vị trí mặt <span style="box-sizing: border-box; touch-action: manipulation; color: rgb(51, 72, 98);">bằng</span> của các điểm, các đường thẳng, các điểm chi tiết của công trình xây dựng trên đất liền cũng như trên mặt nước theo đúng thiết kế.</span></span></span><span style="font-size:11.5pt; font-family:Montserrat;color:#333333"><o:p></o:p></span></p> ', 'content' => '<h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Tìm hiểu về định vị thi công công trình </strong></span></span></span></h2> <br /> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị thi công công trình là công tác trắc địa nhằm xác định vị trí mặt bằng của các điểm, các đường thẳng, các điểm chi tiết của công trình xây dựng trên đất liền cũng như trên mặt nước theo đúng thiết kế.<br /> <br /> Định vị công trình bằng máy toàn đạc có thể hiểu là thao tác sử dụng máy toàn đạc để khảo sát, xác định vị trí tọa độ công trình chi tiết, nhanh chóng và chính xác. Các kỹ sư sẽ nhập các tham số trên bản vẽ vào máy. Sau đó, các thuật toán của máy toàn đạc sẽ xử lý những số liệu này. Cuối cùng, máy toàn đạc sẽ khảo sát, xác định chi tiết và xác thực những vị trí điểm ra thực địa. <br /> <br /> Chỉ cần trích xuất những vị trí tọa độ chính xác điểm trên bản vẽ sang <strong><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">máy toàn đạc điện tử</a> , </strong> máy sẽ xử lý các thông số này. Sau đó, máy triển khai vị trí những tim trục trên bản đồ lên thực địa. Nhờ vậy, sẽ định vị được xác thực tim trục của nền móng cho những bước thi công tiếp theo.</span></span></span></p> <p style="text-align: center;"> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/dinh-vi-cong-trinh-bang-may-toan-dac.jpg" style="width: 620px; height: 360px;" /></span></span></span></p> <h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Phương pháp thực hiện định vị công trình bằng máy toàn đạc điện tử</strong></span></span></span></h2> <p style="text-align: center;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" 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tqi2VLHuoJglag7TzeneNZiTJxjndzSj3y0drOmi2c6s6RorflHqamspsU0LUyZ8tVfoBz5ncW6DMGLI63Y1BbQqg+wK5EKfbuqhnFOMU7/y7+UFyxRrkWOk7nYFOYU2+hrEX5eSszS13TZo58ZXaMuWdX7oHNPQcvJlFnQk+jnUfUv4QgVMJEoC2jNp9T5YpzWSCgm++VcZy1Zyi0K6ioO50eyeWp8SUfbg46TvOll9ipyR61p6PLi2c0k8iMt/i1S/3Z+UbEsPmtxIMJYHaNsiuGyjb+Fyxbd2YFMo3CgBRPLobQxg3DtkaQfL7I5IDeRtFihOdTFND/WNUIYxzBrdpF8Kpi97P5P2/UNRUTpR/r3ixy+200p41DfHC3KDSzXYZTimIna4qDmTuZotI1uWJOdFA9cUesigWK1KzIph7XDd7JJ4Fuergwq/1xpKLLW1Yab4h3ZIh3btpxGmlUeKQvIBuJ3gZZwt5ZohOjVynzNpRxTMVucYRsitSf7BpDnusiotq9z8cx2XLwRIxLRXUknWtDY0NUZjF+aU3RrzaLmSsYt5cw28hXbEpxPreimgmgDtZWq/1R6ISAsnjdBOqNbcmnO4fxXhfBC3BVfClxTmODfKMYxYq9TfDfLAaXgJppbpuMxUdD3VhvJsC/55GTj4tltU8cWJpQYayJhUuzOVio0adAr2Re5u+am+W6a+zn9Y5yT/wQn0Tmt4Ko/RXkNQM0sNrv4vtxHxR2Res0E1I6atyvlGcSUR2mDLmdajnGwx0lKhE2CGfIvK8xjkv8PYwxD9v8oP03xCF1yosucl0huctU0o1enR81a7EidJlMK3Gbq3CjNAVtgzVZr5P3Nzr4wUCu5d0s0ssUkvWwYg5RmnJ8kxQx5nmff8/zuAr8Xla2tdRlChU2EHSlaXzl/G8MZ2ifhjgL+6Re+cI6yKHOeSavEdbZPl/noQjh62DK9KzHFwMwEc9klAZowmc7wf3evmS0ImF1c+yaCyHW/TiS/K3OQHlVw2KzJj2ydCTMVbJOofF9XOMjfFmmFaVpkjLaZ4P+KCGP2eZLbJVOU9nGJzVrR7CkYu/x/TbCAkmVOR1cIb6NkUgJjK86URcWWJsgpxqyJxDT5dnFgjPIpsslKLpHhcSzkFnR1Cm2sdrSwuKSzafp8NcxtBhuPKeTjjoj9q9iNRjn+dVaJehVp5CimuWSTHsZEYJb+trCikWMXZPKV72yRU3HQxTW7asjsa02vknVH2WQtpTh6n0koQXYr/GpdfdHV+N9SZBmLUXqPFQbyIhXIGi8TJNlFs864edss99kNHDq7yT/nw0nEPlLJ9STaQh7t3ohSIB/wvr1K7MsVN26pSReiK/Wf5P8TJsME/WyU0W2QPjcajBwt4ag4Y6Ni1eI+P9gGnSFS3NcYTcPEVcJ3tXHx7MaOjlSBqUWNRVtQdwua4lkFzcIKoxlj2yJfZRVHKnTcvOMSZdlAjQcdJxOP8OS8Te8zA9lHXhwNEmZ3ZRA9hON4nuN4gfOp4q58SPPpFO2hHEcz6TjjnOKdi9QaQbSpbKs2KctWtD3oOC//5UhW05p2nM85D/Pk4q74nKack7TFFP1qyv4mSeOkUcozxmNm+O0Ixz6JBc/qfeh6UZy0BSnnj67nzMBacoIEjkdSF5p2+D5OnelqORU3imMu85wlz9PkXXmA3s1icpkyaT6ljK6gdqWnFgxU9LjFtCR9qs+tKINQczaW9J7/ac6IsmDWwpIuAdZJAd1yMkx79NHPhiwKTDMqSGJZ0alI+lmxqyh9bn61PuZgfPF/T/Z1b4vADgoGil3uBhKVyY7XyeBP8/0QudXs73IYt/inBcLpKI+N6PkObFj/2J5dOh+YwnutSO8cR4T2662nDMCuQF1kLNZtCmxTs6ByfJGqFnnVrMb2yjhlmOA2RWZ5mXzOL8zSFjpDbVcIsJEgHm5GLwSExfMmSGd0K2Q4SPXgIyVUSgNsQlmZx8TyOPriPWiPtaA52oCG6CU0xurQs9JJ9xuxwaVgZ2tRLGTskulgwGQS6fi2fkhr2xRoOEAtiVdIdetNVjQz2E7GGbAWKMtMB1pnO9Ey342OpQH0JyYxurLA8OAKNTvnaUWDEv8gunNi8VmGdZ1EmYTCim6t1C0+SmIsoHCSswdO6ZI46ZlDXFP94MoIWuJduBRrJjWhiTbqindgONHLQDDMI6d4rEKBkm3/x2KPkU2kBEl9SJ7NA1ig6PQ7N0WyvTzJ33RWQw8tisV18Zh8bQ4jiRF0xjvRFG9GQ7yFftZFvxvBABP/Sfavi2h129M8g3LUzpop4utaI3+jjnjMFAKZye+a3QP+fYKsy+KskJFWGZxjDMQkKzZZvIzStzomWtEwwnEz1kSfa0dfdBAT9MUZC+TyN01VSkiV+Ks/koyiItaTPpuhSBmUUf3p7nPdS74iHSpB16XyckCtRZjMHD0syCaXR9Cb6MDFpQuoXjiHC0s1aKSduhMDGGXyPM3xorvSZUt3Bt6RIomLKEo7Pf9JJP3KrTaiK0SynxnJx/mqRZq5uOKArBPFSHwcHfP0r8UOtC+Rop3ojzFpjs9ghsmALtiap41nmGDrMjXnbdQWEyGdzbWFwqthcCMoxlicoU4Cf1sl2Z37LL7xVZcB62oTlc0a3/P0tfFlxrbFXrSMc+wM16N1ogUDC/2YYWzTGTWlpAvL9DQroF1Bsz6ZcpS8Td7hEp1MQcs0KundAoW40AhmCLCFQk0dum5jhuN9ODGKnlg3bdOMxvk6NMzXoy2i2KYlNT08kcW2fd/NVjuteNYS5xz9XxF4jOOrb2UYzYk21EQvoGqhCrWRC+hmrJtIjNEyc/wuB5z6EKtaPZVSTB6dLZzlZl1mLP4zgzUL+3dJPkA/s9tJSPITzR/yeS2m2xInY/V4dBS9s91om2xF82gT2sdbMLTQR9tN8AhXJGgUae5VdFRPm9tA2/z+TEG9ytPEjx426Xxf43mOpHNPKrfm6G8TsVH0Mwa0LtWhfraaPleLHs6l4ytj9LcFxjfOuoz1MdPJmq42ou1hc5m1Nx3Jz6RTRy7X0XKGZJlkXBjj/DLIeN3CfODSUi3qYxfRyLytl/LMrEzwyAUrnleY7/HLzufEt7Wl7Ef+pnk1g7ZYY95N257Yt0Ke3s4xpo7HWcYwnlmhzNEzorgWH0BvrA/dkV50LnShg/lbL3O30fgwudUMqsVdR9KDRqI82nUYwPefjjIILQTqUTSmUpLigfxOelU+Nr4yxBytnblNE+pon7p4G+dRypRgWcoCWxcJm9ZZ+CXmKYkKaJvDKNNV+dgGUCdi0hP7cHFrkb7OUpl+P8XIpYWk3uUedJDn5ihzskgT2qJtZo/h5WFqXyUpRzrnRV1pI80LSpfjLDx124dTs/Nakd6tKt6byVMmoDaDy9AjNMY087RJ+oWWjoYoW0+c88oC55PZWrTOcWzMXzLZulYGmTXP2fyi2EB1uHaC8zKp+k+lFwLC4nkTpDO6L2aiTJx1n618T5cw9M73oLq/CoWt+TjU8Byern0CexueRl5vNs6On0IDJ5phOpzWoBS+lWLG6XCcl1ZXnDKFdHwbo+TXfWbQYeGse7L0wDIlaX51fGqZA2a2CxcHLuBsWykK6otwrDYfxy4VIa/pFM70nEf9TCcnHK1uxix5norPslDz9ztQKCVgoqA/JeR8a5RJaLwqTdJDAa1p/afMMq6zq6J5JsScUKK9OD9+AUfb8vDUpf14uv45HGg8hGPNR3Gmtxgdc3WcfkbZlhIH6UMTrS+fZWdaixHOzjCkBrBkMpiiSasbto1ke3lyZ50ZnJgt8yOT+gV0T3eitLsUWa1ZONx+FAfbsyjTYRxsLELFaBva5icYBFWc8Xj6qj2wQpd4Uh9rj6vMpNMFMovBwNCr/GtCtMUVTtV8dWfN5+1s3xITyynap3W0AZXtZ1HachIllCH3Yi5y6XcnO8pwcaIZfUyaWdbQOv5CaHd5vc1kyiaSi2eRtpmhRJmCpjE9AXWGlp3lR3oe9WpnnjW/0T661Hl8cZjF/0WcGTiOYx2H8VTDk3iq/ina6RhK+k/jPGXtXBjh2JEUa4Wzox1QPFN3UerOimHqeDQxjaaJVpxqO42cS9k4VHMQRy8cQX5dPk63VaBurJ2Jgc57UCv83gxlcOdwZaEIIsHtEFfF4EZYjS/USeBvaz6nxElJh0s+VMjoSgbFNhXOfXPduNBbjdLWUzglf6Of5dbkoaC2CFUdleid6bIzNVpOtAVFxje3oKYzaUrW1vSl99ribSbKFNSq9OeWi9xCxqLOppucLvZpsaJzsg9n2s4ivykfea05ONJ4kHQYRV0lqB65iNbZPgzGZjjqZQ/5VVLhLKIe0xfOoi1spt0bUQrINVtc05MR+9MtNvIVLcAMyteY8FdOnEdeXyGebn4Gj158DPsankVO0zFU9pRjcGEAizH9ogA7Ebs626GHWVJLakWPVrxRxbNe7aoavouymFni+I9wHNul2vybTkyhfaIdFR0VKL5YjDz6We75HBRcyGGsO4WWsQaMLPXTL5WC+shGn1tWrF6t1IyH9dA2b6NMgf7GeBxhwRizlFgLSAsc0xrPeprBMoYik6gbbsKJhmJk1x5ENufS7Pr9KGg9irN9J1E3WYee2AjGKcMsbavHIWru9+NlI9oeNpdZe9eT/py1FAd88ezyHHcVUw/j8KWJFpwZLMPhlsN4puEZPNeyD0daD+BkdxHappswHRvn3LlIf2O/fnjYONFZZ1fk6ZqJjNrCi6puRBrsIr4XG1HqTONlZkVXA87ZufLOKMfN8DkUtBQzV8ulfUR5ON58HOf6qtA4Xo/+xT4We7puUJfb+5MlbkFbmlrFekWupwzCFgApj/d0RVh30fA0RqI9tE01SnoKaJODeKb5IPa2HWOuU4ii3nLUjrdiJKIMlA3wyys6c0odZbR49jJ7O4jYljxKutNCns4168qLnpUO1C1cQOnwKeS2ZuMw87FjDceQU5+N/IZ8VA9WoSfSGRTQ+rb8UTHQmnRrvuLVLOF8VqSoswq99TyJMgG1yTRmeV5XM8XpSQlmwlF0sHyumqnD6f5TKO0qxOn2bBQ2H0Z+6zEU9pWgdLIG9bFeDHLm15WO4t8MKT/1smxCLwSExfMmuMzoGphM2HTGOa4kk442w4m8fbwLZUz0CxrzkN+ei5KhQpwcKkFhfx6Oth9EVvsRnOgvQf1sPcZYCGjwaNBr3lcBbY6XQcg3U8lGqSVeJPatRF1JrSucxdEiJpfH0TrVQlnOorihAIWk0p6zqGISdmagGoVMoLMbSlDMovrSZCuGWEDbujknWV0G5KZLrQZIqEAwkq3Oc49IrGQKMcqySPLntexeCxa6dmky5VmMj6NzogklTUU4cukY8rpYkA2zSBupQBGLm0MMyEfqnsPZbhbQM42YtDMbWpVV+ewKaCWc7swzA12gP9fZBmTRSGQfrgjrfE3k/U3644Q9G5lH53g3yjvLkduYS79iYB4uQtHEKRSMnEFW10kcbTqNkvYLaJ8eo12WbWFhkYmd7h9yT0aeoz0ym1ySWUeBj636GckXz9KkJmrdtjDP4kSFwRyTxsbRS5ZMZlcfxpn246gdPc8CswYnukvpa0XIYaJWymKnfbGfgV3Wkbe60switRIZLd0mk7ZZgpPJgaVpTDpMKp61SKOzXhI5Ecfk7CiaB+pRwOQll5PMqbHjOD5WQtsUoGCoGFkdBSwCilE91IAxLR5QB7q/yx7UsUOKZ/mZzoHr/F7H/DBKu6tR1HAcJ5iElfWeQcXAWb6W4kT7SSYGtE/9CdSMtWGARfIUv6NUcmpFharOAuqSRl0BIltdBYMbgX7tiG2m+JsVz+xZ+lQRojPIi/R5XWraN9+Nis6zLJRzUFiXizOdJ3F+uJoyVaGAfpZ/IR/lbWXomOzAVFxJprvHzsXr5ALa/blCfa3wdMVnZkBJbMwoLisizekSzWWm/xRX+clcIoruyUFUdtQg50IeCplUVkyUoWy8FCWDJchn8p/VmM84cQqXxrrosa541iXNq097Fq3yneRnq7SFzbR7I0qB5PG+vUrs1xXPWqhZwsXRFmQ3FuNIUw5ye/ORN5yP4yPHUTp6GgWducirz0VtzwUMTPRjST+fyErCbtOxe7+1ZOMu/M508eza8jZ2dl/94zb9afF4JqrZUNLEMBWdQONwI04xHhfWcd5hsVzZX2n+Vt59huOpGGfbT+FCL5PqmU7aUwVrUDxzLlV2cdmMuU7H/E+UMTAfSeghjWN8x1fyMssxrEitKxf6olOo7KtDzqUiKwZO078q6GeVzHPOsMApbqEPtpagfLgW7RHdsqbFJ+nHj8uNaXvQcd4vL4epZB3pT7FAnuZmct0CoXxHo3qE8pzr59zTfALZ5D2rMxsloyU2fop6mLc1HKTNStA23ISpOepEi/KCcgyL0+4MqS5w1XVEG/F1NRD/9p9zu1Wi2zGuqWyXt2upKEI9T6OLhWbVWDUK2oqQ3ZTPWMAx01eBc8Ms5rrPorCpAKfaT6B2qAZ9S720rrtNxRbl+KdsR5pahVPgeroOkFjK1ERuNtc4msXQfA9qBytR3JqHYyzYcgco09hJ5JGyB04gp+sUTnafY+7AEm+eM05MV3HS1zgP2ImGq/axFOhr3gZ6JWnsy5d0AkAX++t2ha5oK2PvGRwfYM7cnUt/ykJRZyEqRypxbqgKJ9uOc37Jw9ne02ifa8XUsq6xcTNKjPxqjDg4n9XfDS2elTLPx7EUS1CeFfQsz+D0xEUcbOf80ZKN0o58VHQXct5nHCPl9XDeH6ANpi6gMdZPH9SDD9mQTiSIUnSfjl4ICIvnTXCZ0YPBKbeW42ty6Z0bYALDwvISAxSLl6b5BvTbXx/aV1pRM12N430ldMJcDp4ydDKBm7YzIRo8TJDoR5l2JflmKnGEGpkc5F9SKG2xs0MMBVpD613s4cRejrxLOThDWZqnG9Gb6MUwA4TupuuKDnCirEL2pWKcYgHXSlkmOOEqDGtS0nqcm/Q5GjnB+CJGxbMuO1S6JlYyBV0WFqE8Prbp0mA9gdE/hGpwthtnm5jk12ThDBP/9uVOaF18iP93oxdNi42c/LXokY0TjYUYZIGmNHueiaqCm0+WbWWWRZniAwWyfxuScSKyD1eEjfxNPEjDXZO9ONV4xs76VQ1Xonu5h342hA7K0sF3DbEuFHaV4eCFYpR11WOYxbYuDtK5K02UWtWNs5jQTzw4HjMEL3vgY6t+RoW5B4DI15kW0jYLelAOx81MbArNo40o0SKNkuKhcxiIdtM6uk9oHAOU6+JkA5Ob48hm8lnFpGwwrvsenbfJJq6MUAGdRMnbMimjtSXf1u+DLvAjJwy7f1wJLr0tMo32gWacqClECX2pcaaOXjZMGmIk6EPHSjfOcbLJbS7iRHoCzRMdVmCqpNETUkU7pXjWJY3DK7NMhC/hUG0uihqPo3W6BRMrurdxjDINYiDRj0tTjchj8pnbegaVukIgrjuk4lY8z9LPdP+au8detrgKBjdCkp95WvM3pRtxxgZ6PPlwSeIChpb6UcmYlX+RRXPHCbTMNGAo3kdPk7dNoItJ5bmBahTVF+N0C5OcqTZGRJ2BVqKkGOmKIhcRAhvJ9qvECMfXzIHyWI9OAhXw7g7LFcwmIuidHkZ150UUXTyBsp5ytC+209P09INhjp1BtMe7cLLnLPYx9h3vqKSsLmFzDz4KXvnZ8ZzG14y2sJl2b0QpkDReb6vEvq3wXImgb3EIJS1ncPRSLipHqzliFNl0P63u3Z5AQ7QBuZyXcitzUNd1EZNz44z1WnziHEZb665pPTtBNxpodnb8ZwISRm3Jvs7GIicDZwjqUfOoFo/n9Du1fD+bmEXrWCuO159AcUMx6qcazMe0CKIrz2ShSxPnWUAXoqguF+dZQA8vDdpexWk3l8o+mjWT5EjVsShj4LjheF1mbqKlM3vAGXnRUykGE3OoHG7EsUslKGg9aZei6v7HCC2zwGjQl2jFucFyZNE+WS3HUTndjO74GBbMx4jUOJNC24OO8355Obw61kh/lxfPstUcY1PdEGMX85iTLC5bllppkQGWQrrbfppzaRtjXylzujwUV+ejc6jVrtwS7CnPcfoZY4t8zfmb+0WCTEH8G9SkhmdAyj9c8awYrUWNRfTHB3FhnHGgrQTHO0+icaGNltHtgYpbMWYGfcx9TiOnjnGgpQgNE/UYXR7lfllXHunOga72KawpcY2uAySWCmctr7qsMY7J6AQu9dWggHH6RHsxbdNED1NOMMmoNo5WSlQ+WYvchuM42VyG9rEuzETnbBHOYr/ytKv2sRToa94GemU7ilcan/6s8xi5qp0+Z4vlRd15uDhfg86VDotZ8jotVNRP1KG4VQvNx2zhuZ9zkeK5eSP5ViSRtxqv/HPR5UYWz+xzKYrFRNzOOlfPdmI/85Qj7UVonG2gLL2UdoC+Mkppu1E1V4PnOgqwt60ApZN16FseJ6fM93Udvp1MCGTZhF4ICIvnTXCZ0Zmk6SygzkpqkhxbnsLFoXqcaDqFit4KtM+3MfTqgQ2zNvErLdOjDTpY1JT1VdhxdcN0xmXdbq+ESMmQGyKZdCf5ZioxshgpwVQSYEk7ZXBnnZcwnhinLLVM/DmhdJ5A+RATsvl2hoBxu1+jc7LTBn3nUg+TtSommSdQM1CL4egIA4lW/HXmWZPIWvHskwzJ57ayf8diRuDOyLo0Rk9hjjCZsp9w4TCfjE2grr8WBefzcL6fhdlKn8nTONloE2X/ygBDgR5GM2SXQB+tOIqWkRbM2JMEmW6T9GREJ4FLyleZ1+tGxGPXotyVIZ2/qV+bVFZmUNZdiazaHFT2y9da0TTShNbJNkqgxzfpsQ7TaF7oRH7zKeRePI7G8Q5uYZhfcSvMutLA7t+irq6Gvw3hZQ98zPmZiJoLfM2eOL2sYsSdXekg30V1BfSjAjTN1KOXyX4Li7H6qYtoW2zBUExT5QSaKGdRy0kcbytF+2yX3ePlljZUaCYVyp742SWdIs16mZLTBAz6cP6ts3gawUpThmb7Ud5wBoU1efSxegzE+jnW6+xsU8dSB60zTyuNW2EgG+qM1PgiJx0mY65wjrK99cXzZYUNdWpsbERXiI38TUlZU7QbOV0nUNB2Aq1zreR+lt/QWFbkmsVYYgQtHE/naK9sxousrlNMHDpoMaUVrpiILs1jZYlJp91zn0Ek+ZmnVX8jj+LSXfKshzTN2aWK9cOXUFibjzPtp2gPpmDRLjRPNKBxusHO3AyvaElgCNXDNcirLUBlVxVG7UoUxWnFSV88O78TuWIqIG6Xz12VIdJC7SjucPTLP9i2ljqV6o5GJ1E7UMfxwwSy9QwGl4e4L2ILGudGznEuKkfPUi864j0o6jmJo415TLDrLbYpmqgAsDPQ4jnVx9bRFrJo90aUAlqHLfpoGlBgr+nYNGr6LqCouQSlfWdR3l3GcVSI/It5dqvAU2eexr3H7sOjBY+i4EIBzjaeQSdj2ywLPVlZl0krHsg2zj6ZGvdqw+vCL5A4cj7g5lAtaygVdvaJYHBxGGfbymifEibLFTjVeQZFLDxzqnNxrOYoHi56ALfv/yGya4+iqDEfJxpLOL+2c9zM0kZTFivla2rfxbAAyfr1lDGwsWXKmaBfsDhc0sNAyYeuJGmY70NOOwuwtpOomryE05QnryoLxVU5KK48hmfzHsU9+36C/RUHkN99GvkDZWiI9FAaXX7u4splsSaJtgcd521xObw6Vo9iHDP/IkmXRvR53aY2NDeA4otFKNbVNP3lON16yj4X0reOVR/Fj/b+CA9nPUi7FFv+UNlSZrfjuAVg6ob6kc+pPYsD/J+SsNdMwLVmJP14kUl6r3xHi2jytTnmOu2zHTjRcgqn28+gtOssi85inKg9g1MXy5B7rgB3HbgbPz70I2TVH2EBV4hzA5XoY7zTQ59m7fYUxTXNN0lIVuYqLttwzZDm9CsO89SlX6DsHO/C6cbTOEWbVPZV4mTTCeTRBrm1eThynmOneDfuOnIPsi7koKihBGfbyzG4NMzvBgubdpJjvX9t38dS4EW2ECl7uLlFObOuyVDxPIg+nB3g2GjMwum+kzjRWYJC5jQlNYxlNaV4JucZfPuBb5P3QyhmwVnYnI/6kUuY1lUe5FmeqSi4yqu64p/6EV334lm60U+4xnV10xLa46MoGKzGvqZCFPeX2YLz2fMsks/l4ExVNg6cfAp35dyDXef2YX9bIY52nEDjQgc1oqsvGDs4X8lRk3Wfjl4ICIvnTXCZ0TmA3GWNUU50C0xWhlHSfBL5lwrRtdTFoaQHOExbImZPCo2No3uql0XnINqmOlFSewKVred4jJ6MqnVm3XujoKGJ8jo4lJoMAq8Gv8gerb/sJhJ/1lmcDEYGbRIp4qC5OH0Rj5c+iR9wgj/F4NXIRG3P0Qex6/D9ON97Dh0z7TjDBOYMg9zg4gD0kB096EFh3W6gUOFsMinYuMtAVVZntnj2wrEHBl9dlqwJTdLoDr+O+W6caj6Nk41MlmfacLbpFO7fezf2Fj6NusFaZFdm4eCZA2iYaEIL5ck7X4iqlmqML+lxCXE7czYbl1wW2txEFpB1vREZTz7KXRnW+ZrIArYu0VpCV6IPRxqzUdhZDD1zsmm0Ebc98kN88yf/gqzSIxiY67WQroej1U/UM1gfw8kOJtYsctzZWnqZkmZd1pxpBL6VTE4G6U7EElMLEvaQjznMLE+jtr8GhXV5qB0+j46FNjxb9jT+5dGv43tPfQf3HPwJ7jt8NyehfLQvdaJqsAb5TES1UDWemGRBpLMz7tJteZW7ysEVAm7aUarkJiZyETB5jVAzzt3svSY19aJSURNp20QLcphInu+rRhv97eDpQ/jnO76Kr/zwH/CTp+5EVWcVRmKj6I53MZk+Tn/LRu9EN5ZiuhJAZ8rEqyZLJ4PJkvrTQdSp8bERXSN8fJtgDKucuoD9LUdQMX4OLVPNKL10Gs0dlzA7P8rYsYgzF09j3+n9uBRpwqnJChzuZlEzcx799E1Z2X7aZm4RywvkP9BZxpDia8n+pmLDpctKdReZpExgODaI8vazKGkoRMtcIwvmOtyffQ/+7q4v4Gu7vorb9t+OXSV77AxOD8fZiWYm0yxM+xYGaNkFuyTXkmXzOUUzX9is+Z6jDBbPaoakn6laidEv2L7OFOl84GB82BZjs+tycImydE53oXWsBccqjuKrP/knfOF7n8NP9t2ByuEq1C7W4UhrForaizESGabtlqDf8vSLnKazFKJCA9pCloDHtJQCjcNV3+b/RoxtuiplaHYAJXWFKOs5g9rRGjzIeeZ9n38fPvR3H8SHv/gh/PG7/wSve9+f4v4D96NpqgkFnG/PcZyNJkY5c7nbbGQVcZxZSBCvC+olsLOb2xz54lkLLJrHxU3XTA8KLxWjvLsCteN1+NG+H+NdX3kP3vzZt+AdX34H/udf/CZ+/z2/awl11UAF8mtzcan/ImY47saXxuhvuuVBxUBQnAXzQarPG2UKakruq6dMLmqB1V2UPEINl3E+ea61AKcnanB+tgG3PPJdvOOv344PfPw9+MBH3o03/8Xr8Jb3vwkHy46gauYSnm3KQjXH2TTzAt3ittFTkP227UHHeVtcDu31lGCb9lOiynN0NRr16IoRyhSdQVN/PbIqD+PSxAWcbC3BP93xD3jvZ9+DD37hA3jfZ96LX3v5r+KvPvM+VHZU4NLoJeRU56BhTGfgJmgjFT3OOvoFie3zvz24UeJmML0qnrkTHtwnufjZFV0x5ihzaBhqYJGcg9aJNlR3nsc/3PZP+MDnPoS/+eLH8YHPfhC/8upfwRs+/Xqc7j+JqrFK5ncFqBu7xBxiAlOJacY1VzxrRK7CK3IV+qAj0uv+6qC5RovqWuBUlNVppnlUtZ9Dfk0xGqfaUNlbjS/f/mX8xafegff/3fvw3s+9C3/0nlfhnZ/6M5R3lKKqvwpHao+hfqYJ43YpNO2sGMZx4X3M09XAfZcyqz3aWrfvKV65ZVndCDSN3mg3ipsLbGHi/Mg55i334mP/+FG866Pvwkc/8zG84e1vxG+95n/iseI9OD9VhfymHJxqOY6R6Ijxq+fAaEHE9ec07X1AdP2LZ+orodv53NPaL8y1IKvrNAoHK3F6oAp3PvljfIJj4WMfeyc++OG34a3v/RO86RNvwe7yvSidu4h9zEmrxmvs2TUrbGOFc6Xz2fX6T6UXAsLieRNcZnQOIhUzmix1Fql1sR259Xk40XLSCuYWDvji2uPIrsjF2cYyPJX1LL7+w2+ioKwYHWPdOF17FqculLLgHOHAU6hQeqeJX4PkOjiUmtSAM+KHIAioePaXmylwTa1Mom+pD6UMSGd6SlEzVYu//fFn8V/++L/iLz77Z3hw31344rc+hd957W/gG3f+E7on29E00ID8ylz0THawyJxgUNHlrCqedZmmTzBcCFAK4C/NSQoF1wgJx4TGCkIlGzpDpDJmjpPcHBpn25FfX4Jz/ecxGB3Al771efz2q38DP7jrFvzo/u/hzX/5evz2a/8nHjywi8noOE40nEV5QxWGWRzIHvpJgQUGAvGvgOwvB1rteiNaVbh9uCJs5G+SqT7ajCPd2UxkKm2R5nTDKbzrr9+B//hL/x6/+bu/jlvv+AbquqsxvUzPXB5EYUMuClry7KynflxAiR1bNNaCWJ05BL6VTE4Glyy7ZMAVM/opncGlARaZ55hcnkXbYjNOdJTgz774dvz2e34br37/H+A3Xvtr+E+//e/xinf8np196o33sfA5idLmcgZpTlm6VUCXGLJVKwACUk/6313WJr9T/xkEc2dzbzYapT9oScLOFnHSuThWi8MVh+yyuNKmUiYuH8LL//QVeOO73oyf/+8/j3f8zZ+xuM7C8HIfzg2exeGy/ege70A0od9HvjnFc6q/KcmVr4/Gx1DCZOtw91HURetwtPwQ3vvRd+NvPvpBPLfvGZRVnsZXvvUlfOqWT+P8XC2qoudxuC8bZ6aroJ8U0U91KL4wM3NP9PMPJcgUNvA3rzv5mxIcFZuKCMORIZxuPomznafRFW3HU6eewG+85dfx71/+M/hPr/yP+D//+/+JX379r+Jfdn0TLTNtuDBUS78rRNtEO2aYoE5GGFH0e5fmXa54lr/5YmqNZKsMQfpSMaOQyqZVmCtd02XmnbFOJjalKOooQjPHz4NHHsBnvvG3eOv734zfZIx7ywfehP/2il/ELY99Cy1oRcFgIQ5dOojBhX7j/2YWz/b8CL7qk87kaEFPi0jHKg6iTpdrRztw6NQ+fOW7f4+Pfu5v8MFPfggf+NQH8J27vo3Ktkr0RHqRp4fVdZ9BT0y/lKDE290CpROn22H7yqFGaYwkW0t3vnjWn2KBvG2axVX9cCOKG46jdkT3/3biueqD+Obj38K3n/42fnTwNnx9z9dw23M/QPVIlV1lc7L5OCo6yzGRGOd8rIcpKjPQdWnyty2KZ/7LCCSixqnG65J0qcdh6aLsWZweq8GzLZx75i5Z8fzdXT/Al775Rdx13+341re+hs/93adx92N3omWsDZeYfD/ZeAhFfaUYZ3Fmdr/hxbMWZVwsEHk96rLtqcUJ1PdyfNdkoWnmIpomL+KOx36Ij33pr3HrT76LH997O75661fxdNZTGIj0o2W2FQcrD6Jq+BxzPv20pa7LUdFDHw7cgo1nDCo8FL3cbQhuFrN4E4xNuxLFTnxEMRGbQA2LzZKaQvRO96J7ogsP7H0Qn/mnz+Lz//R3+MH9P8QtD92C3UWPoC/Rg4bFeuwtfxYnmk9gYnmS8YQloH421Rb9kuAVuQqzolHmoPZ0xZWuWtQyzRx5mkBZOwtM5tANE224ONSAHz9+Bz71jx/HF77+t/jGD/8B37njq3j04P3om+mgbZpQ1F2Ms+OVaF5ot2fvbHSlwxXDvhfkF9S74pblzNS9WyzTudY5tHO+yK3Nwen2U+hhIX2sIguf/8bn8b6Pvg9f+sqXcev3f4AHnnwIVQOV6FhpRWFrHk42lqwuwiwxFrv8krO/LntW10b6czpf1bu3y1WIkx5qSLZXzBllnjiGyrGLONhYgKrZRtTPtWFv3tO4557vY/eDP8b9fL3j3u/izmfvpt7P4txSI/L7TqJspAJ9kXZqZZyc6kbBtZi1Eb0QEBbPm+Ayo9PB5eg6i6czy21MxIrailGhSzMXOrEn+zG86xPvxqve+hq87h1vwG+96nfwij95NZ488AwGpoZxsb0eZy9WoHdmgBOLHjagid/dc6Ihkin48WWk/zT2jCSDgj4nfgVgFoj62SP9DTHBPNV6GiVtJ3B+6gI+cdun8d9e/yv4jy/7Wbz+Pa9mAvMO/Nf/92fx6X/+G7QM1uEiC7VjJw9heK6PCZAeL2SzLjtktsf2LcFQ0OEeJTbXpXhWP3FdFqr7jpYsIOlXTnWpcv1UG45dyEftcJ3dy/zuD70T/9tP/yu8491vwMt+/zfwv//f/yv+P//mJfiH276OgYQug2xCZdN59E8P0h7uzy1rMMFL0EIJFxB812nJ4JW9umHbSOdvep1emcW5hQvY33UIpdPlaJ5twV1P3In/30t/Gf/L//IS/Ot//RL8zH/4N3jfx/8cZxoK0R9vR0FzFko6OKly0tSNBJpuxZblfilz5TWDfKYjm+ypP5e+aMpx67X6fd36gUsoqi9kAlmNQvL5mo++Bi//wMvxhx94JX7hd/8DfvoXfwr/63/+X/BY/h7adApn28pRXHuC42aCgd5dNudKZY0dR87X3EKN1j/1KlHJTWagQoZuTrEQYUI4Sz6UTKlYrBqpxIGqA2iabsK+4ufwsj/6PfzOq34Pn/rcp/ELv/Kf8Su/+Yv4+1u/gOqeMjRMVuNoxT70THTYGNRilji9kcWz/ErJa3JSa8Uz/4ajQ8jtyMWx3qNojbegfbQZj+17BJ/61MfwZ299C97+52/Fr/7mL+NtH3sbahcvomb5Ap7rPIDS8TLoXvXR5RGan5m4knE93F2h4Qr52xRpfU2xZc3ffPGs/0cjI3ZZ5kkmjZ2c5B/Ivg8/93s/g//wBz+Hf/fb/xYv+emXsJD+OXzqB5/G+ZEa1E3U4XjjCTRR7gnGhnkWzrpywp15VtEku9CzLqPrUDxLd/I7tq+lJ91x3hxpsudoFHcXoSPWjqeLnsQf/flr8K//73+FX//tX8Onv/JJ/Oyv/ww+cevH0bjSgOLRQuw7/wyL5142S/5ZsLpo7PzL+5knKjQgMbEJtHsjugy0kaxDOTzFGVf1U2K9U104VvkcqvpPo3epDc/kPIY3vOO1+Nmf/1n8u5/5d/ilX/sl/P03/h4NA/Xoj/YjryEfJZ3H0cbCVPd3zll04dws1qWzbbB+ZVCDbNxs7Mhduu2LZ51DUnRbwDB9rZaxrbS9DLVjtehm/O2J96JjvhOdS51MsLtwdrAUWfVHmT+0oHe5CwWX8nGcxbZ+6tL77U0pnuVn+hU+TqmxSBTzLEZULp4aPYe9rcdQuVSH8rELeO/nP4hPffnTKKssxaO7d+Hd7/kL7N7LAi0ygAtzDdjfehTH+1k8x/UIQf7dhOLZzkDyWBcVtHhLSy0vYXJhHA19F1FYy+J5uoYFWhX+7lt/i7e85w3Yd3gvsnKO4Vvf+xYeO/AYhuMjaJ1vw/6K/TgzcBb6vWHdfqPLjJfobDZUpDPFuYxAY0Q+pcJZi3Xufuq1m96Ut8kn5G+LGFsaxoWOalQ0ldqDzWaWp5BfXoDXv+P1+NO3vR737rkPl4YuMb/pY9QYQluizZ7Kf66/2kaNleCM0zr7KT0FLKzRKsSX02XmQGlis4jExlmQMhNm4Ty2Moaq3hqcanPPaGgf68EnvvwpvO6tf4S/eO9b8KGPvBP/+LXP4Nmju9DPwq5xtg5H6Zclg6fQGxtgXrBktr/24lny+mzCLV74B3q657e4AlrjtG++F8frj6OiqxK9kT48mfMk/uTPX4uf/+X/jFe++g9x3/0PYow+p6sFu9GJnIZjzGMKOLpd3r/I/NX/ksvNKZ7lW/LqYWYxo6gevYijDQW4MNNMP7mAPXsfxr5ndqOftcsU7VFaUYg7n/oJChtPoSHSgezOIpwaOIPeaCvz7wEsLWvBTPPImu7T0QsBYfG8CS4zOh1cQVmhSw8CaF1qxbE6Fimtx9Ed7cGp+tO4+6l7cNtDt+P2h+7E9++5DbuefgwNHS0YnZtEZcN5lF2qxMjCmF0WrJU/d9GZErLMOZQfX0b8T0R/dvM/JzJ7QikTdvdQHcfFUGQYx5tOIr+hCBfn6nFnzr344v1fwVfu/BL+5u/fiz995yvw7o++FUdL9jEJ60FV61mUnMu34tk93VSziIpnziQqai0h09TpygKfromVzIAtxZWgc7ZP6Cykfh5DxbP7NcOmmQ5k1RaivKsa/Qt9eGz/bvzZu9+Mt/3F6/Du970NH/zke3HLHd9G8XkGgalOlLXV4FzLBQzNDGtKIc8qxkQJROORoHhe63qVLoMCnSjtzk2Rzt/0OrMyh/NLF/FE0zMoHjmB5sUWPLj3fvzxG16NN73xtfjExz6Id7zzTfibz72PgTkbbYt1Vjyf6TnBkDhoE6XOpOt3EFU8yw+ugr2NoSQuLdH+5gPuzLO7v37RLk2s7b2AwrpCnBs6h4szl/DVPV/Daz/5Ovzuu16G93/pXfjug/+Cv/v+51FwMd9++1mX0erBfJOcaDVeNPG45NIVTK4X52O+eLaEmuyRk8xASZJcnI1GErKL+6mQCf5VjVfhYPVBXBy7iKqOc/gik/0/fvNr8f6PvB+f+MxH8cCeu5F36ijqRijvWDkKao+if6aHk7HuC9T4dwX02pk5V9SIqEhH9AUTZiO6Asiv0hbP7H8sMYrSkdPI7jmK2tkaSjiNyRgTm5oKPP7EHnzj2//CZPPN+LvvfQEtiRZUzJfj6YanUD5y1pKEyRWtQNPRpC/dCkWdmQiZQhpfczK4RMOKZ+pVv72vv7H4KE42nMSJxuN2b31hYz7+/PNvw++953fwuo/9Md7w6Tfgk7d9Cs9WPMuY3oaz3WfpbyXome+jjXWmyV8fpOJZcSAoMtNRpiB7yvTzlGuOdmKsU3mm++xalppR2JWP3NYcFpAtaJ5swtNZT+LDn/4AXvvW1+ADjG0f+Px78fTJJ9CFDpycKMGhi/sxtNjHZrWo6RLx1OKZikwhMbEJtHsjSkbw2WxD/1ol9quHfmkc5F84hvL+EzjLovjz3/wU/uB1v4d/+OqX8b0f3Iq/YHH2+ne8AQ/uexCtM60obCnE8R49uKoD4xbdVG5wxEgE6UyvqTxcEwJ9JNnZ9MbOlFC7X63Qjzst2lUb9SONONl8GlVD1fbLAXsK9uDLP/kKPnbLx/G33/80/uwLb8fbP/t2zrW5aJptQOElzlPt5RxlU+av7iFOztcsFmjcp/F5I/7LCCRisDjIyQKxJcqzzFhN/ZaPX8DBtly7LaO46wxe/uevxn/85f+ErzMOPPb4Hrzvg3+Jv/zYe+ze1KZ4K7K78nB2qAKTiWmy6OLKjSyerU+LBfpz8cAVzxFML02ieVDPC8hGy3wt9p18HG/+q9fhrX/5Rnz/9u/iC1/6HH7t138NH/7Uh3FpsJ65QQMO1RxC+XA5C1DdksJsiTbX4ild2MU2zakZgfjVzKaFE11Nt1Y8u07c2NVtavK26fg4WocbcebSSTSRV/0O+pNHn8Cv/fav4j/9t5/Hq9/4h/j8dz+P7AtHWToPoJUFjq6UPNd3njFxDFP2U0/0YfawaodkRQZwWnR/SZuvEbSLznrHJ2iXSYa5KYwmRlDRXY3ixjNoGG1HbnkRXvWWP8RfffS9+OtP/BV+i3L97it+HR//wl/hQl85mufrWTwfxcmxUmY5I3Rddxb3WotnyWtzsY1BXzw7UvHsT6yoAO6b7UPRhWJUd5/HxcFL+OQ/fxKvfvOr8M73vxOvfM2r8dL/9zfxjR/8Cy4O16KNc+Xh8wdQcrGIvLq8f4m5pSueGbb0NLiAVb04PqRz58tJOzIEtSr5dO/7uD0QtHrkAnIbilEzVk+eWQc89CN85K/fja/+4+ewZ/fduPuBH+KDf/d+7D19AA0LbdhfewiVo5UYX9bixRjnXf1opeYTtr0JvRAQFs+b4DKjc1C64jliZ8M6Ip0snEtwvOU4emI6w6dznms/fi4o1M+wUG4dbMfJ82dQ03oBU3H3MzW6T8o9/Ehpf+Ycyo8v+agnRgEj+71grZoqMVcIYAGgFbSh6DDOdpQjj8Vzxeh5FHSU4GR3KXoWu1HWcAJ37v4+ck4fwtTyCAYivTjB5LK8qRRji0NsQ78CqVmEs+9q8ewmff1JH5Iw41LG2U+MfXJSVKbuHuSgxxktojsyiDOdFfZQnfaZdoxEB3DqfDH2Hn0cp8+V4FJ3jZ0x1BMpL441IruqABe76ji5TlloVGGmaVcUY+KakM6kSxlUQni6DH6CT7tzU2zkb0rKOpe7cajtMA43H0HTXCMa+i/icO5+FJ3IRUNrDS40l6Gq6TRlbUT9dC2KWvJR3ncWQ4lBTvh6wjVLyTh5SuY/U/CJXBqye4aoTVdAx+ws3sjiMBpHmphg6jcEz6CTBU3VYDXuOngPbnnkm8g/dxSDsW60zTXbw6rsHtT64+ic7bHnBbinoQeFDP/394TxnW1RAa3CWeWBes8YNIbocjQJk36dpNGvys6zdJ5Cw2wjcupycbqzFAN6AmpnLR564mHc8/DdOFFRQq/UKdgoi7c2nGorYPGchaH5ftqXkxcnZE3QbpK+ccXzRv6mazcaFy8hu/0QSnoL0RPvtqSeR9h3B2eHUVRZzBhwwp5YX9hVYL9tf2mqhmNPjwxzP4yk395USKBRnAiZQoqPiVZlMO0xUaZeVYSI78nlCVR3VaOISUvjRB3l6ULOuSzc/dydePLEE8hvKsCZ7jNMwAbRFe1Gdk2WFc8TTOjczSA6E6hLKbVYQw9Tgia/TkeZAsUyvbGQWZnj2GGck0SK1eLxeO8JZDVk4/zYOaY9etppFK0DTXhs/yP4yZ4foeh8LmNgGy5On0duVxbO9J/CRHyE2uHooL+50aFk3PnZ9SqeZRP/2WwTFM4+tiohHV3i3NN+Eqd7SlhQZuMDf/8+vPQ1/wN37/kJ9mU/iw9/5sN42Wt/x54hUNFTYXNu1Ug1+piwafHKbtqh7uUKbM4VNRlFIFSSnd3CsONfPzdnT9vmPK9Y2zev20yOM7aVonKgEl/f9XW8+q9fjd9852/h9//q9/DSt78Ub//M25FzKcceNKpCW/FwIqHftNAl227+ccWz+mLfKf6+SvyXEagd6U3TuC7bjidsztBidP1sKwq6T6Co5xQO1mbjj97/p/iFl/4i3viet+A9H3kP3viuN+DVb38Vnip6Eo0L9chtzcWF8VrMLs+SRUpwU4pnxQJ91syjDMsVPguJOXSOtyCv9hjODZ/F7vwH8EfvfiV+9fd+CS/7o/+J//bSX8JP/V8/hb/8xPtQ2lqGcvpbUXMR6mf0xPTxwD60u9xANa3im4ZORiCeNS5U0OgZMsH1eubUlrzZexXP7ja1WXRPdyCnIhu1LIiruirx13//Yfzrn/0pvOT/eAle8hLST70Ef/lP70YtY3NZ/1kcrjqCWuYOk/EpTLJ4tsvPXdeXUwBaybgSJW2+RrAtPQiR9tDvi+tpAdPL07jQcxF5NcU421mF/acO4nff9Lt42wffgj9++yvxK7/58/ijt/we3vCXr0Eh/bC87wzym/PRGtUvDegJ4pk58ywr+OJZcdXPy5ob3S0B2iILRDGxOInimuM42XAaZe0VeD8Lyz946yvw3k+8F69922vxi7/6C3jnR/4CecwNKkbLkVufg/O0lfzIFmQtF2d/8if5UcCqM4H+pHNHSTsyBC8nNce5bgpjzLk6cKLtDAobStA83YLT50vwrVv/Ee/90Nvw9ne/Dq98w+/g5W/7PTyct9t+V/xgzSE0zjUwZxjF4vIkostz1maq/lPphYCweN4ElxmdTu7veVahbJduz7WhjJNkaecZNEzV04VG6IQqyyYscZNLXhy6hJP1J1HWVG5PE1QxrZ/nUNkcsWCYfkK4WvjxJR/1xBESEOXQEj2DgX9qqAbxFANX40QLCptPIru+EGeHqzBAWSSDzjzpnIfO6eq+jlNtpzj55KN+oJ7bdb+K+2EEO9WUVDxrcvf9a55Pig2ZgVbqJIv6Mlm0JqiHsOls4BQLyS4UXSrG6dYzTCS7KYV+ikI/r6E7VaetKGiab7YnoubXFqBrost+Tklt6GyCFWakRIJJpiZ6mmnZrw6mEcRt9sEuzQFbIJ2/KWBroUVPbj8/Xo3DtQdR3FSI/qUes4lWoFWsuEeFjaNxutF+g/dkx2nUTzRiLK5LAbV6LR2Rsxhl0uVBV87ehvD8mpFTyXzb+Zoum5uNTVsJMBodQ0VnJXJqOakMnkN/QvfKalTpueEaPSNmn7rJesp7gknMOQwnxlg803YcPyqOnEwyivoy8Yz0Ub4m4tvMQe2zUV1epYfSKL3VBU+6LH4gOoiynkrk1xehaqAaQ8vDJqcWdFTwTDAy9C9349xQGbIvHGZidgITkRG2wKKZMcBN0FESdWX+o4Tz+hXPacE21LMuru+NtON4Zx6OXDxg92vpx0Lcc7aXbBTp9wLswVW9ZynPMVT1l2Ew1sutur9e99ExMYgw3RL7meIvwLoxkkKupHELNeJBY0cxrGOiAyUsiIvqCtGsB8ys6Nn0unVGUWHK5OvhmDrVfhq5F/XTabUsnnWLgJJlRWqXgK8Vz1JWGsoU1JRiTYwW4ZjVg4/EhxLEkeVxXJyss1tsjrcdRxuLG40YxWktFyge6EdUWheakNN4FEfqD6JloZl7Ztgk4xr9zRfP3seuV/GcXCB564hWfZzv9dTsBo7z3OZs5Lfk4c4Dd+AtH38T3v6Jt+HPP/FneP0HX49Pf+tv8XTJMyxKS3C67TTaZ9sprX6Sh0UE5YlQP2oxHmOrWiTMJLxMSXZ2vhYUzxzl9jvPccVhF4mr+6pRzFhwtrsUx9tLkN+Yz0S/gPbIQV5jLkr7Su3MtB42WtpWZg8Zm4hNShq25s5u3dDiWVCTUWYES4pJKh10N+oC+mPDjFs1yG0owrMVB/Hle/4Zdz53L+47+CDe9JG34G0ffzu+t+tWFF7KxfHmQpxsLUZ/RA+w1PMcaO+bUDwrp5I/yEqKA/5Mvm7oGFroJ5/FKGjOZXw7hC/++O/w8nf8Pt74kTfgfV/6K3zylk/jwWOP2FOsixtLcG7gPAZigxYv5jj/0OrsiH0s0j72u7ZBxxmBGlLQDEjjknry9tY8qtM3eq67nlcztDiAM7rdjjnB/tJ9+MS3PoGXvelleNU7Xo1X/fmr8bK3vgyf/OEnkd2YhaMXjuBsx1kMLg5Z/imNaNTbrwt51YpS5JEeM188a6xyjohqkUCR1S1A9U734WxLOco7K6j/E/jktz6GP/3Qn+CV7/xdfPJfPoJdWQ/glof/BYcrnkN27TGUtp+1RU5dkXY9zjz74tnFSfkxwzIpzjbtzvTlCGp76lBQW2i/537PgXvw3r/7S/zBO16Ov/7ih/D44T04znmngEV+VsMxVPRXcGzohIbu9Rav7FAkc8sYAavOBPqTzh1dD7geYlhgDJ5b0bL5DOrHG3G06ijOMIccZ142vTKKC53l9uyjD3zpPfSxj2FP4R7mOvlWC/RH9VNWk5iLTyCSUPHs5sfN6IWAsHjeBJcZnYNSQdmtOunM8aI9/OhM6ykcqNiPwtYC1C/UoSXWiMZoHdpjrWiYr0dJezEKG/Jxob8Gw0u6vESD0gWiWJwBXdErg3ADT/yvkQ1MI37QZMaiU0WhC1u6mJYFWmIS1UMXcfRiPoq7SlE/34JOJsS6t7sl2orWWCeKOk7iueqjTJYv2FN5dd+2W0Vz5/osW1ZBa/0k9cuxb3xkCmrLBx72tUI9Kil0K7KuoJ+KT6KyuxKHzx1BScdxXKRtGqPN6F7pQWe8E+enqnGs6RgOXziIC4NVmEy4Mzi6vEuFnmfckktN9Oxn2ReegSz+rciJ6iYZWTc4ZNtI529usWbRkv2xlRGc66ugPAdQ0lKAi1M16Ey0ozvRjb5Yn/3u7tFL+ThSk4uLY008XiWOFgKUDLlTMrGFeSZHWi7PHDy/foJfR5odOKHpNgE9HEuLE5q25TXdCz0M0GWc1LNxurcMdfONHDOUh0WmHopUM1GLIhaZefXFuDDcgFFOknOc9HVRm6Z9O/unPpL9zJmM+xxlGrrUNBIjB9SnkjFdGiz/133pemr7CcaCnLo8lA9XojnRgrblNnQud6A53oSy4VIcrT2EYiaY/dEeWnXWzlr5wtn9ZJUrniWEL2xMoFWh+HYjulawDfmbEjOtJDdPX0TOpaM4dvEoaiYv2u+8dyQG0J7oR/1cK0p7y5kw5OPEpWL37APqYUEF3IqKZ12SxhJACYdrOmNYN0ZSSL3JN3Qf3yLHsHxNZ9CmORaaxpssyck5n4Nz/efQvtRGX+tCD8dPMwvNItrlcNUh1A7X2v13o/EReyKtEs3UYka0zs89ZRCKabpcmw2z72UmyxF6jGyzhIHEGC6M1tGXTuBE+wlcnK61e2jbI63ojXezWG5Cef9ZFDFOlA+UMfnv47d0hdD6M8/ex65n8SwSvHVEzsf1v8576Gx6L050n8KhS4eR31mA433HcfDSQTxe9jiL/2M4w2LzdNcZnGg6gZreGoxHxsi9ln2dfVW86rdeYwnGBi2mZhJepiQ7r/ob9aY51P3Os1tq1iMEe5coD3k9WHEA5X1ljHVd6Ip1oTXBeTTahuqRGmTVZCP7PGP1QJ3dH+yW2jiTmr+lxLiNiP8yhxW7RWkuMmsFp11Wyj+dTe+c6bYz5FkX8ywHuDBbh7qlRpT0nURWUw4qR8pRUJ+DvJqj6Jxo5JjRJcHudqebcc+zzg66OZjxLKl4VkGkpb+2+TYc7z6BY81ZONV3GtXj53FmpBRlE+WomatF6ZDOEhbgJON5x1yn6cB+LYLFgSodjaHo4jwSMc6rwnbF2A5kc293P6cFxZXyEC3Y6Cf4ppivaOmvf7kPBS35eO7cfhR3FDHfPI7a8Vq0TLfg3Og55nLHkcf9BY2F6JnvtZ9KnYi5h4jG2EcsSi35q9I8BfJIh9Kalh30v/SZKehEhPrVX4Rxbjam0zMzaJ1oQQH97GjtERS25+NY4xHkdWSjZvY86hbqcbznBPdlobLvHMdZH4ajo5hh8Scr2+X6lCnV164M4kixXoWz4iXHIX3YXbXJvSSZRln82NIkBiMjtlh2gAW9nrpd3FaArLrDqOK4713sxIWJ88hpyrIFjObpZst9lDOoB3bkbKswLzsn6V5cSN+erhcUwyKcK+cSHBkct8OJYVwYOo8j5w/iNMdIV7wNfcyXWxcaUDNVhdKB0zhG2+TW5aJ1ssVul1RWZj+FSt9MniM3ohcCwuJ5E1xmdI4YBXydBVhUIbCyyIA6j775HlQwUclry0FW22Ec7TiIYz0HcaDtWTxV+ygONe1H5XgZ+uN9lmzrrJn9zIEGuQ1IOlMG/UlNGanZgGxgihQkVQBagElgiXLowSC6MFGF1mBsDOfH6lDQdhr7WCQfvMQJvr0IR1pycZSJ2EFOkCcHK9Ed1/PG56Dz7PppGk21CjSrxbP1w/40t4hSAkNG4OVSP+xvOcpAl9AkqURKZ/dn0LXQgYqRKuyvP4Sn6vchZ7gIOUMF2Nu4D09eeBzZnYdxcbYCIwmtlOvBZ7RNgoGApBU0Me2LZwX6hK7XVb+BHP6tZyXjxTP9xC4LpIXEX/d8O8o42RfQ1w41PoejnSxuunLw9KUDeKL2IHK6SlE11kI76pzBCnVAbcSZksXm2V6E+lk0Ha0KkAF4fm1GSUsyPFNB+r2KZyW7mjxGV8bRzqSyrK8Sh2uyWPgz+WIBU9BahKL2Ehypy+akX4KGyXaMxWcxwYRhnAF+kQF6NbHU2En2M0/aJoNwdyZACc2yusJClybZxEo+9NviunpESwLDHBN1U412P+axjiw81/oc9rXuw5HuwzjYdhDP1j6D4s5idEW6MMGkR8WMkjlLT4LiWbFF3kOlmd9dz+LZbJYC6VS8RJjEjC2zWNbTgPtO4ama/Xiq7hCO9hfjaG8xnms4hmOMBWUdZWgZbGKhrKSS+tHiSFza0O+QKqao7HTjIVNYHR9pSP1o/CnVswJeksRmMLUyhfHlcbROteJUyynkXshF3sVcuyRTZwIPMVFQQnBusIqxQD+BNG+/g6rYOEvfU3Ih+1sPQV98ezllDPQK+ZY9DFHl2TJ5kU51rckyrRNDn2L18CUc4zg5cPE55LQfQ3bbEb7fi+ymozjVdcIKt8bJJktwVMxoacQXzjejeE6+bDvYQk0vYZgjojs6iAoWMYcZ0/Zz7BzqOYysoWwc7jqC5+qeY4FQgEsjl9Az08P5d8G+L2trsXM+NstXXTXkHuy2jolrhZcpSTWr/ka9+YcIWSHPP529EfUt9ttl5tmXsiyxLmopQtlAOYoZ046ycNavdLRNt7Nw1pOPdZMB4yL9bY5jKaJfkZB85mebEP9lAhqh8jJdaeGTYX1WxBNNxabRMtaKqsHzLGSKcLD1KI70ZdE+ecjqy8bR1kMoas1B+0Q9bTGKuaUxzqGLtD0j9Y0untmu8ivTH/93CwG62FpLEu6xlXq2cOXoeWR35eNIxzEc6jyCrGHmb6QjvYxtndmM46c49zTaU6AVxeLKLeIRdqLxwlItOkMZ5IcZnWiciGpS85hcWaT33KacQItEytj0bIlhDNlfw1IDShibs9qykNuZZw8TPDN4BkWcb47V09e6TqKRc5Ou7tJtYHoGSjTB0bIkmdipV62nQBzp0BfP+pM+MwIvJ0lF9MISoxMLaJ38mIgNo55x4DTnGd1ycqjrEA73H8HRgWw8134U++qPoGzkHPPpIeYRGiucNxVXgliT6mfb9zEPHS9ZFSM5/2qcWY65RuyGexMcr3qM4wLn/iH6UwUL/UN4tuZJFPbl4PRQEY427MfBur2c9/NRNVppDzzU3DK/oijORtSVt7MPwevYdT7s9O7pSuXZGHpQ2dKSO4GnRSfNdSPRYfTHeu2Bs/tqn8aB5n04xHh8tPMQjo8Vo6An124Dal9st/vUZ+IztlgdiTIOxqSgy/WfSi8EhMXzJrjM6HQ0DU6tbEdVQGvgLM9ihonZaGII9XMXUdKXj+Mj+Sgey0P2wGEUj+ShZqYK3cssAFhqarDbCpkGpE/yMzserCkj/ufJ+tDgtKKWHzT6/cRvCRknfRYnE5jF8PIkGmbaGbyqGHxLUdRzFkW9Z3GCRXPNVDN6mFzquZMjDMS6WHCteKZA1A0VFPSj/pJI/YuXTEGysV09CEttr3AiQIwBTyv3iRnMJzhVcIIZWBnChek6FA+fQfZQMQ71ZiNnIA+nRzmhLNZwAuqiDKPkXj91QOuwcFYB7ZRGe+thYbJ9cvEcQG89SbyMFs8kJR86ayvdLsSnMRXXGbEhNM5cQn5XHvIGC1A4dhI5g8dROFKBi0s9lFcProlilnaw8K8rDFjQ2GNUmTw4x7tS7jaG53VdUpdMtl8TG9NaFVQ6QxOcsZ2gD/XFaJ+ROpztrsDx9tMobj2B091nUTVyAa1z3Rhk8qK705keY5ZFjFJkt2rLtm9Q8UxB2JxGrnuQi64HiOkMtM6ssBOd4dT9z2PktTXShvLpchSMFiJr8Biy+o+igHYqGytj4dzN45Rc6xLbRbYp23LyYrIcS9y44tn5lks0kiE7KUlc5IS4wCRanLZGO3B8+Cxyhk7gcF8BsgdLUDJUivOjtRhcHMR8bI7+pYUZtkd/1dl5pUFKwWUzLWdJR5mC97d0pH5E+qkat7DBZJlxWoWw/nQbTe9CL6q7q1HWdhZn20txqv0kyrvL0DbVxtinMo5RjbFwgYnxdGTGCjXFydWRHfTFt5dTxsBYo4SE/Ou3WBfpHxHJxO2L7HuOdtKj84Zik2iebkNpfymKewsYowtxgjY6O3ASTTMNGFgawDiPUXGmn1lRQugHh922E/jYjbpsW4WzfNyusAjmHxXPelTWEPXeoZ9ym72A/JEi5I7mIncsFwVD+UxET9ktKXog1wznXOnG9xPnuJlbojaWdTZHY+rGF89uHlXJqeJskb6v88+cI2MjjG21ONF6HCfaTqC08yypDNV9NfY74r6YUdE8zcTVbueireW/vg/TX7q4KsoQ5Nfs2WZzRWadFJC/WBAlL9L3TGKOSfUQ85la5PcXssjMQt4YfW76JE4NH0fzzEXKoocFMsdhsR3Xk4TtCjfFsrVx4yld/NkYOs4b4HJorxH/i7FPXYGgOOB8ztlG8rjimYUneeyhLM0LHShl0XO4Jws5o3lWpOUM5aFsugItjOPjzIW0rLFsiQb7ZnGwEqNe2Nay3d8pyqC/qRkNRQ1RDVU1LdJ7mYI2V6GoRRqdwdRznEeYwQzwry3WgXNj1cxBTzBfK0ZhZyFO9ZxC9eh5tMy1sNjWLWu63FsL2JxvGKtjUfkZ2/aqFZkiSfai5Sn9XYfimZRg7hZZ4Jyj21PIyEKM4yY2yryNWVm0CWcnTqFoogjZjAUH+48xzylB+VgtOhMaO5pdgjhgbur8zO53T6Erg46XrOmL51VXYKdaJtY4162agysDqJ1i0c+xcHwgH/ndx5ijHcHZEY6NhQYMkedp1gruVJXaZrv6JxGCobaq/1XoKHmyN85lB1wTpBrltEwRrdkY54Jpzv36xYzuxU5UT1ahcLiAOcwx5A3lWPF8evgkC+dWep9uWmP2z/lVM2Oc+tcChtpM1X8qvRAQFs+bIJ3RjfincxAqoOcZQN19cXry7iT6okz2V3rt/saeRCdLsmFu1w9qTJLcA8W0iql2VgdkZseDNWXE/zzZBht7fGMkJ3cTtJs4WZisLBipFNbdZCqkh+Lj6F0aRn90lINfpY5W2nTpk+7t0l2dWuvXpBQEVnWmflTU+GBgn4NX8ZEpsC3mkLZyaW1rUUBnvRndEiyydIZQD9lxdwHqNysn0brYhaa5NvQz0Ok+Qf1yqkiXm2pKUqFqK8yMJiok7Ewc27Timf3oErRkGfTWk1hwYc5R0mHbwjofC8gSDJsQOO0zeYnoklhKpfuvupe60R3vtd/WHaQMwyaJ7LOCafI/z0AoP3XtBBHaorSc7kq52xie1zXfSiH1T9KikyZhncVTUeDP1CixVxgei0+gf2EIvXMDdimUrmlYMFn1MBFN+yrKVG6qHbXLztW+fCsdySA6JiPQKJE+3RUWOuscj2sRTJbWRKq0zJ3pVJGmJ7P280+XBXdE2tGf6Kc8mjh1B7R78JPsaJc5mb9SM0z4VHjapWckt3AiQdQDSToO3qalK8Cqb6nNJJi/k4dIglFgRdZZJNezTNGmzMdaOH46ovS4lTGOn2lKq3KO37FLjMkr21ObmkxdbHAXPHNr0MO1w/tbOvLjTqvoug/WChvzG/e4Lcmjv8noBMaWmHgujmBkaQgzKypFtYgoX3SRbUlnNKMqIlxm4Vv3fVlHqZQxuP40XnQGXXONtCiX1nPY9IAsnUfW+TTFX92f3RfpxUC8j7YaZvIzZDFCZ9yUYCrJ0++J2yXbFvcpi+JK4GN+29qg2YZAyYelUgDTUwCTiH2o4PQ+rnsUPX+6DUgRWf42qCXNeCf9rcUuQ9dTRBTHNb7sWgbxy7FvNue4icR0q4D/bdwgE8wUkuUKyPuA6TGQw10ebOcoWQRr3tGygLvseYpFmBaa+uf6MRIZ5TzLWE7JJZO8coExUb+5K1/1PsyGXR+uwzVKiquZgxZaXTzWk+p1Nj9BnzO/oJ/wP+rVPbxSPwfZvzxoD0zVLUMDjHPKc/Qb/loKsQddURdalMls8ezpcqzu5X9K4O1ea27RiJF97MwkfV++oXGuOUc3dylzG6dvdSf67KGcWvjsXdYYUq7jbGS5DduwxpljrOjsmsaR5DTKoL+pGT9/+fxQFGyTz8sOkkKxV/OI5hs9t0FFnBZlB+P0s/gAehZ7MJzQaQ73p+PloTb3mi5kA9mCbSeT4F/5RjqU9UX6lBEEfemsdzTCN9YstRnjiIjrkn89mWaS86i8S7bpstsGe1lUKwdVTqDRJa70jwYO4pnii2RaT1cGHS9ZldNS+Rpr3iZmA24iaaRKo265yS07ae5QId3DsdE+14zBRI9Jodxfc4+W19xVEGqfbfE/DjEryE0O0Tp2yX/w53Z4yiDYnNIMySRofGixWbWKls8HaYMejo1+sK6hPFoE8PKsyeJ4Mu74X6r+U+mFgLB4vkrYAymCCcVW0xmMlOQw1Vkl++MkolVPm1jtOAVxJSwMwizGjAKnve4wz3YkB7ZAQxI/Iq12O3ISkFMjhVkFCntv+9x2bXMh1U1Tq0geG75PIXl7prGubd+pC/qSJLoqk5PLLLRqG7cqbYVMkEx63aTSZgPf9+ppO0gOKJuR8WS+Q/6TZHGe5kn2YRIkouRmH/mp8c4A54ntZRKpvG5E4sN8f9Xf1uRxHqU/50/i3cmj/Tp2jSzxDvreVNEZFVONidS3/MD5wirxz/gO5HH2SLaO+/MxQGRFhPmaaL2feVLbmcQ6njchd0bN8xqMF9kjeHUW0z5+MjnIK5NkJTDWhmnJ2VJ/mUQqr+lICZTFZ/LmycsjnxNnztsclyZN0n73yv3Bd9lq0PuNg/M46tPI/fm6SRxpqyQwn1qzSNIfraU5yeSRjZKJcqch6e5GQ3K5+TOI03rv+Q/I/jc5/LhJ4ZsyyW5uMepGTajr4W3l/7xPOU9b+/O+l+xrso/9mb+pnU3gHCPDEOcBD/wzOVJ9hbyJV9nBxQBnGRVyemdk8YA22sTHkinT/pYcA9aRk4jvnY28HMl5gV/6MImC/V4XasMGnl6N1I72uf0ZhZoTSTWegm1OFkkiWzh92+KakZPASeN4dzE7sBblsTjAP9dKoBu1vyl0tPvLKNic9R28Ol7IdSCXyWblqfuTZPI0ZzNJ52wZfDn4/ta0Xbg5XsTvWODlxtXu2Bb/NFZtfjR/kS2U5zsb+NnSPGt1m5t7vE+tY0fvkz/fIDh5PHnf8vLIBtK9960k4r7k8eHbeLEgLJ6vEukmApGthqdQuuOS6UoGdKagPtPxkkyWCKfh3w2U9bSTIf6cPM4ea3bZWgeplGlZk3W4GaXlJUWe1ZXXLUjtZRKpvG5E6XhJplR50h3jSe3dbKTKJ1rlL0WWreTZiNRmJpHK70aUjheRkyX9Pk/p2ssk0rWfjtLx5ulKbaP2bgZSZUpHxl+KPNuRKR2pvZuBy/i4BllulgzJNvGUlr9tyKPv3gxsh39Rqn22I1M6yrScqfxvROt4MOL2NPKk+246yiTStZ+OkmVIpnRyrNufpq2bhVQ+Unn1lCpL6veuhLaLdN9NpWQe14j7Ukjb031/JyAdX6kypcqyuj3Nd18sCIvnq0Q6p7kWuhlIx0c62mqwiHYy0vF7LZRJpGv/RlAmka796007Aen4uh6USaRrPx0lj/ntUrp2PGUS6dq/3nSzkI6X6003A+n4uBa6GUjHh+hKxomnm4VUPlJ53y7/V0KZRLr2bwRlEunavxbaju1uFtLxIkrmOZXSHX8ltF2k+26maScgHV+idLpPpXTfe7EgLJ6vEumc5lroZiAdH1dLOxnp+L0WyiTStX8j6GYgHR9XSzsF6XjLNGUS6dq/EZRJpGv/etPNQjperjftZKTjNx3dDKTjIx3tdKTjeauE+Vook0jX/o2gTCJd+9ebbhbS8XK1dDOQjo/t0k5BOt7S0VYx4MWGsHi+SqRznmuhm4F0fFwt7WSk4/daKJNI1/6NoJuBdHxcLe00pOMxU5RJpGv/RlAmka796003C+l4ud60k5GO33R0M5COj3T0fEE63sPiOT1lEunav950s5COl6ulm4F0fGyHdhLS8ZeOwqJ5PcLi+SqRzomuhW4G0vFxtbSTkY7fa6FMIl37N4JuBtLxcbW005COx0xRJpGu/RtBmUS69q833Syk4+V6005GOn7T0c1AOj7S0fMF6XgPi+f0lEmka/96081COl6ulm4G0vGxHdpJSMdfOgqL5/UIi+erRDonuha6GUjHRzpKxXaO2UlIx++1UCaRrv0bQTcD6fi4WtqpSMfrtVImka79dHQtyHR7qUjX/vWmm4V0vFxv2slIx286uhnYKXxkEulkyjRlEunavxGUSaRr/1ooFds55kbhavlI/d6VfDeTSMfHRrRTsV1et3vciwVh8RziihEOoswhnS7TUYgQmUA630pH14JMt5eKdO2noxcC0smVSi8EpJMrHe1kbJffdMel0k7BTuYtHdLxm462i3TfTUeZRLr209HVIpNtXSuulo/U713Jd0Osx3Z1ud3jXiwIi+cQV41wEF07knW4GYUIkQmk8610dK3IdHvJSG17I3ohIJ1cqfRCQDq50tFOxnb5TD5uI9pp2Mm8JSOZz81ou0j33XSUSaRrPx1dKzLZ1tXiWnhI/u7VfD+Ew3b1uJ1jXkwIi+cQIUKECBEiRIgQIUKECBFiC4TFc4gQIUKECBEiRIgQIUKECLEFwuI5RIgQIUKECBEiRIgQIUKE2AJh8RwiRIgQIUKECBEiRIgQIUJsgbB4DhEiRIgQIUKECBEiRIgQIbZAWDyHCBEiRIgQIUKECBEiRIgQWyAsnkOECBEiRIgQIUKECBEiRIgtEBbPIUKECBEiRIgQIUKECBEixBYIi+cQIUKECBEiRIgQIUKECBFiC4TFc4gQIUKECBEiRIgQIUKECLEFwuI5RIgQIUKECBHiRY6VlZUtKUSIECFe7AiL5xAhQoQIESJEiBc50hXLqRQiRIgQL3aExXOIECFChAgRIsSLHOmK5VQKESJEiBc7wuI5RIgQIUKECBHiRY50xXIqhQgRIsSLHWHxHCJEiBAhQoQI8SJHumI5lUKECBHixY6weA4RIkSIECFChHiRI12xnEohQoQI8WJHWDyHCBEiRIgQIUK8yJGuWE6lECFChHixIyyeQ4QIESJEiBAhXuRIVyynUogQIUK82BEWzyFChAgRIkSIEC9ypCuWUylEiBAhXuwIi+cQIUKECBEiRIgXOdIVy6kUIkSIEC92hMVziBAhQoQIESJEiBAhQoQIsQXC4jlEiBAhQoQIESJEiBAhQoTYAmHxHCJEiBAhQoQIESJEiBAhQmyBsHgOESJEiBAhQoQIESJEiBAhtkBYPIcIESJEiBAhQoQIESJEiBBbICyeQ4QIESJEiBAhQoQIESJEiC0QFs8hQoQIESJEiBAhQoQIESLEFgiL5xAhQoQIESJEiBAhQoQIEWILhMVziBAvCKwEFCJEiO3Dj5tUChHiWpHOr0QhQoTY2QjHbIjNERbPGUXqgEtHLwakk9vTzUY6njw9H+F5XyYlkj4/X+W5GiTLnEo3G+l48rSTkY5fTy8kaNzESRo7nrRtO9iJuknHk6edjHT8errZuFqefEwWycdE2/Wt5wvS6cbTTkY6fj3dbKTjydOLAenkTqXrjeSxeyVzQipuFL9bIVl3qZQO6Y5LpRc3wuI5o9AA24pe6E4n+dLJ7elmYifzdrXwvPsELTnYvxgCXOhv1wfp+PX0QvEryaGxEg0oRvJjaDsyJuvEj7ubidDfMg+vUx9TPW0F71u+aJZvef+6mfJkEqG/XR+IBx9Pdhpv1xtb+ZSn6wnxIN0nj1l9TqN7bdrQJMmy3Ewk85GO0iHdcam0oeAvCoTFc0aRzsFS6YXucFczUG8UdjJvW0Csp3Ud8Z2cpHnyE2/Sl9J+//mOnWzTnczbVkjHr6cXiiNJDo0TFc4RUnKitB05vT6Sx9/N1E3ob5lFsj6T/UK0FfRd7xc+Cff+dTN9JJMI/e36QDyk+ttO4e16Yyuf8nQ9IR6k++Qxqz6TdK+3qbQO2nCj+N0KqbykUjqkOy6VLhP6RYWweA5xnbGTgkgyknnaabylgdSYNlaJ7+Tk3ZOfeJO+9KKIdaG/ZQbPN36vBvKV1CRpg7GTFl4vyeNvpwwyz1sy7WTsRH6TY0myX2yHN+9b+l6yf2nbTvGRTMLrJZl2MnYyv56fF6KfPB+QPHZFaeyht6m0DtrgvyfaSdjJvD1/EBbPIV6kSA4ez5MgkjZIe96Tg/0GSdpl3w1x45DsZ552Mp5v/F4NNCA0TtIVz9sZLF4vyWNvpwyyZLt52snYifzKlp4X7xfb5S31u56261vPN3hZk2kn4/nGb4gbi3T+kTJu9THtUPbH78R5IUSmEBbPIV6k8JEvmZ6PSA7uCtae9DnEzsHzzd+eb/xeDSSTxoovnq907CSPu52WJCXbzdNOxk7kVzx4G/vC13/eCqnf9aQ2doJsmYa3WTLtZDzf+A1x43G1/uHH/U6cF0JkCmHxHCLE8xoKyj5YJ1MYrEOE2Bx+7CjJSS6Mtjt2/PE+SXqhFkYvVsiW3ke8fb3Nt4L/nvcPT/oc+kiIEC9cJI/7cF54oSIsnkNcJcJgsHMgW6SjFxJeaPKE2BlIHTOetoPUJEnvQ7zwILteafEsyI907NX4VogQIZ6f8DHiRs8LYWy5kQiL56uGHyBbOOymu7fZxo6D+PW8byKDNqVSiBBXDDlO6G8hdhpSfVIU4oWH0M4hbiC2NY9pY6pPpj1wByNZhk2woQ6EbbZxLbhitXp+kul6I1kPntIwrk2pZNjg+GRsunuTPl+gCIvnq8YVOqjoMjyfHU48e/6vQA8hQlwV5Dyhv4XYSUj2R08hXngI7RziBmJb85g2pvpk2gN3MJJlSAMveyqtgzZs0sa1YNN+t8JVfekaof68LkRp+vdsJZPhCo4XXYZN+nyBIiyerxIrK+4SrpUV0ZrDLHMzN9lrIu7ei3aiw4nvZN5T4fbxGHtvmwz+O5J9eTnOV385W0pb7uvr6SZgeXkFy+KZ/1btEvBitiIly7cTIR4TiTVf02siIfvZx1Xos6edBvHs+U8Ht2+9v2lbLBYz0j7nZ55S2nJfX083Acs0lpdTdpPPeV6WabNE/CYxdoWQCH68mAzBtucTkn3OvwrORiK9Xy+UjovTRtqu98n25N4kSvZFT9cH6v9y0nZHq/CskWKxBOn68ZRJmAj8T+PDdE9/k1waK+vkuylItbFITHkSr85PNkSSDDo2Hte8ubbR21RY7287D45X8clYFnPvZbNVW+1c1tfBfMybTPIEPmcf+SY1LtwweB0m0zpog3wkQR7lR85fvP9JBp8rbEU3F04OR0ngZrEm25h9Ut57iP9lGm0t/8ww1FcypUE6ffp5I5NI7UOv8fh6hWib9JHghH2lObn3Iw91Y13plZtXde8pgHxuzQZ6XWvjhY6weL5qyEkUoNYmOvlNLEoHVlHD9z7p1HvzqSSnc3BtpNlxQ5A8GFPh94lUpMWDSTIZkj0ej3LwxPg+zWDV21S6CTA59Mf+JYe3iyZ8+ywb3STetgvxJzv4CV2vSox9vmaJjCZMftaxO1Ee70/p4PeJ1vubSzQTMpLZ0AXqnexvq5On/pHFBOv+WHTZkkvFBvneToZYl1+JT0/iPS5/E/+BHM8HbFSIuETT+ZhkU0ww+9B2IiUm8kN/7FoTeqPvbkTXB8njw5PZKOgywTeyj/zN/Mvkks9xA9/b/LNDQVFM1xa7FMfMvygHbaI4oDjnbXFzIOVtRI4vySCbJEMfNU68bB7yJy0GOh90SPbT5Pc7ES6+ufkzuqSY4OdVbhTbekmSd6ciOba5+BzwLf4p4E2zQaDDVVoHbRCT8pG14tnPOWLZZAr8TiR/8j6VSjcXa7KsQptILhY48nZytuKrZNVh5F+Fm3Swro1MIuBnIyTrVq+C0629Dbavfb5auDYdqRuzbRDf1b47xvGTUMKxqldRUud6m0qEviNdGrjNRAm+6m3g47LZJfie48flY7LDahsvAoTF81XCJe9upUUOZNsCB5NzuQ3O6czZAkdcD21Mu+OGwA/GdHD79Ib/yKKXS9v8VyR7LBbhgLmZxfP2GhbPsoUf23rVQocmfdt2XXjLJJw9TA7ZQ5MiyUMBVAn/Ohut7d4R2Ja/6X3gb5Iz+XA/MaysbLCyqreplHFsr2HjPfA1Ha7kbHVBgLSTi0/xqDGxOjYI8RuNSChnmzjHTrJt0kMH3Fw5fWLjkdb/uCnOfEPyWZzjZ12pspaU6DWZ5Hep5PdlGq5dNz7Wk3zM/IwUiyfIu/hwn31Mc2OJr94XdyAoiul9XfHCVxsv9qp5Rhvd8RtDB2x50FXAtyvmUml9n842/r2TQX5lciUh2S+dLdd/vnlQ35v3L/Ykj/kf/cqTt52938H+Jlj8DeRQHhCNiGm3T7xLtq2hLwRfyiR8s2mb1wYxJwXrVXOi8lDnd3EVl4Hu9WqfGce8f6XSzYWXJUnZ2kSSXTwpNvtt0YhbEPCcu4UDnw9cBwT8bIRkvVqR7EVZZZCWEr+btLEdrNlsfTyPLCUsxng4PnjAql5FSZ3rbSoR6wpfblttIjhGcmm3+RT7s3MZARxf/oy3vvTiQFg8XwXkLD6Jl2fps9vhSM7lJ345m17Np4LD1qCB5wrwmwHn9JcxZXD7HN9+0Ih/vWqycQHBFzPa6SmlPX1MpoxCDUp3W+iPh4lvBR2RJk5vEy/bTTLBtuFWWOUvlIH86yyzyaVCJjgj6O3lKTVu3mxsx99WFwUCWcw2es//lCQoQDs/85TSnj4mU0ahBr1iN4b49r7mbOH8zfPjClGX8OxYkDUV/BrrTgYvk+zDVyY0et0cEjpJ8JuAZB3rvcaQh5IdXdq8HFyxoZjtZdLXdKjzS7XhZUlH10u+tX49H8kk/kTGN+2iw31sU8JpduJ22fAmmmB7IH/iORZ1fLsxosUM/5mHSBWbwunq+gmrdn0fqeT6lH9ZEh2w4PTv4rZeo1HF8TX+nB3XCqCbC/Xv5dkEPMz5Ft8Gsc3bSa++2Nmp8Lbw84yNI/OvNVn8+NkcXlcZFlbNJdM6aIMYI5NB/7oyy/md41sySDaNe93t9EIonhXjbPxoISqJbZ+DuoLxxkPj1s8p3o/Evxvrbl4RXSvWbBb0Yz66jMUFtyjvoWPWLtv2lKQwQR+TiUguntWHG9v64Eh9+Cub9GpzjmTjPud7vs+gwRcBwuL5KuAcdH3xLCcy8HV8bAb9fWOYnVkMgrIj74gernDeecWztlmw5fuZ6XkM9E/yNeJWZEm6VEuX0rnjPP8aONKHXtPIkyJ7ZqAG1dfm+hPPIgWE6al59HQPMOgs2T6xru2izPOXGUjPCohuktR76Z3EpH98dIq+Noq52UV3LOXxZGrZQTJt5m9+DIwMT9A+w3ZmU7zLLmY/7nYLNvq+jt25/uZ5jizFMTY6bTLFouKVYBMusVmfBOw4kDclLbbSHxRmiwtxdHcNYHJiZnXcbA6vq5srqPc5vfpER5ibYyzoGaB9xk0e2czcUIdL5OB4i4WrAyodXS/51K7rw42R9SRRRJY88d/szDz6eocZC5boX84+LvEMmtrJIH/e31yitmKxur9P8iy4Q6SKTeF0df2EVbu+j8tJNnHJNI/ToXrhLj//9PYM2twTidA4AZwdvY/5+HazkCzfJuBhso9i20D/CN+rEHX2U8HmY/dOhVScXDwL0Ugcw0PjJpPito0dxb1N4XWVYWHVXNom1RcVbfPe2tlW+Zsv/EXxaAL9vWOUh7IExWayfyXTzYX69zoMEMjuZTF56FeDAxOW56QuBCouu8JPOknacYPgx67g+RUbw0MTHO+jWJhnneB2XxPWbKb3wMTYPLo7GRtn6Ae+/WCf40fkfUWvaZjgsV5lycWzttnbYJ/aHxudQ2d7H8eGk8fmFTbtclH5lr6Q9KUXAcLi+SrhnEUOKedxBY38RkH50sVmFBWWoqWp213+oF081CjJt3Zi8bw2SN32xvp25GSfRHNjL5YWJIAbWNqtY1xBJ124gL5GN0Im8ah+kmm9PIKpl5s1yTc1tuPQwSwGtiHb5wudm2SCbUM+4s5OuMlQWFyI4sL5Szhx/Cy6OvtXA55kMXnSq+OmIdmvPPw2v73sbDUOPpeHsZF5439VDkKH6Di3yqmKYGf729TkDMrLqnHyRBnGx2Ztn2wkn7NjdiikZ/Hpx0VgGgwNjuGZpw/gfPUlk8/87TLoYK8bT0EDNwmpiaOg1+HhERwvOU0b1TAp0CIBjzW5XTz3cjukk8vT9ZJvrc/kucLLoRzJk9DU2IbDh7LR3tZtsU78y36rtrxebF4jxJedyRCf5Nd9XqYcPRarm5vagiPTYU1Ha3S9BE3XlyfX56p/cZPpPHhdnF9GQf4p87fZ2TnzSTuOx69+h6839wx0OvnS8MJNC/NRVJSfR3ZWgS1yaJvFCpJyHsm8kyE+VQBozIv30ZFpm0cVrxW3ZQI/rtZD+tCOZNK26w31I2Y9ScEuFgiSw2QhZqYWkZN1EuVnL2Ju1i3UJMeNZLq5SNZlAG0iyT5+t8ZOSXEZx89JW8D1ccIWDexAT9cTyf1s0F/At+xw/lw9SorKWOCq4A/2XwOS7aX2a6pbmCcVYGRobpUd7V7zWb2RQyTT6s4UaAEg5Z5nvQ3a01VmF863YN/eY7YoYIeoP5Fjia9aNExq40WAlyQPpM0ohId0IZIjugDmimfnmFo5P3miArsfeZbB64I5niCfon8FDiedBgkRnZrfdgfdYKTa1n/WxO4n99LTVbjvnidQXlqPuRkJYJsNOtZfMuR0kTxQ9dnr6nrB2yGZ0vQXbFJCdra0Et+79XY01LfbNtnDB4qdjPW6dtCVDfm5xXjyib22YCNZJIf5mN4Hn3cKvH95+M+SyW8/eCAbP/jevejtnjT+TZaU4eEuS0otnneevw0PjeC5/UfxxOPPYqB/1LbZim0QE3YqZApN0N6fPLo6e/H1r92CvNwityGN6G7jNnR0A+EvrUv2P33u6OjEY489TZ/LxdKik1ekQs7usV2HZHlS6XrJt6bLzYpn33152Tn88Ac/wfnqWsogA3J/MCyogh0LmURjwvwtgBahL9TUM1b/CGVnq4Kt6bCmozUKFJJxpOvL0/o+pXcrZrhZ8s3NLGPXw08zFjyDyckp80k7jgb0MV2vqTH+xiKdfOvlEkye2SUcOZyNu+68387Wuh2O/Dja0SCfKmp8LO7rHcHjjz3DeH3E4raQXgYJ6XXjSduuFwKlps2vnO8wGthZQMUtYWxkFnfdsRuHDxRhZjq4wi4pbiTTzYP6lu4khxsLhkBc032g2sW5ZezZ/SwefGAPi2fGQG7X4qYekqiYeP3sEDBj5PtIpqT+gsPEm/wqL+cUHt29H/WXOhGLuEOuBcn20gWvBbml+N5370VfD/OkpL7tqhd9NL0k+4tI24KD10F+pAf/6hgH0z8PU/0S4dxYmF+KW79zBzo7Bt0BhLOD18My7bG+jRc6wuL5KsC0hTqRIyryri+eNWmWFJ7BA/c9jrLS85sUz0EyxDZ2cvF85mQl7rvrCVSebcLCrJh3smjul9zuOJFkkLAiP1i1/Xr6jhu06+ny/iyBtNcVnDldgW9+47toauxwGyUPWbVjrier1wglW6mJ1cLcErKO5eGRhx/HpdpGt5EymI9trI6bhs38zW/f9+wRfO8792JowJ151sRjiTV3e9H9wtN6X9s5/mZXoRCDA0N4+qnnsHvXExgedAmZEuo4J1ezzw6G8UcxdAmmT8p02ek//sPXkZ9XbJ9N/MuwPR3dSPhx431N0Pumphbcd98j2Lf38GqcFqvu4VWOZxfj0smUTNdLvrV+V+cL830/brgnqfuK8nNWbFrxHHWXnmoxV01o/OxUiDc/P/oz0Lq3UVc4fPuWH6C8rDI40L2shzY6Ha3R9RI2XV8iP3kE/qV8gLq34jlAdGmFOcEePPTgboyNjbvjiHg8+Z5JXzxfL/63wvZ0KXvNc+45dPAY7vjxPZiacFfVWGzjOLL8+WaJsF2QP8VhnxsMDowwTj+OZ57ez/fDts3HgPXQtq11lDn4/qRUkQKVe86MzvKJLBZQDrsMnZgcn8Ft33sAB/YV7OAzz14uGSAwgqDNJJt/AtVGWf8/9OATuPMnDzAu6CDu4j4nu9ONFtMpkduZEXj+PHk+Pfnt7JUvxkbAu3LjrKNFHO9PoYHFs6Uq14h19uJLXnYp/uVrt6O/d8ptI8SD9KLDnG68zySTZzQZKcUzd3t5NEYWmYrlZJ3At795m91G44/Ryago5xlnA/qX/DLZli9wbFA8Uzcp20KsQYErkYjyVYHMFZruN9ccSopO4+EHn0J1Vb1Lyqg+BTcNIhtoplOXDC1r0GdidF0F1mzryAVYJ4+//KL0zHk8/MA+nD/XjqVFJ6NkskmSwdpN/CINPBfY196rDb//esDz7vtI35eNbUL3MOmy4O9/73a7fNvAr0v9Jq6a2qFwNnEToP1mNRGJRJCbW8RJ/ylcupimeNZhO0imNX9z8J+dXM5Iz+3Pxu237cL4KP2Hh2rV0z1ESEWcTwBkLFGyv/mJwQt+PeAV6vtJ35c/yzc0OIz9+w7jicf3YnjInXk2XyOrwfDasfD+k1w89/UO4ZvfvBXHi0/bZz+u1iNVP0FDNxzyE/durXh2xYlHc3ML7r9/Fw48d9RkcYUyd+h7JPma4vpa8Syjibxcnq6XfL5f8e7mCxej3bgRz3avY5A0nz9/Abfffg9qaurtwVS+eA4ezbGzQf40Jvy92roH9VzVRfzotrtQfa7GDvHFwXqs6WiNrpew6fryPuFsomJYNpEsIo13+aFstXv3k3j44ccwOjrmNhL2k1VJZ6F1xYDaWYPee7reUB+p8vl+1/MwO7OAw4dzWCDssmcgCLKbLXaqXrsR7F4LyJ/FYqd6i89PMk7rSqEhv9AZ7FsPCbaRjq4HfH9iRgPZzXkqjJZJ5is6hGSy8HV6chb33Pk4Dh08jpkZV22uixtJdPOgvr1cSYoOZNF48aqNMO987NF9eOB+nXmWDhxcziC54nbWkxK5HRmB58+T+vUUKDogi8N8a686lMjNLmHevB/NDX3mZ9eKZHvppaTwHL733QfQ2+0uoxZ8/zpu7da2jXIkkZdBOmQcslpE8rAEDnYrz19acGfSv3/rHRgbHecO14/mRot3/GCFuk00+uLzDU6vVwoWz1Iyizg6hChBBSuIQxOVjO517n2cu2S8wI4BpDDvUC8ESA7JtAHJ0RJL1IECk/sN2iidyKOg8CQeeugpJjGNtnrpJlM/yJyjrkCD3Tus2s0kPK+BPfSSTPafc3i6Pz+JyEtACW0PVqFOnz6He+97GpXnmrG45GQ0OUwWDjLKvlbMeGfR7KnLhaQfvdfgtY4zi1V5JKvvV6T32ubh+tbTD8vKavD97/8EFy422DYDd2fcBBnG2nhTYJO9lrHE4jmvoBiP7HoCNRfqg73cT2FEtLBtW4OEvJ7jVO2qD9+PyH+Wv4mkbH7Ui31mzDE/lI8Az+4/glt/8CCGR9ykr6eFKilbYWagwkeXbCtpuNzXRN7XrpOMAd9OHvWtvkR6v9afn+QGB0exb38WHnt8H/r63YqtCjH5miXW14HFTEB8SefGo/gNtnd2DOAb3/g+CgtO2Gf5oP5fs7Pee5uIkrdnENac2lX76cj5lRUlnMuWfUFDgWLxSMD3MlraW/DAw7ux98BRLDFOR1hwxi1jVgeUW+PI4pv77Np2sVLxO53tM4ukPlfnaPIufiiPZfcJzUXiZQVV1RfwvdsfwNlzjZiPkW9ulQ2XxaZE3smgTLoM05911YNpykovsHi+B1VVrnjWgvXl41uvyWMxeV+mISWqLz9niqRn15/MooUmjW+RFZNkSamBXnc/9iwe2vMkRibGg++o2I5YTNN7VzwrH5AMvi8vl5dN26+XfGpXfTgZjcSLhLHtngdgcmoG+w9k4Z5792BgcC2Bt4VBmel6spkBWDzgq8aHoAe8PvH4ARx4LhdDQ2O2zdlIB4i8MKk6St6XIai51Sb1xjgl+T49aRuPCI7XuqDkGRufw333P4PnDpVgfGrRtbAaPzy53E/vXTs8KmjHyOD7VSYhP3f9ZQbqjwwz/zUdJvdNsjggwUizMxE8/tg+PPzQY3armsOaDSyPNUPqy5mE2lvTgeszqR+9eNILd1nazNe8rFN45MFDaKzrdYtJBs0lIt+e4N677Wrb71tPa/v5iX2UFJ3DbT/cxTnZ+ap4sNzC2pZO1aknHz+cvi4jtUsdrqzo7LPiURRxdmJW566lyApyck/gVhbPeqieYEW28eTacPc7630y3zsQYmvVZvpPPKsWY15A+Z19Ce1KPtaLZINNuorhJcsrLAKZeC6zgRj/IlReJMbPumdK+at8VeRrIdogwYnZkgp+1IBKJNixRUx1rK3PFyRrJZkkh3OKy0lOKGXMkeads3Hg6goffVNH5BSdxn0PP4uq83UsqgOl2R61q8RLAW2Bx/O7KsTN4TMFhXxN6r5PMpYspplHwyJGntk/eYhTnjh5EiWMxLO+C5worcKdDzyB0qp6zOtnNuzbgX7Et9qzNtWv2pUjSj7pR5dz6VX64nfsuAxhnUz6IJ4XuFkkn5b8BHe5Aa7EGDhTdgnf/M6PUdNUF+ymNGzDJh4d676SGeJ/mSBbyyLvLq+U9jVe47THAvKLi/HgI4/hXM0l7bTt0ZUFjuN5xJZ5nAU4tSFFaYx6f7TGMgNrSv85v/DFhSfbpgnOkkTyoUPFFI/XsfI3yaR9Tzx3AN/64X3oG5M/akvgz/TVZYsz6kOyuO96X+MUy23yNQUr9cn29W+btCV0jLo10gf1IT9T/2vjRcdpFVxvBjjR7N2fx6R5P7qH+rmN1uEEY0+oVL/u8C1Jx25F25KBSJV7I1KbUQa1GB3PjXegt3ccX/3arcgJLtt2tpMvevlFei9b6CFC9DNrjB9l9qT2r5aMMRsM7EuTnU14KogduW3sV789r0JEVYu+Y5rUWNACYZx/ETR1NeK+PY/Q5w5jlsEhzg60XfIsy99Wq4A16LsuRirOyNckb3CMusgUjGUpTWPVLWrGTd8aC5TfKjPyFycPHO+S7VTlOXzrjj04UdOFCe6WNazw1+RkH+xfxihz0IIfZ6HEImOWGKXvxZZRVdmEH/7gQVRUVNs2m2/pW8vSveKAhQLpSDbwScrlNrtmrAqrduVnS+xaMUv2cCWF802+iv2ge1M93+s8xDRNdN/uvXjwiacxNDNutpQvafFcdpY8y3H6q3zbjKXY6eOLJ8kpf9AxbFT/2In62Yq2Azd/q2/1EYwl+ZnIdCw/03hfweTsEvYfKsSP7trD2DYlVghqg3bjtLPqb5mEmtuKfDzckHiMFpZjnPDj1Dk3Gbp6xvDonsPYt78Ig8NuMWDZ9O/zCRmXGy1Xk49JH94e1Aj3bUXbgo4zv+YbI7WtuKU4rPnOk2zCfUpedBz/yXXka33Ds/jR3Y9j35HjGJ+NchuPTrjYIYpSHpFinT7JDyWDyWbMihHJqe3yU7bBYxN8VRGdGVCjCfpSXLdnsR91FbChXCXBilO5tRbKZ+cXsXvPU3jwgd1YXAxySfLv/FF+ys/Gs3u5VlpFygZlIvozSD1iw/jmNsWjICZpqOQfLccjDxzFpdous4ugAjMSWUCM9ZUOlE8p/5ctY9RFJCZfU/7k9J6e1JfuQa7Ad2+9j34bPMCLG5XrubihWJhM6s/7qkjH+PmSOo7yvV0iK1+ZQ3R5mhwwFnO/jpxdiuNoThG+94OfoL/fXZWhdpaXF5g3a67n981H5avJitH7rShJwdcbYktiijXrVh8WycUMookJLMUnqEPpilbmLpt69R0SXdHFdh6tXDSRmMVLFBjiiTksUAkLK4tMvGlIOrMFcf1w/CJ7WSDN8r3aZQMJDlYNyBgpEudAZBK/wsQ22YmfHxCzqcakDKZdT17behUpcGrQymk4kTPBkj780dqbXVSGux96DmXVDVShJj0GX05EK9IrZ5YVOqgr9BjAqUPpMlNww1sDMLC8F1FiifTeAqRS4iiP1KLJIpZW5mnqOb5fsO3uQOBk2Xn85MFncaqqETMsnmXzOH1ExZAlMDxMTuVFUKtKLl0xo8u53OBygZlvMydqkkxqVMNcCxJKsNQ/5V/tz+lCvxZ08kwTvv7tu3GhuZG7dBQnFB5jz9fhq/9KRoj/ZYKkZrtM3j5zfHKcSs9zkSXkFZXgwV1Pojo48yzbRanzqGxJn9OZKrXhroCQHRRMZV9uzBRWm5LPON9TYqlJV+RGBvmwRFcC8YX8JHQmmeMnxvERoe1ki8dYPN/yowfRM7ZEn5TllDRoIqXMjDUrzEadv6lT7VMiO8s+9dAa+RvHph1gXbq++H4r2hI6Ru2Zz+mD5PJJrXxPHbljrLghhoYnsf/gSTz+VDb6R3XmWemPFq2CfrllOyS7b0XbkoFIlnkzUpsaLxElmRSaHzlRT+Kf/vmHyM0/ZW1JGhWaLqmXcnSU3ssOQVK0OkYv7+NqyBiz1S42qlOq5tOOB5cM0C4282m/jiOpf/k/3+uqjSiPX2TBWd/VgHse3Y3HDh7DDG2qw+SLcYshjM/WFr/n+zcxNPLkc4rfge19bOOLvWYC1h4blIyUxxX87Nv44U7Nz1Hus0SMuiZHZ87V4lt37kPJxWGMUfXyUDuDE2U7PFRtqtlMUaagOKx4EaNd4sHYkWjnq7txx48eR1WVWxjU4tgKfWvFfIvH6VBzfulIepDEJjUpg1gVVh3K5vN8p8U9zZ828p1/UOdab9GrNmhRXPOlvjXJsHvPrn144IlnrHhW1NNMmVDSqQ7o0yucX+3V4pfk0EKOilVHbpypcfYontTnNmk7EB/GiziWTuV7NtZIGme2OKn8YAUTczHsO3oSt939FLqH5+1bNhZ02bmmGPnbdTDDViR32JJ4ZJy2iVMxnsWu3gkWaHnYu+8k+gYm7ZgY5V02kv5lF/ZhypQNZGgJacYmZQhqSg5jJGZpEfKqqKMY4HM7u3rRxgC3KC+LcK/Mxq8NT83jzoeexlOHCjHE99pmvsi/xcQC5pjvL9JIMfNfFW/6ouuLnTgyOeUNKrf9CRbNc2IsA2DzJoPGreSgOmP0G51r0m0o7upM+T97jyXw+OP7ce89D9vtApZLkp9EYhpLC1OILPKLYtc1e820CtvA/4KNbnTojxALUgVpOcJiaoFzHotfA2XJPliG++89got1XXaoQXbk/KOfuY3FmKeRYrpySDrmmI9rwZfvnY7lV/KvJDJ/k26AvPxzuOU796G7z93zLH+1y/gtRmgAKh6K9FmxZH1bayc2+N7mUkml7aoBZvitWX57yY6e5/g/knsc3771DvQHV2Wo3RXlocuMhaxxFha0KODHgiQO4tSWFCj3ekPdSK0SSKwxrsVi89S5Fv4mOYwm+H6S7xnfaAf7jXSqzi520vFeHP5n8/4Ki2e1qAR2ng3NLi9wWuB7FngxGmpZl7jRMVgdU1fslcqxS4v4de/aEa1o2bVJbFkGuEG6yAy8oZMpGBGrJG3rVdrTexGd0lb7GVRpBOUxSoj9EdmFVbjr/qMoP9fKwREEPAYIJW/LTEatiNE2jgKzIylTelMzmhKCKX1NJO8AvkPu0jFKyFS0LHKyFlkxaV9yOF1Wh3seOoYzVR2YXuSxtLEejmarTLI327IxHbSp+3Gdh/jBy52WyLr9RpmC+lTflMlNMOLdr7CKP+4zUVznS1T7qdNd+NZ3dqGupZNbGD7Im+Yo5QgKSk5zm5MXY0tigxkhqU96ZqO6tFFnL7kV80tR5BecwSO7nsOF2hb2KJVICylnRfifFhbd5atyAFNK5pDcnPjlBvEh0p/TRvCij2RBSWacSb2uYNGfJnYd/8SBHHz39sfRO0KfpMwxymtnzyUzj7W8MnAp6UYThjv7mVTMBH5pxP4u02ca2hbUntQnkv+zb/WvxMTmHvUV9CkM9E3juf0VeOqp4xhgIS29LMY5xiQDj9d3Un3rakl/20E62S8j8u/rTiWY8iO+oKN9Gl/957tRWFhubdnTTgMO1iDlKD7SSAqKwfgUe2n7ukKyrswGfC8GFXwVW41L+Qn5EfNOuWvxQf4fc7ErRiMtcUNDVwfuffQZPHkwH/NqhocqnXQJpTpRO/zHtxp/5lbqlhtdKStSf9rBw0V8ux2kky2Z1K+TQQzIv8iRuuFHi2v6wITZFrh19pkdl1U345afHENJzRTGKa+lTRxjy/qJQemBX+G/zFEKz1dL8iBfzJivse0F1sdVZQP4yW37UF3ZxC1UA5M0N6doDuVxMpHpnC1IKaukFjKI1ebU4cbFs3iRr1gMIB/yD3mS9s/SGPfu2o8HHtuPoelpbld8ZB5Fh5JvmRxmYMolI8vubEjFtSKcm9EkJ49RgwHpY6o+r47YnOvefM36Fx8SWb4TnH1W5idWx2eXWTxX4vZ7DjJWSydih3s0JoNpXx/T97WetgsduRXJlzYl9ifVmbr1qg9EX+80Hn/0JJ7bW4n+fi3QKAKoaBRR+/oej5V7kWlrzW1QrxmEmhNzRvwgPzee/Ywqj6P3MIeMx3Qihl7B42IRxTb39b7hKdz54NN44rkC9I3Mrg6JRdpmgdXAIidfLf85HySpD5OLpFf1rVd7kR68D+qTDsoArBnpVIU/O1RsZk5geQo/xslTlAItxZYxx1iwa9ch3HPPY/a7yfpuPEH5GfdiEVHUviMZ1ey1kgPfaSC7wWzkopN0wE/6z3ZTf6z6l6PTjEdz5IkjnvbIyarAvQ8ewfmGDixRFl3ZqMu3NYwUI3SvsK5+0By6FEsgotqATXofdWODn2QY+ZknscWXvLxa3PLtR9Dd4550r7Frl207pjxz1qKROcEaOTn8Pvei25xUC7oTMPqTj6h4Bg4cPYWvf/MODI64M90xXRlgiT/nUwq1sMDjlV9yi/MR9e0+bU43CEF3XjUyYCKxRD/TlUwa71okYzGtCpg6UN6ptUyaxmKENCU5F6PcTzsryL1kRT86zj06eJ7KmFpZxGhimqmoVpo4xFbm2I87WCtwOpGvaUPTh9YgxYf+W1mkytTW8wriV2pJR4G2V98n76M32cowQ4+Uq8HAzdIF3yKn4DzuuS8XVZVdts/A/T7xtyYIDUB9xz6qiwzAc73anBpXJ+pXJH70mQf4/rVJ0jiJ1vNz5kwD7nsgH2UVvQxiCrTcH3x/te2gTbVnZLu101pyG3Sc/16moPYCuRQTktkxlrhhNfYRWkkqPT2A73z7STQ26zJabuM+zVHBPMU2fFjZmNTctojKyAhJDjYoMv1LUGJpIYaC3HLsfvgYLta4B6BJjhi/YLWFjtf3qANXPPN98N2MQm16Un/BW6ned2cyaENgIA2fZH70HeGZ54rw/dv2YmCIkyf3a/xI7lWlBg1rLNl8wm2adrQEpGneLKRjuN9I/Xo9bkLbgnj348jaDfoX6bP4CngT+ntmcfDZ83j6iVIMDLqELMLKWWuN4nG7/rYd0t92kE72yyjgTeLyrQM/d7XN4uv/+ACK891PB8k28kfvk6YDfVHfYjumf+lKr/yYtq8rJGNI7XkKmDT/8qRtIulZQY3HWewVaX+wu6V7APfvPoSn9hUxseQGgrmajZlV6DPbsQI62KdDRfxoerL+/Mbk726CdLIlk2ucFMhn/Yr4XnxYX6qOrUKWkoHKc2347o9zceLcHCa5SaIrqV6e5xd1CF/4L3OUhu+rIfmvZNMJcq/CeeaElaeH8ZPvH8T5crcwqMU/pxQewxezJzcZaXMyc5nEanviToWiMh9duq/0UvzzkMv6Nqm43/HL3BL3PcLiedcBDE/qCil3qF1RpGa1ISAvj9r0/maSa5uO0YeAdEw6nV4p2XgnaT4Urfajzo0BbuTEz//t49gUsPdQDX5891EWaLoSyrFv3wnGnOMvfX/JtF3oyK0oOSZuSDzQ2CTDwdDBYO8Mnnq0jPH6Agb7dbWc2lMpoqLR+aedoJNM/J7pR6SGTPAMQUKoTSN+ILPSkZvj1hfPCV2JpW10jASNZnzxa919k/jxPU/SPicxOh5Z9SfNp7KtTKNUXWtvinciiyn6sl59/9rOFx3vSYdkEnpGwNICZZCC9Y8dih+3Lsh9tM80zXH/A0dw153PIKKFGcIuu+fEI/40/2hB2mIxP18rOUhp7NwSdilDetfZWr3KJtxE0q1oy6yZtKAWX56x4kqjJEcn0B4+hIq6VsxTDhXPukhIZ9btYiIxribYxvxiAvMUWJtkB5ODr55W7RHYRPbMy7vE4vlRdHcHxbO+p332ISB9SH6fRKtv+Z/4UQzSzwMucUCoFpStNYz1Yw16YPuhY+fwnVsfxMjoJLfKl3QiLcgz+VnzkgpNZ0Zr2Y7bURCvtIV8x/EonbPoX3a3OaqyXWJsX+SkushP8xxnrpzWEtoyFhNR6mIOi3Z5fQIvWdbl2JRYdtG6rtZEhzGFMUxiIj6KsWgfxmK9mIwPYnp5nDX6vC4KxeRKBNM6Uyke+OXlOTISPI35+QOnwMtpK8NT4CAr06qfFc/8inQoymfx/MD9eaiu7HSn/QXtMC+j2UQKiOxK31OPW3a5TagZT/afGlffigEi8cBt1rd450E2OQS79Nm+q+/xzemSOtx7VzbKS3uwxOLZBpvaU1D3sxDJBjo/GtlfsEMNcdvqR73PFNRewLj6d9NLkjzsS3K6h9CQJ9qi4hSL5288job6Xm4L2OJuDXwddtlEm4Zca9sgKiMjFOhWK8u6/No/dXZpNob8rDLsvv8oLlW74lnyxmigKN9EKJBNjPoeSUF3NTJnEmrOk5p3L6bbYJPxpSLENmhHQOsSX+LZZwrx/VufwVA/5aQR9T3Jbv+JdKy2kcy2tklJBYtnTnS2WqtjkvwirU5TaFsQz0G7xgO/Z2cyxIN4CeQxHomRvnkc23cRex8/y4TMTXLqScdqMt2uv22H9LcdpMqdjsSXxNBVJjoD4NHbzuL5K/ehMLvCPss+SiiVuEgek8mO17dJeuE2e92mHbYitbPabtC22TgdiQUlKjreE7cLGkItHf2478EDeOrpQiYNbrvFRGZjbtXf9Xd58az4wmgjnoJ+bMFEJPG3gVS5UmlVTrXN94plmmutuFef6ssKZ25UVkycq2rD936Ug9NVs5gWz9ymxAi69UqvfOG/zFEavq+G5L+K25IvCG2IzAPnS0dx5/cOoeZss9tokFQ8SDqgbjTmbNwFm1cpkwjaczOLChb/bJCkq3t4zCrZFh3L/WYomoCJ8/0P7sMDD+7H6Kgus3fwvmVfCUiyWGxgY3a/qjar3WCfyep9w/pMr9crIbUv3ZuPqWm+WuwN+tEBdqsW/7RvdEIPd6zGj+86jP5h6cJJbN8hwzYm9D5NX6m0XejIrcjHw02JB0qn64rnHhbPu0rx3FPVGOB7gdzxeJ13pg30HR7vFwrtyge+Ot3Y4UQyJ+lom1B7AUk9a7y74lkJv3xLJEl0tlO/RKFxoG5GRudwx52P48ChUsxMsxHZgmS5KhvUYREKoocKKkewr4k93682iIL+pSvTAekKpNgSas2KGYqheUTP2IiI2InCcZSdK97NLQC7H8llHrofczSNxWHyreJtiXIsso3gHKDxd61k/5sDS78kG8N671YrpTHpRcfKJvEV3XI2TX+axgILsUXydjCnDD955BDONXdaXSWfswWCQK967on7JQfKSeYltx3Dz3pNN9b9d8XatRbPIr2oLz06QzaIUdmLURaOsQjjAKMceZpnQFjgvvyievzgtj0YtCvoeCz/i/OYKJ3Oe6KeJyx77USIZ/nbEifEuRjLYtpUY0oRfDG+hPm4ThdHWTpHWOPOWf07kBhFf2IEw6x7p1j1qqDWjYg6rbywHMFLeDQlliLAshgYX1lCx/IgLs43oXy4HGW9J1E1cBrVw2dRN1WLnvgAG57DOJuYYAG9QCcw35K361Vc7kiIMe9JyR51BXAWsP/sXg2qU5ed2ATO7b6HosIqPPJgFs5XtiGxxC3aIcennnVfUyJK9cdIHPgK4Jm951nkQq198kypf1GwWQlixAaJLtRe+3NP2uZBOo44U1yL+24/gsrTnYjq8r+gvZUEj2XQNtlJNtC5Sw4ql9RF/S7YaFitfS+jYJs+wLiJxV1y4iRxq2dGPoPmh2oWz7d+fQ8aajuDJtzqmZ3ltHa89jYmJ+c2iHbNDDnebJLhf+5BRtQuM+SiY2fx+P1HUHeuzbYJKiSjK1EGsziiHJ9mn4Apu/zZJgVtuD4IulpP/E9uZQg2yiQyTYIR152xBPY9lY8f3vIkRvv4Wcaz73A/Y42eKrwqB8kmGxpfdldIc4ktfU872LZIx6XX6XraFsSL2uWrPSDD/Fzhd+3sRCCGYaxvDtl7a7Bvz0kMdrunVOrLKkgXKbNdLse/ZN+6WtLfdpBO9lRSe1L9IqviJfmbzeDAUOcsvvmVu1F4zF22zQN5PFXC/fYcDH62S+xpBxv7SXZwx6bv70rJ2l0lcqs+SS4GiJxGBEso+NbHCdtMUtLW3NKNB+7fh2efKnC3DhO6jcA9AZkFASdadaHEzskmkn6SElg26ttebX8bSCdXMq3Kp/atR/XmoqlsY33ZBn7SJTVEZVkLvvf9IzhTPmGXCYuVBJlf1sqAhFBz3JYxSsP31ZBsphGkmUi2E3Ql+oUzw7jjlr04d8r/MoJ6dRrQGJdNaMbAJnIy7b8OCJq1pNnsrgQ6SKKD3fIzLVA6X5G19JwGzkcKcMQSk6uH7tuPRx44gImROfclkj/ro1hov8hBWeSD7unIbhbzfr32UB4ev0qX6/OqiH/yK3MpvldU03lzd4+9+hEPLr4Kk5PL2L+/EnfedQhDIzoTz+9xzpElZRctpNmYSO5jA9oudORW5EbL1iRp9Oq7H+qZxtOPnMTBJysw0OUKEhnFpcr0TB6o+G5k39U8yhYCGZQzbUXblVWHJZMPBTbH8M8WbXTiSs8BsZM43EnosmDpfHx0Frf/YA/2PXMCU6PklrEgwYpUP/+mXxMwL2aet5iIsFCVpaWJAHrDNtY26KO8T/2KA+3MBOhJZGxJl1/zk4rf6cUEZjkvKprpsvJ5jp15JshTU8Dju3Px8P2HMMf3+q1nezI/j1lUMcQ8J0JF+QhwreT+Z2sqbDyZ32uS0BiQLmQPbdVZyTlWApN8nbECa5r87T1agXsfz0Ft54A9MsoevhmhpuVA/Cc7LCws2qugnMDOpHOfrOHJfMY7gEj/aIK8/Issnnevv2zbdus/8a52bQBqY1pos8j5NvXHhpdYRC7oXmBKuBClbmkTTR+5eefxjW/eje7eCZM9Yn4kT9QTk2gnftaix6p3+MaTSfCvm0IHqaVM+Zog/9CS5xJmV3R2WXf8Mw+jzAuSm+8l9djyLHqW+lE/2YTqkRqcH7uAS1N1aJlrw3Bs3O4I10nj4cgMi2eNPWpDAXOEimuY7sGZ4RrkdZUgqyULOc1HkN96FPltx5DXlo0zg2fREunBKKtuPZNtnhaz1W2R84MdimSDeLrckuZr3LUp8aAVu+d5ng7LCUOf3dcNRYUV2PXAEVwob8WKnnrE79hIk65ZPK8wM0gkOOFwUCqQabf1mwFyg45Jn5EL8DaqZBsbTzqQR7HvGAOX3F/3btmT9Zb1EAZlXTyQhwnlJy5h14+zUFvag7iKZ0ETgb6rpyVywGuiXEsuFdSUWOjSBhHdUu3pq8HXt4N0sqUj16eXWSFXk50CsoZ1kHrYBEMm+a+WxfOPvv4YWi/2uH64UWpxkyLlWG3z2imV12sh2dV+r9YuZRDx/6kYTrKQ2f9IDlpq3GKAg6Sm/LKx2ZqbRGqFE5ae+pja/tWTxoJxdxk57a+Rm96cIyiZ0FP7l1U4S/EBjjxbiLu+8wym+9m4tkuR9oa+tCx/Yjvs03Ss3WxzQ3+TG/N1Pb+ZIMmriKmQqzGkBRuXWojciAZGu2aR+0w1DjxyAsPtetAGv6zjlrXaqQRIY8WJmAlKz+uVk7MmRxPHd5Tk9O/k+e4/3oeT2ZX22cQR8Vh9R9ZVPHEP7WN8pI35xihzdpC/KWp6bbtUfy3mOXL7lMhLEnoJJ3et9KsNQfx0tvXj8YeP0OeOu+dNBTu0ULOyIhlk31Qb6XPKYo2+k1EZPVlkMllckiZPcyPJ4roSL2XMyo6J6tIm/JjF87mKScyzWDNedZ1glJUoj9N3kv3lWik9z1dK0rDSGibyLAb00ByKB91Wdun0MO7+9j7UnPa/YS8Fc87RQhrfK1Zb4md/srv05bC+j/S0LehYdmsy84OLZd7PAn1qf2AOd/moxgvtoithtIOIzQKP3X8ETz2chdkxOps2iweLceqD3NNGuudQOYXzsTVyRbt8jdYnQ47kByJ+/1qJf04ylxEotXQk2zifV3rpFsSBWRYxRw5U46H7jmJqQufWKL9dvkq9sD0tImzXR7YLHboVmT02Je9vbk7iFhIwwiJk/65TyGa8Hu1zl23LOJpTNNadbpTm6lXxXhdyBvZgPNcVN94PNqJUuTckHc/XZBKnjsQ1bUTf0tPp47aQzgMIy8OJ2YkFPHz3QRx7phyzo4oR3GhpnYsbkt9ZWDdhulxJGpFm1D9frFM3NnW0yxHdGHPHbEVbQ2dbFzEfm2PL1DC/s8A+7ZVxb1YPoQoK6wXGgl30s/t+/CyigWkUG+McJ7qRdIZ56yzjnM5UB6xfE0luE8IMJ0fWyJfmZXNFYcYb7tZImGXNNJ9Q0TzNwmqa/ChG67lHF3HPwwWovNhlnwXlO9ElysSiVH3oJ+rcQ8JoU+YDOpkl/Urjjpy11bclSbbK5sZ7Xv4F3PKdh9eKZ5H28Xsag1aQ6SSJ5pB1scKT60nPmlAuIlriPLIYn8WSgpW1Y6Jjifo/cuAMvs3ieXTEXbYdYR5q8ZrSLdEOUxHZS15kLJoPb0bW+IawngPKFEzL5FY+E9x6TJ3qTmdFL0W2gcgkqvvrkF9XjCPVR3HswhHk1GUHlIszXeVom++z2neUPvcS2UTC6sKblul+FLSeZdFcYsVzxXgFLk2fR810Oc4OH0duazaONB7DyYFytEeGrHjWFWG6bNk8RK87FjKITCvyhrncgpsaXn5ovigndSrXRK7iWcPLoyivDLvueQ61ZS1uhKlLHa56WzfX6UEP3KFBoZb0zbT9XQWtFZIaiC5hsoiwKjrfKxjQ8GtTZYT/050sadRBwfFktbq4CU/eUYi6U/1IzLAtjUtbVtaxIg5zVs6mAzXNz+rbCUxSVso2vV6dsFuTjt2UeIxLnkQctFrEsElOa0oaHkzG+L+mCOnBAglHyKXiQdz99afRdbGfzLINBiyXigeiadsW5OTcmtLyfTWktsibe0BDMNC4YWl4CWcOV+DIIwXoqO5xE2SE0nBCdQWFplnaQ18WSVIrnpWAcVO6vq6U2I4L9D7B8+QCv/NFnwBqonCf9VuCenieGdH80vGY/fRxPPid/Zjt5mfaa2VJx6iyscFD4vfM3upVU4X60HgKimclcJzwjDe2u47XaySbSyUvG3YyuedAuPHjFmtEroxksdk+h8KnLyFnTwUm2pltqgH6qXEtGdiYic/Nm5H3p60oHc9XQxrLLoF2McQUSdcbaJzFrX//AEqzq9ghN9Mcy1oMVPIYSK14kuCUlGDx6R58xI1BuxkhycoevE+lklIXT0quVPzbIiV5VAFNNh3oVl2NA3jmoRzkP3vGPSBcQ0v3b0gwm07lV/IvF2ecPRTrqBce45/sr/FkvuF53Ab54zck2VMHWv8+1ZVFXKprZ/iteKZhNIkTtadb8NCP8tB0bgGLzKlsfKmwJr9WyLG9VJ+5akrl9xpID8VS8Ry3wpgycVt8Aqg/NYpdP8hGfUVwVQ1ts8Jk1R70QllkE0UUlc7yOxcRpDcS29iK3MFb0yqves/GpUdHnPO0XSzzVf5h7mONyy78wH96GxsHnrw3G/sfKcTCCDdoalTy5E/XWHv0YfmWxRWdVQwWCmwcyucoo+Zt+Zte5QPih9/filZl2IjIhnSqBVclmL6w0gwq/VqM5Zi2e58o09zwMouzc9hzdxbmRikMfS0anWI7isMurqXtJ4XEW7KuN6M0my6jdT66Acnb7Hk+JBs7lGewlcXzw6eQv/ciJvu18Md/zA1WHw5HRt3lxIoyegqxttMmNvY5rnQ829mMvC22JPGYhjTKzeftPflg34vRJcwvkh893YjbhaneOPY/dBLFey8h4p7vhMQsfS6AfhJpKSb+3UkTN3aUi8oHeQB5kKLMv7nXxqaR/G97/rZqkA1IL3H6s07Y6AFm05GonQEUl/MsKOd1gsmO0oHA0w8V4IEf7mW16jYJOlqeaoUQdaHvptr6asnpwX0wmSQ3+7HCWdriLmW5C+RVRecC/X6e857H6ZNdeOSBM6g9756t4xGNMDdd0vxiHWBxaR4xFc0cyyqk3SIF5y/lsyK+l8e5X+vRXOxiuCueH9ygeNZEpmNF1Aq/4wrmZHKW1VwSoXMuJugJlMN+/UQPj56i4+iyWIGClhyrwR3f3Y2BruB3nqV9zoF2oTPj1Ay/M8e5SHoxfYk28XkTf0M43TjKFFSfiD/p1C1E63oZzfLTfO1l4VzRdwlHzxegpOUkLg3XonWsAU3jdagaKkdxWxGy6nNR3FWKxjmdPI6weKYiF1jMTSRmUTPShIO1ecjrOImKqRoM8m+BWcUUhtGf6EL9dB2KOo8jq7kQ5UMX0cdgqVAphelJprqXd+dCvNGaVNyaYS7nN9m4q+8DMmcwh9D31I4mOyVmdFkNMm3mcacLzuGpB7KZxLizmwbl/yKbNOXcrlErdtV2hkjtKbWUg1gyIabEr0QX6b3xygHFIxQKtIrpUn81EhynyEB+LxZ2Y/8dpWg5zkGjBFPzjQoaDUp+ly2xOSeHurL+rAHt18DVsS4oiz+DDtmCdOymxGP8RKKzq0rAJI1bDHBJplsFZIgQr2KJ/DfkT+DBrx3GaINbQVumLEsxhqugLV+wbEaBCreky3i+CvImcUQhOEm4SzW5YQSoOHQBWQ+cQF/VmMVL+VeCE5E7OycPoJ74ny1wWaNqQ8wFH6+V2I78xnwtiZzBzTvss/aLbPKhPfRkR3N8MSi+JQ99Lmf3Gey55RiiXfysepm0ssQoY0/a1YGyJ1uyhMX5njsb4yaXFa3k0khXnLBsg2R7La4okdLtGtav+Zw8Tr7GolMym+zARGsUxx9vRsnuOkQ6aQCTlQlpTIUdtRK0uRUl+9RmlMrvVRHbUfG8xMlUsYEtu4FGOwxdiuHWzz2MyqwL3E64+tIuR7On8POj2dfSGY4+E4Abk9u/VhJ/gSd5n0om52GOdGniUoLJgMWGwC4SSb5GV+o4P4Sn78zD8afOM+N02yw+62wtndGuKuB3fZxxC2vyOcZW+ttqcUNf8LZKy3Ma8v65Iek49sl39mdJjpFbJjCJZHTdZKbEmf8uFndg13cL0VlJnpU0SwwOfP2Gpy4ftrmGX8kIbUeGbZLGs8UECaHGaZ9lxramkmk8SnnaKwaoDMoyz06pZP0esl0GyW1uBAb64J/xJd1tg6zNrYjwthVrsskqqR2ybCFVx3Cbbv9xzwlwX7J1GBGnm/33lOAwi5qEfrXOxzbVo/JHA6UwPSiZFrn8wsU3xhvJLmJnFgNJ8mkvz2aUTu/riMdIRluUIB8uI1BxorHEPsmX/XSbDuLLUi+QvbsGj/8wl/JQXvURmUVCRRkVYeF9GyTe0uo9DaXZdBmt+udmxCNVoFhRokHNf+NtcTx331kUPFGPOT0OhWMnNrtE/qQB6UHLBwp3+paKTrcoZ5dj8/uZJKrFYo4n+ZW3j97LXXwYW4rHsbDE+USXO8/FUV/egfu+tR9f+cCdOHxvOWoZE3KeyUXBgTyM9o1Y+xHOQUsRFacqnBTnXTR1I4jQf1SU+ZZtd3HVxhj3pfKbjqyNzYhwLTNG0xGmKMMihVxiBwv8rKuzpiZmkXv4OB6/5zC+/fkH8PB3D6G2qB2Hd2fhTMFpTLPAUxuLVIx0Ib1dZutrIcohMpn42WnDzXOyi6YLf3+2Fp3mWUc1N/dg7+NF+M5XnsXu20txNqsNuXuP4/Az2ejr6md7lC2q/EdKorxa+IhpCVB1lIvzIndCyJHdGqrxz1cxIl5UPH/rlodSLtsOOOSxThs63jFvtkwh6c7FT8rBBmRfoa2xEXf/4A48euduVJdcQFfNIPbeV4CPvfMr+M4/3o3sA8UYHRo1TUT0y0yyIeOD7KjpyPuA2Fh9n0L88ibQTh0kyhQoM/nT7aa6dVF+r+JZP37YF5vG2YFLyG44gcKW07gwdpGlguoD5XSzmGD927PUibP95Xju0jEU9JSineXzS2SqSVbdTWOtONVZgRO9Fayuz+CHB+7A/dn342RTMXpmWymGnkA2j7aFTuQ2FrMKL0bjdDeb1no4EyYmKe5eH2eYnQVvDDlUkBAapfCpj56uFEnfefqho/iHj/0YR3afQGtlJyf/LtQXt6P0QC1aKlhQazLdyaCaBprGcfK5C3jwq0dx12ezcPi2apx8qhb1pzowN7JegKtRVyaRrn9vbY/uxiGc2luPJ79xFt94z26cfPQcKo+ew4msMvT2KQg/j0DBRhvHcejeAtz5hcfwwJcOIOuechQ/UYnjh8oxGTwt9PmCFcb/moJGZD14Crd+bBd++NFncGp3C3IfKUXp0UqM9/r7hXc2vB/OTUdRUVyL3d85grs/k4U9Xy5G4X1lOHTfYZzMLcXMnCbLnQ1FSY+liSgqc5vx0DeO4W/+5Bt49vsFOH+kHsd2Hcf5442Y1o8Kp2AnjKcNojxm++Mo3FuB733lAfzT++/Cnq/l4+Rjl5D76Gm0MF7bShqx02yUVh5+6K7lnPxYPm77/G5864NP4+hdTTh4fyn2PXwUzTWtO0+QzUABey5O4MgDFbj7S9n45gceR9ZdZ5FPXzvCpHm0a9x+5k6QWMkxfidA9klGgrGt+/woSp6sxdc+eC/u/vJeVB5oQcGjZ5H7xGn01DG27TQhNgN5PV/Qise+V4BbPvw4vv/RJ1H29CUWnYUoPpyH4e71Z9p2Oljro6G8F7u/l42vf3A3HvjHQvraRey/NwclR9zv2QvyNUU5nz3uFCTzMjWwiF0/PIzX/8aH8Uf/9YP40aeexbc/ej/e+coP4gdf+TG66waDI/k9CqTvXh65bw40BLx+PfrbRvDxd38Jb/jND+F9f/AV/MsHHsJ3P/Yw3vJb78ePv3YvJgfdaXV952aFuGT9L3Jef2pXLt7+yi/h9b/+Rdz60f2483P78e6XfxIf/YvPofrMxeBI4lrGPDstKmzDj24/iIH+zBcTJUeK8YaXvR7v/cO/wgP//CRzyzJ86yP343/+3Jvwu7/0ZtzyxTvQ17rmS1cEGuqmFM9qUjqP8W2MRT/rVdWuEyzGaqfbcKzlOEr6ynF+ug73H3kAt+36HgrKj6FtuJ5V7wR9bAk9sR4cbcvH3rZjKF+uw0t0rf40xnGq5RSyLuWhbbmXFfY5/Pln34Vf+YNfxpve+zp8/55v4/T54+gYb8NEYgpnOipw6HwO6iZaML4yycanyYa7DMStlGj1Y22Fw9PNgzeGH6LeMCk88aNW8/VD7EMcmGOjUxgfncZA3yTJvZ8Ym8LQwBQG+6cwPDSDsRFqb3gGw71zGO+bwfTIHD7z/m/gpT/3Nnz2Hd/Btz9xJ777ybvxj++9De/8vb/F7V/Zg4muOYz1zGCwdxYj/O742DRG+To6rNdro5GRGQwFNEwaGZ7F2NAsJgYcjQ/qM/cNsv8B9jlGGUjWf/80Jvmd0c4p7L2/AO965efx+l/8ND79ivvwqT+4C3/x0s/jW5+4FxdOtmKK7Q6yjWHqqKeP79n2KPsZZfvj3D5BGpd+RHyv7SPaz8/p+L4aGiLPA0aztAXbVx+kIfbXz+29lGVglDqgnA/+cB/e+bIv4q/+x/fx3l/+Nr7ypjvxrt/+GD7y53+PgrxqDI2yDephcIjtJtEw+7laGrlSYn+pNDTItvg6Sj8bpmwTlHWa+t5/Vx5e+m9fhz/6D+/HZ17zI3z6j36IN/73j+KDr/8CKgobMDVOefjd/l7aYYQ2od77u6YwRl1MUtYR7kvLw5WSfCkgs6/sLz9jAa9XsztpmPYYpi1Gx3kc9SyZxsjD9MQces6P4HN//k286j+9G2/+xc/S3+7Cp191O17+7/8cH3vrl1BWUIvpSbZFX9N3+2XjgTm2S2IfY74/2n2M+0b5WdulrxFuS8t3CqXzr1SSvw2KJCvbVr/qa5g0wM/91PMg7VNxqhEf/4t/wEt/+i14z69+G597xYP48G/9Ez+/Ep/5q6+ipWkYI7SPxmo6v7laSifXZZTkWxvREI+TjKOjc5iemkNVQR0+8bZv4H/8f9+OV/67v8YXXncnPvSKr+IP/9u78c8f+zEuVQzS32gL2neQ9hkYYUzon6DfadxTxn6+SmepvFwFyY8GNK71Sn8bCsa9t7mNf26z/WO0Df2mj31rLE/we9NDc6jM7cLr/p/34+f/99/Bm375b/H5P7oH733pV/Gq//xO3PfNJzHYPkrep9HbN46RCbYluQL/9jHM4pqI/Sh2ahwolrvX9LyvoxSdpyc3rkSSp5/894noY/K3CfrbJOeQR3/4DP7wl9+G3/rpt+NvXnYXvvi6R/Gnv/xRvOKX3oh7bn3cxv7kBNtTDGHfmSDJkG6MpFI6uTT2VymIb5qrJieoy55Z7P5hLl71Cx/Gy/+vj+P9v/kD/N3r78Rrf+HdLAreiQOP5KO7eQpTE/PoZQzoYCwc0lgi9XP+lW3kd9uxQzp+U0m8DVFvomHSCH17dIhxlNsVv0Y1h5JkI825gzxmfHKK9hlmPJpCX/0QHrrlWbz51z+KV//c+/GpP74VX3zbbXj9r34Af0of3HtfCSb65jA5Nsccg20xx1idj4N5U3HGxxr5t3xwLeZmyN94jObpMcbRUZLyA2tfPk1/U1ydpr9NdczgC2+/Bb/6U3+K1/3M3+LTv/8TfOFPbscf/pc34/2v/xAL6BOY4rhTXmS8pekrnZ63Q5fJlIbS+Wo6UoxQvtJSM4yvffwe/Mq/fj3+5D9/Hn/7Jw/iAy//Jn7rZ96Az73vq5joYU6kmEb5e3l8D3WgMagYZPrh9kzmNBqjFn/5qrlG8c70qHmMr/qsfcPjPG58At0Dw9w2ianJGdSXt+P2Lz+JD736a/jgb38d//TmB/ARxun3vuIzePT7h9FWNcYc0Nl5gDbWPKq4MkSfs5yRn23OTPI1+Z/05GxJOfUqPjej7dhY8jGHHiI/48wJlL/1MIce4pw+QX3rrHPj2W585I3/gI//CefQ196Fj/7+9/EZ5jkfefU/Y++PczFQP4IJ8q55R3OB09fltr5ycvHWYm1g68Fg35qMgV3MD6bJ7zQ66/tw1zefwkdf93389e/8CF9+zYP4wit+gA/9Ngvpz96HyuMtmCSfk8pJOdb7uhXDOfYZuyxmyRYca6JhksadG3+OFBOUy/V2LWDv04249TtHUVM9yrg3T15YfyivY/tj+j5j0ojmXW/LZJKNZWvpjGR5GfU4zrpmrHMGuY8W4UOv+Rv8y1/eiif/KRvPfu0kvv6Oh/An/+Uj+MtX/D323nUcg02Mwexvgrpw9lQdQznYzij9cYQx0o13xkvGzDFun5qcx+KCzrq7Wmtj+Hotw8WzXapBirIKZJ06zZp1ULXvaBUOtubgQqQR9QvN+OKtX8Sv/NZ/xWte+/v49ne/hqzCA6jvv4DeaA/Kp8/huZ6jODZRgJewLGRdPYgTrcXIrs9BNz8PJSZQ0VWNt3/4rfg//u2/wr/5mZ/Gr/4/v4Lv3nELOia70DjVjsLmU7gwVofeeB8mMYwFTLEs1X06waUsz8fimYguJVBf14L9+45g966n8MRj+/H4owew+5G92LNrn9Guh/dy+xE88XgWHrr/IPY8lI1n9hTi8QeO4bndxfibt30db3rp3+Kf/+pefO9jD+CWD92Fr7zjdnzwVf+Mr//NPTi0qwTPPJSFp/bkYPfDh9nec+zjkPVzrfQY29nz6BHSUTz6aBYe25ONx3dn44lduUaP787BY7u5ffcxPLrnGHbvlpyHseeRo/ZQhsfuy8GT9xTgm59+AO/+/S/hAy+9Ff/wh88yCOzCX//et/Hlv/wxdt12EAefLuT3DuGe+57F7kdz8OhjBXh0Vz4e35XHfijbrqNGT+4+ym3sj30bL3v42WQ9uAWll2+NqHfK+chjWdjF/h8zGdk+6VHKt+vRY3joMcr02DHj57PvuwV/9t+/hM/89h589qW78C9v3IOPvfKf8fm//C4euS8bjz1GGfZQb3sO8PU5kl6lT08Hr5gul2lzekz9rSPysfv/z95/Rtd1ZGmCaM77M7PWrLfezI9ZM+t1z5u1etq8V1Xd1VVdJrMrjVzKpnxKylTKpGy6kklJKW8pem9BWIIEQMITJEESBD0JEiBB772BJwgChPfA974v4sS9515cGJEXJCRhX2ycc+LEidg79o4d8R2bQ5/LQUJcDpYvK0Bm8gYsn5ePr1+NwUP/7jW8/PcT8O4di/HOXYvx1oOz8Rn9a8WiDUhfUoCE2JU8Lh/JnHAmxuQjZl4GUmmTzBTZYSQ2GJ6XJufRz1axreg7tK98LI31LU8oNMtU43O0Cds2UflTV2Fp2hrEx1O2BSuRm7wD2Qu347kf/wVP/+17+BOB8wc/TcNH9yzDr//2L/jo+ZnIWLwO2WnrEB+Xjnj6XDLbITl5I22+ifbeyDoKWN86pNHuqaxLPrgsaQP3s+4o+ZvsKX9Lor8tWZJv/Cw1gfqSl3I9ifUmLOWSfXral4n49T1v4tH/9A7eoL/95Z/S8MndcfjDHZ/go1dmIJnxIiWVsjGGhPvMzXBkvUJ5oI8N5CVLcqnHKmRlbEZu2hZ89cYCPP73b9IeX+G1f5yLd++Kw1t3z8bv75mAr34Xh8y4HYxlm7E4lv2R/pC0LBux8emMB4xvseuRRB9MYTyKJM83ZflbEtstiX07KVl+xXZUzKG/LUsk0+7JtIH6f8IyxrgV6yjTasTG5iJh4Rpkxe9E0qRC3PN//xaP//Vb+ODeRHx41zK887MYvP7TLzD7vaVIj5dNs00sWEq/i2OcjKN/JbGOJQn0vQTGM8bLpQn0+0QxZWGMEY/c34Zh9U/TpxTDWTZ1SKTOCeR46p2YRB9fsgnLYzfi45em46m//wNe+Nsv8cFPMuhr2Xjjjll467EJmPVpMvvHOsYQ9lOWmcyyk+nPQ3Ek3xrIzJuk+DQ02/7jdOK6z89sfMvmciXH0jVYEs+2W1iAj34bg/v+77eoz1y8/ZMUfHjfEk6av8afHvoMsz5MQnrCRk4ei2iTTVhMuyxdXsC4QjvHrWYZ7FtmnMkL1nsTrPZKoqyJ5CQjbxZ9I4v+lo2UeOaJp4/FM8bSVsnLOPbS95emrkB8whKkL81BRsxqvP/sFDz8n/6Al/9pIj59OBHv3T+PIPprvPnoVCz4NAtZS7ZixTLGaNookXUsWSr/WY0UxTPGljT6nDjFxDXZXWMV66SPqz9Ekvub80rGzzVYHs/xX/7PcXup/I9ziGXJjOmM49kc37PnbcSL//gBHvl/s+/89yX4+t4cfHF/Mn730/fx2UsTsHROlon5CYvpa0mUjbHE2d3VlbLUMe1udPXLMThH9sNQjuTPoUz7MN9y9usVywoRMyUHL977Ke76v/6Af71jCT55aCVe/++z8MrPPsfUN+KRvpj+xHZJYlyJX1LIOcVaxC+lnSj3UsYFjW2mz5vx1I4VN8PqV0voN0nLON6wHvnBMlOPYgtjAbeXsu7EpZmIS05lPFiBZcty6Gv5WPBVKt55chreuncmvn4kFTOfWonPHonDhBcWY8kEljGTfjOXPhNLn+J8LS21gHFyNeI4piZRxyWcMyQv0bjpYqn8TWMo/YEyqO6R9Su2c1gciMTyuVSOM8maA5sxgvPi1K0cH1djeRz9cNZaPPNPb+BPP52G6U/nYfIj2ZhAvb76ZSISPsxF2iz2uUWyA/sC5+JLozSeaj6TwL61mHrHsq/FsfwE+vISzsWM7JqDMO6I05axbRJy2D947JxMvPvMZLz6oyl4/yfLMO/hdZj7QCa+uHc+pv0xibFtHZZrXrKY7cg5gMat5cs2mnEyIZZjCMeVJaxTnGzaXKz4z7Y3PiAuQOrSErzzZioeuPdjzJ7BefeSXbTZVsY9zcEV/xgTE5mX5aWwbDPvlz0Nc45OGVTOUto7iRzHfIsW0qcW5CKL/r7wgwS89tM/0ncmY/HLGUh6vQCzf52Nt++ag7cemIWEL9Yif+lupGt8X5TFMZ59SnN9zqGXJGQhbvEyyrSCfZuxckkG41oq43sGCjdsw4Xz5ejRiyGGpFEAzypKdyzpcRkCaN0G30LwXINabK0tQubpHBzoOIyq/mqU1V3EF1M+wr/9t/8b/pf/5/+Mf/8f/k+8/u5LKDq/HWf7zyP/Kuc0Z5cKPFcQe1dg+/nNWH10Dc52XSSYbsbphvP45UtP4Ac/+AH+x//xf8B//fv/jFkLZ+IiwfPxutMoPLGF4Pkoavqqmfsaxbhm7g83z+x8i8GzXiV/+tQF5GQTdC3LQm7OOuTlFiJzRT7Sl69BbnYhtzchO6sQGSsKkZ62CTnpu7A6qxir03dg9bKd+NMvv8arP/8KyydsweaYfciftQNz/rAcn/5qEeI+W4mNy/di7YodWJW5HRlphViRtp4T1YKocCY5PWOj4YyMLchM34qsFVuRvXy74awV26jLFmRnbqWO27BCedM3YWVOEVZlUIeUPciN323OYL7xi2n46N5lWPAktx/diA8fSMCcNzOwMmEb1uUWIX0FOx/BafbKncjK3sUJzU7WsQM5y7cYcC3OWbGRdVIO1UtZsjPYdpkchIfhSLqFc3omB4BsBtwslsvyVy7fxjq3ISudaZmbkZq1mfsoC/d98Yf5+N2/TMfEuwsw8WfrMeeJ1fjqiRjEfJxNXQ4jM7MIGWyHzPQNbMP1ph3FWZLlBjmSXiPhoI7WL9JXcPKSsh659JfVbN+Muesw8/dJePuOaZjxVBbm/2YdPv55EiY+uwyrFhShkP6Vy0Eoi+2dkyW9dnG9iACUdqY9VtLmORmR6/6mnEUbZKgvZNLOGVvZ1jtYxw7kcXIr1nYO09PZrstWcHKWzbZduYn+uQkZS7dgY/phFCQcxJ8foa/9IgYzHucg+fPVmPbIakz45RLkzNyKLVl76VM8XpOJtLXIzNmBzKzd9Kli+tdu2nwn69xOlq3pC+n0gQz6ZAZ9ngAwktzhHGzzyGz6FfVcnr2Zum5hvduQl8Y607bR57exjdmXstSftmPhjHS885vJ+Mt9sZj78A5Mu3MDZvyCk50/ZGH5dJa1lDLSlllZmwb4zM1wJL3COZJu4ZyRTn8jIFm1sggbsvdi9vtL8IefT8TEJ3Mw5bE1mPlL2uaxZMx8dQUKkw5hS/YxZKYU0T6MOdn0g5WcnK1YTfuwfTLoi7TFSPv9cCx/S2cMTmc9GYxhxsbpO40fiLPp50pLS9+IpemcIK/cjPQc2owxIYsyFqQdRfbsYjz3Tx/gw/tjkPjqdkx5MA9fP7QcS98twMakUqynz2Yz3mfRV1fI5rRrOv0tK3MPfbmYOu1EXjp1UwxlnMnJpL9l7WQMoSzczo5S3zJtxhieRX/LyGSfob8sJ6cy3i3nWJPNts1bVoKJf4rB+7+YgimPpGPmA5sx7f4CTPgFQfNn67BpxX7kZXCik6424DhG+w7HkXwrnDX+5dIGw3EkvYK+xvhGX1N75TKOp9N/Mhdvw+TfL8PrP5mFmU9vpk6FmPxoNma/SPt8thqF1LcwpxR5WfuQmlqMVPpYVi7HFh2fxrbiGJfDvpidURix7m/KWdQzK4fjAsf8LM4DNP6vZNoq2nlVBmNARhG3GYtop1T6zIps+k3eauTk5KEwbyvWJG3GhFcW4vc/mYTPHlyKuFcKMe2ZFfjqqQSsnb8f21ec4JjL41PZb0xdGxhD1hlb5bDMXOrnYulKcs4K+hl9TzEow8SP6Oip9srjeLGG7bcqjX7N/pPFcSLT9DHGdKZvSNuFDbF78Jefz8InP4lHynPFmHVvPr66k7Hg+XjkLyjAZvaP7GW0h8bhQfp8DvX0c6Q8kTiSH4ZzJH8O5fVsW/neJuSxLRdPysWbj03DG/cswLwXd2LmM9vwwT1JmP/7LBTGcZ6WstPMKdIZV9Iyd9m+l72BfVH9hH1fvqbYwvHNH0NvlCVfevY6MsdJ0zacq9HPcmhzseJBJsfaFZlrKQdj7Mp1yKVfrmbMWzJtNT56Zh7nBbMx78l8pL5SjC8fSsTE52OxeckBbErZj/yUEqxmnMxjvMri3Ch1xQaksi3SGcMyMjmuZmrc5FxB8wUTY1QnfYC6ZjEGZY/Q3yLFAj+vzNqIVexXq6hLZgrnwMs4ptJ3VmWXIGvZJrZ7EdYs3oHXf/YhPrs/Fste3om5HHumPLAcib9fiy0LD2B72n76q/oD9ViuOZutO5JffBNW+6Zn7cDy3N1YkVvM2ML5UzbbP5vzJyM755pmHNhDedmWjK3r6AcrFzNWvRSPv9wRi5n30ZbPHEDqI5uw4NEVyJq8GRsYs3LZj9KXbGTc2InVOSyDPpVGfdNSNlN+7mMf9HMGWfNmw5zbZK1gLMg5gc8/zsFjj3yJxQsJ/NIPce69h/s1B9eYJF/hknMU6ze0o7GnmGOx2aat2a/TafMVGp+zi7EhrxSFaTux6N1YvHnH24h7OQm7px7F/hnlyP1zCaY8mYqvf7UEK+fsRlHOcaxlPMpKKWBZ9AnaQFgmg3PVXPpvHv0yL5fxPXMVlqdlc5mH7dt2o7ysGr16z8CQNErgWe8A8d7T0tfbQxzdgqsEz9traesTy1HavIcolilt1fh0wgf4X/9f/zP+p//H/4B//+/+T7z54e9RerkYZ/pOY+3VtciqycIP2nAFNd3nsePCZqw/sR6n2s/iaP0pvDv1L/jRfT/Eb158CjExs7Fh4xqcunQSdV3XsL/sEAqObmK+Y6hj5W2E2x3kboJnvZzp2wyeRY3XW1F2uRoV5VWovUINa+pRVXEVleVXzS0JugWhqroO5RV1qKm+jprKZvNhfd3GdeVMAz5/bRbee3I6juWVo/FwO2p3NCH147WY8lISNieXov5CM+oqmLeyAdWV9eS6qHFVVR0qqq8Zrqyi3KaOBtRUWNa6qbOa21caTb4qbuvWnGtVragrbzW3ZGxMKcUkdp6Jj2Rg+YvHkfSbUnz6QCLyZrIDHFH+66auMnIVy6mk7rq1vaa8AVfK67m8xvrIlddMfZKjUnJwu6ZqeI6km59Vdzllv0zbVEgX6lZbxrrJ1RX1Rveyai5rbFr67HX44L4YzH1wB2IfKkHys1sx59fLkD+/CFcuttGelF/txbpVtuNqyXKDHEmvkXAkXSvoa5XS7zLb8eAVrJmxFe8SPMf8ZjVWv3sIHzFgf/rwApzdWIO6s42oKas3t81U0jcvXqKvVdPnqptQc5n6lV0dsR2GY+lZKV8jV1fJ9tfJanMuxdyuMba/hkuVtbikfnOFdpHNuK++sg0V+69h/p9SMevZ5Uh4bhPmPVSIGQ+twqznluPY6su4dqEJVZdq2d9qcbnyKiroe5VV8jfqqX7k6pSPy8coR1WV/FPb9MUwmSNxeJsPYNmAOpbR3yrpV/I3q6P0sP1KOlWRD+46ixl/TsQn98cj44WTWP70Ycy4Nx3pb6/DifWXUHme/Y+yVbOccJ+5GY6kVzhH1C2Mq8jljHfV1PEa40Lx6oOY8gInYQ8vx/SHVyHzT3sx9bFlmPPqMjScaEd9WTuqLjYwXrJtrjD2XLnCvnnFxIOrla3QYxPR9LeKGstqa2NvE3foC2Kuq23LmO8i/e2y8jJmVzNO17Iv1F9ux6kN1Xj7PoKZBxYj+19LMeO+lfjLDxegcNo+1B5qwjX5LO1dWVOH8/S5MvpbBdtBfammohm19LmrrKu2Uo/vSAb5WhP3q276RpR0Nb7L8qVPlWIZWTHtkpb0b3Ob5cVmZM1Zi4lPz8e8J3KQ8vR+JD9dgs/vXIyC6btx/QzHH+ZTW1VRLn9sG4zD/Soyq19R92F5oF7h/qa0K9Spqoxx5Gg9lk/cgnfuWoCkl/Zg/pPbMePRHCx4IR2bFhej6SL9rbIF1eVNKKMNytjmiv/lGmPU/+ULxiYD670RrlJs4xhSTtZSOmncvkofMT5QLp9oYXxuwKUK+n1NLSprr+BKbS0aOE+4VFqF1C/X4stHE/HVg6nIensvFj6Xi/d/Pg1lm+vQUtmDK+cZzy7WooaxpfoqfZc+V6m5hfRQbCtjjPNY+imuyRfEskUkub8xs70UP68yptUynmnb6C6/oa8pvl6jvnXHmzDjuSWYclcKVr96GPN/Tt3+JQ5xr6fi1PozaLisMYZtxPG0xvhIhLpukAf64ECO5M8DmD5n2pdtWbL2BGb+KQ2fPbYUsS+VYPFvivHVA6lY/peNKN9eh7qLGl/Y3sx7mWPOJbZHmRd/TB8wPkc7cK4T7tc3wpKvokZjHNfZ/qYNVYdikpjrmqdUcBytuMI5KeenNZSllvHt1M4KxL6dh9//3STMvDcX+X86jo9+Oh9f/HIm6g81o5FxuoHzu2v02SvqN2yvy6yzzPg3fZBlyNbmdupAPyLT36Sr7fMD7RKZ7XGDsfpQLfusWHPFKo6jFWxrfW+7hnHgWmUTzu8sw7v3f465Ty1Hxsu7MPlnKZh0RyLS3yhE9fZ6tFZ0Gl0qOe5cLq81bRfJJ74pq33L6b+XGPMv17BvVzF+0vZ6XLOWstdWyida2B9b2Wc0HnAew/1l+2qQNWELJj2QyTnmTuQ/cwpL7yjAvJ+nYP/ys7h2sdX4it5YrUc99Dilxo6Ky/RH6lDN8itYvp8ryZo7O65mPZXl7QTKR/DpJ8uxby9jTlkLuYk+SPux/Cvqr7KhsSPb29gyzKbclq0ryGXUp6q6DY1XOlF/vhFb4jbh4/veR+GnBWjd0IHOLcDeqecx5dElmP9qBk6tq6AvdaDusmISbcg+IXsKH8n21xjDrtbSBzQn5BhcWVFNua+g/tp1tLd1GfA8NB4cJfDsrjx39hM864VhzaCk2FO3CxnH07D72g6U95zH1Liv8ZN7foSnn3kcs6ZNRk5uBg6eKEVtZyVKr5cg60I6trRtxA/a+2txtesyjl07iK3ntmLH5V3kEnw47xNMXjgJh0/tpyq6UVz1tuBySzmKzpZg+/ndONt+gdC5lql1hKSNlK/9WwieI8g1jM38qlBT+yZjdwyNM/OdefjsN9NRubPOvBG563AX0j9Zhakvx6J05VGYF4YNU8etIL0XOYTcaxypw9GNZzHnT0sx8aEUrPjNQSz51W58cX8sticcQq8+WeuRyrhdqjirBmgQcyrTuvgt+PS+hYj9xU6kPFqKzBd2YP7TS7AlYZfV+dtEzQxmSw/hjX/+lJPLFSh4/yA++dl8fPXoHDQdZl/1XqgjkscH75Jh49wqY0Wwhaq2b8YNpY7yDqR8mIXFv03Hshc2IvbRQsx/hOD5V0ko31ZtlfCRNiOZ+VbQSPztysV6xHy0FJ/cPR85zx9H3rMnOIBmYNV7G9Fw0L4d81tBnm4X9lzC3JcT8eXdcZj68+VY984BzOZkc97rceYtwn772Hf0arzwWupWGSuCLbQpKUKS2Tdq9zTiwwcn4esHF2Ldn/dj1j2ZePtvp2DnvAPoqeQR5gBFdr1ZNzhijAUaoBOF25ZahNnPL8aixzOR8+uDWP3iIUy8YyF2LSy1bxEPaYAxTpQ3f84uvHfnHKS9uhexT27GrIeWY/HzqShZRn105SDMGKM9Brk2DyElOEP42lerenuxo9bL7Vg3ZzdmPr0CE36+DLlvlWDRr9Px9k8/xvXD7DxyLo27hvT+Wr10Nay2sDpuJQ2oluFrwavJmPjjeKx77RCWPrYZM+5egqTfpaCiSK+p/nbR5QM1SHh/pTm5Ef/8Tix9cQ++vm8JVn60CV2naEff3EBWuW1jzyA+4E9qvdCF7M+24w3GsoX3rkbRu5fxJcHzpGdn2DitzApougLnO9C58W2nMLe/dvwa/vLAR0h6MRurfrcbU3+ciJl3JyLjT/loPNRk86vvjILwrmiZP2LxShT7HKK9vBNrZxZjykPZSHq0BFteuIyUn27A3DuTcHZ1mX3eVnSTjqQvEBYUnMSMmdmoqFBAvDmSKHp7uJGL/nEq/wC+fOhdFE/ZDBzg3mPA8bkX8dV98xDzuzTU7r9mZVf+b6gDoaH5CsfQeFD7HEeJVJSMaQb0fnT3dRK36tvcDTjTdAQFZ1dj66VC7LuyGxNjv8BnUz7Gnn3FaOtq5WE9Zk5T11eDbeWbsPJMJg70lOAHHf11TG7ANVzBnsq9yNm/Gpsu7MTBa0dRz18nkVQr91/vqcOZulPYeb4YG09vx4G6Y6ghaG7QY9f91ymP/ebxt+u2bcdB2YyYHuurQPqMpvmUprKR9Hmc9g59E02fK+hCW0cHOrgdoNZuTP/zVHzyzGe4vJWDCef+rXsbCJ4zMeOV+diTewC0GAEqCzevoLfPiLs6b5a10GRCBhdM0UAcOhgrBwODXtXepZe1qz1IzNKn704S2Pc09WL/2kOY8dpCDvhxWP70Hix7egcm/yIOu5L2o7tW7ch6+jvQ2tNCH7HTBVOyqjKv1Feb2E++iO1L+OkHUnUEbAobgpXFfr7Ffn/QfkKDO7xvyujN75rG63X86jBrYtbh83vnYenDRUh9cDeyn92COY/FYHPCFpZkyXwKgqKHs8xzIxxJr+FYTRfOusulkwXqUwRSld0Oe5L24O1/+gCLn0pD/tu78OlPZmL60/PRcozBlE2uz1X19OjDGvIDekB/L7q7WqDvpFoBI9f/TVkyqaX15TzVRaegwJRRcoq5rU+t6G2FHXT8NsaLDv43eWVI/rWea0XyuymIeyEFSU+vQuwDa5D0xBrM+mUMyrbbCVkfg11nbxOPbUdbfxdNrfZQ+WQVJePpNbz6ZBUr1oc1TA1h8g7GkmNIJsnL5W96MaL1NybKvY372c8+SJyyU2WI/zQRX9+/EBlP7sWKB0sQc0861r67AVdLa03bm0/wchlNjqRXOEfyr3BWPlG/hOTfyU0nMev5BZjx0BLMuW8FVv1xJ+Y/moD4t5LQd52ZNSlgW3Sz/Vt66tHWW0sV9cZ39kOmu/gZDZa/WYAuO6gRaRzKLBsYlvzMqK9I2C+92+++m1M2cgh2j+qia/jg559hxiMLsendfVjw8xX47J9nYG/MAXRXMFM3c3c30seu83h5nL54a0qQSqxDdcopVKA+YuP73AuTw2W+cVbfYdRk/9G3OzW+2i+bSjvrlAzB2Jy8FYteimWfyUTGwzuQ/cROTP/ZfBxM4lhDMNqjmC6RWWak+BbOkXwrEgf6xhAcrlMkfxNrnzHnVYLnmVvw8T2zkPvHfUh8shBzHlyK5JdTcGD5Pvu5RDW78pPsZ1Ja+F+XFFiQFNV+r8ybZdlT3VxRReMXU22i6nDMuuQOCgX6PGI7Y6y+2SpqvtSC9bOKMP3xVEzgJDrr99sQ81QyPrrvM9Sfrrcn0iU6j+vpb+Z4Wked9AEV1kq7m4J9vi299Ykq6S02n6cJk/lG2JQd0Ec9S71HX1jRGscP7Sf31fVhwcsJmPQvMSh47SCWP07wfGcc4l+Jx6VdF1iYLU9fT9MnEp1tw9k1pcs/Eo7kg+Ec7suRWPlM3dT1Ykk5Et5bgQkPx2HZizuR/vJefP6TBch9bw36zzKjbMO2lx7yA33V335ZuI39kjtMLOAOV+ZNshYasRVPzHivsmUT64RmXW2hak0+HePtbzjaipxPtuDTHy3Aske2YO875ZhM8DzthelAPTPKh1rox5yj9nQyftJH5UOKkvq6sK2X+5nVxDHDikGaz3vMukfCfp0GZxmEsbmXstAwqs9PV4/V4qOHP0DySyuw4c3dmH93MubcHY/sN1ah4ZACG+XsYCzssTNQNYOZBtwkS39NJV2Ta9vIq0ZxGUxl3GSbSg3tb77YilUzOU9+JBNJj5Vg62/LkHnPVsQ/mIaLBQTPChDK2sH+286279Tn39S+bHOWq09EqijLNt5oTHHs5vE8DGvW7sPXkxJwqUwXLa1oElGzsT7TpvrMmiccy1bbhrItW2OJPg2m+Cbqa+vFwazNmPDIWyiZug7YT0VPAKcXnMdX987AgtcTUX1Y39ojGUfhHJuDUA/HJn1DubtH34nm/EuG8JEwjmysz9ip/ttBagrTHBRAn9gSeNYLs+u6KnD4yl5sPbUBm46vx+Gq/bjWqy8562vunbjaV4cLrRext7wYG07mY1fVNpTjHH7Q18dAT+DbzFHpYnsZdpbtwapjBdh8eTtOtpxARc8lnG87hX1VJdh2bgs2nNmM7eV7cLatjNW28SfH5cBuOgCXNMS3GTwb4qauJncTiGkZDApWDzl6B52z23yHUQGF6c5ZWMVnv/sc7/7iXVRtrzLgufdwG/K+XIWpL8xBUdYer1ey47C9TAA2MpAkxk2yFgojGlo1xKoz2S+5qQ7bAW23YR6d6NDETKzep2yUv6exB6Wr9mPmKwvx9V3xyPn1YeQ+fwAT712M3fEH0HtNFbHD9Qk4d6BTnYalqm4rhDqtIoVmBjozJrBkJ7smlzLeJEsbQSRNbg2YoU2M/EYH1aLa1LbMTJ0K4gsx4d6FSH2oGBn3l2LVs0WY+4tYbIzdzDyWwqq4aY6YeAMsi3WpX6kPSaWaXhTH7cK7//QxUl9YhS3vH8BnP5qBiQ/PQP0+TsjU9KYvcpA3QU0ntBgmu5tpZ525kVMHy78Zti2tEMxgLTuoo7hupqX6vrFEO3M0m2DVzljT09/OrMzLv9YLrVj2lxQkPJ+KxEdXYvFdq7D08bWY82QsyrYRPLOe7p4WNHde5bFtrEX+7fmb/pmRQzpJcTF1N95hp7vm380ySQN0wN/U32ULsaqmnkwxWctPXUbSZ8mY9lA8cp88hKz79yH+zkzkvJZHfTiIMpOZxHHpio8GR0y8EdZCo4z5QDgHzi2nsOC3sZj/cCoW3p+BVa9tx3zqlvjGEvTVU2tNMDuov5mMNZHraN96lqEBnAUaP4gOW2+SB9gTQ/IvU778TSwjMI+1lHyllfK0MSRwp/LRdPV7G/ARwfPMBxdi85v7EHtPBib+aA6K5+xBVxn9h0X2Ech09zfQm1p5NAE0j+9i2Tqhqk9dcHBgCKQvcPzsZj/TYNzFPqa+qr+bZkNSRkrJybzvThvd5dmW+jv7URi/ETHPxyLliVxk3LsNafdswpQfzsHB+IMGbOqcks4pOv+MBpuuSyGG4xFNpJmnXx8IlaoMX5vmFuHTu2cj+9USLHmcuj28HKkvp+FAyl5z141Rnqy5myb/PbRRvxlnaBP6rBmLw+u4QZY9BZhoYU6oO6kT/UMnldimCjUc+uyn9ylPG5UVEFGs04RSvtl8uRXrZ+zAxAcT8PUdSVj1x12Ie2oZPqb/1R+jstJZZfFfL5Xr7L9OWzWxXo2d3OnGZbHXljohLK0DUdCT9aZZ5ZugZCEVR3b6vnoa+5OXR/190WtLMO0nCdjw8iEsuW8tvvqHuYh5MRaXigmelY355LEqLqT8m+QISTfE5p/ak/Yr21ONJe9lY8ID8RxLdyP3lUP46l9ikEWA1nOcmRTbuJAf6xBZiXCDRcjfaDgp6y/8JlmjSHA8VQdiuir2xhklKc3O4nTyxMvD/dcONiLn/UJ88c8LON6sxZbfHsckxrU5z81E3wXKqqFfJzpZTq/5Vrpm79ZjbT+yMzSvCo+0phRVbixqk4ZgtVWkWOBne/VRSlFP9hX5tPUX7hST6k5exUe/+BCzH1mAvFc2YeFdyzDjx4uQ91Y+Gg83em2i9tKJUmlg5wQ3y5JD8bKTK2KN1QYI9LJP9tIhdDaYfwFsYI5i81a1IX/hLkx9IhNz7y1E9qMHkfazDVjyyApcXH8J/W3MZ/ozY5QqEfNfD8vTd/it7f2sn7WKtYzVUCdMCjYcIHiOw+VyeyebitI+zcH6zcflNQ9SA5lGIrsKHWtuxF7OMftaZxtaZBRSV0MrdqWsxdRfvoeC99NwLbsaHds6cXLOGUx+aK4Bz1WHa0xD9Sso0Ib9jFWKEoqPmmvaE75iyqP+QRImNBcJDdm0W036jnYnWb1L0a2dY7zmB52Mu1c7ynGobC+2ndiEvcTAx6+fxKnW8zjbdRmnO85jV0UJVu/Pw6YTBbjQdEpH4AddLa3oaOMEgU7RxEYv76nFrrr9yDqRh6wjmVh1PBs5h9Ox8mgmNl0uxJ6m/TjbXYYr/frEVTt/mpizMQRY1CHI32bwbM+Q0I2Z1dhau8g9HNw72hlwOgVirCHkyqKeTk7PGhlMTTsQPL/2Bf7yiw9Qs+0qcJlJB7qw8rM1mPjMbGxPK/Z8mm7eztbrYuDg6GtPOtw861NhCiMWYGib+lAu6SLWvMKc5aLs4i523PZ2BtB2aqPAStl66nuxb9URLPh9MibfnYLcp09i9fOn8OVPF2PHgv3opVq9PZ1o6Wg0wLmJQbidOpi+pDYzlbAgTijByaUmApJIV01MzcwUygPTIunm5x5NZvlT6Nc6K7CTELGqps7qJBJH24VxWzHhzlgsvXsP8u4/ifXPHsTCXyzD5oU7rD1kOsOUkPL42QZ2/y9SmvsF9wX1GZnO4ki6SiYTNk3bkq/2o3jxXvz57z7FsmdWY9eHpzHxJ4s5QZuNqyWckMmOsi8nes3tTWhqJRDoYSIn+zCBVYO+q3+kskXOL31lV2Nb7jPyqT09O2hbJ5jsdUDBEILg3gYCYYIs9ifZre1yG1Z8lI3kF7KQ+sQGJN29EYkPrsOCXy5FxZYqk0cn5jr7FOhUUr8FA649ZHtjPFWmk0ZuIiBbjEy/SO0ewvQx6Sh/M0BMuml8Ulvb5mRdXFKMyhOViPtLMibdnYD1v7qAjb+8TL9bh5yX1qJsU4XNSFK4sJ4y3I/1D/oL7gvqM7jOEXULYeWhvTppT6FF0rmd57H4hWTMuDMZc+/IwNrXSrDooRQk/j4FfTXM47WBHFR9vZvAub2rFl0dzejtpOeayyOhcoTyUGn+fZSP+jp/U7/gZtDfxDSNbMBew039BAE4sHczfwczM+/1A9fx8d1fYfrPY7DpjwcQf08evv6H+djy9Q60n+PkiMX2ayLAgVUjXAv7UQfrMvHN+BtXxGwnJ5O9aiP9v6l+kdjbJwcXq1IzKVFU10SXdTFZMUsTso2LN2PRM/FIeywf+Q8fRN6DezHnv8fh4PwjnFGzCLZJB1kiR4pv4SwdpEnkn92nid5AuYfnSD5nwK6LFwxfW+aU4oP/PgvJv9yGhIc2I+HRVUj7bSb2Ju4x++VvCmWdDAKdGneYYB4tU780cYB5jG3E39Qe/n3SVeOMmWpxjbFTg6QalH9GXi6ZldXq1IZik/K1cr7ASW1XN5rPt2LttK348p6FmMrJf+HbB5D0dAY+vWMC6nc12L7DcsxVwH6Cmf4WtHTVE4yrLvkZ9/t8W7pJRY2kGt/0C8oblHtkaY5ZqPE1lk9WmnRpI7cwQfjRfPpc+671IebVVEz+78lY/8IxpDywDVN+lITEV1JRtpeTHZLCsEKj7SK2/PA6A5WRh5PNrQd/skv4z6ZF8udQZi75h4ctqvbXYemfV+OLu+KR8qs9yH3xOGbevQL5725F92HKJ8DJtjchn5tqc3vijvZRQSqLBrHz3qBP3xBLPgpm/IfTc8441YC2Dvma528aOOSX3RzLO3tbzbGKBVcP1SPr3XX44h/mYe5/S8eaJ/Zg7j2JSPxdItoONQO6YKiTTyxHJzU1D1Qs0elg3Vlj79kKVGH82nLoPD7UPqE2+iYcVEx62/bt7ua6TtqSrp6oxdt3vYPPfjQJqU/mI/7ebCy+Lw3Zf1iLhuLr5sRgf7uFlNYubMMBv5GmuZ/2SR4bz8Wmf5iTYWy8flOpsYu6p+YC3eakPZu2thWrY3Zg8pPpmPyzlUi+ZxuSfrIacb9IxdGsE+i4yuOMHdW4XHpt3N1F2am3WkS7gqx5TpA1j1fLqF+tW38An32xGBcvXbfHcYfCqHxIF0qMwyq3kV324SKEVZZs348m6tLKbZXT19KDwyt3Y9pTn2Dh45Ox9o95KPmsFAVvb8f0R+Iw/9VlqNxHR2IV3Rx7eul7NkJqZFKJtr26uumbnZwLdNOz5J9GYbtPeMfaX6z00SfWTF3Vq7rYpTUr4NyANpXnUxP6XjOuNJfhRM1RbDhWiMz9ucg8thqZJ9cg5xTH1TMF2FuzF1XtZZy/XkNTbx1+0MtRtauNU0KCKE1Nr+A6LvRV4lDjMeys3ontNVtQVLsVJdeKcLz9GC6AwBkN/LUzZwfaNKirDYxV2RQMJGMPPIus8aygznCOg7LpjJi7tUBX+tz9+QJjAtB62F2BRaV0cLtH21w6IMBWxcK/LMK7D36MvUsOonVvKy6vvoyUd9Ix97U4lGYfMs8NqRP1stN0d7Hb66wTnd2yHN2tjyTNv0/Oa4OIOj33WA0pr2wk1rpl6iOdqF8Pg1Wvu0+FOgg871ml27YTOKgkIfmRvUh7Zj9mProcOxcfQkcFS+cI2dnThTaCmjbKb26j5eHmn2liVUYlOeFTeJNkJhCZnV7HDln3p0mnSDo7lmZ2GmnOOEoxBSX1A29QZBY7eJM1zm1O3GluQZ//k81IvpP6PLoNc3+xFDsSSkzVyq/go2Co6bltRbu0Q4xrUceUI2R7YJrVJVSvULb77HGeXmaSrHWxTkyxXralmRO6CRQnkHsTDuHP//g5pnFwzHm9CNPuX4L5zy/FlV3cqQmm2oDlddFGHZzEqQwF1F5OynRLjy1oeNmGS5Pczt/U1CZZ2WQPMbfZm5jUjXZODjUJ1VIfqe8TAuBf66VWJL6XhplPxCP5aYLnh7Zi/r0rsfi5DNRsvWpuXuhjX1H7s3U4wWTRZBNSnCgsxzq6ZLKWUqtaO/jlduuhugznb7K/ajfQhdtc2Imv2BurJI9csepENeLeT8bnP1uEFY8cxPJ7D2Dev2Qi/40tuLabg77GYWMfsuoOMOsKWUbaN3haJL1CmVaioI6tbn5/E2twI+vsuDoQ5Ty94QzmPBuHyXcmYvqdK5D12+1Y8OgypL6RBVxisWoD9rs+GqWXEwl9QbGntxG9BKwC4GouaTqcbCNJk87yJf03HueyOX/TuknWZNBeU1Ev7maMNo+lME9DaQPe1mcDfzwd+X8oQcLDazGDuu2atR8dZ6mIymEbCH53cKOdCsjv5GLG54yveaxtb1WiWDv45XbrA3UZNk2VmXq4pG0kk05ECaipO6vufvaNwtgtmPNMDCdpWfS1IqTfvxML7k7GAYHnKubRREeHM7/tqbbHuvgWXFq2/uSWfvalyVfMtj//wDSni0ljO/r9zT7ixXUFXmWVH9UwVs8rxUc/m4fFjxVi3r35WEC9kn+bjpL4veYdIga3UCeBNAOGaKfePsY1TtTs1RDmMU7na8sBHGnfwDTFfjvV0iNOuuJIKKkGtYOFtY9Z2Jy6U0FXkHu7OMhrTlXRjg1zt+OjO6bh858uRNbrW5DwqwzMfToeDUU0nmI1AVofZ789VEojWkcv6xJAlx4Sye/bFEtVyh81KtlR1y+3W/enhe+LkKbAZQOSqVaTYV11duBZ8dZku9aPBa+l4IO/n4/lz+xGyuM7MOOeNCz67VKc337BCKcL823Mq/DujysD6gzh4dMG+OAADvpwkIO+bcdx5lNxmiew+Et7qrD4j5n45M7FSHhqF+If24mJP01G/vvb0H6IjS6w6c0p1OfkEZpwC655CVyq0Viup2dQZ8dDpfn2mdIteO4lMtQVPSMsq5GshlUfbSXry0Ldfa2mDFHNoatY+dl6LHhsGZb8Ih+Frx1EzBMpWPLWUrQep5Np3mnOhLAYzvd0Z6WK1AzNztI8dcgyt1lxbBJEThjlFLv10DRnj8isfcpHPahLjze/0XDTpTm2LveS6s7W4ePHP8eCZ5KR+/o2rHi+ENmvb8bS3+Xg2j77voA+hWseZx8aU7vYsoP1+5eR9g2WJl+xsdJOjGkLoXXzEglNSJRXvqC5rxyEzVvXjJWxmzH71RzOXTYj95UDSHtqA+J/nYYT+WfR3SgnYkavqWhys60r2OYxLuoR3pJ+Nm7GpbrpunWH8Nnnsbh0udGkmakUWe2puwr6FT9MZSbRO9Bjj7QqzXR+SG4hG0i14wUHMPPFiVjzYTYuxJ9FTWoNNn5aivfvnI6Jv1mMKvqZDlbbayzSiYs2KqGruqpR7djLneaxQcY069+yNf1b7Wb81ZPNO2Jwjg7JMwSe9eCfHhzUuG7gvmTkHFkdXHdDXu+ux8mG0yip3YftdXuwsXYnNtXsxJHGE6jtq2NbNaGt57q56/YHkl2TWH00WrcmXe9vZuG6jbsN1xjZr/LXgDqzJsisZ5ybuF9AW8G1m40SaAO2iTbDQbPj20/hhvGzJYnpZNXSnQjwk7bkaKajewAg4OFNfYj7OBFv/PwDrJpcgJNZJ7ErvgjLv8hE4sfLcCD/oHFQ1xME1O3zAa4Qle62HZsaB0nz57fr9sc259ZgJJ3MiQG3zaL0mS4ldF3vQXHBPkx6Yx4+fnQh4l/ajqTXdmDac8nYllyK9mr2GlYnv+niDMbVbEgrpr0kmwsDVhabx+1zMjsd/GmuxPA0scuvwKXQpUkY05Ws6hxz24gh5qRsXWIBPn1sHgPxJix+ahsSXszHzN/EYlfGHmZgNh5j2kAdnAUEg6naUkHUDptKt4VqObhsQ6eJg2XYusgKMKrTLLXNejlhlq2ki85FSBc9F7h3+RG8d/8EfPHwfCT8YTWmP7cEMW+m4NzWyza+Sx8zY1YdXNCPVZY5UWMCq9KHl21gWnh+tYsFFob8u112rbJdOxhQ7U2nbEn6f6+ZkbE7VLdi/scJ+Or5uYh5NQ9xL2zE/F/nYs4rS3FFV9I5bvW2CGzLHvRPiq9uZzYM65+r0FbqUmwGvy5OKH+aOFKa2OV3dvKCv5pQMdfGXQOGTXamXz5yAckTkjHxqRjE0N9intiIhOfzkPfJOlzeUmb6vxlvmT9ge1e2+WkZTB+JbEOnif1laMmyw/3NrHMpn1E26UQ+teU0Zv4uBl8/GY9JjyUj7a1CLHqV4PnjTHSdZwa1AUff3jb6WK+mYZpyK8hZvzXm4frIZAtP8+e3aW5SY7xOSeFZyFYz/kx/phzaJzlpn4aj1/Gv9/0FHz4wBRnvbkbCy6sR81IG1s7YiuYzmhgxH+Oy2sX2eq9olhtwNV9dIpds1/y6OB0G08+fJnb5XYlkMytiusYMrfqy9bPdC5asx8xXZ2P+b1IQ/0whlj63BTMfj0dpwj57tUmgVLrzGBNTTNt59ubWjfib8ROxjnX+E0jT0pbrjvWnufzmJI7im8Y/TZiFFSjvhkU78MGDM7HoxbVY+Pw686bt2D8kY1dykbnrxujinbBhYSyHoLOrmfGRiWonlm5lDcobypH0c2n+/GodjTE6RaurFO4KNwVQHzEOYRdmlGB6BydVBmTr9m7ubK1tx8bEHfjsl9Px+aNzkfzGKnPlduHvk3F5ay31YTbNy81JpmB7GZIofnGsSF6SZHOJfl2cDoPp508Tu/wq2OuvTJO+ut6uU2EK02YYYfa+xn7MeSsB79w5FYmvb0Dsi+sx41dpmPFaDM7t8G7bphrdionM7/eLYF3S0227NC39condvuHSxLYM689aunXn4zZumLmcipAPUcbLpeWIe385Pn6Yc4PnChH32y344sEFyPl8FdpOs3N5YFN5dZwdi7Xh+YD6pqlfhQ4tW+Q0f36tq3/Kz4xT2PTwLGZFbejBXhMfgIpjVYj9OBlv3fcpJv8yDoWTCYJejcWfHnsDhemFaLrabHWgQXWnYWeH4qNaJiidKT4SBXZoxa+L0yE0LdjXnS2UpqXX/+Uc2uphb+mglzG2KUUXneU/otpLV/Dqw3/CZ89OR+K7uVj6l9VY8t5K/OuDH2LtskK0NOnEAWvjP80DZeHhZRNHShO7/HbdyW0nh+rPsgkdwlyFDuqmEzOia7UNiJ2Rijef+hpfPp+AvIl7kfJOPv715+8jdlISaqvU2UksUiearfvYsUl6qGaRate643BS2vqCQ/jyyziUe7dtm+PNASpXPiGZvJJMuo99pCl/cxe9jVk1vCimbs3djGd/9ivM5fz/wrpKtB8A8qbvxs//w/O4569+jbSYPNTXsV7m1yHd9D/hgG7PhrZetWWQAyeIjHFD9w3NYQLfILGV6SPmvjjDBjeIdYJfwcqrT1fRdYnnOucwdfxfzf9VZGFenUJt7+WyR6cbeix4VkBQIHZTBXuezscMFnq+t9ssbcXWVT3FtIiOjt8KkqrG0Ryr3TXCyBObejHljzPx9H99CTFvJ2PVzFVIn5iKmW/OxLvPvovsxHT0dKkTsgV1xddM0rgZ0ohufSRpbhlclzWtG7t0P1uSzfUAvyPFXzNAkpoaWpGftx6vPfcGfnPPW/jqtyn4/LlE/Paed5A6OxsN5URnyt/NeniMuaqjswmBKtRBfCOOEgP7RG7DnziSNMf6r583IAbqEHPV9V3XBFwmz03CI//4Al67Zzrefnghvn55MX7/0JuInRCHxhpdJbD5bGCXTWyAD123bEkFR2LRyNMi1+VfkhVgdSVQbcwm7ajpw+qEzXj0H1/E83e8hS9fWYC3n/oSrz70BhKmJHPQsS+lEnjuN89mMrAxSPToRIfKctX75Ahl0WBpbhlktxagkA1LqtMNkOo7XZwsd3XYtrzG9n/vXz/Hgz/+FZ67+118+ut4Dj7x+OU/v4Jl01egvqwefR2MOh2MQVwKdBszBCqW8TS4OZ9j2/G/2WXIbflTR5LmWKSlnEp1kd2VJ28z4Opcnt5/GJ//4UM8/g8v4s0H5uLLXy3Fx09Nx0t3voK0KSnoucZMXv6g7R3LPqFplvzy+Fn0TdNEqsfVZZf2li9u93AU6KC/6Uot6dCOQ3jrVx/g6R/9Eb/64duY8MoivPnER/jDY2+iaNVutNdxQqH5hJlT0E59TRxMG6kefyxCHF53KIsGS3NLt0752Hj2WomWzhHsf79biHVrovQzG56tLh2swOP/8izu+OtH8OfHv8Znz83Dn5/4Gu/++gsc3nLcTGyMLWUf01/I3Awp2CQMRpEyjiTNsUhLz9804TAzLaZ5ScZ/pGxHPzJiU/Gbu3+FX//od/j8V0sw+/Vc/PLvXsGHtNnpXSdst9CQw2M00Zadg/5lbT+Q/PL4WeSWIv96OPmP89oxxN+4roFHM+ZWCkc5e6/1In1WDvvOy/jjvZPx8TOx+Ow3s/Hbu1/FJ698gLN7jqGnmRmpj666m3s9ezrRR/CsCa5ubbfgxnmCKFQOS4OluaVdtzMjTbTslSjb+DKCF8vMmn7Si3Oj3nZbv2xFul7ViKWzV+CZO1/Gg//wa3z6wgx8+dIsPP/T1zHvQ05+D1V6sYBlMF6bq0YaVFniAGKSlUz/Xe1OTz+LRpLm2JK6icQ2V/I5edQVdN0dIPfT+QJRX1sf3n3pE/z4Pz6M3z3wOT741QJ8+ttF+DVjW/KMZWiorbciqZm4DPqZY2t7P1vyy+Nn0TdNE6keV5ddGr8Pi9kni07gk5e+wEN/8zz+wLnB9Ney8epd7+D1+1/GlswCe5JG5pCNzHE8Xic5dOuDuT1WDeMpO0AOx6LB0twyuC6AGVKm2x1g6cNYLdsYQCIBgbLzVZj+1QLc9Y+P4q6/+yU++dNsvP7sO/jxP/4Un7z/Mc6dPG/imcrQ7dECrmwdc6zIFT88uZz+I8K3Rf51R6Fpul1Zjw1qXmJE81hUWVaNXz78PO77yZN46oFX8fqv3sc7r32Fu//5UXz5wXRcPFNhLgDp1mGdiLNlh7NoJGmOI5HSZQu1s2NtW58yF29IV2saMHPqIvyCsfiuf34S770+Ce//bjJ+9J9/jmef+i0O7T9EPZmf46vmy9JTd4CapeKyYiHJSaGlW/eT2ml9wUF89VUsyst84Nkczn+KP6bTUk6zwyZHKlBldXbS47z9uhiYvzIfP/2nO/DoPc9g/qRUrEwuxgd/mI+/+v/cg//y7+/BVx/Po69Vs2jOvKmPuQinal0dgQodq72cT39T1vHRIfm6YxuvWbZpH7HaX1jXnHInnLP3t+m+Fcs2XfjYHfsDG1iGYTk2G8gZ2L/v+0rOR4yPysYmKNMY9Z2Y+sZsPPRXz+LL385C6qR0xH0Ri/eeew+/uf9ZJM5dhI4WfeupE13dnQbQRJ+c00ZiazPZzr7hkLZlsgVVdl9DQyOys3Px7NMv4Z5//hVe5CD5ykNfUH6CsxmpuHKe4ExZdSz1bm+jW2kSY4jl0NX0BJidtXkd2FUfNZIA6gZyZtfJyKrL7rJ91sjZh7S4pbjr7x/HD//9b3DnX7+Ct579Gs/e+wI+/t3HuHDggh0clZXHD8fRpEjl+5n/GAPZZTs5KTQRjuN5Yzdyl2zAnX/3JH78/3sEv334z3jl8Xfw+E9/zYnN+zi5x5sw61hNxvS8Zy8nf9zuZhl61OBWk3SRj4l0UpRi2WBLulLdgDff+Ah/+1c/xd/9u/vwwr0fE8jM4gTtIbz+5J9wbM9xk0+PObQ2thE8y6dMEok6UlmdqddVoQCgMna3OaJDKsw5FRUwYIasfq8k+Y+36+KJk/jzy3/A3/wfP8Iv/tu/4uX7J+Dhf3wRf/9v/xFT356EjkqCTXUPiSkbDcOjReH1WDDDpa5MtLJNdX886cCOA3j96Tfx0796An/7f9yH3z7wDp79+Wv4xY8eR9LMJbh6gfHA64K6Baqr+zq6evRSuF7z1l2dkY4eqb/L3vbWSdv/FQds84tlJW07vQI7xJTz1L7zePyu3+Df/G//CXf+zeN4+Rfv41d3/QnPPfBHbMwqQnejFOHxzK+7cQTw+J8HWzJl29UgRUy8GVJhnsABf2OalFOS+rfWucxNycD9P7wHf/2//wjP/PRDvP9cDO74m8fwk//vvyAnIcPmEwgwfc6zs8/upo1uAYXXaSaOGnwEnvXFCv71KLbFr8LDP3wB9/+XV/H4D9/C7x79CHf/7f144Ic/x/rMPLTrqoeaRm3QSft3t9FOur9WL3BrZ6wzwY8cDZLtdYJWccX5mt/ftKVtARHV69lKIIt0vbYRCXNScO8/PYZ/87/8Jzxz16v45NUpeODvnuD48xKK1+81tlEs1K3bne0C3yo5SCopyPrJoLZ2mxodojmMTaRHv7lfmSyA6PyN+3VC7d3XPsL/9b//F/zDv3uQOryHD16bg7v+2yN455V3cPbIGRVlj6GY4TaPxKNF4fUYv/eDZzbfsV1H8fbz7+Hv/s1duOs/vYw3npiNZ372Gn74H/4bpn3yFfo7PPkU381x3DbgWZ1J7STWjmjqIfuKfWWGFE9dOIj2MNaa22JNXqCu7jo2rN+G99/7Gj/+0SP45ROv4+23PsF7772PxKREXL58mfnlq2Ht4s3pbweZIZSs6ru7CU4oi5kn8K/2SgPmzUvAG//6Ee6841E8cN+vMOGLufjk4ynITF9N4FiDrk4CHM5vwvvM6JDayNnGck9PjwGPoibOTdav24IvP5+OBx94Go8S+L/15ufkjzBj+lycOH7CyKq3UYe3v9JU1khIbVWwPhJ4lnxqTPkmyxoMPDt25G0rFnd1deDo0cOYOWs2vvpyGhbOT8WieVn4w6sTcP89v8Xnn8zH7l2H0NzUTrl1UUa3ZqueYDn2X2g72Vgl1rrpSCNk5Y8++dvfb4fBOFL+kYFn8mAFfV/JuAf/9XCiaYAj28Ukcjtj8Rp89OJMpE7LR3HufpTk78W23B0ozC7EqUNH6NO67N9OrN3NufdotKEcbjAO1ufsJzDVaYKQnJXjJJdnz53H+jWbMOmjWHz0eiwSpqzHmpSdOHPwMjqb2Tl1MkX5WYQ6rQZ/lcY1/m4deLYd0nUyCSGBfLu05CBz/ugp5KVsxfQPsvH6E1ORvmgjNmRswb6Ne9F5lbMXAQUjatC3B+NoUqTyw1mOpltpze2NkpHbVy81ICO+AJ/8aRY+/QN9bW4eCjO2Y2d+EZqrGFDZ9H36HEUXJ5YcYM2zJqxP4NkF+1tJOlHT2UkAr06jP5lKzPWOti7sKjqIdauL8OW7i/HWs7OQsWAnJ/6bsLugFNevaIBQG1B2yq+r1r3e5JSp/GkCcYvBsxmYyNJHSQGmJI0N2LdjNxJmZGDCm6n44o8pSF1QgJVL8nFk22H06/NO9uaTAbaOxKNF4fVocmlOokk1gUZdgSU11DSgaN0+xE/Nw4sPfog5H6dgU+ZubMzcirP7zqBLVwKpSx/totug+vtb2Az6fFAfOlhOlyasUSPZQDPZYHyRvVWDn81LEb2Tg5rwGl3U3jy8raEdG1fuxMLJS/HxH6Zj8ntxyE3civzl21F1ui7wTj3lN65kJmYsw/wPsv3nUSAxWqTCVK+EkOBc9/uakr1lxflL2JK/EZM/iMHvn5yBhV8UYP2KEmzMKsTZg6dtPqMP20ljeJjdTRvdAgqv0wA1zSdMXKOtOhijaKuai1c51uzC9Pcz8cenZyBh2kqsz9iMwpwCVJy5RD+j0tJJc0QCTn2Cr72znja3nw8SkI2eMeRvamz5nMqVr/n9TT+1KSfRfYw/mrhqMunFud62XlScvIKCzB1466VP8fHvp2DN0q1Yu2wz1qQWovZynXHlnjbqrr6nOD+Iv1m29VlZoqknS2JREtvezaXL+j7wLPW1pKz7th9B6qI8fPqneXjzOY6lsVuxevlmnCw9ia4m9n/1NdtUxs7D8WhReD2B+EY9FKvM7cuNXThVeg6xU7Lwr8/MwdR3s5EeU4DVqbk4UlIaNLt0Fxu72pMpOslgTzRoRzT1kH3FvjJDitcG5Td+Qlmol5pRfamzswtnz1Rj5tQlSFm6Dpcu1qKhoQH19fUB0KalWPm17NQ8QQj2dpCnl+zS1qYXTKnBLWleXVfbjMry60iIzcDc2ckov9SIa1eb0dbSwXkr+4rsqaBu2mu0ybZ70CHU7qyfayJ7IakTNdWNWJ66CnPnJGNP8XHK24Dqqlq0turEmG3/rq4uA5b17iALwL2xagSkbJHBs1njnyeflmaHTQ5wBFLc0edA+/rbKF8LmlsaUHftGq7VNVP+FqzM3omP3p+JwwfP23Y3PqexXnMujcU6XvHcljeQ/JU7e42ER4eM3cLY4dtIHCn/TYNn8feNpLFiqFzUXHjiPz2PaZyVix35B7B0ZgH2FZ5DW3U72us60NnQia6WLoIZzWI00bffWNZb9FRWdCmSEzq2lclursOKBaC7ugSg1QmoBjtIR3sntrOTxk4pQOnGCjRf4WChF4txv/TVC4FUnHEBLc1Cv1sBnkWq0QsUrnBPFrOpXWpcgudeDhCdDT3YU1CBqZyUnSwuQycH+t4mHttOiQkAzOdSmN21yWAcTYpUfggzj/qc3srew4Gxt519UM3KHc21bdiUsxfL5qzB4a2nzbPqBsjILB3Uh8foW3+9PKCjiwMTy5G/sthbTtJFejjSGybbWjmIcBKj9zW0NLE30GXy0nZg+oeZOF/aig7aq1dn/rvom21t5qsAkl1vvO+55eBZpLrYZ+hvdsmfbKQBXFXK1QUE2OY6sVR26jqyEg5iyZwdKD9Vb54z02TadAtvUhZi60F4tChSXTbGUzv2hS7aR1f7pVd3Wx8uHmzApHeXoCCtFF0NtEELY4UelmIX6mnvpa3UCGqbZnR0N6CdBhVwNj7n1XnzxDpM47lG1LYlZ3LD1MVOCCUTF5KROnQ1q7/zr64HZw9UI2VBPnKTN6G1rhPtmvjrKmAn20HF8zhNKvTW0B59PcAmBdj+8yiQGC1SYRxrA/7m/aSOY+NvzKWXTtLf9u04jTlfrsXudZyoVTO9kf6m26EVHhnX5ZvGvmE2F98KCq9TbJ55phJ6Rq+zpRk9HQwCFKelthdF6yow+7OV2LflJLo76G/6IgTHKZm0q5Vxw/gbW6ivHW2d9LduHs8JHaOcaavoEOswDSiWPwXL1Zpl/aQH6zYTSsnFI+lHva1coQm66vuweGoKFk5MRdXpBnTSNu31nfbuDvpaZxPHp3ZdzelGe0cL9O3a0Dr8rP+SSxxdsiXL3zzwTH2M2saHyNpk27fWdKMg8yAWTVqJy0fqaTtmoDSc8RUAAP/0SURBVDiyUdv1NpufhUWyeTiPFkWqy8xfFa85fnQ0EzQaHwLKT9cjec4u5CYeRcXpRsa7DsZqBgqnu5YKZDqW/qrb+PV8pFjzOFNI1MjZ1ldmSPHa0DzcCmduN1Xflnyk5sZuxMdkY03ebvqUSQrM9QTa2jiWCjC79jBtwvVbTarXnchX9ZJRaWZbZpF6WudyecoaxC5KR6eeQfeIahtWe9gXUY22Drbdg04RtLvGzG7zSnpLO7btRVJCLo4fsW+g95PAstpfS8ns13skxKrMM88GPF/WC24oBdPUZkYezy9sok2KyB7Ro/lfMZNzxN7rZAHyUHm2bzmMGVPjUHfVA+uc3/f16yJgq1naO8GiGXdHl9Tu4ez6QjhHyiv6RuA5Uno4fx9Ikw9z+yuXcjE5szqvRpbONgLOgsNIXbwVh4vLbf8Scan5V695KYi+O0ow0ENQzd4/8m4zUjJSDcLWRrKnO/voSOvmGRIGYWfK0p1nkThnEw7u5GzMjufsm9zPQd4+b8MxlQOROaOrfeZ3K8GzClWw8AR2ScYoYm7oaoCIIh3ceo0TzNUcIPXaVpvWz6DXR0CmwTGST4dzNClS+eGs52r0abA+veyrm2lSh2Loha4lhcexJq0IFw/RPro1U4OlaXoFT/maBk2CVB6vl/vZkzXR1WFoUl3B+tzZSZ1VFgjWFWTFeifS6owiLJi0Co0V3GCasQ2BQY9OHuhkANPMs9PaZ7LoN/rg2dXFcMof5Tb/te2x2tXo5g1cpKrLbchbfgIZSw6gvtrOYuxgT/Lki2TvcB4tilSXYoBh9gULnIP1XznXiekfp6BozVErv7q3Tm7QH/s4CbXdTBPvJnRyEO7s0+uGAqpGidS5VZH8W45jEi1x3dVlPsPiPT8qm5jHjuhLPQL7kpuHV5ypZ5xehzUZWwNFBoql3qbf9epLFO0sT36lX7AO+8+jQGJ0yNZlfU1gRr5m/I11BJiqmBMd5jZl4OiBS5g7qQBHSzpAPGlI76XoaufERpNnz7aR7H4rKFK9Fjyr4QlGuvVIhnEixmPg2N4WxM4sxPH9eqU7zdZhb9HUidvONtrXe6xAJxe6+trI7ebNt9EFM/I3zzEC3hwkbVET2oMgxgBnPbZAQKWrM8xuTjYrEyf9KTErkZlYCH3FyhSr4jxfNDFOt0Dy+I7OVk5gFdNc+eGs/ypAHEXyKpCn2Tdl+cCz2JrJUFcTsC7zAOJnrUJrrZdI6tUJeH15hKJFsnckHi2KVJeJbRwHFR+6urrNSULR1epO5Cw7irUZZ1BbbvuTUUK7qbsBc64M00J6AvJ2gWfu5XzTfAaI9tF3gs37TLxYXVvTgvmzU5GdvhWNDZrgcFRkv5LsAmrmiqeCh0dKvx1k7SH2EjzStk6qt7XQPmzajrZ+LEnIwcJ5qWht8mTlwtw9b3RWTJODjjbZuoKdQfNfF08lD5eeLps37kJCbDaOHLxg4wDTO/TOFs8OLg6LtP5NALRiv3lh2IRYlJXdHHjWvEVA3nzeivOnnr4GtHfWmkevFFdFnWz/9fm7MG1yDGqqGhinetHJANDfr3ciNPEY5tVZZ5N/ZDq4+g2Fy+XnUSJrs1A2scHjSPvDaRw83wBJT71pW1fynLvYAUcDXxe2bDqExNiNKN55IXjmj+NJR7u+f0ZHRSsH+Wa0dXOQDMymo0mSaDC2NpIOrsNqXUHMkZ2Q2cF/9/YTiJu7gSC63E48mc0cp4mCCR78byaatD+P1f9bD559BQeSVKeYE8/eNgZZDnItQPGmakz9NAtnj+kbLpROt28x6PXqLOBt8PFI5Q9k+Ygm8t6tPp7TNV/twvrsXVgRX4Azh8rN7aY9Ldxhmp0BuaeDxwhUWjuoWTo4qeum/W4dOYPYdmMTGzaban/qokcfHGWlbcT0L1egroyZ2Gd6OgSwBciotybYnCiYl0Axr2X9bg14Vq1qRUliJbIsUCO2335X/WxvrleUNSN7+VGkJJTgSmWz6U/dmlxSHwMCboO/+SlSXW7wEOkzQAICPTISxag404IJf4nDjrX7rEnbeYxignVPA7YFgPoInhXj1Crd9EN9Ei96Wqgkr0LKG1Kwt2lyUPZuyq2+o7s27ElL7jNyKgNw7kQF4ubnIHfFRvToYhn7j8Fx2s38nV0CMQrgAgeysN/v3D+PAonRIbUYLcFaNTUXe/7GOjRfFOsirHyuW0iTtGf3acyclI+j+2gDg2f60N7RhrY2XRmQrwXjfTjfCopUr8CzTkwI+OrTYF2K1/I7zsUOljZi+sRclBSdMvZqayU47mxj12Ifo0+xG5lxuLNXn/fRFWddDWR8UGZqHB2So6s8OcbAcrVFTTjU2PikfPb7pt1m+DEvN2RyJ8Fm+pK1yEzZiCbGbZOVrDlrt0CcmbyqDMUF6SJr6+fq8LP+Sy5xFMlVYMqNAJ5dM3B3a30v8tJ2Y8GUdDRU28uBOkGjfiO7mu0wWw/Go0WR6nLxrZt+xhQbJ6jPxfMtSE85hDXZp1FVbvUxyioW8o+HcuGL9fwv+KxfdP1NpPYX+8oMKz7wzDPt09XVSf+hrMyj+FZZ3oyY+RlYnbsLTdflV0z36e4AdHjb3A5Stbrr0dWvOx57zDjSx/ky+xD1YQhDSvIqLF6YjpZGKWmyGrAo8OzmR6NPqlh2UV3qCOyvil86MavO7smlGzLzV29FYlw2Th6rMPM16aFb6tXuIunr7OFfHwmpKgeeL0cEz1Y2kyCZBmOS5u26G0F3vJirx8Ql3T2NxDHXTUxTvrbmfuTn7SR4jg2A5+4e3ZnCOZfy9wo8c37Nvi/fGhF59RvyyxTOo0TO5/3sbOBsEs7hNGLwPFL+vpCufunKs53Q0Jn6BYp1FhLYvO0Q4uIKUVx8Ca2cBHSxc+n2Rbm03lre1Xedbnqd67qiEQwc0SP1osE4WJezmZzFBQCJYtNtnj27TyAhZiP27alkMGNe7tD3KHv6OliaBSr+knkkf7Yj3n7wzBVdde1qZoenIWiA0qJqTPg4DUcOVJrsoj5NlBmh9fyJjnftMhhHkyKVP5A1XFMP8+F5LjuYRtV0W23Byp2Im5ONI3tP2wKlstG9m0Gck/9u3VajwdVOTC149rXXqJMziG036WP9zOqgW510ltllyUjbgKlfpqK2gjrTHOofdjLZQfnb0N7FCTR1MCqaQ/S7veDZcbfigIkBuiLQi8rKFuRmHkNKUjGqKhttzKAN2okMBGr0pkpTdoitB/JoUaS6zOBBw8jjzLf/29vMCT9R1cVmfPF+DLatKzUN0kO7me9v65Zgojp9s76ru4XHN7Is+V03OnVFTSgvmmQmBWIKoebxs0fUxthAvmCu0HhtrbtqutV/GAtOnyxD7KIs5GZvNL6mw80jOCxXt2l3dLVwYq2z8bKn9auQqnz1BROjQyoqsr+5aZvGErHir7aAkuKzmD97Aw7ta2I8Uxn0RMWMHp3QIEATwGM7RLL7raAB9bI/yNc0nrT1NKOD42Fbbxc6GIfbKH/p3jpM+GI5inYecyXwZ4Gm/FTz0PYu9ifdGWD6HX1NOrLM6GhkrWB9jZWZpZccUoHk4iSaPiLZeqiD5NN3dNv0aANBsj6tvyQ+G3H0tytVTUH35bKjgzZirO7t76CttLQnpm0v1C9YpWX954GGo0iuAlOuThq1cFvCc9WxdjFPR3Mf1ubsxcIZWbiqFyBqN/uM+lpPj16EattggM0j8GjRgLrkb5RJn03U23Q7qVsbZdV7GS6VNSN1WSlWZh1HTbW+5628utOJvY4i2vHGAWexvM2y+mh0ydnW1zYhzaQNta36suY3HN890KIwV1nehMULMgmed6LhGh2PJP0F3MQCSxYwaWyNtuzfjDQXsI8KWl8xbwEnGxXJejyrpakPyUm5WDgvBY317IeeyNJV70AR8LMRcbTJtrvtCKpPvqG5s+RmPPIuAujE36qVm5BA8HzqeJV5LM1ekAr2B+nr7KHtb0LyRb1t24Jnexu18U9TDP+pz0o+M6hRXpWvfY498m+atu/hWNfLcVt38HTr/RG2oTV1Xrd6DyZNWIyrV/Rheh0nXTSvbGXMtd8a1zjvbsMfkvyyDMejRM4Ofnb9IdK+SDQOnm+CpK0mWt0cNDp7NYDrDHgv1m4oxoKFq7F33yUOhv1obu9Bc0cvB3lO8Qlm2nrqmK+Rx3bSYe2Zq+iSyhuMrY1kK3N12WczrSoQBM6kkXYXHcfiRWuxe/clNDTqLH8fQYz01HcvNWHRmVsew+w6gl7A320Ezx5Zf9RQp0CiAYSTEcaTPTsJnj9NxfEjui9YJShwUw/qZAfKoC8PxtGkSOWHs84A9ihQmWDF9mez6k6GztYe7Nh4AEtjV+OQA89M76NPWV2kkyb+XZxEt9EPW2k/tYltuVtDzkZWF/mcBkjj89xlYruPM5dvwtwZGRwkFcyBNqKAHs48ezmx7iR47uSkzDy7zRLFDHX8jT54tqSSVbf+y3PcREoseKLrXuoTnJxQzrPn65CbdQQZK/bj4qVm9n1GCF0l4+AmVknhto7Eo0UD6mI/1uBhrsYY5oBo+pCV4fL5ZnxG8Lx1PcEzG7+tsZM+SLuQBaDVPrp9q4+xrbeviXFRwFMtFWVyzmJmDNomu6VH5gQAO4mApbEO+4MBVcyjQ9V/zp2tQlx8FjKz15urTwzPaO3kpJo+quMEYvQMbVs3QbTQj/Qz/72qzD+PAonRpEj+5qZtHnhmqmQUFRefwpRJ2di5vQqNzd6x0oF9o6u/zfqc7MF2C7f9raDwOq2/CXR2Ur5W9hrKSWl1N3ZDM/UpqcLUKRnYW3rSHC/w30P/au9sgV5wKbwgm8q26vfar7sN3Empmye1Cx1DDsOy7dJLDmsyxVv5iLnFX/JQv64ufYbHyqK3tscsSEFsTDrqrzEPk70QSN9TTLMnB1u7GrmuE/EOlrGdVH4I6z8PNhxFcsVSdjtmtnJdA4qXrv6mP7JuB85J3455szJwxbvybE5WUXe1QUt7k+l/OmCA3cN4tGhAXQF/ox/x19LL9qbNJEFFTSMS4rdh6ZJiXLqsz+zRD3uaqbZiiPpSOMs2lrUVXXIN7mubkGaSPhpD6fMaT4jO7EucbKYr1S2YOzPFjKVXr9j3hIh0ZVD9X+TyuuXtIs0DNB/wy2GBJluVrJNPTdd7aZccLJy/jEBakU9y81iuCjybuQ7tFNZIo0AqX+2nPu2isK1T8pqLACTJVrBOvrQK507XmLFG73hpb9cdUMHYJJ3do5Nad7YZjtQN1xfsJ3hejMv6bKzSTLpkYflmPFB7OFYaF1bUALkkMd2HcVVfAOJYzj6vR54cBpD8+av245MP56Gy/JpJU35dCFDMs32A5fCfPUL/R6ZLCJlCwniUSO0dzmp/Z4twjkTj4PkGydziK2c3EzIGUTqsJvEKp/nrdmJhzGqUHiznxEuDIzsJuUPA0wyuAs6cXHa12FtSo95spisNwsHKnL20UEcRa92xaMf2I1gUswZ795WjqY1BjemCCGZCxgG2S0CAZSq7Zf3GEniWDBZU6WrMrm2VmPhFGs6esVee1fnNtzmlhRn8ddzQHE2KVH44KzjpmmZ7D8GvghpFYDKaGrpQkF+MlKQ1OHLggr09iP6mFwOZ22g4GdPLdGQxXRFp1RUOBm9pEF0thiLVFPS7oF5MpTOZwY+7NRCKcrM2YfqUNFRXC7goQGuy082+o8ccGg0A6GRmB6B5NH+3DjxbXdS+qsXPlIeDuE6gGTmoVHllI7LS93MQLcJFTsg0uFkAoLsAdDLETrKH49GiAXWZGCA9dA9ND9ooZwfbW7qJLl9swofvzsPGdSWmKez3KmkfPcelwMDjzJnovgbu1vNQAqyqxxwePZLDqFBriiCrnkBd1MVMqsTdJu66lzCJKDLOX6xGbGIGlmeuMUBURbQrRstGPEYnrDiFpq0Us+VjsrSvmkBdpEBiNEkFWuVkH+NnTHIsO8mHOnv04pZ+7N17CjOm5OLwwSZ0atwRKGUM6CYw7ejVp8PsFfixBp51ZV/ydfa3yFJG41aaqmRPNSZPWoGSkhPmeHtCo422bDV+p+bRZFTgQTHOtpNzhCiS8Tcxy1XRfjakFY0dis30GwbhDg42eoRLdhI1EgDExmYieWku6uv1zhPZR1ITPFB/+ZhOSOtuNLOu+M1ynTZB1k+pin5ipUaJVJSpUCsCzwTF9C+lG9U9uylWNzX2In91CRbMzUZFha7UKluvkV0XCHRCwIJpz9ZD8GjRgLqMv9k+Iz/rVP9g/1Y7XyxrQHJyEXKyD6PSXHnWuEM/03gyqB5KF6vRokkqz1neo5Bm0oYm+ho/JF+f8bUOvWyPpLdRz5mRjJVZOwg87cAqvTs6guDN6RB+AeV2kKveySFArefR1ayaI7S39nMMzcXiRWnm+WcRp0GcP3OFm+pzOokw+nqofNlFbah21ckIzvjZtpJVMom0nr96M+Jjs8xt20qP1NZa97/pXOWMhBRT1hfsw5dfx/jAs8YGli9/NX1XvuDm4DY2WhZZPegBpiwBYVWtL//Yu3boW0w3kvJfRyuwJu8QJk1IQG1Ng1LNhQ3NZ8TKpzJoNuqkvfrn6gvnsUFq+3BW+xtbhqUPRj/wluP0TUjtqdFP3sLOo9sjnNMyNKNgYwliFq/Bnv2XCHhsVxPrNm9dCTTPEmlyyQmdeTuvyhvcRjdAfmcN59CKrINoaTmcdhYdxoKYVSjedwnNne46Tjd/As/2Srt0cyWzNP5XZ1WnVTTRXhVuF9GnCAWrOiojWwgG9Jnnt7pMsN21vQoTvkzF6TP2yrOZIPfrKrrsJ1nHBvk7r1pdz/R1cmKiW6+dto3Xu7EufxeSE1fjqF5MQSOI7T8NqvQv6mYBBDVkYJAPDvSC0STVpBoVlEJrVsDWhEZJZhcpJ3sjpkxeRuApm2iXpOckhxPrLgEz+R77mwn0Zr+Cve175pkds640U2z0ifVatgtXkbET5ZK/2Vse+1Fd1YLsFfuxLGkHKiqbmKZUC7AtGBs7/mbI6cEVXdHs4CRT4FnrUvPypWZ89P4CFKzbY/M7ot5mtNXAQ7DW168B3T7zbHxSB0eTvPY3DuBnpTnmP7W16Qe0iR4zsZ8G9GIx85+5UEHwnI70nHUEzbYIO93QdSfGC9nJsGKI2kA/jwL1jCaxArWt176yjdPVrMpW3NfTa6/8lZaexqypeTi4r8HcnaKJv26p6+FYIyBg+oYxiMl+S8jFsMFZEzWdKGtmKzdRQvVjwjbO/0qKqzB1cjr2FNsrz5Jfz9L3Ma6Z4CFVzAkczU7NDNXkMxRNHU2beY2ucrlqlgHWP+NVhnUbepeuBnJsN+eUmNrS0m/uckhMzkZdPe3h5dZJKp3kEGjWCWlz2soAZ8Fqtg/zhLJ+2iN/VClKjRKpKOmmvmx6gj3xasnt5BoXTU09WLV6N+bNy0JljXflmXm7DPh3V6Ns/jFDVMH4HGWzV5QV2RSHgUsEIcuW7kJeziHU1Oh5TskuEM2OFIhv4cw8hrnOv+iR6hb7Cg0pX/2G7Su52ObqQ3phmF5SJ9KnhebPTkFe9k6CZ4vopHckoBy+fXvJ6mxl5bonmt4blJyUg5iFqQTSJouZdpv5A/Oa53XV/0edJJBktO3u2l4yqBnVLwxx95pVmxC3OBOnjleaK7eDkQNropHaQk1TsKEUX09ejIuX641UYvvYiC4iqD+q7wpEu3m4lVc5bfywc0KzJdm5x5yMZVv6T3pLJ4Hn/FWHMWViEq5esWDdxDbJrlK4NO89MvqrJNtGOqlhHrkztlHdajceoRO4pt2CbI+7vWTtOHI5xsHzjVDQP+gTXDFByV396sXGLXsRE7MaJXvPoYt5gm4j0qCkiXQLy6BTqZyo+44rNBKHVhTo+B6HU9GuIwTPedi59yyaOi3E1FlbgWc7ubRDpCvZFiFt1WHEnubBnaNPqo7KaADXZKTXA886wbdrRzW+/CIVJ09b8CyNNIBqsizbjRVyHdnqIfDMCZZhe7JC1NzUjYL1xViSkIcjB896qSJZQ16nwCm9FCgV6IJecOsoWKsd7G3t8jWx2S32KCurEFOmLUVFlQXPnBpTZ00sW7mtkzWaVAYPs3rJKwWcRxE8ByscyEY9rkg/xgEHnqsqW5Cz4gDSkotQHQDPkk82Ud+4tZYYKUkltbIgo1pcPUiSXrrcjE8+Xoj16/cG8sk/7eSSOUwbCPw0k+1zUBoXjZ2jSaZisml3H7t0w+w7po1te1ttCEmY7qLS6XNlFjznrkcru4vSLHhWj9NJA2muLZVhJxoq2vxzPFrk6WBniWKtkyWkWPudz5lJEsHznjOYNWUlSndfQYdckBkN2DQnax0Q0oG3jvxxLDKrr6rPCOQ3ka0ubQzZJbsrMH1KOvaWnDJpNpbJr6iLZpBmYFW7cMWMpVpnmvOFqBELlCO7sl35AdY/+Yf1N/OMvNqeyXocQNk7uCs2IQNx9LfaBguexRpJFdsFnLs5TinGhftbKOunfYrpagCVHiVSURJKgpue4HxGpLRgXL3e1IXs3B2YOz8T1VcteBbgt2OUBf+Kw2OTJJfaWADa6ldR2YhlyTuRk7EP1VXqL8pDvRTPdfXdxTexOQPnY6XxL3qkusW+QkPKV7+hf8nvKb+ufvoz1NW2YMGcNORmbcf1etlRFFUBR4EkX1Bn06U8kS14zsaiBSloszfZBPbZq4Xqd2oLL3HUSOVLRrW3bXulSVa/vMqiK88JsVk4faJqSPB8I6TQt76wFBOnLMaFS3UmzUqmO3MUP9VvxeHgWXFDfdjFD/UBnby0x5vbsAm+zeOBJjYznXXpGe61aw7g6y9jUFNtn3lWXvNeA1On1lmqmsaUZNvH3onDmG3Ac1AGgWn7WGGQ7TEqQKwyHI9dGgfPN0KyqWxsfIQb9BqBZ+uwvdi8eQ8Wx6zCnj3n7O0NTA26gfJxIq1vpKlXOZ+Jqp84J4zEoRXZCYyWlsPJgecigudmfV+XaRoc7WCvgd6W6GerlDqLdNURTA3uHHWyuigsaPIYBM86MVsUBp413AsefBvBcxPB83qB50SB5zNeqkhWsZYS20Cp3y01g0eqzfreQPBsfc8vUCTwLF/rNSBAaQr89hDL+knHsQeeqx14XkLwXOG+jyj55GvKZ9tirJFUEnjW1NL2DPUjC54//ngBfc5eeTbqC/xo8AuAZ9lA4FkvHKGtmGxsHE0yzsOlaXcfG4Ecywec/zvwbE+9uGH8FMHzYoKZFT7wLKvYKbWNCxbIOJ+yfcj8cxxCAxJunFSU2nMw8Gx05rbxOQs49xE8zyZ43re71vvKg/qKrp5pxqkELxbfQvLHscisdlWr61ZmvRVc65SWIXuPAc8rCJ7tlWcBOr2IzoBn+ZvUMeOv/I9WNW3ENOcLUSO1s69sV36A9U9tbf1NdzloQilxAo8DUK3FBM+xSRkRwbM9MagrtvbEmt/fQlk/N/lVA6j0KJGKMr6lmgaCZ8nk1L/e1ImclR54rnXgWaeiHXiWjCpnLJI0cP3a6lfF+JzCOJ2TcSACeJZvcdv4F3kMgmf1JZfn2wme/TpLP2+VNDx4VsyIcl+ISKpUdaiT2LZ3svrlVZZRB88b92Hi5FiCZ/sMsq3exVKNweq7sr0b7SSzeqR+yqcxXcz/9F/5j0BzD8eKPh5rxz0pxhJY5Nr8Pfjqy/nsGw48M2+vxhY779Lt3gZw6wBT12Bs45bte0EOtqdfXrFr1LFH4+D5Rkj2DPQhboSB5y2b9iCO4HkvwXOP/ECkYwzLORicv2XgeRfBc4u+y8s0CzZ1NVAdh6R/fja5pKc6r9qF9Qb2jS6pCqupQsTw4NleedYERp1YR44NCk4urR4O4Gvyr9YVNTZ3Yx3BcxLB8+FDQfBs9XCBSOwd4WwwGnYYtFwlehYZDDz7KCtrI6ZMXWbAs3Ja7RXMddupvaJjKFCf/llfu2Xg2aoTlsZ/Ajk+8FxT0YLc5QewPKmI6xY8G1mZxw4Yti3GGkkd+Zll9YyhwLMFDRZEy56ygUAQ20ATzqDJo0gs0DgQVyOy/gXBzGDg+eT5MsQkBcGzxLT7NLXQ7fU6VjnFKtMjf10B0kYUFTXl8598SrfMmIk60/zsfI5gTbSf4HnO5JXYv+squgyekTx6/l73OsonpZ0KvnXkj2ORWX1VculFNTrhonV7q+DeXRWYMXkFSr3btk0fDwfP5sFhrpixVO3BNHG01VR5g7L+Bf1tMPAcQ/C82AeelW4firD+KQBty4jgb96CLcaf6rq94LmhuRPZeaHg2Y1TVicbg8cmSQPp5ZjgubwJqUm7kJt+EDVVQmjKEwaeHVj2H+oMGVVlVWBYoSHlq9+whb+T4NmyX5/O9n6C5yyC52UDwbNpB+mottCxo0mqVHXI6M4BZAv+98mkLKMKnllPwaaD+HpKAs5f0veYPanoBz29ArKMJyFzDCeYXQvkN8xeSz9SLNE8uRdNXNdcS3eQKQdnzuwC69buxtcT5qGmxoHndnT3NfJojfXKr1POiksqWfYLsq0tlMMBdLA9te7fVv6xSePg+UZJNnV9iN7sB89bN+5B/KJV2FdyznzHkd5h8xvPlWPozCZnB2ay7dLJUaOgkw7k0IrsBEZLy+EUuPK85zxaOuwkWlNQd3uZIR3nZ9Mw2jcWwLMGcguedYFCt21/9UUaTp2yLwzThNp2fMmrI8cGBSeXTg9NriKA54LdSEpaSfAcvG3bBjAXiLT0Gt7ZINp2GLJM7fAsMiLwXEjwnELwbO9q0PG6eVhnQ6WPjgnUZ1j/rK9Z8GzvIHC7o0aB+gbhAHiWLAIzDjwfwvLEXajh5MwS7aE8Jt/Y8Tc/SR15nAXPmhCrN40UPKv9dUaabaA2CZo8imT9yUrgLUJY/6xcxmfoE4OC58QMgucCA551lHlJnTnaDvAhdZmyw9iQVly+KJEpkv8MOCarHR27qrSuPmXGHoLnEoHnVQTP13zgWYBTfUexWAfcWnIxbGiWXJSToLPfAAIHnisJnjMInu1t2/bk2SBXnkcbPItUZkTWv6C/WfCsMYUp3CVxDHhOTLfgub4lYEbd/mhuY+RxmvBapbTHR149dqGf6ooyeFbhKsoIpo1Q8Cxd1Ce0W9zAsSd75U7MnZeJmisWPJsc1EWfglIJY5uorOk7tv0qyyKDZ3MlT7HaD57VAMb3yKa9yFFVWAWGFRpSvu0z4+CZOU07fL/Asy4CrdtwGF9PTiZ4bjISKQx293Bs6+aIbR4jFasdrWxyc7EZUshyY6sBIw/9R88593LMtnf/2Lv8dKpMefUeOoHnSRMX4Ir3qSpdee7SSyjNozZ6K73GfWYmqT696E1vgLdf7vFkMI1kycrm5PS3ZzhLu7FJ4+D5RknOIKdwwdMY2k5QDHheyElM8bkAdjQs3zH399srAeasjEkjR5VchZE4tDI7edHScjgVFR3FwkWrsWvPBbR2uDPPdHgz2DMq6JgBVShREUPtYRtAKRGKv2ly5frZimEHGCunwAyXFKl4WzW+/mw5zpy04NkCTdeBxw5Zu1gOngTQFfIgeNZt2wXrCZ4TCZ4P+595FimXbED9QhvGrkeTXPkRyVVsbeECog2e4tADDXiekoLKSjfoM7eZXHoDpNMhRBfpGgTPaiGlDCrSzZAKDWOpYPTw/M36PVBd0Yqc5Uc4KSvmugPP0nns+Vs4STVpY31PDQ2UXWrGpx8FXxhm1Dc+Kn1cHNFwrLPW7PduohmwU3RIUlnWL4ysUPzHihWfaI8geO61kwymygtPEzzrbdsZOQVoV6KXbn3H+qchU6aPnT5iQ5LDyhRdYgXyE7GK9tgMG27dtL1irG7bPovZk9dg3656dHrg2ejeL3+Ugjro1pL1i+FYLU47cUKml8mIOjhJ3ltURfCciT3eM882BtoXhpkvXSir2KyrjdheXruo6aJFztSOgyvekjr4/S0EPDNF4si/9Hx9HMHzVYJnpYnMd+w1J1CMM89uegqoTFePx3YhL9NE1wJumz8KpMJVlGlPbchnIoNnZbvOsSeH4HmeDzwb6WhL94mbMU1GX/7zRK26LPC8GzkZh1FdpfmZNNb30e0VPBMLjH+R1Qh+VoN45USHVGBYoSHlu3aWbb7D4NmjcfAcSvpSxNp1xwme03CJfisyrsj6FQoD7eNn26wBWcPd2PZv/YJjpTmE+Qx4XneA4DkWVdX2bds2Fmg+2kHWSU2V4JFWyGac8tZFpm6lBeRQ21nmlsemVh+PXRoHzzdAzsRmbsgV4wimI6kTEzxv2ouEhatxYPf5AeDZnjHWbQ56jtNOS1WeOHrkKozEoTVZ59XScjgJPC9atAbFJRfR2m47iJ1YKmhTZ1dssBd6BSlieAOP8iuZHG1y5frZiMQVA85Yv3k7q5YUqXhbDSZ+tgJnTljwbEn6SHgdPTbIH1jMQGkClX4KcpYsePZu2z7sf+ZZpFze5CqkYTyOpqqu/IjkKhYUkzx2kJNOkcBzdmYhpk1JRVWFBQQi+1IJbstGUsvP5nCtDATP0VZzMJIKxt9Yo72uaScs1ZUWPKcllqA6cOVZ+Z2/jW2y7SedtPZNwTPbwZ3ejqKqrIXS2KHbDtj6+cgKxX+sdBDw7EQ6fb4csQmZyMzegA7P3Yx3mgKlD1dMeUoMYy/dLvSTf6tUpUSH/OUG29fKZ+ObRHE+pxeGCTzn+8Czjlf8kz8qj7XjrSQr93CsdtN4wvHCzP4I28yV52pMn5KFEg8828maXiymW7yZz9lCxwh0m4bx0rgaDVIxgWq8bVO0WwlsBP2tl+BZJ/zknbryrL1+8FxH8GwOI9nPQ7Jk9RuNp2ade/2Veet2U/5vwbPsrq2okKtHpjAdQB1iKPDcRfBchHlzs3DFe9u2yNhTmVTEWCbbmAE5deU5ZcluZBM8V1Zb8KyvdAhM2Lam1rKLs41rK9cgXjnRIVeBr9CQ8m2fGQfPzGnaQTqayG3SRo9UqeqQ0W3bK825RaCJmWVUrzyz2nXrT+LrSRm4eEkNMgQ5uZxsPnLJrtXcutPQgXF94rVg/SmC52W4fNk9fmZJx9hWsMcF2kHsJ+50NwgpxGm/CXUeh9JghYwtGgfPN0CytRxGw4vepmmczKQMBM/mooAOEMthmM8+W9DhTel0RLTdxFUYiUNrspMXLS2H0y6C55hF+SgpvoS2Nh0vcsGbkrtiTW/z1k1BdiKhyZsGeKVEKP6miZJ4P1u+2IjEFaMb29t/5blkaw0mfZqOs8d94NkcZAQ3m2OBrF0ca9qiqy7yneB0aWjwrFz0SUUmp5qWjqOpqsoatDxXsSSXT6ifaHDUgB86SIpyMjdixpQ01FQER5wAeJa/6XDna2JzuFYGgufA7iiR1cR6s78p5WvmRBrT7U3O6tVA1aDgWTbVkd8GsvBMNCR4FghgNrNu7ED7jQp4lnUFomx/YK38+cgKxX+sdFjwrE9VZRnw3OnNMRUGnGlMMVqPxKYet9DPWt+mRIfkZ/ZqgH629IGsdNtXguC5wQPPkkbxb6yDZ8llwYD5dB1J4LlkVw2mTsnGbg882/eft5L1HWR6JbPaOG9biiuh9okCqRi1s/MZbZui3UpgQ/VbfxsKPMcTPF+rFzizZFQ35TB3+AkAP3vlsLW4acGzODga3CSpcBUlJY0NpMvw4Hn+nGzUVgfBc6AMFTGWyTZmQM5KxueUJcXIIniu8MBzD+dp8jj5naK62kAsm8nVArpqGVV9VWBYoSHlq8/Y/iL7jIPn7xd41hgl8PzRJ8uxb981XL3aS+5E7dV21Na149q1NvpAK+quiNs97sDVWvKVTrOsJV8x3Imami7U1fXg6rUuXLnKNJZTzWOqmX6lph+VZUDmimP49MM0HNxfz7ys71on6q+zrGsdzNuBums9LKsb1dUsu6qNMYF117ah/qqV5Up1C+tup/3oq1580NLwaJttlGgcPN8AydbqD+qyHXQC884SM7RYpLx1417EEzzrtm3zzLMOIKtvaRrkvpFsp/u2C0aXvAojsuvhluzkRUvLjtzq7p3HsHjhWuwpvox2B55NZnYCB57VGRybKnS0Wmi0rzzbqYS/fLHRlCtWN9rFe5YsIngOHKR/Y4es7I7lW5qMSRfpbMl9qioyeDZKqSCvQcghNiJHi1TWoOVphyoV0JFP2EHOgCxNGCWfj3IyN2HGZA88e7t0RcaCZwquw50eYpNHK/K10QPPKkdepkmU2JXv2A6l9tSYAzOVBM/ZK44iNakEVd5t264c67HfBpKN5DBAOcHzZwTPG9x3nqmC888geJZmtt+PNni2TzAH+4MhbRifYqWDgWeyRHLgOYvgucubYxodXP/QcjA29biFfmwDU6pSokPSzUIke5rA+lg4K9362969ZzFzSj727rqODg/PmL7AdrBHS/BbS6FxbHCWbAYEeHG4nZPk4l1XCJ5zsHvPaZPmB8/dNFLQlgI2XtvrcFtEVEhFqWTX3s70gXoCG0F/GxQ8J6xAQmKmmdw6YtexhUpv3cZm1iOwVw5bi5u3AjxrzAwFz2In7vXmLuTmFhGkhYFnZRCriLFOtkENVRA8L1tSgszMIx54Vo/RF0WC4Nn2NbYBj1ETeW47Crqq0LCCQ+pQn6HXf6fAs+RzetPTTONaGrvg2Tq6aXqfTMoymuBZda3MO4qXXpqHJUv2YOXK48jM2oPsnN3Iy9uF1auLkLdyO/JydmBVzi4y03OLLecwf24J+26xx3uQk70fq/IO89j9yF1ZzPJ2IyenhPkOYnXeOeRmXuC4vxIvPDuHfeQQyz6B7Ow9WLVqL+Uo5nox1qw+glUrDyMni8dlsf6cnVjF+LAqdwf9cCuX27Bz+xGUX65ne6jB+MfmM6wmde3n5zFO4+D5Bki2Vn9QlxVrmLHQxg40WzaWIs68MOysAWxyBDm8jtOwp8Ff0PnbA57XETyXjQw8mwO1YlvITqQ17AbLjB7ZqYS/fLHVVHp5g4wPPNvbttODt217QvmD9VggK3uQ5V2aIgYGbdKIwLOWbtXZyEu+NaSKVCmnHYqUpnINjhrwtQwVJCezkOA5NQw8Ky97ifIGi7D7DeufepFlN5UWe0XcNKkc+ZSdRAXLd+wmVt898Gz9T1R+qYmD6FyC5xKzLRW0y/qoW6etqL9Z0kYyeWBwjALZnqBWti2tdgwtWluqUBXLDrKK5NHS9h8Hns+cq0B8fBaysyKBZ2YynU3rg3BgVT9r1WiSSgwFz2Ln5Y6VZv1tD8Hz9Kn52LPbD57ZXkZ35faEvoXk4tdwbCRlP3fPyw4LnpnfgWfX41mSyRdNUomuj4sDrqx/jl2uEPDMNmeygJb26rGAOD94VqL2uUKldzh49vIE2JDtAa4PRNXnVIepWyvqEEHw7ERwogXA81yC55DbtsnSSZnHODmdROUEz0sNeD4aATz7+5/tSSY0GHb+G01yrewrN6QK1am+YiNAOHi++q0EzyKnNyOfT5+xC55tfdYPtGI2TbLAc/xoXXlm9VmZB/HMMxMwe04+4uLXY958ts+iDMTFZiIhPhPxcSsQF5NOZlpMJjkLsTHZhhcvzkJMgLN5XB5iY/OZnodF3G/TchG7eC0S47YgZsFW/OH1hXj8kY8xf04Byy7AvHnMF5ODmEVZWLgwm+PoWiTEUZaYXFNf/GJxOmIXLefxqUiMz8DaNdtw7kwFujvVfmwuLoLjbQQe4zQOnm+A7PBln0BVMNWt213WH0wn2rRxL+IWEzxzMqP7/F26/EHDvB6wt6x12wVvl6+44O84SHZ9Z9Exdo61KCkpQ1uHnfLreTMzIZX0SpDugQ6gf4oWCmj29k07sXQlRpNUoioWDyTVqqsu+tSRmdRQ3N3bq/H158txOvDCMP00CfcMOGZJAwr9hbNFBU9Ra3M3gcxuJMXn4rD/O8+Bhva1ulv1Jd06UoWSP1jxQH+zlJVZQACwFFeq9fyjTVM2fc/RAOiwckJJ6XZfcC2aJF+RV4mDdYhdqn0O0U5YdNt2rm7b1gvDArdtS2/XYcY2BXTTP1LZ5UZ8+slMFKzfZbaNXRxLL18rWFYmj6NIrsjIRSvFxgTXzgFf05K7zMSXe86dKzMTDYFnvRRFZPCL2e+3k1hHDEba5/JFj2yL2tjkb9VQ1j6dHARKzZXnNSjdXY92hTySHWPclH8oHW4nSROCwT5CYq/T67btPbuqMW1KFoq927Z1kqCb4Fl3bum2bWsrtYG0VL/TL/paujIHL1up8hUzG6DfUA8TrygPZZTr6VupCfHpxt/q64QALCmWa7+KMO7mrRsegkaQ5ZtToFD9k0/pcScJFdxldpOaGruxMncHwXOGDzzTFlTGvAfGSxmrJK+R11ntCJ4rmrAsebe5bbvSvDBMmuv72zpJobxB/UdfN9XmavTIW7X1237vTorpE0XmjjQvz5WrLZg/Nw052QTPDTawBWLgt4RsvLbrw3/n2Z4ktW02mqRKrW1kAcv6hYhk7LB6zWbExWXh1MnogGe//fTM85o1R/DRR7E4dKgKddeaUFNzHVdqyVcaUFN9DVev1OMq02qryVpqv8fKa/iKxzWNqK1VGY2oYn67n2lXmnhcMyrKmpG6bDM++MssnDhWgfp6rz5zrFs2sf4mXK1tZN3XA1xLecRXKVtDfQvaWrvR082W8+Le0Mx/Y5jGwfMNkc5y21sB1YF62J+61XdJmnhtKiwleF5tJjM9chKmG2fQkvntLYRhb6i7TeQ6pb9zWrLrRTsteC7eU27As0KH/RSFdGBUUDYbTyybMoLg2a5bPf2lR4f8lYeTbenefr3wIxQ8TyB4Dn6qSvnsmXwbBscqUVLOxAx49nwtAJ4Tcgie7dUZQwE1XPtoeft18/tXZJ/T27bXYfq0JQzG7B/cpb3SoJe66yyzO9EhW2mfOTqw4qeIiTdJKi+yv1ld5E3O94HqihbkrDhs3uIafNu28snX3Ex5bJJrPaOxJ2ZZWQPB8zQUFIwcPDu+daTarI2cb2lhVrXkLrHWI4Fnc1Va+fizfmYnqNr2ihiEtGegX9wcyVcog2Gth7Lim32cwwpfuvcMZk3luFMcCp7dTadDSX97Sb4SGTxPn5wVeNu2rsG7F4bZeMAjTTuMLni2JQ5VstIlt/xF4Jny+MCzdvXQRIlx6eTI4Fmsp1KC5OoT3yIKVCdB5FMEz0L0XnpgN6mpsYvgeTvBc3oAPKv1ZZduY5OxStZLXO+RxUQVjM/uhWFVHnhWv7J9fzBtXIu4VokWqT6xr1xv1dYmiQaCZyelwPO8eWnIJnhu+NaCZ/2z64OCZ3IoePYOGDVS+dY2am3L+nnieNUrLuWt2YRYgueTBM8CuzdLfvvpwwLrNxzBpCnJBLvBuz5GixSXNOZPnjQHdXWhLwy7ETIvSRR7Og3FY5nGwfMNkUKuwK+CK4MYnct1EHWcTYX7vrPgWVP+bw941gATGTyf9MCzNBF0/laBZxmBNHLwPFgb3Vry+1dknwuC52qCZ/NsGdPEoeDZTmh0pDk6sOInJURbZ1fmwHKtLpIvHDwfGgQ8j2UwYyVzrJgmKiur/xaBZ9rCIBcrp3EzLZlkkrn+7QfP6gsCz7pC6MDzqojgWfFtKOlvL8lXBgfPe8M+VaV4rnzW99QOow2eJZPnNBFJ6dpv+//Ng2dXnniwOkeBVJWpTvXKp4YDz9uwYN4K1HqfqjJWpMICz94QNQZJPmLjk37qQSIHnoOfqlLO4cDzaNkoQrneqrWB7ftDgee5BM9Z3zvwPNqkStXK6ufi0DHONa/GD4HnxQTPJwie3YW1myG//QyYLTyCiZOTUFZuwayTwcTF3i5ueG2izPzToaFspbds9dGx7s4rMf8Md7K4teu2YeKkWai5co0pXhlcqjXkj8IEKsemDk9On+F4LNM4eL4hkrONg2dNWEw29SDHpgwHIMRaDwaZ6JK/8nCyQWEcPPuNc3vJ71+RfW4cPI8Vck1qNPbE/PaBZzuYS07jZlpyl1jr4+B5rJB8ZRw8B8Gzd9CQdY4CqSpTneodB8/j4Pn2kRHVE3dsgme1vZY+cfSPdDvBs/L0me9BqVL1XWZ2goVR4BjqJDY+xIRguqUugud167Zj0qTZuBIGnh2b+ZlpG3fU0OT0GY7HMo2D5xsidZpx8KwJi8mmPuPYlOEAhFjrVk9/6dEhf+XhpJYeB8/B9onURreW/P4V2efGwfNYIdekRmNPzG8XeGb9mvibpZVVu8xcQru5Pg6exwrJV77H4Jn7jT1dRwvUJ46+NoOSqjLVqd7vPni2o750tS8MGwfPY4eMqJ64Yxc8h44LrnlHGzzb27YP4+tJSbhcNvDKc29vF/OqTdR3bYDRoeFse4H1JfOf8Uds4yrzqEz+02cc167dhokTZ6GmxoJnt98trQ+qHCvncPxdoHHwfEMkJxkHz5qwmGwu1otNGQ5AiLVu9fSXHh3yVx5ONiiMg2e/cW4v+f0rss+Ng+exQq5JjcaemOPg2Rw2CGnPQL+4OZKvUAbDWg9lyacYPA6ex8FzVEhVmepU7zh4HgfPt4+MqJ644+BZZQftJ/C8bv0hTJiYiEuXLXi2Y7Dqpk8z2EQDPBtmoR0d/cjP3zoOnsNoHDzfEMlJxsGzJiyG1GsdmzIcgBBr3eoZfV1Voqs4nGxQGAfPfuPcXvL7V2SfGwfPY4VckxqNPTG/3+BZ6/oNRtoz0C9ujuQrrNew1kNZ8ikGj4PnsQCe5WvykxsAzzzc2NN1tEB9Q9U5CqSqTHWq97sPnvVTDxKN37Y9tsiI6ok7Dp5VdtB+5spzgQXPA688s+/12hhkY9Lg/umOCfQHHqsQFEwn85+78hzN27a/CzQOnm+I1HnGwbMFCsypPuPYlDHWwLMGdy5po3HwfPvI71+Rfe67Ap418ewfB8/K4/GtI9VmbfT9Ac8WKWu8GQfPo6Gl9afBS1a6fE1+8n0Gz7QE8383wLPydZDtWBOZRstGEcr1Vq0NJNE4eBaNg+cI4LlPc3NVGsGPfGSP0c/rDzxWIciV5Y4ajWeevws0Dp5viNR5xsHzOHi+laTJ2Dh4lrXGwfPok2tSo7En5vcPPLsJkli21W8w0p6BfnFzJF9hvYa1HspB8GzByzh41m80tLT+NHjJSpevyU/0vOH3FTzTy6j7OHi+WYpQrrdqbSCJxsGz6PsKntetPxhy27aTQXGxt1e4RN9pVy8c3D9dP3A8HHjWbduDgmfjg94Y6ck6FH8XaBw83xDJSULBsxxaJL/4Tn7nuWQcPN9eYhuyob8v4LmqusMMQk7ycfB8a8k1qdHYE/P7BZ4VnQXI3CRJttVvMNKegX5xc+T5lGGth7Kd+o+D57EGnjWZDwHP3D0OnscKyUfkb+rftgeJxsHz2CIjqifuOHhW2UH7CW/oyvNXXyeEPPOsvSYu6soz5722TdQTPcFCyHqR7QfSh//Zlnrm2ZZjj1KV/heGhYNnl28cPI/TCElOIvDIgdI4q3UmRxsL9yI2ZhX2lZ41HUe7tN8szU8THguejfP5jr3VNLhT2/WiIoLnReuwu7gMre2SWOFDP50AsODZZLU7PGVuM3hmsnSxQ6MmXOPgeUAb3Qby+9dAf7OUnb0e06YlobKKE2RuK4cB0crPFBvoQwet4IqflBBtnV2Zg5WrdA1YQfCcS/CctqR4AHi2+QYIPWbINanR2BNzOPBs44L6nMfMcOvjmyqzNhoSPJMEnuPjM5CVGQqetdtqMw6eo01O9lCS93z7wbM9cUYZewWgZTMe5cXqboaExLgMJMWPg+dbSQP9TT4SGq1Eg4Fn278i979g37RlRI8i2N5btTbQz0pv+42NtS63wPO8+cvHwXPUSZXKLrbdLdMSTDbW8mTSfGXVms2IHSXwrPoKNhwx4Nndtu1ioR2nbByybaKe6AkWQkZyw/YkDOfAbMseCm/LskepykjPPLv9bjl+2/Y4jZDkoOPgWQOLIWW1OzxllD4OnqNLAgHfPfAc6nPfPfD8fbrybOOC+pzHzHDr45sqsza6OfBs40dwkqR163ORSXu8gqNG8hXWa1jroWzb+dsDngfq4O2gjGrj7wZ4ph7j4Jlrt5/C/c0KLx8JjVaicfA8tsiI6ok7Dp5VdtB+qq9gw2GC57gRgGdxpN5oJDc8Dp5vjMbB8w2RHHQcPGtgMaSsdoenjNLHEnjWTJJL2mIcPN8+8vtXZJ/7roBnO2EZB892IA4z8SiTKrM2+v6AZ4uUx/rbtgfq4O2gjGrjcfDsynf1DVXnKJCqMtWp3hsBz7QE8383wLNyao42Dp5vBxlRPXEHBc/kcfDsgWeTLmkkm9rDtYk4Um90eTn3jQZ4Nj6oerT1/aBx8HxDJKcbB88aWDyllGjZlKGOq6At1roGK1diNMlfsY+YLF3c5LLXTATGwfPtJr9/Rfa5cfA8Vsg1qdHYE/P7Ap7lb9bbnK+Jh4th2jOYX9woyVcog2Gth7JtZ40lim/j4JklGg2jr6X1p8FLVrr8TG18A+CZRRt7uo4WqG+oOkeBVJWpTvXeCHimFanMtwU821Ffug7+nWfbvyL3v3HwPHpkRPXEHQfPKjtoP9VXsEHPPEcGz9A3ns0zz65dIvVGG3ON/4wQPId/59mfbxw8j9MISZ1nHDxrYPGUUqJlU4Y6rYK2WOvqqK7EaJK/Yh8xWbq4yeU4eI7QRreB/P4V2efGwfNYIdekRmNPzO83ePb5W0TSnsH84kZJvkIZDGs9lG07j4PnsQOe5W/j4HkcPN8sRbC9t6oFa+YvOBaOg2cHEkebVKnsYtvdjQt2/ONe7dZeLscueFYZ4qAO4+D5xmgcPN8QyfHGwbMGFk8pJVo2ZajTKmiLta7BypUYTfJX7CMmSxc3uRwHzxHa6DaQ378i+9w4eB4r5JrUaOyJOQ6eTRGDkPYM5hc3SvIVymBY66Fs23kcPI+D5yiRqjLVqd5x8DwOnm8fGVE9ccfBs8oO2k/1DQ2eCZwHBc/Ot4I63Ax4NnMzlWJ8UPXoqO8HjYPnGyI53jh41sDiKaVEy6aMcfAcfdLkbBw8uwmDtrTPHB1Y8ZMSoq2zK3OwcpWuwcpOWMbBsx2Iw0w8yqTKrI0smNHSk0FL7nJz3W/2zLPP3yKS9ngFR43kK5TBsNZD2bbzOHj+1oNn5jP2dB0tUN9QdY4CqSpTner97oNnF61E4888jy0yonrijoNnlR20n+or2HCQ4DmW4Pm6TTPpkkb9VcBZdtdSlas3esKZZagONwKe9bks5RkHz+P0DUmONw6eNbB4Stn+KDZljIPn6JMmZ+Pg2U0YtKV95ujAip+UEG2dXZmDlat0DVZ2wjIOnu1AHGbiUSZVZm1kwYyWngxacpeb646D51tLA3XwdlBGtfE4eHblu/qGqnMUSFWZ6lTvOHgeB8+3j4yonrjj4FllB+2n+iKDZ/m15uSRwLPzKcdBHaIDnlWO6tFR3w8ieDZN5LFvNZxFkdJ8FCHpO0pyPIFnO9iHg+dCgufFBM+lpefQRd+VS+kIt7STAIFP/nic/9hbTbZTuuVAQSx4XkvwfNkHnjXkhIHnAOufOq03+Jp1dS+7O/oUoWRuShfTvqatNZMcCXgeyyT7eODZC8YB8ByfS/B8xiaGNIdWXLAU317yu5fzN3+aKCurAFOnJqOyUp8JsRoEwbP8ThYLO2hQGmm+kZLKc22p9XBWugZy+b3/U1W7fOBZ8muiLyPqmLFJIVp5Yg4Az2Qz0GrJLdvfHKAToLEDcbiNR5eMVGS2szeYq34jg5bc5ea6As9xBDOZmYWDgGc3QZLNzOGGB6eh994Iqc9blh5BXfzxLQiez2LWlNUo3R0KnnvMf7XF7aWgDkH29vAXCTzXEDxnEzzbE4M2lreRGRuYz/gey7C+NprgeSSlSh87wjvwrENCwXMmY3XWILdtc93zS2ka5OhrMygF1JTQciCxpwDTA7tJkcGz9TVZI6DKbSS1qfUzuzQrSjc/23tsz3bguRg56UcigGd//wuW5++b0SWVN5D1s6Sl6pVtKB0nBH4ZagmeFxA85/jBs+FgHlHIls0QyreCBtSlDduujjrZdyKCZ1IfgV9fnwOJ0SX5iFjyWFZ7i1WXW7d5tNepoX68evVWxMVl4+TJSs7ZvB03Qc73RIp79rZtgefw27Y1Xqk9xJqLiK2clq0fWd3k/YxXHnjW1eNuCh/UzHIHi8ofDDxzqflZNyfX+lzVd4ucRcNIyWSCZ39TkbwdgZZz68oSnu6RNYEJMV7Kd4WkTySWxhrIyXQYdRY38GmxcdMBxMTmo3jfObQzu9y4k0fYc0E60v5sUGaJKtKRW9fSv+5fikaSpuUwaaZTUuh+9gTTOf35SBY852N3yUW0dtggYScrujLIqGYOZqLJr39yFGmqAVWsiV1w8hkgf4J/GSnNUViaf1eAlGhYAcLKOvDK84ow8BwGyVwZIv8yUpqjkaRpGSnN0VBpJNnHf+W5heC5YF0xJ2QrCZ7P2kTlDxzjNkISQ8kl+7OEL0UjSdMyUpq3DMRWrcs+fn/zSEBmypQUTmZ0csbu7mU+e1ZV/mf7jNkRcuyAhFDy7/YvI6U5GpCmFUnlYqafNUKK1ds16ewjYG5G7ooDSEsqQnWlA8+a5CuP8noFaxFe12BpjkaSpmWkNEdDpGmhHmHa3DNcEDzvMNvKY8GLepCzjuxmY4OJE8bOJrslt24rsBS+FA2W5t8elGxGNwFT/c5nTLiyyR54zkJG5sZhwLMd2RyHbgxC/v3+ZaQ0RxHSnOyuv/i3JaeNxVb40j0Cz/kEzw0B8GxjW0h048Eei/zLSGmOIqV9QwrK7tjpY1u7lyAgFDzXEjyvJHi2Jwatrho3qRWPCYJn/ayOTAoV0W34d4QvRUOljYiki2SQHpSPEwLpZsAx91rwnIXE+BzUX7PgTBQJPAe1EA9DLos/+3BpjiLtM+uKTRq7hVQUq0iejaxsBM9NA8GzOQFCX9S8SHkDFCg3bBkpzdFI0rSMlOaR2tTvY3bF/JGNF5EtWfBcgpwVRxmrHXhWLJPP6VCV49hta2k5QG5dS/+6fykaKi1Akk7tbzk4bkgispynh23dS4CkM+reWfVrdc2YNzsZeTnbOUewaSq6R8CIwpo5j+Q3e7iPK6bbKUHs1kPI7fTIv+lfRkpzNCCNKzoB4AKyIa070Kd40IuWth4kJGZi4cJlQfBs8ik2c2bdz/hHAOjtiArZWaFOnnRwXfNHx4q1lC1geI2P9Pl+jXm0kenMwLr8nUiIzcHJY5fQ06W8tCYDlmKWIx3epyu9Yh1myvNIqz4OVEcSYC0oPIIJkxJx8bKdV2iXjYnyGdt25iR9v5gWp1yWJbG830VNFzsZWelPnWR5mbTUUiW1819+wU6C5zmorAoFz2JTI1fCfcrFtnBy/cjbisC3howIEatjohFcLFnZYlK4m+lqENu8+IECnQYks+VaQixf9JKNX4pdultneWoEO8XQEB2hpb61pFZ1DRjO1jG7+7vMbUpqZzmKSJ1g8+bDiIlbj137zqKVOQWc28iaz2hK2alj+ZMT6y/AIv8yUpqjkaRpOUyaHEjyGw7bJyoqOkrwvAa791zwgWfJ3mbYOggXJr/+yTkUZBTlNAhJa7WXL4tb+tfdMlKao7A0LQJ90JFJDK4qMNhwwEBM0Yq312DCZ+k4cdKCZ+fKnvks+coIWUZKczSSNC0jpTkaIk0LdU+dxXSTrOambqwneE5MyMPhQx54JinvcBwgt+HfEb4UjSRNy0hp3lI+Flj3OLDfo8zMTZg8eTnKK2w00W59O7RXg4B+Os6LPYEM5p+zoq1EKQP82b/ulpHSHA1I04rqkNeEs4uqGnbUL3oNYM5dsQ9pS3Zy3Z4hVp5vF3i2gEUUBM/bzbbdryim/u1+muQ1kxX5PJuZ3B756/Sv+5eiwdLI3mIYtpJp3Q3y/nWRvW07C5lZoeBZZ9Lt8ZpUSDctg2WHbgxC/v3+ZaQ0R2FpWjh5B2XKpkmbKAier6PD4hnTBjrBy6xB0oZL8C8jpTmKlPYNyfV5P+tWZQM0ud+ciPaChAHPRdcwfdKqAHgO+pnWh+YAuQ3/jvClaKi0cFK6x8FV6zGB6SgTZR83yeyif8UTPCfE56K+3jMOye1XGYGlV5rWh2P7z1v6190yUpqj8Hxku1A7q/82kdvJTiKlW/tY8Lyd4Dk9AJ4V0wQ2BKDV9wPkyhf5l5HSHI0kTctIaY4GSdOmNLI925IBz0klyA4Bz1Zf/+GGBiT4yO3T0r/uX4oGS3NsSGOEZo4tHqud1ddpA3aeft0P3E7H6mFaH+Nurw1i9XWNmDUjHjnZWwmerYb26iCtwuMECTs5iMpa9uIPy5JZHbthNCCHbC+/dq1F8svpX0ZKcxSezyBGyiyAEcin9qaEBKMCrX0c95vbupGQnI2Fi9PQqiYweeVf2hB7ZQQLuSmSthrz7F0u6gfyB8esT7eJqynIegSrt6+V3Mixo5ntKTsAG9YWIzk+D6eOXUSvQBf/ujm4yAbq8yb+cdmrbeYXfjCPbUgFsdo/jJVfx3Wx+vz1BzFh8hJc8MCzSOBZt0/bvmeX5hExHugAq6pQC6tIO7rJrsYT6Bvsucyr2btm7RavUGsWt3bDLkyeugDVNfVMYRmUV3JrvOxSvUwzzG2jDzd0scr4FdO0NDoaPa08ZoeRJJyVPhoky+rnbfmrc0zSCQj5ndWKrUSh+3uYsZMZ3PkTdrkfdHNN4MJklDOrl+kYtT8z6PZ580gBlTbs9qlhuK1GsMlaerV/J0i6uNYNZ2nLQUJnm9QITNLCHMLlto0HER+7BiV7T6ODO9QNTcDibnuzcydL0ACjA73jblPTyYf9HE4WPOdHuG3baRSmg/FIpSuoqftpXe1ld9t/0SMr98BClWIDxUjA89j3XadPj9xNTUyy4HkXwXMuwbN32zZJeYfj20F+Mzl/CzedBc8rCJ6tr2l3jwYoDrIm0ihRfU1Ll8EkeEHJrNsAacoOK//mSIWpfL8ATiDHkkE+389JmG7bPojUJbpt24FneZoLzFEVLqrkmk5trsFVVFbWQPA8k+C5yGzbgcgOxcH86uuacGjy4+v3UaRgXeHsZBHbyZ7STRwg+9dFIwfPYs+nbLYINPTeGyH5r5GX5Tq5B7DRU/HN3ba9BqW7wsGz9GDm20xuAudn+8yilU9yhoDnnfVh4Fn9RhoFW3swHlXyVRRc1U8xS/bgfyaaqZS37KSJ9IhAfEI2wbMFZ6LI4FntIXa+PLjOUSOvQLtQfeq/Amx2nhJMt9TU2E3wXIQFc7NQW+M5m+eLdj6pWDg2STrIRhYyWAqCZ/9t2+r3QZ1vCVnh7NJIpyufFsDZyy82FvfTqfo6uN7FPEIrBoDKZ4DaK02YNWcpMrJ027bGRQvcjE9y3c7cOAMlQOgk6DZ9zj+MqQotA3LY1orqexNUjCYyAv2cmJlVpqm9NdZ39bawNunbh3b2nSUp+VgUm4kWmkYAzJ4okN8RzVAP5YsW2Z4sfYWNhJZ8LLBvUCM3yX09As+66ix5Wxihukxfz1+1B0kJa3DmVJmRV6S+3kUgLVuYOZz09eJggLRq2ob/wrifBymrxqrVa/fhq0lJuOi7bbuHFXSzXfrMM8+egMaQPMgjrYmVX3tkU7W3+myPkb6HbGcwjlsJGtet34apU+ai7or3tm0eLHCskwGdbA+dlFF01nYPzaGbIYSJ5FqSWXPvHupuAHVAHCdJOAcyRJlslA6p3s+sWicadKFG7RG8sKwdXKjBtKlGoSv8QDvFNtgpk5dROjjWtiPfPmd0bXpHh2T97pCncIDlXq100mY2lzyFm/JT7eJm0YZ9WLpoJQ4UH2dM00Dibv9Rp1RbKxDqyqw8jC12GxvNdd4BndgTqqjoOBYuLMDu3RVobVMQda2giY56RyDBsjnMeVmw8xo1/cXfNKkwDhYaMLwJV5DUQdxERh1BgY9+TlGKd+i27TQfeBa4dgNDeDljgWwDG32oZw+DqAm8pObmLoLnnQTPWTh8OPjCMB1h2bZDKOt3e8jvX5F9TuB5I8FzGsGz+ovVo0fBzJyJZr+Tz7kdhvXPRTT1S61LT7t71ChQfxgbks/rhWGtyFl+FKmJe1Fd3mzSlCeS3mON/CrpjLao7HITPv14HgrWl5htfx5lMWzaXjFPcc76mjia5Mq0rJ/zbQd0xW5cc3HA+oSbi4jOnbtMMJOOzOwC81yXyEYslSn/c3qIVabdE0ralr11ZDRjiGqS3I6DWkqXYLr0VHzzvTBs9zUfeNZdG9IjurLZsr4Z21jtYwZkvexHkz3JJzntbYceeC66am/b3mNjmwVyQUATyv4WUko0SOX4dRhYrq3b2sr6jPU7nQgwKcxgwDPDUhx9LT4hg+BZY78lvaRH/Us/2Ur/rd86n3Mc1M3WGUmamyQWaPuwfqpfdpFMwfrEoqbrvViZswcL5uSittqBZ7USteA45fKNRXJtLLCgHiSyt23vQnb6IYJnax+/vw2kof3ihklFqQuITbVakR1cLLL21z4BaO1Wl9Fjd8J0SqqsacWcRTnIXFmKetpJ0yMDXLhP2nSxnC7+pL/W5HemUNXnwpiqNRXpn/VrgQlPqCiQrbCfaKq7iyCeAE0X0lWtuQLaRwDNcV+1tTK8xSetw7wFWWhski7M1y2ZFTsEXp2/KXe02La0aW11CjNwMF0IWO2jplB7s1ElZxeBfidZ9120cizJXVmMmMWrcfT4ZQJKT1vvcK0Htmm0XrZB6HyA+ig+hrF7tl0XQQs2HcWkqcsInnV3iI6gWCyrh+1mBXRG1J6BJL3UavYkgU7QyNcFGO28y39UT0c/1q/ehImfTsHVy1dtolPCLGzk6qKMuhNXJLDcTVFkq4BqvmMsacPV5ueQTFEjp/MAETwxdCK3h+OR7ijWBU7H8n0772RG2V3Dbbt55jm8ocVaV3O4AVoDgV3Tz4ng6hX7b7n67pFrF8cWPKO/kYpzXc2nRvV2FRWUImVhLg4XH2O68pLV+IaUUcGZk2mdIVIPMgf6W/PWsb2lI8jBfVbeoqITBM+FBM9VBM+yvGsFriu/S7AuYw815HbYBDMoB/Zp5WZZlblJhqs4uE+DnpzengnX4M5BgtmKdxI8f5FK8FzBNJnODgp2YJAh/eWMBZZuGvKoDwcKPbfkJv8GPK8neE7MJHi2b6QV2SP1k5XssUFW2/jLv3WsASC47nzObzuC56wNmDwlBeWVGtRtag/7SW+/TjgxanGgMg3gDjFOpT7mbjLSunS0uy0FMt8k+1YHY0N2pbq8DTlpJwie94WCZypm+4I7aKwx/3Ph2Plb2aVmfPrRAhSs22O2lRxg/rMs77L9T2su3csVFQ79ubrELh5YtuDXxQErj31GVuUQPJ+/RDCznOB5fRh4Vg75nyYVbuJqy7IR0C+PthU7HEcrhkgvye3Y/3M6iSWnBS+le08TPK9EafFVdKg7kJQneBtt9GSzZX0z9tvGsJn8Un5zVwnl5FLyitqp0p5dVwiecwiebWyzV0N1rLVl6E9pjsNtdKMcrqcr15H8RD/ng84eildqd1qK2VWKBc8rEJ+4AvUNwVst7XPeOl65rW7Wb33t5KVbVt7gb6DMN8P8z4VhSuHa0uw1aZb1r+l6H8FzKcFzXih45j4HECy5o8YOuzbWNTZ70lzguZHguYjg+YAHnpVP/d+2fXgZkf0iCqyFczszNCrB1mMsrk2SgHIXY1Y3/aqzi9CHjtZJMSRJzTWC55hVWJFzAHUNSrHFyJIdPR1o722j5h0sUY8dEiAQcAk4BOrWIWIzH7TCGJ9mHLGyKOPNsqmAf/QwOo0B/kxyLeo8XrlaGcsSEwuxaMFK88yzGT+1g/ttz3Ol6b8r4WbYNLz5M2ybwC7dusIU1+XvHdxo6xdw1ikJ2oNpeWv3YmHcWhw+WUYwxkSSK07kbKk5kMCzfTu/yyHN/X3fsj3JyJjCetdtOI6vJqbg3EVvXhFGxp7DkKtNKjnSdoC8DH2cVm1aswfTvliIKxfqbbrawJdZq3bm5ZFspA1fHq330k97qEAQa2gZzv6DoksqOVLpanshXF2oESYwfcPHxgZSSOJJL3LghWFyQQV8TVS72aHUubrYWSyzw9E5xB3c1vkqC6dtWSLjDPx9N8k1uWO5CQeMXjqunjdRRxKrMbi5s2Afli5chYMlpzjXZ6IcJTDhZ3v30xv7GBF0D4NOBxpH8ixyi9mGqCAH92ndD54rw64809mMXoEEy9LRkCvHJthAYVZJyuj23yhLPslsHTt8n3Sxk0vdkqLbsDhAcJe58izwfMqBZw0KfvDsL2cssNNTwZP900y2bENa8LyDA0sGwfNJkybSXoUCa9PwIKy0SPWMPvv9y8ph2abJJxx4XkbwrIm09GAO3VbUr1sII4Fn5dKgrgmcEIMd4N1u+z9Ujhtjn3O7wiOxIauLAc/LBZ5Lw648W45OP4g2W9mdOmI1t8heeZ6PgvVDgGfzc/a1I4LY/o9U3zdnW75j1eN8W7HAsfzHgjIbB7SfYxb9xcIBgeeLBM9pw4Bnx7asoL861rYbAKIZQ2zfsLJLFq07DupkH59RfOtHaelJgudcH3hWFLCTXskeTdmC7Nd9aA61j2UB51DwLEMQJgfAczbB8wmTZt8couOsLQf6gfOFaOvpdNC6iwNi+YnfB2Un63eRwfNyguflBM/uEQ7uGwCerU3dlaAg2322rqDeofLeDNs+Yfuxvw/b3mL7tsvlB88rhwDP+h+prtvL0isInmVXgudKgufknQTP+1FdrVgtve3dTmr3geX4fUPL8P03wl7DuaJNKA4m2HiqH7e4T19y0VXNTnIHG14vp1UpVQ0tmDYvF6lZB3D1GvMbl6XWvZy597Sji3PPbsY0xQUTHwTKHNJR4crvHWPrtj4ZBM/Ke/Ns5BFw5JartpN1tnGi1kGhTatzRxvdKzlhMxbPy0Nn8KYNc4x5hlu6cUvgx9rqZpnySXcJ5MT1q23NYdpVm23s602cn7SyfezpVmBVQSkWJazHkdPlJrsj6dzR2YaubvqWMYz8jNJrXhOowMaScDZxksfoREN+/gn8+d1l2Lq1CmfONOPMqXqcO11HvorTJ6tx8lg5Tp+owtlTVyyfvGr4zKlaw6dPX8Ep8umTtTh5nOkn63H6eANOHW3gcY1cbya34tyJdpw42ILkmF347J1l2L/zGi6c6MTJA404c7QZ50414+QJHnfqOk6fuY6TJ2u4fRnnzlTg0oVKXDxfjjOnL+D0qXO4fKkK1+mbAs/Wes7q4az00SXXj4JSKOK5ezEc/tVpEZ0QsY/Z2v5iPU1HEDzbFRlQl6s7aaAOAWUOVITMPFC3I7Txfys7ZwuXFkDbWz9UnRXi+0PSVt2BE/lu9mqd+nN9ztu1tfAg4mPWYm/J2eBtCxpVTFNryUza4UZWk0ErKtct/TxU2jfNH8rBQdlyaD7/bdvl3+C2ba24RrGJUtGoaShclpHLazm4zwWW0P1Kd5NMDRKKuHR8HjY8eA7nG5ftxtP8++y6bKMzj7qtxN3hMTx4DrWtZds24eWH8khlC983dFqwXjvIOXlcmigzq4DgeWkYeNb7BYYCz0w34FmsdZVvd9v/rg5/XSNJc6x9YltioPBIbP7pGAeejxE87wkDz+oPKk+yR6prJGmOR5p/qDT/Pq2HDSxex7Xgee4Ibtt2tg2WY/+H1+Wvc7C0gfuCE3vHrj7/ZMOCGKU7oKm83xw8awItttMilRcqj4tzjv37HI9UZ8d2n5GXZVrwHNQjlPUKSnulrLT0xAjAc+S6hk9zHL4vXP/BOdQ+locHz1kEz8dNmn3cyeYNtb/fH6wvDC7vcGn+fW7dr4fS1G8tB+uWPpLfvhJ0dMFzkEPldTzSNMfa5/VSLix4Vl2q1/YW27ddLgee9xI854SBZ2rC+Gx7/tiMb2q3wcHzPoJn3RkgvYP+Fjw+vDznF5H2jSTNv4/tpWZzSWo+88/WYX3NTt39R7ttNwsqv9qCKbNysCLrMOqvsUgmmtu6daHHVKC87Wjpvo72nmYer3SVwH3ObGIZ3ZQYPClkt8PZSTNcmmO7r6u3Ax09uhjHFmZVXayzva8PrewTmrVJawHFDppjacxGxMxYiXY9cqsimN9EacbzIHi2/dC2hI52y2/KrFS6h6ugbV+aph56wVYr52Wt/a1CSIzEvdALznPX7EVM/DocO1HhPZZOaZlXn7HrDIBnW2CvnjsPfG5L7PpeKAfAM7PkZB/Ds7+ejwVzi7EkSXhjJ5LitmFZ4lakJm9GStIGrheSN5G3YFkC95GXcr84OWkzj9tst3lcSvxuLI1lWTHkxfuRtPgQkuOPY1nSGSTEHMcbv1+Bpx6bbdZTl5xFzIL9WBJ/mPUcQvzi3Ujk8cuWsIwlG7E0KQ9pKXlYnpqHpckZiItLYV1pnDdsxoXzlwmZpLfI72x+Vvroko3c8hhhWMv2erNu1KZfci6ppbYskBYWVlob03TyqZ3g2bttWEXpC33C2QLIrXSDVjQxa6PHTUxtNoWqaHuHP3PTAcxb4jy9TZDlv6H42080Ph0Z7ADmQQ3+mQDFPRosCzcdwsLY9di19xzamVXdUelSXR3OtLlem6xELtgrbJlmw637WWnaFyktPP9QaeFleAM/hTc8IJ/A82AvDNObEBVMmV+HePa3CioQCMSIlUf12GyW/DIMJlukNLHLr3UTdg3b9GB+O0DayeU3B8/hdfnTxCORbag08VDl+vPbNKNPRPA81G3bOi7YRnbb2dmxv67QOiOnhecfKs1fBus1g4XdF5DFlyayV54HB8/G1gPAs3xMaMFdeVY8cyWKnAz+uvyyiSOliV1+1aNtK9XgLD+S33vfeV6u7zzvJnh2t2pqEJUt1EcGq+ubyjZcmniocv35pZ9rP/3sECMqu9xI8DyLg6D7znP4T2myqwOcfjvo/83KJlb5+nmxK4T9vq6+r0mHiwP2uFtz5dmfR+tD6edPE7v80k9yh7P0cTqJ/eBZV579t23LApHAc3hd4XIML5tdF7ty/eVHTrPtJ5u4pSaE3qSQaYODZ115VqoDM36bq53086e5OsVOXj8PpbM/v0vzs+0fwX4itrYaOXi+kdu27b5wHqifS9PSnx4pTezyk/VnFtJJPq8r/ao39CdqauwheN4V9sIw9i3OI6S79LFt5K/zRmUbLk08VLn+/NLAtvGg4LnKXXmW/tbfbDmufFduJL452cymmk2XXDVhMf3BzqVsn7FzMOcBeiFtY1cTWnslq6W6hh4sXlyI1StPoe26l+hRDwF0NwFrW08LrrfXo7mzwdxpaiq1xg+yFYSsetUOyuf0dDI7HQbTz58mdvmJN9j3u1i3sYSeHeYu6+X2vlbVruG9pxFYsWATEqbmoauWiWoSict/9lqh7Kmfjvb3Hbs+dGzy73dLyqm2cOI6lk2MXcjc1jReL10THuqmrwhkmdkm5cvL24tEYoBTx6vQ3UEpiKD1wq8gqQ1UDaWmTXr0+KevsqD8Th+NR1qnzhQzO+coXnhhHkFrCbKzDyB9+S5kZ+xEHvvkmrzdWJ1bhLzsHViZtZO8K8C52bvJu5CTU8Qyisz2qsxirMnei7yMvchZsRdZ6QeQmX6I5R5FTt4pLM86gT9/kIHHfjUZiakHkL3qJFIyDyAr7zBW5h1CRkYJMjNZZlYRVuXuoN9tQV5uIctej6zMVdy/Enkr12L3rj2oKGd7BD58rTZQm4SzbZvRJPVu+Zm9CKyfbGeRrdaFboWCLd5tIWtdF4+FidnfiIl/YJyBBhR01jkgZannjuq+apR1XMTFplO42HgSle0XcLWvinsaWESbVyyxeR8DkO4hMc5lpKJDMEANwd9+UudiIBF41sP+Up+srqcb6NZsO4A5CWuxbd85NFFdAyG51EBqcLLpfCzDgWe1W8CRRFr3s0j7IqWJ/OlDpYWXIXvQjXxsyeUTeD5C8JyH3SXn0dphp5X2LGQLWdpKa+Y3xek4BQENpprQiZVHnV4/R345wut0LApPE7v8WmdA0sTDADClB/PbQUbyaoCUPAw+zDbwhWHuvJMMEVpGsC5/mlgUniZ2+YdLE4sGK1cUmmb04cREH7J3MXj4F4bpODfMim05YltPeF2ORdoXKU3kTx8qzV8G6zV93+4L+pw/v/fCsCmpEZ559m7ZNPb2dhhWLvmgBnax9Ue321KoHJb8aS5neJrY5de6G9SGYoFG+X0vqqqazGQsJXkHqrxPVdkJtt7OKVmd34bXdSOyDZUmFg1Wrsif7tpPk3oLCETBT1VtM9tB0CDWuo7TJEufqhJr3fV7W64lV49j0TeVzfbxUPb7ugWXSrdxwB6n0GtiMMmCZz3zHO0Xhvl1cToMpp8/TezyqybJHc7u57bVTyx4sc88ryJ4vuZ75llgRnpEO75p3ent1v2sNNualtl+BiSyLc1S27TRgBeGqf+6Z571wrBIzzz7bW4tEpqmuh2L/DqIRdoXKU0UnubYpQXJ5rS2sj4ne+hEgAAAtWIGTbECzzwnpN/gC8PEoTqKLVkpLLs0J69jUXia2OW3ZFNVl05UuE9VSS6rn/aJmpo6sXLl1pDvPMvGim32BUTevCCkTldXuByi8DSxyz9cmlg0WLmiYJraTW1s33di9Qm+MEzPPAs8yyJWD9vOjv3lRmKRqytYp90XKU3kTyOZTfUZjRHBuZR7bEHS2+jUhaqGKqzftgbrNq/Cuctn0djYiIunryJ2Vj7S44tx6Vg9muqa0XS1CRUXK7Ft6zZs3LoRZVWX6ZsEDpzHCn5KW0NaOFVMkv7JH6xPhu50mUX+NLEoPE0czK+TekIcPf30GfN6ZmuXzv5WtPU2s29IfxKbYHXMVqRPWwPCD1uMIV11bkZrz3V09Lawn3Gs0ombwMUgrdvYE4xDYskQniZWmvaRNa9wg4VhpUlGyqSlt1uPlLX1ExP1X6W3qL9Y4basPYjlMZtx6fgVk9dPPQwGnR0cGz0spPdF2S8iBPu1je2ysnSxfU/zPx2jxyIKCk/gi6+W4/iJ62jjvLyjowddXcRwnVxv70VrC1u2pQftreJeb9mDNq63tfWglazvZ2u9g+nd7TyWy9Zmprf0oon5mlju9e5eXGF56YUH8eGMJBypvIYGYperXb1c9qCpuxtN7YSVDNitLbRbK2GnV04b6+9op67Ut6uTdfCYPnMF3uptDanGCWe3P8rkquNSq4rQAs+CzK2cr7CX8NeAxr561HbWoKKlDOWNl1DRWoa6nivcf535GtkTr5MbdOVZhcllu7mzDTV913C27RIOXj2EogvbsfnIWmw+vBbFZ7ficM0+XCSIrsU1FqHbFDqN+5srz84nua7GGYq//SRlGVh7CQw1+HNL30F3sHHN9oMEz+uxfd95tHCnQo7AtcCb6cvmDBZXzFksbqtJblOzyBx+DqcgeD7rgWf9NPnX7T4OPLugI+UU8BTsdXZdrIFIg5ACQPTJyj2wZKWYmMd63bM6ulvefqpqhQ88B6cGY5msPpy6sIkD4Nl8qmr3MJ+q8v+C6beD/GaydgtNE2VmbMbkyelh33nWxFpAjFbSMdrh2Bwvv/P7oU02ZZv90SINbJro27Pwlv0AS9uabMrnObGpvo7sjNII4FlXpyRvVIWLKtmmU6+QrBaJlZXVhYFnp7PY9SLp30jWRELp1u+iSc6sA9n93ARES1qN/8T+dZH9VFXmN/9UVWDFTxETb4rkvzaGURa3Hs6U0Z6IuV2fqhqqXP8+SkCF3Akztz78p6ryfJ+qkj9Zmw7Ho0IRKgqu6iePs2OkGeLJAfDMyYH9VFXWCD5VZSzusf/nr89ytMnWo5imk18NZAE22cf1dcUtgeeuCOBZwK6VuXWMYvHYJLWb2ljQRJqJ7KeqipG94rD3qSrXDtbfbi2pD6j91K+D4FnrDjxLps7eThTv34nnX/4l7r7vR3j/vT8jfk48FkxIwqu/+BjvPDMDMV+kY8nsNCTMXoLpX87CIw89jl8+9RQKNm5gCRo1CcLZ71w7mIWqFwcUt4lqi+gRPamfsKW/iTKovakv5WhouIKDR0uwY/dGnDhxGB3XOoCafqyauhErPlsJlDNbEz2xqRO1V6tx+vxh7DmwA0eP70d7h9qIdvPFFy2t/OE0TJo53sZ+c1sp2z1gC72zyCu2vbMRZy8dxq7SQhw6vBt1NQTL7X3YnLEPSyeux5kdFLiZZXX3o7WxFWdPnsOOLUUo3l2Kmuo6czu3yB8HxLa1vQjgi5VSR995Xrv+CL6ekopLZcFYcuMkGTSHGmhfpUrrvM3F+HDaPJyrbzC5dDrdXgLQi+ckg1j+Kukjk0K7bjnXIwR+TQfy4GXcFEkZmZJVqAYLnnUjdiuu9zfgWt9V1HRV40TNcRSf2oVth7dg0/5CbD+2DQfLD+BS63lc7a8m+r1KriV4NoZhuOtrw5WeazjacBrrTmxEwalCbD27CfvLduJAeRG2HVuHjUfXYcuZzTjZco5hNQiejQPoxVhEiP1ct0Z2Rg/yWKFIsvHPsCOdEOjhyGfGcqb3cQTspo56W5yavV9v/zXciS56RAf1dodv3HYQi+PWY3/pJehzdKZcjTnknrYedLXI9VxudhDzAL1ZHZKdjNHkoeoR7d51DDEx+QTPF9BibttWh1YAb+PEgMG8XydPrL3tgRpk7dU392F/G/B5nK/s4XikJPsYjlCG6hPg1BApmwk8l+y4QvCcGQDPes5GJz7Me91MyvAUXs+oM2Uz32nkUjqZt2ySW5p6sHXLISxbuh4H952zJ2e43+o9NA+o4xawGjiwrfYm+9NEAs+TJmaivNz6i7J09fZCn2Fgb6Sv0ZLsR2Y8k1lVDg+2A6XYlmWO9epwaTfP8iUz3fCWYnt22LLS7V0ZitK68pyRthfJCdtR6X3nWcfYK4GKIZHquL1s7MHG61KsUwNSXk2aRRXlDfjs05nYWGhv2+7qkb4es6FtX9O2TqzpzhSlW1uE13Mz7Mocjg2Akf0pazfHpk52doVabYvOnatAQsJKZGVvNuBZZWtiohOdIuNv1KubDmevENpyjU9F1a8GYdbh18ew0kLSJaUdP4p3n8PMSeuwb3czutptGeakLfcpb0jZt4MpSCRW3DInBZmn25s/SH7pMf3rtSjZfdbop6tKQb2H5oj13yxHkp3pjvWsbycdSL5mt6UP91H2duoTF5eLxMTVqCcg4G5D0j14vLf0tkfCEeW8Cbbl6gSA+u91sk6euZ/ine1Dzc19WLVyB2ZNT0F1pZ3AW8CsW9Y72AYE2iwsUh23m027UdIurmj8F5WVNSE5rgSZqUepjz0ZoGhm2yP0+NFmjXSa2Ct+Bm+fF3PdnGBiJlJHdyc2by3Ayy8/g9df/g2S5y3G2qR85Mxci08en4Upv0nCyhnbUbBkG7Lj8rBgchwefeApvPPnD3Di9BmWp+huI7ymtdKTlUoAy1z3yxXtdrCPibaxKm8+zMRd27bgueeewt/8zX/EQ/fej4lvT8SSD1Pxlzs+x3s//Qzpn+Qh5sNETP5wOj764CM89sTD+C9/+9d47fWXcPHiRZZDOT2bqkitm77qq3dkLOvbMd2eRJGMGtftxSCVLWpurseECZ/gv/zXv8KdP/oh/vLqX7B0Ug4+eGIO/viTr7Dgd8lI+GQZFk2Mx+QvZuDXTz6Hv/nr/4w7fnYfsjJXo71N5QbjtBmzfGxkcTooA7el0/rCQ/jsq3hcKr9ujtUt7z08oEexR4+CkM0VaxZg2Zbl/Fll69SAdNQaU8gk7ZQzKElqsmv3MnYVrt+DL76ai4or9Sabcisy2JdqNXP+fI3l62IZD5SszCA27USW7ALOBjwHZNJ8TTKGsxSNMkkOySXxjAxsM0qud3uJr/XU4Wj1YWw7vhWbDm7ErpM7se9iKUov7EUR19eV5mPziUKcaDyCKlSgGpX4Qb+5194+LH3s6hlk71uDtac3Yv+1wzjVchzVfRdwrf8yLl0/hlO1h5FXmoe8I/k43XgRTQyUenTavDhKFmRU/baCZzmkWA+z24f7uS0Pkx21jyr2dlsArXv2+/rbDXjsZPuZyT2drqW5DSePnkF60josm70eJ7eV24uv6h+63cRekDIRq7O1A4cPH8HxU6fQ0uqduWU9rpNEZM8ho8UGbJGdjqZ+L10s2rnjOObNW4uiXZfNC8NE6nIK76bjUbCAbGaTe7niXgRj170z8cznyh6SPQcfliMd62PVZ+r0erDk27ujFpM+X4njx6qNLho89bIKua9uBohYj5+Zx7XfcBwuTySOdFw4K58Coxs07XcOdXWmB1s2HkJy4gYc3H/e2EF5zU0NYk//SOyXYTCOJMvNsPzLlO1rT6W7+kSZ6Vsw8essTmakL/czTb5jNSdJfupu7qDS8Z5NXP91ZRn9vfJHwu64IVnlB362F4SyfvZ8JkvFlepW5KYfRVryXtSYWwGDx9MbI9cxyhxJ93A2JwrNICyJ1fJmBRWcYOqFYRs32BeG6YSG00e2Mmx+7uq6JnrfpN4RsrP1ECwf1yRfj1ep2zjwLL+QSlqeOlmBuNg8ZGZtQafAM3cJPBsAzQmE7XNcZ6VaNz6l+uVzjrXt40h6ReLw4wblML0GMOWT3KKSXecJnguxd2cLutyQwjzab/JGKj8CR5J3UFb5/mWkNC2HSFOdOjkoXczLpmiwbo6ZpUWtBM/rsaf4nNWFmgRiGI8JsEvz2OjM9OE4XO/BOET+MPbbQdxNp9O3X0V6l2i751cWPOchKXEtrl3tsn7E4xSjzLFcl686+c2+oZjHiyPJdKMsXW17anTX7de6iqyTfUwz7GxEGNHcj1W5JZgzIz3wwjB7Ak19XvMhjvs8yF/+zbCxhb/fDcZhx0Vita1IGKFbCpEqy1uQkngAuStOo6aSxiJJX9fezhcG40j1hHOk48JZdWn0EFyzpyrsPEsnJgywoLxO/m46WMnu3Zjy5RdYl52L6zV1aDzZgGPLzyLld/lY9V4ximNP49Cq07hYWo0DW0/ik3cmIC97vZmvsjpzWpRuauZAOtFjfIrtqKmdOEQ25gnXaTD2HxeJjZ+p3r5udHVRCk+njJQ0PPX4Y3jh2efw2TufI+6LJMS+vgxf/nQGvr5jLmKfX4G5ryYhedpy/OXtD3HnHXfj8ccfR3x8HKqqak3cVvmG5KueXwT6MDlclkhs/N20PtvcrMkiuiikE0W0kNyG3FjfgA/ffQ8//eef4PN//QBJE5OR+Od8fHRXPD758SLMfzIVc5+PR+JXaYifl4KH7n0c//wPP8Kkr6YyXu9nXGC5LEdtrxeL6SKOY81JTSxgumlXriuvfCS/4AA+/TI2CJ65X65sTqYys7t1XXf1CI/ZffZY6dbDfDKxtOvoaMf5s+dw/tR5tF2hfnpOXriFZVJlgHh5d/YhzP00AU0Vrag6fwUnjl5AXZ3enK026mJ5rZSjlXWwXtZhPkIks6oM1mdIS2/dyGRk8/w6hFlAtIn1mvajs8sf9D3qFsqrd3s19TXiXMNZbDm+GYWHN+BAxX5UtJajoa8eDf0NqGqvxMGq/dh6ZjM2ninA3qvFKMclged2dHS14HpnE3ZeKEVaSQ6Otp8hsr6KWv6vJ8puJtbuBDsmrqC0bB/yDhFMVewjsG5AIwFkV08bOxylYo8Y2+DZWi+SbMZJyd3dPVTDGk+NbTqSvMwjZjWTsE7qqhcddDOTSu1p78PBnUfx/quf4fV738GMF+KxfsJWnFh6AseWHsHB2GM4knoah1efQPGqUiTHpOPZZ1/H1FkxKK+u8wq/xSw1xZHSxKRdO09j4fxt2L37Ctr0tm2mm0mpWEFJncPPrjxXoFswXRzIMwSrzJFypOMdy1Ze9UbuTsaF4q3XzIRMr+cXKasZRFlWIEgNw4FCh2OfLINypOMisRZcSg+33d7ajfy8PYiZvwaHDpy3idxv2pp5huIBckRi5Ys2s9yQtvTXR8rJ2olpU1ehstLLzn/djPZd7Jc6caXAZ/LqWLfuL9/jgL9F2BeRlXc4Vr5vQFXl7Vi54hxWLD2KGg46fpIdjXy3msP1HoxFXJoJvefzZRdb8SUH0A3r9wfzOPIfZ1ZUmbc6Ug6XdTAeCbE8tbHpLxFIw9XpU9WIXbwa6ekWPIuUXeHffETBH/fJrjy//zo/u53+5rLtKynD3OnbUbytBa2NTGcZpq87Ci9/MHYyjoRF/mWkNEeDpZFNXOKqaWO2a1szULK9BbOnbsa+vZdMVsUCk93lH4RdmcNyuN6DsaNIZXgk2dzJFumgPqNbtXUiRtTZAU7wVxE8F6ChjpNGz3fM3MIrJ9xXI+kWzgPkuRlm/QFf5oZAA2dHwTTl8aixoQ85GfuxYHY+aqvs1TOR+k4gn7/sm2WV6/rcEGzsFel4P5NMPw5uoorxeXnyEeQSeFaWWX0Ch+ifyh2KA5mH4EjHhbH8x4Jnxh+yDguQK8MrT8+UHtp7DAumzEXpNvv5wM5zXSiecQhLn16LrJd2IePtLShYWIT6E+2oOdmMaZ/Ow6Z1O01euZ7CnurSuuZBqt/UobZ07enV+Y38zR03CMuftGpOCyjQevXlpuUibl4CrpYRsbXx7ziwY/IhpD61Fhm/3oj8N0pQGnMR4Pxgy9qdmDszFqdPBB9Zs3eGesTVgE/4SdtORr+83lJ6alOsw5Vs/2vL67Be3sbaZixdlILsxEwmkBqAY0n1SH/lENJ/vQf5r+1H0aRjqN/fgV7G5PkzCKQXLrV5SRpnTFuwPAFg1eBnyRDS7iS9P2H12oOYNG0pLlfq8Qovn5YsTG/v7unVXQqSVXvEllwx9vS9tfmJU5fw4fsT8ccX30PmvDwcXXkCp7PPoDRtL/YlluLQoiNY/kYWpv16HrYu3IlJr8/FtHfZ7gfK9NSqiXs97Pj2RAML1B+FN3M1VSLiUjHP9DsqdMvBMylwUoiydPV3oZEG0bPOFW3l2HF+OzadKMSxa0eIfK8yVQ8x2yeh6/qEfRtwtv00Vh3Lw+pTeTiLU/pUVSeut9ViX9khFJ7dgZK6IzjcehbpJVlYuj4JK8jpa5Ygs2AZ1pbk4kLrRRxpPINNl3bjWPMFFtyI9o4m9Ok+KzWEaZCxCJ5Vv3WkSLLJqGJl6+nmZL2zz17hY2N3dnBdD7vTw5nVAK1Wprdx6fpqa00v1sQW4tl/fAnP/cffY/JdCxFzfxJi741B7D2LMP+uWMx+IAkznk7A58/PxLMPvYH//J/vxQefL8Ql73nIgJ8PwnLIaPNQ9YiKiy5i8cI9KN51HS1Nahs6npgRVy+l0RUC9lPzHgUX8eWkgTq0zjR1MnHIviE4klyRONKxjjWBMTYlaVC/Xgds39CAWZM34fjRq8aWzGK+k6iAZPrsCDhSXaPJLgAp0KrN3cmcpoZ+5K/ah/jF63CglBNMTzYTpMTcHsDevvA6bgVHajt/mignaxemTl6Ny5fpa9RTZ1X1Mqe29m60scN16kwo04zh2B4KhuZ4leMry+ipfSP0t2H5G5RliDa7cKYL6ckXkBJ/AmXn1TksSU7ddm/ki3D87WRjD8qlq/vm7DFZ/qbtc6faMeWrLBSuOxFoi4Cvcduw1llGwNe89KjZgRxSxyBs2ln9W8eo/5DV7k5exbGL5+uxJKmA4HkHWlpsXu+8qTnGnTjQuvEtLVWW8gzCkeS9GY6kWzhLZvHe3RVYNHs3dm9tMbHO6EzW3NTpHamO28muzUxf51J6SM6maxx7trViwcydKC0uN5NLc1VJ+708IezSPQ6vZ7RYdcs3JL9OwJgl+0wHx0QzMaaKoiYO8XFx+ViavAnXGbeNP+k45nHy+301XJ8Ae3U6jiTTDTHl9o/TTiazdGmeHyl/3RUCnYzjiJm7DWXnlMmTm6uBq04q08sfDfb3s8E40nH/f/b+Oz6OI80SRfXP/b0/3nu/3bszb+fuXXPvnXt33O64nnbT0z3tp426W632Ru2NWlKr1ZJaUkuk6B1Igg4k4ekdQNCCIAjQgCRIAAS9BT1hCNCT8KZgzjsnIqMqq5AAKbJAglR9hYPMjIiM+OKLL8zJzMqKAtPIzmor3YFzUn2xA0uzjiJ3yWlcPBe5GODsHphXnGFsx7JUuqAlldaX0tnNd2ojy3SB5jvA/j2nMG9KGg5sP2DC2iq6sOWNCqR9nr729A7kvLALe7KOo7mqGw1HGzFjTBqKN5YaP+tQeTZbAz2FZ+52evoMJWRTc7dbPiMl6DMiyxsWFyDp3dnYv+M4Ouv6cHNPNza9Uo55H89D2ic2IPcHpTiddR2o4VouvxJTx2dg87rtuHOt0dpJonZVPZivyVvhghcepI8f0k3jkE41kI5EePxnGhfZfLULc8dnYfqI2Wisbkb3EeDQjDvIee4MMj+zF6u+VoajUy8jdJzpOcekTM3E6Lcm4ErDNXS0dJn1jPFJ5mveNs6toHYQzHjoQbqpDm08p2DLMcyYsxoXalrs05OMU/ouDihdXW0cg9ro5yHq6/Edna98uC94NBedLHPH7hP4/Gd+ik/+3bcNN5n7iwVY8KOlmPTRSUj6pySk/EsKpn90JqZ9ajaSvjAHX/1PP8S7301G/WFOMmw3PeUkncwNKObp7G36v/ZZkLaGTzGNtaPG8odLnm0fYrmhXkOeW/r0irA7OH7jCDYd24g9NfStlioUHijE4vWLsWTTEixctxApK1Kw6UA+jjcew66Gndhwbh32tZbhKT2G0EECvO1ECdYeK0RVXx3Wn96Gv/38P+BP/st/wH/88/+A//An/x7/+f/8M3zr519FWXU5Dt45hVUH81FWfwS3qUBvbweNQytyhH3cybMWilev3ELVqXO4eKEODfU3zfbEsdM4cfwMzp6txoXqa7h4uQVHq27i+IlGXLnUgXOV17AqKR+zf5WJDa/vxNbf7kfeNzZjy/eKUPrzPSj4wS4semYT1ryyC9vnHUPa+A34/cuzsGLNPpy91IpzZ6/j/Nkrg+LcmfgikvdVHyJx1ZeasHxJGd5+YzVWrajCqRNtqKluR11dGy7XNXPCaUT1uWZcqGrG+ZMtRBPOmx9rvxYp5/RVLrpv4SzTnK1qtD/k7uIGgMq+cO7qXWDTnTvT4IM/nwacPVPP9qrD5fpruHyZbXqiGauXnsNbv1+BjesP4wzre/ZCPQega6iuUzsz37uU7ezz8NBgyrx0if7B8s+cvsJ63cCl8804eewmVi7bhZRZa7A5/zBtS/ueoa3PXCdYt7O0QSyYpxBc1tBC/tU/LLJfffEOZibn4Xe/nY+SkgacPt2MSzV3UMe2u1x/HTU1V3Hp3HVUn2dbnblJX7uG87SHfpD/HPulwZlak5dsdPb0zWhffBConNO062nadzDQ9hcvUEf2nb07ryN1xhHMmlyBsl1sswutrGMTai61UNe794NHgfPE2aqrOHmctj3bjHr29Sv1bdS7HSXFtXjjlUysWFyOGi42LzA+XG/27bNVTdyn3dX32K6y/9nTd0y8GQdiyrpfOB+2UFnq58LlMM6fZ7++IB/SMccG4/sNXv9hXyZx3rP7FJKnL0Nq6iacOtVM3MKJk1dx8eJN+hr72/k6nl+NM2eqmQd97Fw9YftjNOrD6D8O3S/smGb7rVc/hocRDq/DxUt1qOYYtj5vP8a+vR5rV57H6ROtuH6tjWP1TVRVVXM+U9+QfkFlvVe48VZQnveP88RZ9t+TJy/RzrWorb3J+bcNZ062Yd2qi1xorsX6NQdQU6v2qGF9bXtG2UIw9oggWO/7gb+OXr7yZc+fXdnnz1+hz1wzOE+/u3D+KuvSxHZpZb2acGD/VUyauIz+thKHD9VwjNB8o77C/DQP0Y+sr7Ic+pnfl8N1FlyZHqJ1fQCYeZp9taqV4NbMH2qba17fJkxfv8M2a8exQ81YklWJ5EnFKNt5m2NBh5mTLl1o5Dx5G2c4Np+NY58X+ve7/gg6LxZn2Jan6XMXq9nXtZarvo3yvQ3mQk1mSiUq9l5GbR3H60sR2/fPR2F+xMa/d6g9T9MXTpy7aXCSc52Oz3FOOc+15vlTt3GO49RZoo7rsJpLd7AudzvG/GEytiwtQntVB+rX38amlyuQ+dmtyP36AewZfRFn1l7F5bJbKF93BGN+Pw2L01fT1+pw9uIVXOT69gzn1ZNcB1VxbDtNG/b3K/n+ZQ9xqivLOcU13AnW7/Spa7h2uhWNp9sxb9wCfOkT38Yffj0eO1YewdHlDdjx+glkfCwf8z6wETtfrELThg60HO3E0vlb8P1nf4fnvvUC2y4Lp45dwuXa2/QD9pPT9F0P1jc0blv0b7toqL3PELL96bPXrE3UF85x/Dlnx9Hzp2/j4ukWnD50Ba/+bAQ++ddfQuobi3Ewqw5l4+8g93sXkPqRvdjw9cO4mtWB5n0dqDt2DW++NAof/B8fx+svj8SWTXuMrS9V38Rp2uIky6ji1raDhfRwfV+6nT93jWPlLSxYtAtvj8xGya4LOHOe8y7XE+d57sWLDaituYL6y/TtC2yvszWE2s2OYXbOuIwz52rN2reK/XxL0Um8+tu5WDi9GHsXVSH1p6uw4ofrsf0Xu1H+y33Y9VwpNn5jC9aRy2x4fhfe+eRMrJ+4FU0nW3HpSAfX/W0sq5196hbHQa7TLnHdxbJOnbiEUyepH+fQSxfrOR/dRnsbeeKjIM+if0SP3kze0gl9rUTf177ZdxXldaUoOLERp9pP4Nido/jS976IP/mPf4I//b//FP/uv/47/K9//r/iQ1/9ENbsW4vT3aex4fw65NduxFPtXdfRGLqKXWd3I//sDpxALZYd3oD/39/+Gf7T//On+E9//if4f/9//hd85GP/E59/9hPYcXwnTnfVYe2pIuy9fAi3e5vQ1nkb3d36Tt/jQp4jjeR0c1eWurp6UbnvMGbOSMHIEeMwccJUTJk8A+PHTcXYMVMwbuxUjB6TjDHj52PU2AUY/e5iTBq5DGN+l4bnn/4jXvrUO5j5zaVIfXotZn9sCZZ8LhcrvrAOiz6zEdM+sgxTv7wUM3+dg1e+Nw3PfOk1vPKHuZgybSnGj00hZg6KcWNmxBUu3wnjZoXhL2/i+DT8/CeT8KXPj8Dzv5rP+JUYMyYDI0bMMC8OGv3uLEwck44pHPAmjc7GhFEZmDB6PsaPmRPJZ8xsYj7LyyTSuT83qowHh+qR7CEmbhxtNm4aRr47FqNGT8LkCUvx219l4hMffokELRlTpmawDafhXbbp2PHT2bYRmwyGIFsGIejcWASdF4vxwnjuj5uBsTxn7JgUTByXibGj0/GjH7yBr3zpV3jxefrq+Gzmmcp6pDDtLJN+3LjkGCgsWJdYBOlyv1B+zr9iw13YhHHz8Y2v/x7/9vlXMHr0CiITb4+YindHTcKEiUmYOHE6xo9mHd7lOaNTMIF2mKA2Y98cP26KhySCeY+da0H/85c3EJweg2Hc2Dn0/3nE/IHBNKPGTMfESWl4+82F+PbXZuDLnxuPN15bQL2yWae5mDCebaR+MTa6vz0MBNU9CqOZjnadMol9ekIWRo+azX4+k/sL8PYfsvAvH/4ZfvmTCUiatBQj3p5DH5xHzMdY9n0D9u+x7IvGTxU+Os2kGTea/hhUng9B+gZhLNs8ApU13QP7sYfx4+gr7NOjRiWxXRTHdCpHNh83m+P6fPz2xVH49Ke+j29+81VMmbKCadPwx7eVH8e1ibQVfWnM2Mk8nsxtErfTTD7ReuuYY8eYaR78cQMjqF6xGEdE189fb4epZnybPHkmfvvCJHzhk2/gxV+kYfSIbJ4/GyNGTqLPJWFqkvzOtkFQWX7E6jowXN0fAKPZTuyvSdRvHNts5IhJbK+ZGPPuQtYjA5/7xOt4+cXJmJI0i3UZwzS0sRnH1D5+KMxDvzYKRlDdgxDRV/nqWHYU1D4qe4ax8ciRE7k/FePodxNp60mTOO9xDh07luPyuKV49tnf4+kv/xxvvD6ZRHo+wb6j/LyxevRo+S7LMXWMhasfdffXO6Be9wX1z9Ecl0Yv4HE685ZOsuUce2ygcSuN4/RijB25BD/89jh88dNv4O3Xl3AsXoLRI1MwZrT6Vqqpn8Y3a6+A8h4h1G/Gj0/GxMmzMXYC5x2201tvpuJrXxiF7z4zCe+8NY/9P5nrvPG0gbV9f79waw6LoHJi0T+P/tDY8+64uRhBvDuO9mQf1nw/fhTt+S7bYBTXUaOymF8G/W0mfvXLN9hHvooXv/s7LHhnKRa/tAZpz67FjA+tx8wP5mPWl1Zj3gvLkPXucox9Pgmf+8ev4uc/eBkzZ3KtNmU23p0wDa+NGIs/cm07mmPeGLW72k3jZBjS/d7rKQTVzY+x9N2RwsQ5HJfSkPxuBlLpe7977k187O/+DZ/70Dfx+g+nYPIPFyLty+uQ/BfLMPMvVmH118uQ+5tdSHtjA7722Rfw93/zWc6v38OPv/8Cx4xpnKc033OsHM1243YC+4tgdbdwdRkYrAPrLbtbsA2MzpwDuMaQ/6ivTOD6ZNw7c/C5jzyDv/nTD+KFz7+B1Oc3IPP7ZZjwgUJM/5/FWP30QeT9ZCfmvUSu8PJEPP2pr+Mf/+KjXBf8BCPe0jgwh+sbrkGl15QUjB4/E6Mm0Pfon2OIsYTr+1a3OZg6eRV+8uPp+NCHf40/vL6Ac9dahi/GmJEc99kHx76rNbfWR1xrc+4dz347nvPw+NEZrL+Qzjqksi4ZHHOy8NILM/DZj7+I330vGVlvFmDKM9mY9C8k01/IRd7TBcj5t3ws+HQe5vzrMkz4ZBZ++jcj8OYzszD7zRxMemM5ksYux7Qpy5lvGt4dIRvP5PohBUmTZbsk/PGtMeQLE7AgeymOHD6OkPddlod+55nZdrf3oL2pg+RZv+/cgRu4gj11O1FQtRFne6pwvOkoPvTlD+F//6v/jL/64F/jqf/XU/jLj/w1/vJf/wpLipbgKj9brxZh3aU1eCrUcxN3ehqw42wJ1pwuwik0YHfDYXzg6/+MP/vrP8X/89f/Gf/nf/sPHPT/BROmjcCpa2dwrOU8NpzbYR7xrgs1oC10i0YQedYbFvUl9ceQPDPKog81l+qwbesubMrfwu0O7Nheiq3Fpdzfzf3d3N+FzZv3oHBzJbZu2Y/txfuxYWkJ3vzZFDz9P36M331iEqZ8cSkdMBPzP7cU2V9cjfmfXoOJH1mI5K+vQMarG/D7703B3/73p/GVr72ErAXrULJjD7axjK1FA2Nb0e74QnUaELtRsn0vZs9YQ6K5AHNmbcOmTQdQWLgXBZt3YMuWHSjesgvbtpRhe2GFxZZybC/ay3NZl63MQ9B+8V7arJwo84795QRjK/W7O5SW9WC7GMTmw/K3bmNbFRZT722mrdLn7MKvfjIHC7KKsX3nPhSwDgVbSrCleCeKA8voj0BbBiFWnyAEnRcDlbmlcCfrsJso5f4ebN9ajoL8PSQxC/DmH2YgM30t22sf61xGO+/BVtWdNglGgB5BiNHjgeDLN8qW5ljh6lt7SdTS8OJvZiMv7wj7WDnyN29H4Zat2LZ9B7axLYs278KW/F3YKhvQ17ab9qcfbiux2LrT5GVs4HzN6TAYfPoFwdqzFEX05S2DYese+tNObGVdVudWcNGzhaRzLXJW7uW55di0uRSFRXvok6p/KfUPLm/IEFR3H6x/78WObftRtKWCfZ5+t7mE41MFclfsxY9/MAbTJq/AzpJKxrMdWOetTL+Vfd9Ax56tTHgR/VFjwr2MX0H6BqCfP5v21j71cZCvFKnPlPCYPrHNpt22jTbfpvFpLxZmr8XvX5nChXQGSkoOMp7tU6DzbF5bikrYZvS77RwbthEc9wW//2ou8COwXkEIqFcQwnUz9fPBhMkW0nMbdu7cjfT5G/DyrzOROqsUmzaUczzjoqBgK7GD6bwxmecFlROFIH0HgsnvQUCbSa9t7Dv0p82bt9H+JSjYWIG0WXvw4i/TkZG6gfVTvyk27Wpt4PlYGD7bEIG6xiKo7oFQWneeL5z7ruwtnENk661bS7B9u3yIbVCwB/kF6vcVjD+EN9+czcXuVOTlcu7ZxnmTdVa6rfRJ+WdRka3bNp6vsc7U1cFXN3+9+9XpvqG81F8r6Ffss+wj0kt+Y4592L5tH/LXV3Jsy8HvX0zDupwKlDCsYNMu5Oern5RxvOBcH1f9WO97QNB5UWA7FrPtZOti2rxQ/ZZjdW7OLox8IwcT392IvBzVewfH6MKw7aP9gVCYH0FlxSI2jwCoTQs1h9D+mkvMHMb5YgfXXdsLaVONsWwjzTXrNu3A3NQleP6Xv0PK1FRUFFdid8o+LPjeJsz86AakfXI7Fn63COvHbsO+nMPIz9iKX37jt5g2fh5KS/djE8eHTZwzN7BfbaLfFu7g2oJtXux8y6/be6mn4D83ACpjE9fSG0rY77dVYOfmvdi7oQL5iwvx2m/ewe9+/hZ2rCrHttmHsOxbW5Dx92ux9KPU89uHUPR6FTbMOopfPjcav3t5LOcdjel2HNEaTutSjcXb2b4lXLtra8ZL9S8z3lC/wWD6Om1v+oOgdpBN5Auc22UfzmvbOZ/vYBuNeHUcfvPtV7Bp/lbsX3gGBW+cRdqXKjH3Izux5LOlyP8N58pZe/HOC6Px2q/fxMrM1dipNuV8s4Pr/vyC7dhYwH7DPlNIfTfTLoXEFqLIm7cErXV20B+2bz2CyZM248fPzcLypVxzbz2GosIDKCqgX2i84RpD6yP5yjbO4RZcGxaKrwj7aCceb6vkeFuJ6VPz8K8f+im+/KHnMeGnCzD5m1kY9c/TMe/fliD9cyuR8sllmP35lUj+8iqM+mIW/vnffw8/+ewYbFxQiZ0F+7Ft8wHqdpB2Y/lanxE7OL7t3lnOcYB14PqtmHPU/n0HcbmuAd3dIswP+c6zRI+Vd/ahu7MHoT69570Zt3Ad+6+WYf2JPBxq3I+LXefx7Ze/jf/4N3+G//6Pf4E//a//ER/87Efx/OgXUXaxAuc7zmNT7Ubk12/AUz3mR6duYE9tGVad2oSyliocab+EORuz8VbSW0iaPhozksYgc950nD13FA3d17Gjdh/WndmOA81VqOu+ihBaSJqboN89ftzJczjZexR993dj3nb86Ou/xY8++we89pWZGPF0CuZ8dzGynluNzO9twJxv5CD9V6uxYsw6TH5lJr78yW9jxB+noLr6qpfL8BP93FZmRikqK2+FX37yuAqbHJV7mjF7+jacP6/XCT7eou+h7io5gVUrSnCm6ooX+njL+nV7MTVpA648AdW5dq0XG9dWY/XKKty4oS/cPN5ytaEbkyYs5kR51At5vKWu7g6WLSvChg1lXsjjLUcOXUH6nL04so8DwxCtPx6acB4+WhnCfBLoo4ftLyM8zqLv+mVnb8KSJUVo996E/jiLvqtZsOEEslK3osn+es1jLTeu92DNiioUrK3BTfsu0WEvmlEOnjyJ5NmzcHD/QRPWcTyEja+WYc6/bkTuNw5i42/3Y8/cw+g82YOmU+2YMzYdu4v3m7TDYUUetaTUGpx9Y03OehL8Gbh9rgmNZT0o/s0+LP9oPtZ+qgTFPziEI1OvYMfC00iZkYOS3bbej1JOHqnCgtkLUJq7G6gCjqc1YdWPTyLzM7uw9As7cGD8BdQWX8PUd2YgJ3t1TKXvT7btqMWs2YVcJ3V7Ifcvp4434JVfj8GPv/wyJj0/F1N/Mh9TvzUXKd9ZgPTnViHlhyvxzpfn4JUvz8DY55fiKx9/GSPfzMS1Bn0r/72L+KHFQybPMpVsz+x137mJ3LcRN3Gq6Sg2Vq3B9kvFuBS6gLxdeXht/Ov44/h3MGXOdExNm4HSU2W43FuP7TXbsPzYMlS0luOpLhLnNmZwtu0cCmp3Y/X5rSi5dQj1zNa+zF4uLvSgp7cFRy4fR0HVTuxo2I+qrloy92aq0czJ4TZ6u0WiH2/ybL7Q7tqOp2g/qi2VzrzFQY+ot6O7p5OW6UUbmUzVpXNYvCIXr706GS/+ZDKmv7UMG+dtx+a5Jdg+fx+2z61EwZxt2JC2DnkZy7E0LRsVe/aiRW+robiyBkK4KeKEgfINh1P27DmBefM2o6y8Bq3ttBfD6Pascxd69JYwpYuC7Gl/F8/+LqFexc8zeKJ5NJ5p7ganx70g6HyHcJlGMWrDgXln8VWMG5mLqlN2QSYP1wsaOnvkCyZZ3BCkUyyCzguC25W4rqS3bRfklyF1Xh4nz9MmTHHOl139o+DFBekSC3/58YLy5ZhpLmT0K4+yauVWjB+/CrW1Vl+dpp8TCbFjalxRU5pz1XAezPleP3Z5maSK5zZWhyC48waC0YXgLou0L9zwqeBBYfr1Sr3upQ/VtU1YtrgSmem7UFtnL9Z0U/FuplJPUn5BZQ0lWOw9QRuJ+rre4Cmpqb6Dd95JxuaCUnNs7K2t2fdgaub1fX28cO7eFbG6Dgil9SMgO+fveuGKjrU1L3DSgY7ZYKdP1yIlZTkWLspHi/cydCYzMOd457s8HKIOwoGeBMUFILBesVA6/2k6dvCFW42Bsj3nMH1yIfaVNqKTY53SyQZOAssIQFTmDwue6OeB5Fe6GK16TJu4CeXeT1XJn1y7RoE6+49V76i8B0BQ3YPQ71yFeeHhIP6Tv+gngMzLewSmERSvn6qam7IKaWlrcOtWR3gcVjqjs5eHtg467ged59uPOuEBobravNWL9VNzbQTXcybMgn8Gzc09WJ2zC9OmLMUV9zvPWlN5hlEe4cTDDG5Xa2n3wtfq6iZkpe7F8oWHUVej9ZjqwHGa8aberFYgFKc87gGB58dAZbm5JDzDqADGeaZ1oWgMtWPbvhKMThqFXbtLGEKpJ3nLrMaS725H/q+OY8eo4yjPPITmY1zlH72D5JFzULB2G33H5q5Rmq5pZixB7+0yL8jy6eSHyr8XBJ3rh/qKvKuRNKZNa2nTWRjHsOPHD2P29FlYkboaF7c04FhSFdZ8oQBrP78ZB/5wChVTz2Dcr+chPTUHtVeu8hwVakmkaQ9mZYI80TrA/1b7WF2CYGztDK19ivm5MFpIfcJFqZ1CXZ3YuDoPE14dg8ulV3Bh9W3k/KYCS761C7tfq8Kh5DNYk7QBk96ajIod9mcelad+JVgvQTTzDIOkouwviOMJCjP+J909vdQ2BUVHMHZiBmovi6fxfFM3m0hr7p5e9t8+EVMd2zFV8L8wTDO19m/duIXNazdj8ZwlyEtdiw3z81GYWoy1yZtQlFaKouxyjHopFd/+yh8wZ/YGcpwibNxegfNXr6Gjl2XRg7pC12ln/cYVNaZ+Wp+RChq7y/6uDczaTzqwEo+MPFMHR55v4zoJ8znsvrIDm6o2oPJqBdnwTXTyEzKtYqUJrTh+8zjWnliLjRc24jQ/T+mH8NuZ+AYzOdB4AuuqilFwYSeONJ3G1Z6raO4muQ7dRHPndZy9chKbDhai+Fyp+d7zFRZ9h+7fyaz7SKDR107He9zJM4/prVJXr70P6S3b1jNNFqZzKU1fB7o6dTe2kSbu4qeTg087WntDKC45yAWzfm/zInqaSTRb6SiNxE067e0eHpNwkzDrDeXdHAD1Vjyj3nCCJ6WlxzBnzgbsLbuItg4tpeV7XVwUtHKRoBWaegMDw1AKDcOaUHWJXfsadGx0dNqBYex8DzDpJTHnC263mx1cA586bvmuKyTPK3HieL2J62Kjq0+pmwTlH4Rwxg8JKlM/ByA31KJfby2UdLSHULSlHJkZa3H4oCXPEvmu7/RABAY+alDW5O1AUtJqkk22i+pKiDxbz1Pf5HEX+5SM4TsvVowNXHw8YER66AcZ5M/0p5iPwno07PZoPAzhytVWrF99DMuWlKOhwf7Oc0d3G7rYb3rNKE4JKusRw/ibJjfu9LB/hzg+ye9qam7h3XenQY89S/SbtrKIhTudCyGOgxaKt+HhnTggIOiu0CKls4stpI6uMAbqBVXp6auRu3qredOpJPz7mkygWrnztYBxkH36QeFKGGcEBPWDHb1INsvPYUYSF5hlTebOYA8brdO0EesSdGI8IPFvg8KcDBRGeBu2EXsXddbbmveX38T0KetQuc+7MGg+kbQRuE8kLOpgCOE/NCOAFoTGEezY1c7pT/6ku80LstZh8aKNuH2bfcMmsf7kbXWRJuxjDLsXBAY+AOxGNWkjWgjNnQrTx/Zz1auVa5qCTeVImb0S168yLSO6ujtIvLRoD7HOWhSHM4wLAvtdDILOi4Xb7WL/6DD9Q0+hNGPpgkqsXXUSV+rbWYdudIZkA5s2vBMLJ0Fx9wG7MZ7EPc0R3mrfpaG4at7pasbGknz89o0XMT8tBXXnanCnuhG1W69j5WvbsfGdgzifdwO3DnKdfuYOjpacwGu/eIPrn0k4d+6iyUelqIVdSeG1EBEucwigTSc1aO7rREtPK9fC7PDsKF2dbejoaMLWLUV486V3cGF3LXAU2P3mPmz//W70bgdOrKzB+Fdmo6SkkrloDSefE+X0xJUj4VY/PWvW9b6wqK3EH+YgA/l9ylhHF5UsrbLQf+DY4YNIHjsNhUu2mZeZVWZdQMGoQ7i+oRu1+RzHXpuN3IW5aLwmgsns2MnFKzo6u9HBSUcXLJSTSnBtILjijYR39LbtfXh3zCxUX75t0vSIvHj6qd/Ssty69befjmt+FtTqnQYmrKsDPR0kwm1cw7RwDGsTb2Ht7lC3W70o2nQEY8al48SFm+igIVvZ2W51teBWxw3qLgJ/g/rdJh2gfdiOWi8wMAz1TUuceawg7jxU8qxylS1NoF8W6OYYpd94vkXeewV1ON1xHDsubMXm45tw4HIlLnfU4aZ+57nnDm6Q/564dhKFx7Zg+8XtOBE6jtN9VXiqr6+ZjdRCE7bgSugKDlw5jKIqdryjBSg8UYTSi6XYdW4XCg4XYMvxLSg5vxtH7pxEQ981Nk+zOU9XKDk9WM2Mlk+GmLE/3ONiJcQOazttN1tDrz53dd+x8yiyMopxeH+d7QFOwlkZd7e7lAGLeEhi6xmsx+7dxzB3bj7KKmoMeZbWPaxvL1u+R3XWSaqOzjXQP9nCXc/Uvp2ghIcpmoK0+O82v6NlyXPZrgaMG7UcJ09dNmm6qS+7sMFwEtceFnbgF/RTKOYqKqWtheR5cxmyM9bgyCHvtw6Z5qEb+h5F+jtx9YmV1auLSJ6X4vJlPdnANiTs1i7e1KZmcRlw7tCLCjUaeFsnVjcbxomoT77fh4b6FqxZdQTLF5ah4bK986xFmZ3ovUYcpmLtbWtm7wYCtbW3MXJkErZssXeee9gQNo2DSU24CToSPyRyl8zd2K2N1hZmAve2knNcbGZk5CInt9j8vJBEixhLXtSiqott7351iToYOrF9X9C+H04zjVyad0GSeRYzpuRjf9kdc6dTabpYWc1PSjmcRaa0d/ltfTva+7CvrBZTJy/HvvKTJo1q0MP6+EmmLvCo/kK/NhoqCSxEelt/6eEArRenqp00VmurX/LMzlhNAp2HWzftk2YSs6BkfZTGrH/vRQLLj4OE89U/zd1a13njFINctHRtbgph/brdmEvyfO2K0qlt9NQN10PGJ5VyeIqtB9vJ9A2rZ11dE5YuLOd4fZzjti78MwXHadu/gvufH/EVOYLxdrs1BXI3ppjWUCs2FK7DZ7/wKfzzxz6Cd94ahex5yzF33GL8/Mtv4dXvTkba+GVYMnc5FqRkY+zb4/DBv/0wPvLhf8aqnDyTh7J0pbkiYooZMtG8Yscnls5O3afvwnqLmyOHj+CNV/+IvEUbcarkAhaNysWaaYWo3n0FE1+bg1mTMlB9ya7hzEUb87vGA2h+v5Vy54XPl5U01kpHO/racZXU8foNrF29AWP+OBk7Nx7AmowdWDK1AMeLL6No+R68+JPfY9WyXLS3amAGOjtC5iKheQKAemvc6z+fWkisn9l9jRObSZ7HjZ+Las7JEnumiGg74zW+CLHkWXoL2hcU7tYiOl91cfs+YZLiwgPmBYhXbtif1bWW6ECoVyS9mce6YcDy9BSBT9e7yz0nfHCR0l6X0g0Q3e60v+R8G1d7L+PErSPYdX471lasRuHhfFTWlKHiUhm2HitC/v4N2HpiC040HsVV1OMaKfdT6NFVQ90l6OCnBddDV3H2zlnsq9+PkupSbL+0E9uqS7C9eifKr1XiVNtZ1Pdeoanu0Kat1ENXUTvp+Nzq56oepjEeochZ7UeDAKdu/RAiRRN6cdEBpM0vRGX5JfM7qUojZ7LpdcVHVzRld078bMh7d7ShETcBRA8+dn/37uMkz5tInmt95FmLBE0srLOSySkdTB6yhQirvaqlCIX6c4+PuFyDctawpglSFzdEZkJmIbN3pyXPp6rswKua6OqhvYIYfw3vV/xtYtvFbs1vnUpVSmtzyLwgIjszj+Q5cuc5Ug1nG4dHK7YeVqLrFpHc1ZtJnrNxWVf/eazYaPIsX1Kr6ePVKrzjl8DABxTl5xw9VlycJh+Ng0BDXQvyVhzG0uy93HffsZfeIjMBk9QwElnZWdDV1pDnEUnmpXUSjXUujYU+kUWFP+7hiU8bz7e0MbvasjKCxJLnVcjJ2YIODVUUQ565tTWRn9m2snUzWQwgg8fen6gOtKOBrY8ftjeIOFrlKytJnpM2kDzfNuRZosucXVzQcIlqA4apyHKOFEva23tRUXYeU6cswr6KEyZM7WLIs+rOdBYiNxortIaJ+Fx8xeU6UM4KVxuZ2ZHkmXOjYcX888ZqPYaelb6KBDoHt27EkGelI6LJs/J0eEgSLk6KaNFNqAJeeDia0tTYhTV5JUiZFSHPsr6+lhIyvjlchX3HfGzvkfdIRJ6XLNiLvFVHPPKslHaNY+Yc1qk/FG4RX1F+BMugEtEwYg90IfbchTNInjkdb7z1JtdpGchdVYCstNX4xY/fxFuvTsXCzFysWJqDFcuWY+GChZg4YSJSUubixMmTpg6dnZ0IhUh47vnKTfzEVUlF6+6wqa8nLS2t9K+N+MLnv4a//x8fwT/8zcfxk+//Fm+8Mhb/9T/9Ff7mLz+AxYuWc5zQDSxSoR5yEN/5cRGnoIPVNgp6+ZWe8JH+Z85ewK9//Tt84B8+ib/67/8Tz3z5R3jj1Un48D99Fv/h3/8ZXnzxJZw8dZL1pd8xvSHOPFf2F5EeTH3ncxLZq7CwEuMnpKKmxt7JtiJfpM/2iKC7/qs1Osd+0495vslDumtgsrD+a4l3X5/GJp2r85SeMTzcvLEME8fNwbWr9gUHWoPZ9b0mmja2gcZft6ZRftr6Ye31KMU8UazFJP/U87vIWzuodwf1b0EjrvU04HzrGVTU7sWeSyXmJ6xKL5Zgx+lilFfvwbnG07jZe8087t2IWyLPNJIea2VGPcymi8bQ7ezrfbdwKVSHE62niTO41HMZl/uu4jpPajJ3nNtMemNA/b5zN53XXGa1ij7pYt2BjcGtuYKpB/wVxoCtRQeRPn9LNHk20Bl6VEJ361uZVh2I4Yp8hOI6ZvTgY/eHP3l2BceKrM1BzZBnTe6PO3m2k/R7J8/+xnm04vev6LpFZPVdybMjNPp4VQ3v+EUB8a6zy3OgfBWuccCSmQHJs7kT6Caa4SlubDM19tR8fMiz2sEtChjCIONm2jLICw6T59y4kWcv47gJy9RYa6D9aEg/u7jXPDw4edaV9uEssl5/8nyO5HlhAHnmOMB0Fg+DPKtk6xXBonCWrQUq7ezIM5soPFa/N/Js87PQ/kMSFWWKU7nyKUJ18sLD0RSR57VrSJ5nr+CC2k+e6ZGsjFftYSjsO0ZTzSW2B0mCybMeLFb/Cu5/kb4Zbrg4idf2LINKRMOIdhRP7bn2vn7jGi5V16C6ugFXrtzGqVM1mJKUiaysdeb30+sbGoh6zqmXceXqFbS12faSWOIm4hTO/KFLLzu+dNK7fxwZlTrXrt3EO++Mxdee+S4++9mv4fvf/xXeHZmEV155B79/5Y/YlF+E1lbVRePBENy4U3Z+mH9e2xgPZ7nstNYXgOaWTuRv2opf/fr3+OeP/Su+8Y2fYtTomXjppbfwi1/+BlmZWWyjapveZmjOV521HUycz0k0ZhRuPkzynIHaansn2In8sddwOo738kvlGx4smUBQNsrLg3Ffbs2TFuZGk2yp+inejl2b8/dj4tj5uNZg73Sbc82corTsI954Z8UV5IciwwkeifjJs/6FyHvbe9vQTn4gPqu3b4sYiyA3hGpxoe0MzjSdwsW2c7je3UDG1sTatnFUbDX7T1kD0gFobBGNUF+HYeOtTNTIzK7rK9V9+mJ1szluJvFjcTRXB80rw9GApoEEp9iTL6qmhmBtE+TZB5NHgjw/qPjbxLaLBukEeTYLGY45OlKcOTu84xcFxLvOLs+B8lW4xoEEebaIxD08UWlqB03mtk/LxYybacsoQZIgz8NHZL0EefYCw+UNVuYQiIoyxancBHkezuRZ3xUN0al6zNOeVlzfaWnqwPx5q7A6dyfu3I7ES6S3xN79tK3kwh6V6A6s7oA3NzcbMh8KdaO1hRyjsxu3bjah+tJVZKSu4FiQihPHanD7Zhf0FenODjIQptF82tOrATzO7eBs7mD+qQzZTeOpbXvpr3fShDh5yJR37rRjxfKNmJG8AHtKT7AOnbh9q4V1ag1fqIi1eVCYX/zxGjMKNx/H+HELIuTZq7qS6GKEOVZybWOhcB+M+3IrnzBPzJhEnvAwxO69ecNRTByTiWv1jjy7f9aHzDgWPk3hrjAv8+EgUlXN5qmk74l3dHegraeVI51YrVhvM9HCTyPu9N00aCFRNvG95L49zYYfhzg2PGUy9DLToxuhnk509DKbPmWkDHWaHuhuM1nrowe89d0WPTZCa0ds5OXzfhDrHnRobhPk2QeTR4I8P6j428S2C20oP0uQZ25jyEx4xy8KiHedXZ4D5atwjQOWiSXIcyTu4YlKs21kyYy2DPUU0QTvJvmByLO9OK0aOF+L8bdAUcxAfnG/wjLDC3TtR0P6JcjzE0CembVpT1f5cHmDlTkEoqJMcSr3ySfPmvPVPyS1tY8TeWYs15tddKrOrjb2B+rghUtu3WzGnFlLsX7dHjTekT9afSUizCJwXV1dhrA6Eu3iH7ao2G7zgqmIjfUIc0dHF9rb7KCsG6mLFqxB6rylaGfTdHBsk8nVd7pDbEX2N/ud5zi3g0zih/mnMuTdGk9lW0v23feVnWzevAsZ6bk4TrKvdafEvAgxpLu0Vk9tnd21deFB4mwj0TWPzZuPkjwvjCbPjDZ2sW+8jKjrh8JiYMzGrSXPUlYBNkxVjZDnjAHIM3XnJmJ+hbsCvcyHg6hqupYklamWhrYetUlvJzr79Lpn0uY+kedWQ6QF3ZHu4jioF0K3dTOmqwUdPe0c50J4yrxLSfzGy1D11GChH5HWCXqldzf/x8JMDlplWB9yNhw2dhpqUTU1BGubIM8+mDwS5PlBxd8mtl000CbIs9q0H5kJ7/hFAfGus8tzoHwVrnHATvoJ8hyJe3ii0mwbWTKjLUM9RTTBu0k+QZ6Hj8h6CfLs8nflDVbmEIiKMsWp3AR5Hs53nhUv3+9T3+ZWNTLJeVptTSNmTF+M/I1lbKcekmRLlh1Zc3BEejDSNtQinTs7Q+FHtgVLML3+wD8R5vTUFZiXstA+jcww12+6mbZLb+MbivGN5UTB/JOt5N0qj/MClRApNt9ZZohE+m1YX4z581bi1Mm68HyjcNldIpurTRyZdm0ykPjjDXkuPIxxE7JQzbY24p2qNOaxbd3YVKDCB0B4V/pxx77MVBOhzvWU5iZE827e6B7b9n7U3egiO2h9Lx+ift4pw1ZULUdJpLpgdKbu3NFo4Oe82rpjMwbow3qq36jtnjIZydYiec5mxrD6cHjpZUZk5vYtsuqsyoCJ5NhKa30o/J3094vIdcyAxe37mjxL5AcOJg+Fy0udp6reLsd4inJ0BceKNz0myLMPj1b8/hVdt4gkyPPwEDe2mRp7ar5fyLOibU2crwnatzYJFsV4GcdNWJ6ZcwXtR0P6JcjzcCHP8g/NdfdBnpnOtKerfLi8wcocAlFRpjiV++STZzubqK6P32PbplzjXDFzIaWhXneeV2Dd2lK2kyWijjxr4e+/0/woibMjyELsnecuEurODvYlDlsddK9F2XmYP3cJ1zxsEY7V7fopJQ7WSq/vfav/+QwUH3FGdTD/ZC9rd6Gry75wTesTqs16MJhSXLQbaak5OHTwnKmDzK071N3d9m3UEkeaJcpDbTSQONtINE5a8pwRJs82xqZLkOcAkbrST+oK4mU+M0nsmCAmoFlTIwP36FshtRnr5yWyd6w7e0memaEyCHWyg7WzcfUdAs8BZCB10F5NBnohmH5gVt6hx0DMipZpYvE+EdsWtAO371fybBcLTOlvf5OHwtUJBe2r3i7HeIpydAXHiqzNjmDIsybDrgR5fsTi96/oukXkySDPWnj2JcizL+7hiUqzbaQFpt0y1FNEY5UZryhPDnm2TDlBniM+F19RydYrgkXh8g/Nde9n8sz5iemfDPKsdPY3fc04wDr1h+ubNo/4idf2LINKRMOILbu7m36m9Q3Xnt3sPI4H6/u181JWImfVDu7bgcARNZFUETVtJS5M24ctKtLdtZXoMXLdgda2R49yE+ofIs8LSZ7npSxBWwv15VCmdVB7Wwfa2tq530k7qO/FuQ7O5g7mn4wsfTWeqq/rTrlIMVeQXpN1kkutX7cV8+Yux+FD5+0YwHD7hm3bDs7uzvbuwsZA4s6RKJke2x43Xi8g85Fn/pMrRj227SC1BV9YOMrTW+t6/dycei9LM3E6Rzf2CzYewoSxabjqvTBM6W0/smnDY7fDcBPp5GygpiMv6+2i3iFCvsZGUt3Nz+2RMGurk0zbMN64l6Am8pr/KVVYi1M5Y6iLjhyiMRRpZiZZlVADs8OZt2lrn3FmvPCMpI3D+0VUV7mOtgnyzH8OJg+FJ8jzg4i/TWy70IbyswR55jZBnoda3Nhmauyp+f4jz444xywoAkUxXsZxE5ansdZA+9FQX7CLe0teEuQ54nPxFZVsvSJYFC7/0Fz3fibP9DKObQny/KDitT3LoBLRMKIdaqXv2+r7l9zq5UeOe92+1YyZyYs4rpWYdpLEkjY9Hu0nbto+ClHZ5jvD1EWkubW11ZB79YWQuAjN0MmxLIv9JmX2IkOkVX2F63vReku3Xpz2qMiz2l6kWN/bNnefGdzR0YcN67d533muNS83c6L6OqjODjoeTFzbSZjcI8/ZEfLs6Si7mDvyys4LC6sdExaO8vbt2EqbM6GL0zmGPOcfxoRx6THkWbBpHxvyrKbzoBvAvQast48895DL6S682tbYXWnlXn6wnZ8i+Tb7yi9cZ2MAhmhkN2Cpao0wmMD+GX2sG9n994vYutOw3L4vyHN5gjw/TPG3iW0XdeQEeVabJsjz0Isb20yNPTXfX+RZvhbi1rZVgjwPrch6TwZ51l29BHn2qj0MhX2Hmtr+bXuQ5HEkz5pH9KIsLfwljn9dv9aE6VMXYE3eLrS22DhH0qS3OxZJfZTiqWJE+vhFZLSjXY84s+9wbF6QlYu5cxajjV1HLmmeTGacJa+6QDAE45v088Ozu/q6LY+jq+nnJpJjkQi/bYfiolIsWrie5Pmy+c62Oz+2HSQiznf77rnzOYlMVbjlECZMykJ1bYQ8G3/mWG8fY5d+TKiIAeA++t18u9UdV/ETre2pIz/66+IwsCl/H8aPnYur4d95Vh9S3+jkOR2G/4SHr0gRw0ukk7qVZ2Zba33seBANthMdTRelTHoHmVbuxu1T2nr7NLdOc6lofHbOfvAaRSk18OjIna+z3i8iv5CJtfWTZx0b8jzv8SDP/k4ZLTZM5HnevALsLatBKxc01jv04QLBtDpFSZ3bmLwU/gjJM4NVJ+uhWjhqcr8bebaEbPgKbSg/e8LIc6w8GeRZzKXXkOc1JM/LFpQ9duTZmdTU2FOzpuaWR573mGM1X5jEMKUdF9TnPDCB4gKaeQhFhdk2GpQ8c1/kOZNkZnVu0AvDVJfHjDzvO4vkKetRWXYrijzrFZ+WPA+s/aMWafa+IM+Zubh9U6tpK4o3/siz1aZmz/it9d2ByxwCUVGmOJX7ZJBn11ciwmNqavu37UGSx/GxbftmZN0ts2OtkkuuX2vBnFnLkLdaP1VlBzan8+MiRlVPXd15Xpi92nts2wv34uxdXPU72SLO4soJl6d/aht5t7W9F2HE7Un3jRvtneeqU/WG6D+o+NtPT7lvLtpH8pyKi9U3PPXY50h8u3vlu21M20poElD72xtdDnZei+zrMWXdubfjaDPDxU/aCM57zFxz46b8XZgwfqb57W1JN/Pu6WsmmtDVc4c68Vz1BX14jsY1M/ZxX91DTyvrLq9XhUck0s72fUFz4kAwfd5LFxbp7nVN4SmZVnTOvhrBkQjnGD6EibOFDKtJWRRK5yoPxbxfxNpRjWEn9Mf1zvNAg6qbEBLkebgIbSg/S9x55ta2leLM2eEdvygg3nV2eQ6Ur8I1DiTIswETKC6miYdYVJhtI0tCtPV00JZRZmjj/uDk2Y4f1tcEb2FgkwWIYgbyi/sV+QrLNdB+NKydtehJkOfhQ55p6wR5Nto/aontL1Z57lNTwY1WkgR5Hl5iVPXUfWzIs7er7cYNW5GeNjTkOcRiN2wqxaixs3D6XL3RSDGWDOsnu1rR1X2b41ATxxaS4F76cS9ZGqHfwzYk2wc9nalztU7uQRPzICkmP+lRGDPv4DCwuWAPkqbMZV+3j213drcQt3leM9O3cNuJECvazQHNcJqIUmbd3dXZg452jg+hiJ8+TGGp1NOu8/2wLDYaLs70e/53sBWKCMmzJc40oznVnmyvSljiEw2FW0Pbgrr4X+eyCfj/EVjlEYlqKpNqmyDPJtDC5KXw4USetZLklk2UIM+PTvx+5vwu1veetMe2E+TZpnt4osJsG1kSoq2ng7aMMkMb958c8myZcuW+MwnyzDReFnEUlew5TaAoXP6huY62ft+SZ85PTP9kkGeltLeUzDgQk5eF65s2j/iJ8iNYhtHZDyO27Pc9eSbej+RZ89OWbYcxMSkLFzknO7FjoZ4DJhnuU//VvnT0/ImI9X2BOTNO/8XtbL+3PEXnMAfqv6WgEhPGzcXlOkuezZ1qc2fblSMOxH7vBnCKm2cF+91iluHCBhXvpLsnvGdR7VRbzYOOJN8L3DmWH1hbuQ/Jcw/NpDvINrn+O/LsYAlQ5NhOxxb6b89XIfGr7HAX1dS53fuaPLvK2QivMvKX4USe1cET5PlRi9/PnN/F+t6TQZ7l9wny/GSR57uNYYoZyC/uV+QrWpwL2o+GtbPmY41vCfJ89za6X1HJntMEisLlZ7Lx+5k8s6ewMo8LebazvjH+Y/c7zyo3QZ5ppffpnefNW05h8tQVqGuwY/+QCovdsfUsx+KluNoQGbvuRzTedXWy17mBPlAU5/WBOAmtx9zU3yPc9V6gM/wwYwH/C09FJ7Hk2SYQUXaLPCESxiW8l9qe5863U9f7Q2zzqknshJ4gzx5MXgnyHH+hDeVnCfLMrW0rxZmzwzt+UUC86+zyHChfhWscSJBnAyZQXEwTD7GoMNtGloRo6+mgLaPM0Mb990aeff4WKIoZyC/uV+Qr1MFA+9Gwdk6Q5+FDnu2iOkGeE+T5wUT5ESzD6OyHEVt2gjzTSu9D8txFTpGbewzP/2Y+1q8/ibKyC9i56xR2lpzE7pJT2MP9PTtPWuwSdFyFvSVVKN1lsZvYtdtC+3tLT3N7Ajt3HuGa/xh26Zzdp1FWeh4lW89j6qTNeP4Xs5C/7hgqK85iT+lxww1KdhzFjh1HUF52Gnt3n8Lunce4PcT4SpTu3sdtBVHOMfwAThw/iysNN9DepvExYreIKMzB6wNxElqPH/Vky3hd7/dDYY4Na38guPHjKbvg8X8UqU8kkUX/sMjHHQUZ5MkU27yyiZ3QE+TZg8krQZ7jL7Sh/CxBnrlNkOehFmdSU2NPzQR5NqcNIIoZyC/uV+Qr1MFA+9Gwdk6Q5wR5jpOoKFOcyk2Q5wR5fnRiVPXUTZBn5RlpPzV7zqpjePbrMzBx3HbMmL4bkydtwvSpGzFr+kbMnr4eM6bkGcxMWouZUzYQ+QYzphRgRlI+konpwtR8TON2ZnIBkqevw7RpOUhOXs399Zg1oxBzZuzG1Im78ZPvp+KLnxmNyeO2YVbydkyZnMc0azAjeQ2mTV3NtAWYybJnTV+BlFkLMTclA7NnpWFq0hxMmjid6ebSHzfidNU583PIweL5fRTiKbQh87Tzutu3Hzsm2FHBHvs/Lj4aT9lMpWTECSQ6GggR0VG8K/h4iK25DGsn9AR59mDySpDn+AttKD9LkGduE+R5qMWZ1NTYUzNBns1pA4hiBvKL+xX5ihbngvajYe2cIM8J8hwnUVGmOJX75JNnN1pJEt95Hl5iVPXUTZBn5em1n/5Y/MYNVXjppaXI39CAA5WdOLC/GUcONxF3cPjAdewvu4yD+67gcOV1HN53g7iFQ5XEvjvc3sZB7h/wUFlxEwcPcP/ANVTuv8xtPfPjeQeZ38EuVO7twvxZlXj9lZXYXnyT4W3YX3kNR4/exJGj17Fv32UeX+c5N3BgXzXzPIWjR07jxPFzOHb0DPM+xrgjJM7nceP6HY55EZtFi+f3UXj04saLWDxFmAbph8EkNm1sHu8DsdWmQ3ObIM8m0PMDHSTIc/yFNpSfJcgztwnyPNTiTGpq7KmZIM/mtAFEMQP5xf2KfMUt0LUfDWvnBHlOkOc4iYoyxancBHlOkOdHJ0ZVT90EeVaekfbTOFlYdApjx6/A6TPN6CDHaGNXbWE31Fa/Nd3V1Wce79ZvZAtdPnQyXOcI7Txu5XnatvGc1s4etHf1mnw0JwotzcD6tScxauRCnD/XZF4g1kXou9cdoT40tobQ1NpnzunqZLkd3WyzHnR2kCV0cs0a6iEP6iY4C4XY92TCiNl84vl9FOIsKve9YgCx5NmPgU50+7HxQee/D4SuzOrqv5yZk4b3I++a0LduOUDyvBmVFSTPdDJnKqW2CzESZ/2OmrcIcJ3uUchAg2qCPA83oQ3ZJgnyrBaLITPhHb8oIN51dnkOlK/CNaHK7xPk+dGSZ7uw1bHKNzpoyyg3eSfI8/ARaRZFntsceV5E8nzShMnHRBQcWbC+JxtorNAbYvUZilqqXT2nCRSFa3y2i+r7I8/cetnbfITByhwCUVGmOJUrnyKkixcejqYkyLPg+qbXgHET5UewDKOzQ1hs2QnyTCs9UvIc7eXOvNoO6QvDWOymooOYkJSFS3V3TJhi6InUzvpERD/Pl8KVsPB/1AfsnuY5/WyVzlXvsKlFtvM37cO4cSm4ctW+3VvfDe42b/RW/9C7sJQyIuF5NlacCoHidPUjzuLKV9Zu69+PDXMIkAR5vi/xXI6LYDeJu1e0607y1iKR500kz+djyLMgR9XvB3Jgpnc9/MVltAw0qCbI83AT2pBt8qSR51h5v5Bnm66f0sNGnElNjT01Hz/ybNtJ5RsdtGWQCeZ+gjwPH2GNzBzqfK29tY/kuZrkeRnJ8ykTZryrr4tgndmI1vdkA82nWvTpMxS1VLt6ThMoCtf4bBfVD06eXXmDlTkEoqJMcSpXPkWoTl54OJqSIM+C65s2j/iJ1/Ysw+jsEBZb9kDk+RrJ8+wEeX5w8ZVjYP6pbeTdgm33cBKThqHcbhhC8tzNojcV7se4Sem4VGt/OsrqoPFT46OewtHFREuEbW+kn1LfiN/bj/ZCHE/NkTnX/ra5XRUrPz0FJPK8G5MmzMK165Y8d7FSXT3yLTc/EkwbhtxX5okJ0/HAoshYxFlctk4Xbf37sWEOAfJUVIIBEg0qD3r+YylyQjpabwedTY7DEK/uIs/bth5ARmo+9pWfMY83SIzzaMtz7URvJ3tLDGyaRyWuY0YPrna/tPQ45j5u5NmILO0NCNBKcniSZ7/tB4OxIUefBHlWi9m2UpzJIbzjFwXEu84uz4HyVbgmcbtgeb+RZ7VPNCJ5PDxRabaNnH9pY3a1ZZSZxCkizxkZq5CbE02eFW1r43wtxt8CRTFexnETl6etix8ij5p7IuPb40yeZVuOwSQD6ueSdvKXir31mDo5h/NolQnTXZUetBFc4LH+1vc0JojgPCbkOSMHt26IAVgx5JnpTNoo97F5DlzmEIiKMsWp3HshzzuRMmslrl0ZnuQ5WOQj0tSuYu5Gnm3fj2oYnyh8KNooIN+oIuzYZNee9Dc6kblQ6cVevd6CWbOXcS5NkOf4igp1bWN9yHiT9FCsoilar6zfuA1p6bk4RfKsx5wfVPztpyd0NhcexviJmaiubTRhihF0Q6+nh8SZ84K1iXqi0Y6wYkdJp7/GUevj8qNuLpL9dVHSTg4DmzbtxMTxM3D16s1wuBNjAzPe+QKHu/jqF7Xvtm5/EPFeGJaQ9yZaVHWyk+gqjSZ8uqI8jqJ9S543Yl8FybPXp+VXtk00ZCfIc3zEX3CsmOHAt7hMkOdHLbYeVqLrFpEnjTznkTwvzd7bjzyrDgFKDxtxJjU19tRMkGeTxQCiGC/juInL09bFjyeLPMtXRALsHWWJIc97GjB1Uq6PPOsOSaupb4Q8q51sLe/eRvcrtg0GzlnhaiMNzFq8JsizV+1hKPIRaWpXMY8bebZtII3uTp5zSZ5vJ8hzHEWF2rZxPmTaQnooVtEUP3k+SfKs7wY/qPjbL4o819wLefYUixJfPzBPMNCHaMseKq9izDBsMgS6OAwU5JeQPCfjmp88O1B0rn0Cwwt4H0iCPN+XJMhzgjzHR/y2HwzGhhycEuQ5QZ4fhjiTmhp7aj5e5FnkxXYU6WncTFtGmTmekiDPw0XkKyIBCfJsxZU3WJlDICrKFKdy74U8D+/HtoNFPiJN7SomQZ6HpxhVPXWHH3l284L8iCHSQ7E6oCTI8/tDEuT5vkSdJ0GeE+T5wcVv+8FgbMjBKUGe3cSlj1fV8I5fFBDvOrs8B8pX4erwCfJsEcnj4YlKs21kyYy2VldFaX43czxlIPIsf7O1cb4W42+BopiB/OJ+xeWpOshvIkiQZ44FrM4TQZ6ZtWnT8ELAlTdYmUMgKsoUp3KffPJsZ33VdeDfebZ936bpL0PVRgH5eru2DTztE+TZkLZHR57tvGDnP8YqWrHcDh/yLAT1xkg/SJDn+5MEeb4vUedJkOcEeX5w8dt+MBgbcnBKkGc3cenjVTW84xcFxLvOLs+B8lW4OnyCPFtE8nh4otJsGyXIs7wxQZ4fXGwbDJyzwp2/afGaIM9etYehyEekqVkdGM+RJMjz8BKjqqdugjwr70j7Jcjz8JAEeb4vUedJkOcEeX5w8dt+MBgbcnBKkGc3cenjVTW84xcFxLvOLs+B8lW4OnyCPFtE8nh4otJsG8WXPEfqEyyKGcgv7ldcnqqD/CaCBHnmWMDqDC/yLBtr8Zogz161h6HIR6SpWR0Yz5EkyPPwEqOqp26CPCvvSPslyPPwkAR5vi9R50mQZ0OeJUpqI5QZ/yXI872K3/aDwdiQg1OCPLuJSx+vquEdvygg3nV2eQ6Ur8LV4RPk2SKSx8MTlWbb6H7Js6JtbfyLJO1bnwsWxXgZx01cnqqD/CaCBHnmWKC2ki28Wrr2iX8tbRsMnLPC5R92EX9/33lmPcILAVfeYGUOgagoU5zKffLJs51NVNfEd56HmxhVPXUT5Fl5R9ovQZ6HhyTI832JOk+CPD8+5FmTO7dsiwR5fnRi62Elum4ReTLIsxae9neeE+TZ4uGJSrNt9P4hz5a8VO47myDPTBf/Wto2GDhnhcs/3u/kmV5Gn3wyyLPSkYSwPZU2WIaqjQLy9XZtG0ijBHmWJMhzgjw/KkmQ5/sSdZ4EeU6Q5wcXv+0Hg7EhB6cEeXYTlz5eVcM7flFAvOvs8hwoX4WrwyfIs0Ukj4cnKs220YORZ/maCJlbJMnvrM8Fi2K8jOMmLk/VQX4TQYI8s33UVrKFV0vXPvGvpW2DgXNWuPxDcx11TJBn7g1XkY/I3+wqJkGeh6cYVT11E+RZeUfaL0Geh4ckyPN9iTpPJ/1Kj/VwEKPP9Hj+KcfbWrwf6akbzGJGHcf4GP+ZrflwkWDO50fhinhE4jqlv3NasfvDmTyrs7oFcpCYgUGLmWFMngeS/u1iB6cnjTzHyuNKnm19pJv8PUKe15A8L1tQ1o8820mtn9LDRpxJTY09NYPIsz+dbRM7IVtE4h6eqDTbRk8CeTY+ZaD9aNilv+aS9wd5tvNmG9Fh0tEEshA/AWNCXEU6Wa8IFoW7vp8gz08Sebb9K7j/RfqmzSN+EtD23q5tA9v3E+SZVnofkmeVJ/I8dnw6yfOdcJhdI8kXRJydTYSg3mi9yEB9nFuNP+ExSBsPIbrQ5k07E+Q5RhLk+b5EnSeaPHd7HUT+vbUoQZ4fJnm2nT9abHnSM0GeI3i04vevSL2iJUGeh4c4k5oae2q+v8izauAWSILaVp+BRDH9/eLBhOV545vrL37YpX+CPNu2iRkT4irSyXpFsCjc9X3WI0GeuTdcRT4if7OrmAR5Hp5iVPXUTZBn5R1pP5Un8jxmXFogeXYX8axNhKDeaL3IQH2c2wR5fm+SIM/3JXLQYPIs30uQZ4UPPXlWjm4CixVZ2S0u7Qt1EuT5UYvfv6LrFpEnjTw/6Y9t+9PZNvEmZINI3MMTlWbbyC0KjJ6eIprf3Vr3cfjOsxvf/P3FwY1vveEXhiXIs2oY/1pKJ+sVwaJw6WAXrO9f8sz5iekT5PlBJaDtvV3bBrbvJ8gzrZQgz+GwBHl+uJIgz/clctAEeX58yLMWAtyyLRLk+dGJ37+i6xaRJ4M82wVLgjxH4h6eqDTbRm5RYPT0FNH87ta6Tw551vgm8vxkv207QZ6HWFSUKU7l3g95ZiuwXZ4M8qyUWqMlyPOjEKOqp+6A5JlIkOcEeX5UkiDP9yVy0AR51sTiVUqBFiYPdVwN2oL21UldjvEU6WwnsFiRld3iMkGeHR6t+P0rum4RSZDn4SHOpKbGnprvF/Isf7M1cb4W42+Bopj+fvFgwjK98c3fXxzc+JYgzwFjQlzF+tPAOSvc+dt9kGdmbdrTdbRweYOVOQSiokxxKvfJJ8921lddB/6dZ9u/gvtfpG/aPOInAW3v7do28LRPkGdD2hLk2YY58ow+2cPZRAjqjdaLDMy4JTvyyI1B2nhIkOdgSZDn+xJ1ngR51sTiVUqBFiYPRyAE7auTuhzjKdLZTmCxIiu7xWWCPDs8WvH7V3TdIpIgz8NDnElNjT01E+TZZDGAKKa/XzyYsExvfPP3Fwc3viXIc8CYEFex/jRwzgp3/pYgzwny/KAS0Pberm0DT/sEeTakLUGebViCPD9cSZDn+xJ1ngR51sTiVUqBFiYPRyAE7auTuhzjKdLZTmCxIiu7xWWCPDs8WvH7V3TdIpIgz8NDnElNjT0139+PbetjshhAFNPfLx5MWKY3vvn7i4Mb3xLkOWBMiKtIJ+sVwaJw52/3QZ6ZzrSn62jh8gYrcwhERZniVO6TT57tbKK6Jh7bHm5iVPXUTZBn5R1pP5WXIM+PXhLk+b5EnSdBnjWxeJVSoIXJwxEIQfvqpC7HeIp0thNYrMjKbnGZIM8Oj1b8/hVdt4gkyPPwEGdSU2NPzQR5NlkMIIrp7xcPJizTG9/8/cXBjW8J8hwwJsRVpJP1imBRuPO3BHlOkOcHlYC293ZtG9i+nyDPtFKCPIfDEuT54UqCPN+XqPPcG3nuYrhcSuHW1/Sx5Nk6LsMeob+5TunvnFbs/pNKnqseK/JsjZsgz/K7yKSlOHN2eMcvCoh3nV2e/fO1dZE3Od9PkGd/3MMTlWbbyC0KjJ6eIupKbq17d/LsfC3G3wJFMf394sGEZXrjm7+/OLwX8qy6DKb9oxX5ynAlz65drVcEi01j/S1BnkWelcPwFPmINFXfedzJs/0d+gR51tjmdbQhFRUqK7vxxo456ramtRStWG4teV49jMizp1xYrBcZmHFLduSRG4O08fCkked71dClGyi9Ic/+yKAT/GF3w/tD5GwivxqYOHDxMEye6T9FRQeRmroJ5fvOoUNxDHcuLHfVIqCP5NMkfsT+5jqlv3NasfsPTp71g+0abFyO8RTpbCew/mLjpGMseR5P8nz6lCXPGv5EnU1dTAWGh0TaJDK4BZLnzaUkz6ufHPKcOxh5lh+5SUFGiD43IgofijoPnK+ti9PPLlgGJ8/Dy99iRTV1cPNpTfVtjzyXmmM1nT+dWihCZOzCwsU9HHFtYxHpN7I5dwnN726te+5cNcnzSuTmkjxrmKJEyLPGOLs4tVC9bH36i0JdufEU6W3HN39/cbhX8tzt1SH++sVLNCsGkOe9dZg6eaWPPKu+JM6CGRdtO2kutdDHtkZ8xN+uwkA5K9z1fdWDpEt9nMF3Jc/M1tRD7amDqPL8eAiiapgqqjyPPLNeRqSj3Rix5HknUmatxLUr0eS5m3Vx6YanWH8zBNTTdLiTZ2d7lsqPW9doDUr9vH5DlYzEhzw7HWIRL5Eu8i07RofFVVRB3r4hz1lrSJ6XRZNnbdhnenX3yjseelFB8prIvGDXw2oXKzLzxo3bkZG2BlUnG8LcQPEOA8oAkf72s+T5kEeeG8Nhg5Nnf9spH2nswZsnHXlWrIH+UUKcGzdv2kPyPJt93SPPvvbRpof+p9yGq3iqGksIA2kamy4wvZfoKQ0MHO7DH+1HwsywYRCUoYNrImfPJ078lTL7qjUH1t4O9ImRqe8qSDHcbik+grlpW7Bn/wVoGHbTkNxZNjXEuY/QSi3s214mDxNO8dgwA+0De0pPkDxvInm+5CPPmnjsxGLsIbjTmIcmnT60eaCNVGumEaInnYERyfAuUFrBFeCH8qKOfeZ3UDnBUN2ykgaMe3cZBzVLnuXZ1sOdBw9fiHT10MHcXN3S1IXCgt0kzzk4etguMCPC+ps2dL1zGNTP366u3cLx0hfIzSkgeV6AhivqXyaI9WYKTZKsv+lF6jtebzLn6dQo6J/LN76I+Kj8OBbW32xvt7/zvIbkedmCsn7keVi0RyBkO+5xY82pPq9woLamieR5evjOs+lmJgWhfXOsscEjOPooH2Vkcost637hF3++zq7WT9wFCtc+SquN1ceS58yMVVidWxRFnnWxxtbb5mERIdD9RWGur/n1fHAM5m+ane3i3jLl/ZVnkZy0wZDnNvIZaaXYkHeHKij/4QJTm176jukbJM/tfajgnDN18jKS55MmTC0iwiAY3zJn6SKu7ka3myPV2baQ/geXdT+weetjc45AH9vvpYu23VwX6JFa+b7W9ZIucpjMjJXIzlqFWzfJAHQyhc3obZmLxna2dbQfO/j18U6SmF3988ffD5iHsjEbfTRva/6W34ejDCRNjSGS590kzzlh8qw+oPbrMeNgUBkPAbLfXWDH6ej+fLm2CUujyLO1ge1fdtXWH157CTyKGzTBm0newpYk6CPS3EXo4rLsznbq5XpLV2mUnHL9GsnzrJUkz6Ukz3Zgc+NIuIxBYGvnyGEMvHweGCY/9V27jpT/s1LRkDoM7mRzLMhcj7lzlqMlct2JwjZiB+sLMZGX1v6Lrs97hnQxeUWLgmzfcPrbucHNE/Z8u8nfsAOZqetx5vg19CjKBOvMyMgVLs9Bba52pH38cDaTBzDAjCkiz+MmZITJc1g3jvW9PVx/9LkbVxo7dJ6vHA+unXvNeoq+xTVWiJOfoSWCQrnt4PSyaWMFJo6dh2uXbzGU4mXrmq2L+skKpiSGGROymPDW7Xt42KIaqxlUU1nGjahUOQKK9Penc1CYSaJ/SkSQPKszChEK7bqp3YsMMd45/SBFnDKeDk+GqDJBMLXW1W9OLuoZPPTmfOP7RcVHDXnevf881Ne1tBFso8lhuTcQeQ5vPcSGaRsV5m398XfLI5wPy3cd1sQLqqC3T9lj7jzHkmd5xkDk2dbvvZFnnhMTFsnUFeDgCzO6O/C4HxhuFo4iM7Q81S3b0YDxI/3k2Q0iKlN56xyeG7aDb2v2Y+PeQ5i2/v33kgdhyHM3tzqkRJNn353nsCih652uh8bAlaWtf98fd69h2kaF+eO4r/ZwYe7YpfMkQp716KMNU5J+5FlXV+UnJi8lioH55/InTDp/mLf1x/vTB4apDRzkx7FguBlm1dN157kVecuPYGl2LHl2Ps68o/RwZfnDYuPeQ5i2/v17yoMb7XnB6hu213vk+Z2ZKNy81xybLmZSENo30AjXSmhxZ/u9zV7/HlQ3F+4XHUs/we/rWpBZn7dtw12KyUJJuY0veVamvjY1YS7cv/XjbmHS3cH5WAS2ZbR4c+T5HJKnbETl3ljybHW3eRM818DtR4XFxg0SZsCwqGM/guKC0+u/ffxUbSby3EvyfJ7keamPPLMW7PuWPGsO0kcEp4XwkefwP5++2vr3/XF3CzP5ClbPaOgjv5Cl70aeV5E855A8N9uTKaYIs2UuA5LnWL/yiTn09Hb6+rdmPzYuKMwTBZuPm8PlOyY4DElTYzfJ8x6S51wfeWZ7qH3MnMt8w3Bnun1/WGzcAGHSMbYO4TC3VRzRb83jbc2+s7HazLarpD95ZnJvjWP9zKX2Qx/lp/xd+T59+unmHQ8WZvT3oH2mUUnydj1BEiHPumA0GHleRfK8B7fvaD6SMB8zjsgOXll+PZwOSmegdg8Az+8Pm+/dwxxc/uq7qof0Z9n9XF76sYZsjuzMDUiZswJN3Lea6j8TGfKstCbQ7oTr5+1HhcXGBYS54BhxwRH7yM/lI4L6vpSmMBtLnjeQPF9Hj5YrDLZtaM/Wfxvq003tbdpebal2snB2s15I8zBJMHkmwuRZE5oMI0gvlSe4lMrL1qPXEG36FssMsXyZX2eZZmBSQ57zSZ7HzY8mz8xOait3kWdnAdNsiguC4lT8QxYWbeokJmBr6+mhCMHTydSFUDrNqraH2XNNEqXVycRT4U7B06wx/bAu6urq9l15QXiiJKjyRmRiLg77Woyz6tCb8812W/FBpKXlo6zyNNrpMbq+ZqdV2Vy2VrOwSfRdDXmaMR7/GWhfYX64+KCw2PSDhWnrC+df1LELMx7OLWXPbpLnuXpsuzrmsW0OGIbAMEBQhMzC+tqJV4sZQftaFHnZGzANdyy0HxumDCVu6xdfmNJZhQJhBmSzcFR3oQ5U15Ln5QHkWScovWAifPv+sNi4+wlz4L97DeOOBtAeru5pKiMtzR55zliNo4fO2EB3jhHtqFEcXCRhyhGigyPgvwcOc1tvX3q7MOcQLsyT3JzNSJqyEA0NnAS8eppTeRAhzw7qeIzU6Q5REhNn4MLcNihuoDC1gRcUCMVLR8vELHk+hqVZJM9cnFmx7Sh4JynIg9v3h8XG3U+YA//dS5g2rjvwo94hqa0WeZ5F8lxmjsNNGAWR58j3UhWmfGzeOnD7seC/ewoj+omLkI/LaQS7SFN4eEzRn+plgz3ynGPJs73eEUOeNXb4ybOzRKwo1JWrfX8qtx905t3CpDf/DwA7asne1t8sed5E8nw74M6zp5s52e5G9v1hsXGDhBkJ7wRIUFxweoX20FnCj20b8nzBu/N8yoQpRqRUBLqX/Sc8D5mLNbpIG7GXyTCwDg78dy9h5p+bI/Tpn8TG2Xaw5LnT6CnfjybPOSQBudF3nsPN4sizqSWhrUOkpH5igpVB7L4/LDZugDCJOdRHdbEXvl20P1lTYw/JcxlSZub5yLPaj+SOdY+2lBO37w9zcpcw7RrwX3g/FvxnTKat2+e/qDBqZmzs2lT7HnnOLkPeyqNouOzIs1ZualfVKyqLCEwsd/h3V93uNcxlbuJNoClFmthbWurV8nst69lOvQLroaSUa+7Oc14pboXJs+qt7Gx9w2LO8U40YsuzPqi2d/DsxfMtlJ+1pcs3EhYpKzpMcOnl66qDLrJKf69ITZ+C6QLSgytlQ57XY06KJc9KatuNiThYayngBSpjb+vf94fFxg0S5sQfFg5XgXZ+sCt8jbFS2kaJPGeQPFeduI5uDs82Nb2J54f9hlvZw0QK2jf1VphLGLGbPY/58J8lz5kB5Jn+0cPBxhjFGdNk7sEKc+RH4dS7z1LKXvpRNxfJam2dLVUEzY2bNpVi4vg5uFbvPbbty1b56LwQy9a5Rl/Gmfq5bcz+wxYVKZU1UwpS3QRqR/B0klVc77IMRkyNfU/xggwi4zCTpyJnB8HL8R7lvaV+nEUDWBsN2syt7RlaCxthC5UUVSJ7/hrsrzjBCdF2LHvtUEm1r8leA7Sa0bOa6xkGA+2743sN8x/HgvH8i6TT1gtzoOzZfYLkuZDkuTaGPLMehsAwQFCEbMAeYhebIs1yO03CrDvTmOzvCfx3L6Jk4fr0hx101J1lZ+pAdS15Xhnz2Lb96G/YQhvWpz95LiV5zhuEPAvOKD5xUQ8TUiG8z38G3rEnuTmFJM+LSZ7ZXp7KcgdLnr3h3PgdO1p4NFYiD7Hij4sDTHEDgm1jdNTo6ifPFTHkWROndDeHww/ahE1rl02SeyPPGud0R0EEh+cyTPmE844HBhR/pOxsj227cF9/qpf8ivt6YVhmxmqS5+IA8qx6q+YaPwRrBaG/uJjg2AcRo/YAkEZ2XrH+FiHPjQF3nnVE0SZeiKMoO0ue7XHkse3lMeSZCzT2f3NhhmfZhau9WKM6OtuYDOMBIyZn79M/iYX0kZ177AJU/YAR/cnzapJn7/YZxfmiGdt1F82Ee5H3IkoaZ9h6ujlcvh+dRGLI8+qKAPKs9rF9Je4Sq0gQZE87EHn7/cOcjdVmtkUdea4geT7uI89u3Wb9MhAmHXf4N2TwxJbl9nRxRoMW24n+5ifPV0meZ8xejpy8XSTPWvtQWGnV29b9XkQJVTP38UK8PAYH0/c7DgqTfUVT6GOqkje9W3gJKRrLMrPWYVYUeVYcW6YfeY4jnAwUzgPX752fKFp+sWHjDqSlr8OJU1fRyaWKbTH2JsZZv1H9mYP+hevOfW11bGAT23TeIYMteT5C8pwdQJ6pkbnVLaM4httfbHr9p1aGPLdzjcVxtFeU0ZJg1xQdoT6S5+32hWENHnl2eioLpSfxdhfN+rd1fzwKkbquTkakhwINnGJqT/t8hzxTMAzGpZVZ1aXY9Z6yXkto6983W2XI3feCJ17kHnp8poM2bOXWXjUza2YJ/XXXln1YNG81Dpcf47G9qmMdWeeqWVp51GLOdR3Oa7eHi6AyXTsKlGDyrCFDgzc9yeXhvNJ0dnUiuVwAeWZa14EGwz2J0jm9A2DzkrZ+8nwF40esQtWJeobZLByiDoYbtOFW36l3vtbSFELhpr0kz2tw9HAQeXaiABnFJy7dw4RU8O876NgTS56XkDzT11RPxqne5mUW4XFJfidDKNKm6QcnQXEPAOtTPkgdBxMmHTXC+snzPpLnZhMmsZOLEutgeCJcH37UgySWPM8meS43x65PGzC9vWCuMcJOOUNGnmMxgBgbmy2hZvG2Zp9y7lwtCU0eVudsDSDPrAv/29rbPYUJ4R1zMLRidPfD018wdjcf62/794k8F6ByTxPaPH4WYkI9iqd9I9qJF+Ioyk5EU3WStLeRPO+tIXleESHPjBMxs3d11SqqvxbgQ02eg6OiIX3sRZbuXt0dZ7swQuO1pIvLgMx0kec8kmfvygZF7ah9PSXVIyLghd9VbKHxhdPFfO6VPK/hgtpHnmUFVsKli6vEKhIE6xSDwtnYtpk9qKtpxpLsfcHkmUkGQ1z9LQgStzXCA85/Is2G/Hjk2dXryvUWJM9ZhlV5JbjlvTDMnBKD+5HYPB4IxrcIHaifaImsrWkntYz1vdZ2ICPbkudGNo23LDD/zbpAZtA5CownnAwWxwPpafyeR1JD1ViXvx3zMtfgWNUV89LgqOrxfOc3gjlJEX4YG1i4dOY8BhnyvPkYxo0fiDyzJN1cUEbmZKWIFpdeaaLJs76qYf3eqdIR6sWmgmKS56kR8ixFbIHmQHet7Y0D2oNhFop2W/++znm4ohL9MP9UB1NJHpjJRwHW79wXJASxGc03Jr18TXSCeMqcYGZiD25f2zB4ogqLBaP6QeGPvbgKSlQpiQujA9Cc3bRiJz8yrnFq6zfGuKWF+7Bk7moc2UvyrFlTVwhlR4qcspuOGuKE32ly8UrQuc6GDwtBZdoqWlCiyHObhggl06RzL+RZHYr79B9jI6YLu9NdcE+idFahMPq5Lf+pvaScBtm9JVcwbiTJ88kngDw3ijyXkTyvw9FDZ21gzDkDij/dw4LayL/voGNPckiepyQtQf0V9hS1IcNU7/dCnl2wEV94PBDlX7FQvP6ZjkDyXBtAnk0aL52SDlOE68ND7hrpR54ZYfq1oH1zrDFCFwU98qx8lIEyGioMIKYpvK3TwdTL2z93dpiTZ+bv9A2CsTsTaSyW7N93NoA8cynEhGFVtRMvxFGUXX/yXEvyvAr7yuzLEBWnNJaYqt6q/+NEnleTPK8leSYb0EkUtaP274k824KGDtag1EG1uQt5vkPynBdLniNt5NLFVfxKDASvDoPB2di2mT0IJs8iRUzDJIMhrv42EJz+4WNq7w2u+lk01x8UVX+jGdNTlmDFmu24eUfEiMkZaZIzQSz6icIGQND59wf5OneMEZm3hjBxPjOtm15E62t1zXUOq5CRvYbkeXk/8qynVcwLuVzl4wm/6Fhl+MsxIi+KkGdB3GpNwVakZOfiyJl6tPMcswLlOc5nBGeLcL4DwKULm4r/+pFnpTFb2s4sEpXSBSqFt/X2I7vs3yS+0rpXvxLQo3HUkmfFK5d2kuf8zUWYMDEJV723bbvsnY7oZpnhiZO9Rhd3qIt7ys7ChdmSH4moaKe3azA/eTbcxdJmsTPBtKwcU2n0cjqhq4/kWYYW8xsMOlGluYIdpEAsFP5Yy0AVi8B27V500iFMv2WwzGSEvcSS5zyS5+NAJ1Pou82mcZS7zhHt7uR0r3s0tmMZf4oU8XAQVKbCHChh8lw+wJ1niQJVf+Mm6hw+8szaKrXp+EynTqe63g33JEpnFQrD5O9g8pK20tOR5waS5xW+x7YjMOIPGC7wRPXpT55153ktjh5+D+RZcZ69BoU/r8EQdO5ACDpHx574ybMmCZOE8eYnFEzFNcOyIbVvGphBAXC7RnzhA8KvTwCcX4ahsFiYOO6YHu2785xdHnls26TxJhA3G8YLzC4uoEg1d6isJYM+ts1EBqx/1J1nL9yYJV5wijkMIDKx25ryva3ZpzxWd549vf2w7qOPHYftnedNJM93ou88E9q3PsedeEAZxlGUnZkivXwjd54jP1WlOLNYZt8flDwzQvASDAyVdTdQnAcYew8E89GC817I8wPceVb8EMLYz3zukzzrDM/f4i6xigQhto0DYMZf7jpI7GPb5R55tvWx3zK+S7sT/LOinQeFX/zhsfWQr2hgNbv0OYH7Slp/k+R57iKsWLuV5Fnf2mQ4k9qxmDVS/ZnQv40SHTq48gSTNj6weXJHcNM6t/ZQN5i6CL1Zv5fkuS9MnmO/86w3RHe7AVuibVygf67ilH7xHszG9n7ZXyOxppLczcWYtWAlDp2rA4cyE+eq6xBti/5w8Q7mPEYNdudZ42JPj25YyaguE6XwxNt36ZWmT/xEluZWj3xrDaN8FK/y2rt6sbGgGOMmTkWD9zvPytZEqhhBFTeVFORjIsoDI1qphyhO77DuDDAcWA6oCljyHL4BYMZBrTcJpdFFAiHUI/LMAAWGoYx4AhM72OfnVZJKJryNgVPEQWGPnQRVSPUNhu0spIZMposQZtJXlITbnUWVWDhvHQ7v5aTfyQTyejUS02mg0kCnZtE1QT95ttCAFoSguPcaFh0n8R+7MCt23/7O8+aBv/MsUVJnHtYtMvE6aLFjzaAiLFyZbt8fxoN7lMi5A4DWlbWlnPmd5xjyLG0FfYa3aBJnbWhEb85Ec2MXNheUIitzDY4c8R7bpqgmFkEfL47/LBgWCCa6Rwk6N3obgZOgMIklz4tJnvXdQdNlLMyArJ5CGL/TvmcIZRGdTVDQoGJ1cVs/+ocZfRjeDwr3Bl9J/eVWrF5xDEu4KKv33rbNHJjGfvrn/970iA2Lp6g+ypE5S1MTFnnb9nv7zrNgdY3WNxpBccFhA4s/MpJWW52raC0iBe3H7zvPksFj71dcnYPg/M2Ob/rOs+4856NyL8mzx8+0DHDfeY7kFbvvD4uNGzgsnqLcgr/z7HtsmxBRsI9t29YZjDzH6hsNk+U9ieuvtjzrz2GYMEF+Lztr3ApRRzvnaW0gsd95zkVWVh5u3mplOitKo307tqsMHetjw++GuImXoexiy3dzuHw/HG0gMY9tG/Ic+51ntY8951FIUDv3DyPCHytR5Dn8U1XyLdsmUW0uuLCoXOIlys/LUxsV5tZXgle4fqZJCbppb3ORzIuy5HkhVq4t9pFnto2B/NL5sqBztOcTV7yN7Aeaz2dLt+8Pi43rH2aMZ4gL8/SgPqsg3e3Tk5ndhGh0S0cvyXMeZqcsMz9VxSSEfIz9jH2tO7z4jpeoBFXWW2+YY2/jooRwsPq+NLUzvyHPhUWYtXA5yXMNa+GtVniObQMLtYkBK22gfZ+N/LBF2q0hzwN859mQZz1CbUp0zhIs9hx+WK4OeqmD+zUXE6Qwpmnr6sOGgh0YO3EGLnvkWa6ndIYHC5qCVHntM0LlB0JjgzlJOVsNHqqoOBUtGN0ZYO5IubaWnrrzrOeCBUui+/T2ct19647gKf3UkvmRdRJnu9UXv7vYIXmiB/sScmUqh1XlVbInrv5OqcdS/BZ1kGUjBo2G0jMFk8nubmty4b9tW/cjY/56HKg4Y9f5Ljsva6VRsCCfU47WWel0vg4TjaC49xoWHSfxH7swWxO7b8mzfqoq9m3b9qqMS2ciVEeVYSZd97ZtLWrsQsJ1yGg9BtYtnHeU+MP8ebi8/ZAu0lPDmZ88L8dpH3nWlU4NfjzDgxO37w9z8iBhTt5LHrKhFmYcQL0kzc0iz7tJnlcPQp69PhuGauxsJmg/CGrQWAnWLejc6G0ELo+gMElOzmaS54Ukz5oUrVsZ1zKTvvyNjRgmz6bn2NMjWRixQS7CH+n2o8OsLkH26B9m/T+iWwT6aNFpyUw9F2GrVxwheS6LIc8iPJpIlLc/f7d/b3rEhlnx1ytWguKC05u+yi1zpq42jf2d5xkoLHxvb9sWgvSNxr3W2RQdIwoUfIOsfJ3nmxp4+UgU5AV75DnmbduEHQlsO0Umftd3gsSW5860cOL2g868W5irs/TnUQycv9nxzSPPSRtRWRb7tm2NgdYe0TZ1+/6w2LiBw6y4bZAExQWnV2j027ZFnt3btt1PVTEN/Svytm21iJ5y6P+2bWUTXAcHW060BOvr+qslyNKRujiYeIUrXn2/m+PWQG/bXkXynEvy3BIuSWm0b8mz8lCOztcc/B+b3sFKZC+y7w9zMkiYNgTV4EYfN4dLl3C0gcS+bbscKbNiybPaR/0l9gyJ2/eHOXmQMCcsNaqNBdovKMzUS7D5Rb1tO0ye5Vu2TaLanHmEw0w6m8fddOsvwWHWn7yxTEmM4xNucNIxC+8zjzVQQ9pb/VzRSi7yPCNlAXLXFOG2R57NCzc1h5p1vs0/ArWXMtXZBOsXLteVHS5X0X6buv0B7DxAmDGeIS6R/BnFjXqRvg6pdwLpIlM32kneshesQQrJc1vU7zyrr3UgRM7CXHns4MTt+8OcDBamraypeVyQggxTsODsYpKrZPmIvsppW02rkzVbijGb5Pkw5xjdJDOn8p9tB9mA4OCgNrRb2z5+GzmE/Y25qFhLnu3bti/1I8+6G6++G7NGCqdwwry9jxujdA3CfF2ax2oeiTZtHLs2FOwkeZ6FOo88m5/WJgwPFmQmFWlMJU01FgaAJ0TIs9PrIYqK8xdN2wYR55D5aq3QwVBxYK1naFfZVl/Dpc891cPO1M3FqH7OwmwZ2d7bjs4+OiUt0sFte58y0fPf9pqQrrH436por6JYZVyDP14ineWwArsvbWLvcjnPEJyBjXcY4/d0srOwY6u65o4FY9ppiy0lB5CauQF7K06hS6dIZB8mULZy0m6e1B7qRpe72uyVbe3ndHFQmOKCwmLTDxYWnYetd2yYxKsjpbT0KObO3YCy8kto67C6qv2NM9GpbFqKkpssmR/DI7/zrAlY/sJoor8eA+kmUd7a98MrzzuOziMW0kUDqyYQTi88tWx3A8a+uxQnjl9mnNpBdbGwefvL1L5S+cMESWyYoDDJ3cIEicvfhbmyosM0yZtFMnXVVVYtMpWipbULW7boznMODh2yjzZKFGeh+mtA8ENhspf18Yj9/FCY7OF0ECTB9bO2dm3hbw+Xl0Okfv3DrOSsLsDkKVm43MBBi1GRkpTWTmb2BRe+0drkITiRfZje5OsQ0deKP8zq0V9fwV+/yGKDR0TsR+HyfTtd1tc3Y03OESxbVGYWZ6amHGPtexxVD+XtL9OVFavHvegWW79I3SwkinO2cvZycf4whjJf5krYOkvqWId33p6KgoLd5jiShuCpFrJB9O88237fX98IBquzP732paMf0l/6CZE+bN7k2qvJ2vm5y0u6MAlx9twlZGauRN5q+zvPCtZ3hO0Lj1ge/cuMH5wsLTFiHqY8LwMDHatcB6eLwp1uEn+YIIkNE1x6u2/1lv5+O1g4f7PjG1C57wySp6wneb6JVu+xbV0YDJkL4JGFSyQP7Stff5gQFCa49Pa4v75+SBTnbCRYjWLDlKe5o6zFo5effqqqfO85TJuylCTa3nlWGl1As3WWX+qjeUi/eqG5hnoxnUG4DhF9I7BxER0ESWxdJCpHZQqytz6ezxvoo3DddBCB15b6qR9QEY3Vkk4OCRnpIs+rSJ7tWCCxvsZ8qE+3IQFsawPZwr/voFIjn4hNnc6uDgPVzx8muPRWbI76qC6WvLhSBCeNjSH2m92YPWMVroYf26Yt5Gscp207OsSW5Q8TJLFhgkt/tzBB4tpbW7dP/YPCfLaV1NWQPC/Yg7xVh0mexdBkZ41hanf5QGybuzD73+owuG7BYZJImPRx6xHpZ8Kps0nqhhclVT04voV6dHfMpbYtdI3kedasLOTlbsHtG2xD+qCpN9e1riz1I/mpxjg7tvnHLkJlOrVcsCvX2JH1NnA29YcJQWGCTc9/zI8ZSjdXpA6NNm3sRY0MskxZ5G5R1jpkzF1lbRAWO/6FRKDNBTXbnuGyzD7z94XZSkhchfxQmERbrS20vhU82+h8pzv/tDV21HeFjS4KtJJfVIK0xbk4dfGKFxIRPVYdCnHc6qa+4l+hLsKNz/3tZj/O36gN/4k8T5iUgbr6RlOqrkNoa/XRmlt6qw6O0bo6SswZ/G/HUK2z9F6MEHcMeVZeTNrNY227mIXI86jx01F33ZLnDp1DmCZUOplI56oIozf9yoOdR70EYT0cpMvDEWNbjccqUrrTzk4/jd8hjt9d7PMizJ0c+wQdt/e1cL/NhOtGssh0FznxU53sQDyNSUiUlZRO2NjTzH0dhXh6G6emVnNk+bjSc5+dtl0dlwp10LrdunrCT+TKipwgGsNFgnRzeuu3Fru7OQF6byGQI0c1tnEMhtFbQ20ctjrUAHIkSxkbef7mPQcwb+F67Kg4jlY5JBPIweQ7ItvG2ZhHcwsbqEskQLZROc65tO+HwhQXFBabfrCw2DxcnP/Ynw7YXXoYKSnrUFF5ybx1T5ra76O00gTugRSGKoI2sMciD7p6KyiNHNQm6a+H9oN0G0xfxQWFRcNOJ5rMtQjg4Mrgsj31GDt6KY4eqzOpOjnw2fpowvc6uplwda72Ncj4wwbS16/H3cIEm4fN3+YbKSs6TNOJFmZ2y4G32/pce3sIxcW7DQE4sN/enZFYW+ujPLw6heHl645dWb76OT2C9L23+rkwbf3hg4VpC6zOK8CkKZmorW9TF/NyZp8xOtmLMj29+n11EQb1HXeuPd/WO2I/G+8v06X3h/n18IcJLr3N006SbkEVC4WrneTzPbhc14S1uYexYgnJcx0X+OwfXT3tpi1FoG3e/jJdWbF63F23wcMEl4cfCnftHAmjtWljXRwVtChRGnBR2UjynISCTTvNsSZepbVwfie7686ayIz2bZtEyhhMt6Awf3rtx0LhTnfpaff18pNu2VpXitUu5qkqpY3ImbMXSGZWYO2aYo5tNrdOzmN6fFb52qdruDDr0VinfFSfWD10rHIdnC4Kd7opnT9MCAoTXHruh/uk109j4PxNd2hk5cp9VZiRtA77y2+gqdnmJr+045vVP266DRom2DyMrtqG931jjhemi9WhHs653kVrzcdtbT0oLzuLmcnLUeF957lbd2l0vhmrtS9ooagFpMb4iB/a/4PrFhzmT+/VwZTpoDL9fm/roj4tP+n1CLTGCft9TOXBsZpDQibJ84IFK3HjZqMZv42GWndwTaHHT0M9doy35fjL1b5DdPn96+LqMFD9/GGCS2+tJr3sWKYLYE2EiIErzdpc0tTUhdU5JZg5fTmucKyWKE7pXV+xefvLdGX5w4S76Xa3MMHmcS/+pjBz8dJs1WeB2tomLFu0B2tWHUL9Zb3cUensm4ftuREruDaP7DsdBtctOMyfXvnZW1SCyjbhYiQumbZqJB7oKdGOLv3iiyXPipLcudmGtFlLkJ+7HU03OE/apo0SjY+dXS1eW7mypI8Dc9N5pjwfzD9/XVwd/GFO0dgwwaUn1BbsH2Y9zEOtk0PsB119zdSmmWPxLRw/cQglRXsw9o0ZmDk2HZdPXcOxshMMK0Z1TRXPIdHmON/Ro3WBLlppneeN92afc4EvzHwN9a66aau1hdaxgrON0ni6e+m62WdDIfkJW4FlXbl6FXvLKjFhcjImTJyLnSVHcHD/GZTuKsOJo4fQ3HSb3II8q72ZhJljBce7ri7WoUvrGZu/9S3rVxE4f2Op/FeweT/GT0xFw9U7bENqqH9KYepKfTgOifjrLqluOriv4Br/N2Msx1szL8jTetFOIt/J9b1xLaKPhXRyDKbJiD7kb9qBkWOmkDzfYAKu6ll9vQhNpLszJF/kSTzuZXvq4oB9wsHCXbSwZTuwze8B8RTH79xF/072n3b6jnn/FO3U3NPEUU/ct42fZqKJswv3ehv5v4XhJNL8tJL3NPc246k73UxEQ7b0tpP4tTJ5G27zxGYmuNF1C1e7ruNObxMayb6FVp4s+iwi3cHzutgQLZ1k6jIYFTRXh6nkUBviQSRIN0ee7bFtbBk6FCJh4TYsjDfPvLO+fSGCTqMJsJWEu52OqG9pbCzZgxlZq7DrwEk6GZfS7Rzk5Ihmrc/8SX70hjt9OV/Oro5hO+fDgwZLW7YdOP0wHZCQ7C49innz1mPf/mp06pIXxU48GjC8u8pa1JheJ1H+mkx11XAw8jwUsO3mYAccTf7Sg77KZtu18zImjFuB02fs27a7WM8ODcD0f/v1hP72iEVw2feHoPxjIXvr8STbXhogeSqlo7MLmwt3IC1tKQ4ePGEDKdbWbJOAvKxNgnUZagTp4w+X5K3ZjKTpC1DXoIWkrUuIfa2zu90uTtmW8j07qUWTZzskCqp7/Oup/CxhcWCfjoLC7B0b6VNX24ic5ZVYurCUxNM+tm2vdFo/CypjqCEfMr/JGAYXu1HHhMY289FVabsYltTV3sH4cXOwdat9bFutY+0smzu/0/Fg5Dke8Pdzf76yaQTud1AVZxcM1FOqeHL+gu48L0du7ubwnWctTKSvnhDo4oIs1GvvolsfVX1iF1A69pfr1/PB4fqGQdTiI9bfgEMHz2J28kYcqrxtvhsYYhotjXTX2X31KqiMoUSU/oPAPurLGumCfE8I7R192L/vIubMXIGDByx5NnOzSe8W/DrnbuT5weHX044tbpwR3FijOVNtoRsKXAmwH2ncMi8zouix7QXZuVi4cBVu3Y78bJ1y0Mc+VaS5ypZjL9z4oTBBY1BkzOnfB+4X1IFZaYrXd7a7uQbsxh2vLvQjA40PbCumaW3lgnpDOebOzsXN65Y8q8+4se1R+JoQ3VbBMPMp20pb25+Bq1ebsHzxXuSRPOuip/LqNeOYvRAQ3eaCwiKI1eN+obwceVZ7m7bVelSNI8ML6vu0tfylI9SOS3WXcObiBdy804Sezh5cOXcHi2fmoXjlHjQ2tKK7Szd5utHR2oYr9ZdZv2o0Nt5gHyM56Go247uzi7UJy2UZLMRCJhLMwoPle7o+ONh3tOZmnTQud3Jd3NJJktKtR5F7cfXaJXzr68/gr/7L3+ETf/1l/Orrr+ONn43GR/77v+Av/+ufI33+LDS3X0Mb06s9jd6B5bxXKB+tLTR/ROYQzwgsJ2IDEdIejlmSxjt3kJmahY9+4F/xp3/6H/GFT30Hb7+chC9+4pv4+7/6R/z0uR+grLTEniciz/6kr6DZn3mSb0b8aWBobgI2FezDyFFzcLHa3glW09iRhPkY4kz/5rq2RxeQSfClYzRI+rnm7eK60txA5fgjUinpI1nubWXbcAzWPYpQcw+25Jdg4sSZqPF+qkp3nu0KjCVqPqJuqpcuDIRCqg/P9SDRmkI3JcWnhIE4YiziLbpQ2UU9umh/w11po2ZCv32kG8Wt/NzqvombPTdwi7gRum5Itf004hbHxBu9d7jfgqeaabxGTkBNNPgtsumbPOLUi6rrZ7H7zF6UVO1G2bl92F99CEfrT6C+/Yrh5CqM5ud/dspeggbUSwvM99wGMMyjFZVvEaSbI88iyjqW6GpKNzt0Dzt3N2eVLg5CXV0ceDva0N1yB32dHGRpPy0w20XAaBHd9F9ZUIhpaYtRefSsuZqjc3s6WY76YxfLaWtFZ9MN9HTdoTpaZOqKGR3KOPDDgSa6yGSoxYsH7itckOzaddTced5TdhEt7awHbWMfy9KiRd2H9mJv1lirMV6L1F7WyT5K12L3TRlMSVg7M82QwPM/M7mojgRt20Nv1QDYTnW3FlVj7OhlOFVlv/PcxQmoLdRi2jCyOLkLPBvGBUH5x0D21l0JuzixXizRY9sbNmzD3LmLw+TZzHWyNW1g25RtHAWFMd9HAOdffn/zh0tW5mzCuEnpuFjHNuGx6qqLU13dHOS7uRAgmbGPFKrPeP3Ga3v7MiHVWwsQ+4nV4UFg/Mno7bbRZRoY3eRvfaitaeSCrAKLMnfiSoP9bpJrT+Nr2no2eGjoZxPbV6Kgu86mL2mZYCdtLRfOnrmKMaNnm68KOAnX24wL3jH7vfqc2Tf9nvkElXO/MGOIA/N1/d/Y00JX1mVbWZwaeOnsWC5orDp3/hLS0pZg+fJ8NJN/2pTO57QwbeYCQ+OzzdO2ueoh23gw+bq29KDj8Jj0AGBdLel30LzqwHJNu2jcsuSlovwUkibkYX/5TbRz0aOWsF/H0pNiHD9EzmS/eCFI5xhE6x8MtVNXt2xIit/N8ZrHnZwnK8rOI2nyQpTrVyso8kczhmlMN21ByM+4ZjE+x7ysD8bL32y7Ro+d6uuu37u+z3Tsz/K5UI/uhOlJBabXmCSnoujOc1racmRlrsDNW81Ma/1MeZh60Y9Udzsnq37+cgWvvuHytQ3S+X4he8lu6gf6uDlc/qVxQB+m40dfRWtp6cPG9WXmzvP1qxqT1c81YstmXCCzLnHrBw6BesfA6DgY1Fbso9yaOZ+6SuovN3Kc3oVVS/ejzpDnHsZrHFNbyK8Ef9u7MItAXe4D+ujJTnoSy7f9A6w7F5EWurBJu9JjSDLbsLu8FD/4yY/w+S8+jfFjpmFTzjasTt2CV781EhN/PRPLZ69GzsIcbMxZjyXpC/GDb30Pz/3gB9i+rdi0ly6WtpOwikSpZPmaazeRWiaQk2owMRDZ7dcu94lQiKStS23A9SOzN09vitixfJG7ChLNZz/3VTzzz9/Bc5/6Ld78ziSM+cUM/NN//mf8/Nkfo7xkB9fXjTxPLxdTPhp/mfcDQ33Z3bW1+erxakGXI+26whvrCfmK5PSRKrz449/iO//2I3zlY9/EL776Okb9cha+8fEf4d/+5YtImTEDVy7XMKVsatsx1NmOzg6ua3QjjfnIl/wflRfla6blgaLiwxg7Pg1nL9g7wRI9maN1Ug/bMsS5q4djUeSus/UlCx2rn+oiknxNt0I19tD21Ke3lWuYDuqorsFxq7exDzsLdmP65NmovXxN2qOV+rbojj8/+uld3dTo7m1i2Vrvy0dIqkNslU6RZdYrPF9bxPKvaETmufiKbKd+04HWUBs5a4i8tw23+1o5e+iLAq1o6LqKE1dP4kDNIey/uB97T+9B5YX9OHXjNC53N5AfkzyTOl8jS36qmSfdpoV0s1o3py+21qDsfCW2nijBxsObUVy1DXsulWHrye3YcqQYFZf2o6b1MtO28CPT0TgyHQfLDjJ6MwAPYJxHKypfjRGsm2twLay05SGdm+Bp2uotdF1ddE5dxWOn72m/jb7QbUay49L4HX36HpO9AlW4qxRzM1ahsrKK3JoZKFg3YvVkBkl0bzvP79AA7e6eiYxqMfSQP6xYGAFhkj17TmDevILwC8PsIpkd0Ois3sX6WbNa8Dx7tdbdmdYApImZ0bKlsXekc8QXmuQd3EcDjvTRYylAybZajH53GU54LwzTFahOM3BFzqSGg34ieT/4x5/vQB83qNr0xuJGmptD2FK4F1lZq3Ho0GkToThja++8yKJB+4/Ax2I/bKcof3MfhklWri7A2IkZuFDb4ryLsZq/qb0mdU5mts9oASE/ZE1j2t5f66H9RMqMhKlU9ete8+IZvTBs2cJyXLti7zzrpUB6RNWe8fDbw9rRbdWXfVu3T+iOmW0RtYC8ELhw7gbefWcWCgr2mBhJOGfZ3/id6qS7Olx0mHCGmXC/jR7s48bsCBSmEuzSIgIzIBkY/6AibpxX8IULNew7OcjJ2cKxzS6BzPe4VC/2N/viJ3mhzc8r3VeuQ0zZTp84wOlv4Xbtsf04f+NYXXoSk8asxoHyO5ynrM31yw5623aHIaXx7RFB+sYiovvAULoQiYHxO5JItVuIDVFZcRETxy/Ant3HmM6mtv6lFYdrD/lZC6EFHD9MZHzR5BKPj8px0Mfl7Yf7T/rBRb/8Rj4jXRx57qB/paWtQGbmKtyKemGY2pBbr+4iaIbI8vwon/LKcK1uP1aj+HxYCnXQQ3Z2PNDF2lbuk1CxDnZcoFbc51rYvNBt47oKTE9agpvXLHlWXdRKGsu7RQ58fhAP3MvHb53gj9JYvzR32AlJXU0jFmaUcrw+jCsN9smhHuNT/j7jzhaG5qPSdEnIebhZfGoxKsPTP+xXOazOLaF2rNmcj099/gv4xL/+G6aMnYeNC3dh2aRNeP5f38CY7yYjZ+p6LJ+7CgtSFmLqqCR8+G8/hG9+7VvYX7Hf5KE7gl0hruKZp4ia8TvP3vynRrXQ4Chw398mDwJzN5JgSQjxn576cXLmxDEkj56EnDkrcbzgJFaO3ozcUYU4vKoKE34xHVsWF6LjluZU5sM1QVu3boDIag/+sf4hW1uY/kd9jV8zzlpJ60qNWbYtuju7sXPjLrz+s7dQsmYXirL3UOcilC04i7XJ2/DuS6Nx4tARk7ang4S1jetjtmd3d8jckDM37UxJkTJsORG97Mfaatv240ieudy8MKyTY735vjL9RP5sv7JEEtvDda8h/TyP7RaBjkUjyWdInltpO80jVjmmb2OdxFd0vd/bluSWYOLbU3C1/ppSGT0s5db3gvX1jka2wx3mYzmQXKebA4UItLgTI4zIlXUz0XJEpZM/xUJxsrkcLo6iNmSd5eutHKfbuL1DnnKLuNnbijPNF1FWU4ntJ3ei8HARio8WY9epndh+aofBnupyXGirJXluQT1p9FM0PU9uZSatuNhci63Hd2B9ZT4O1B/B+ZZLZNjXmOwWzrScQUXtPhQd3YqKC5W43N7Ac/RtaN2DDqFdd4bYWGZhbAzT3yiPVlS+mtx2XIuIbtapbKML3Zy8OztoavscnwH9ysAekxjqSku3JphOdPa2oaXjNmrra1FctBe5i7fh1L4am1bFygkF5w9dIdRXn8fN63Xo7dbVIUYx3XCBbCEp3XMKqfPZ5hWX0d5JmzFM/3XVMqS7Bboa6QfrZ68s0hc48dp9pY/kO5Tw18Giz1xp0hsZdbx39xWMGrECJ09Z8qyrnV1M00WyoHjuRvJz+zHb6PwfDOF8g8ry7csNzV0V7xxJc1MI27YdxNKlm3H48Plw+nD+5hzWy8AXTvQrKyDMnz4eUL7+fb++2kpy8ooweeoS1DToyju7Cf2pnWO5Fmw8pNiB35Egk48Hl7fGak0wgguLC2STu6LP+BpHFZJnLm5WnSJ53o+Gy81Gf703oJMTCrMbEhvfGzyfMFuOce7YhRH8M2NSiMYUJFfqmzHy7dnYUlhujv02N4tugYHhu2QmL1+aOMHf5gOB1TL6a9/o5Y1NagSFC+fO1iI7ay3WrtluvtLBIHOBTb5m6q86MqGInb67Gi5f8Q46HkKYevjBMg24b9JQP5FiSUXZGUyfVIDD+9rNY8JdVLaDnaibabTv9I8XYnUNQj/9AxBOL/t3aV7hoo76H9pfj2lTVoVfGKY2sWV7Pmv2uTjjXKwFtAmjbawfPgpwMayxifZWfbSo7dDFc4q+6bUgKw/Z2Wtx/abu0tg6a8zgxmyVh+po6ukdP1TQjcwNThYuIqJHYXWxj81hwwxsWr0ArWDjEcxKzkHjLZJN6tvFsU2LeOnPv3D/ixf66RsAk1blurL9W9++0ob4T5BofF6WXYl1OadwtUF3OVhXEpGhGsMGguYs/QSqoGONMaZ7m/HLzn325oXIcxd2lJdjxJjJWJC9BjUnruPawTYcXFaN2T9cipzXtuDIyrM4vOUkDpUcw44Nu/H6b97EykW56GznHKXy9NVDfrSm0zghyPfUdqZ/qnwf4jnmqQ7MznwdUHxN751wsrNgB9755Vu4tKMaYPffPvkwNo8uR92GO9g0dScWjF2MUxUnzPeldQOkjWs8vXxXuofLcPsxW7+9g6A0qrtRzquvwnVhtcuDLtnpSVv3ToNLVZxLpi3FqhnrcftYK/YtrkL+iApcXUf1c69i7G8mYcv6QrQ2kS+wol0dzMEO20ZEKDu42HHrFgeNE37dBD35saXoOKZNX476BnKwNqDNG2f0v8+QFCZkg5lH4mkUu1byQ7ZSHbrR1NmKK9ev4nr9dfS0q9IUdQHxFXFh4uiGY0gZmY6m+lY03WrDlau30cYBjqM1OsiDuvsaqSshDsgs5CtGGQm3ChOnEnQnWjoYH+O/CMTJHIaGPBub0DZ6skO0XzeOb7Oy1R1Xse3Mbmw6WoT9dYdw5vYZ1HZWQ89hN3Rext6Le7DhUD5KLuzF6fYa1JFCP6WvROsucl1nA3af3Yv8/fk4fPUwarpqcbzhOLYeK8a209txsukkanpqUF5dhqJD7JS1h3EjRA7e12zexi0jmisxVG74k2fbMH4CrQ5iBgY6mmws0tzR3s1JnGl0mucAeo+YdXpOKl1t5pELnd8V6iTBLMfEMVMw8rdTkDlmDXYtPoiLOy/hYuklVBfV4nLxFdTurcO58nMoWb0FI197C0sWLcL167dMGWaSYt7hrX/fv73XMG3vNUzbmH3Jzp2nkDJ7K8r21purzRKZQ4NGVydtoDvpsonudAg83z4aSX9gJ7b77DTKV3Fxhst3QLAerZ2dHKB1dY/kedcVjPzjqgh5JjqoX2uHBkLrB1ELsICtyze8vdcwbWPCwvkGleXbN5Mq97Wwp5pG7jSGzHdfMrM24dDhC8bDFa90BjrHDy/c5CEwLGobEzZgHbQdKG6QMOXrwvxluTDJylVFmDhlOequ2EWLvova3KqXErJf2iQ8R4tk+hX7aJAvcD0Qrqsr28WF9wcL0zYojPrETm79QCW7OFBI1+pLbVix5CQWZB5ATbUjz330RQ3ftv7h/GPLGihM23sN0zYmTP4tPQz4L2rr9n3o6OxBewdPplzjRP3HN2Zhi/c7z+H8/VBf14JbYD2j42K2QWHaDhZG+Nt8IJgJnHXVPteYHKt5rDAfTp+qQ+q8NVi1cisndFMlQ6IFZyctnvXomYiB0yO2rKGEnZN8UJgXHu5DaijK/ooLmDllO/bvaTd3Oju4ympjJ2ASLm6s7n47hvcHC9N2gLAgfWPRT/8B4FWB/qZHtrvRTj5WWd6A5Kl6AZr9GT61iS2bbeF8S/uceMxdRIWx7QxMXMw2KMzkd5ewWCjcIRzOsjUmeYtC1b2N41Zbq6xPH+QCNCt9LbIy83H1RqdZALuxWm3DjRk/TDsR2ndj2GAI6+DX525h2gakk87qM6bvUx+NuHZ95IU5ME1rM7Bx7VHMmbEOt29w9c7w9o4e9hXZwFTZtKvfFx4U/eoQEBbuE4LbDwjTHCHIpyRX61tIng8jb9lpXK6x5DnExFHlBEHxLk3sNihM20HC1KYccg0Upnr3aWwi+jgBad7T/MJgNHKgKqk4gCnJ6di1/bAhPF1VfTiS3YAlPynC2hd2IX/MbmxdWI76Y3dw4VADpoyYg53e1256NC4yX9lEpFk3EiysjUy/VPk+xLbJ/UJ1ZVdBB+vUxHV2u5kXjVq4VncTG5cUIDc5D9Wbr+BYxmUs/MkWZP6gENvGnMLm8fsw4rvjkDMvF+2NaisrMpMhm7Kb4Gtv/3Yg24e3hGyuJ7IF6au+StcmUaSZ5evsBJ10Hp2jzrtjQxmmvjYHZwrrcWntHax8aTuyv1eInW+dx5bRh5D00lxMeHsyjh/wvZuG+crG6juaY1raOC7weCA4HeWzBZsOY8SINDQ0NJq5SxfqmA3z45qIg4d5QTHTmcCB4Eldww2kzMnC5HemY8fqnag+UIP68nrUldbhwpaLOFd4Advn7Ebqa0uxb10VMqbnYt7MFThTVcexgP6iR8X72mijZnR1dZi5VnOUK9/Ow+RINKD8zZUfHmv4z8LxsgjiKeJ7hjwTXJ2Q9baTGrfiKkn/wesnseHAZuyt3kfSXIfT109h14ntKD++G1UNJ3Cp7SL21x/A+qObUHxxFy6gXneem5lJG47WHcO249tRdacKl7ouIrcsBz8f9VN88BsfwGd+8ilMWDwO++rKcLHtHDPdge2HinG5sYZO1EqHamWH06N63mNHbN2IQSJ4tKLy1ZoB5JkOICcWQmQZIV1a8qsbs29exB0jrezEi9NX4osffhZf+dsf4bUvJGHMl2ZjypdmYeoXZiP5CxmY983lmPeThRj/48n46Zd+gX/8y4/ijddHo7raErnhKHv3nsf8lFKUl91gB/cCg0Q28ttpGIrat2zXTYwflY9TpyLfFVEX1eA03EWkWR7spLm5Dxs27ENaWgEOH672Qh9vycndjomTc1Dv+4UHTbKs1nlkAAD/9ElEQVT+ej8uUlPdhdwVF7B80Slcrhus8zwecrm6HW+/MR9Fm+0jf4+l+Maoi+dvIiNtM3JWlpgF0uMu+yvqMDtpN8p2tBny7JdhPjT3kw6S5/LdVzFz6iaS54te6GMmPqO3twAZ8zdi0cKtaLTf4DCicW1Ytc09KtPSCKzLPY65MwpxvZ6r5cdMYpejV+o6sHzBSeQtv8BxbnjXx/lMI9ng1rJDmJCUhfJS+0hw66EubHr7MFK/nI8l3yxG9s/XY+2M7bhyrAXVB29h6jsk2pvtk0OGgTMzQ5JtyEMXWbqF6+nw8ov6bFhRjPG/S8KpjWyLjU1Y+0o5pn46F7O/sBF5z1egZMJRLH97HRZPWYmj+06gta0dbXoJlZdF3ERG8RlG+ctkDq682gvXsXDGamSPXYXGinbsn30eq362G8u/sRtLv7ILeb/ZjQ0zduCdl8Zg7Yp8tFHfzhbWXDziPtedmwuO4q0301BvflbNiki1+KE9IO6xUSvLT+NLn34On/rbZ/D29yZgwnenY/5z2Uh5NhMTPz0Loz4+HW/88xS89umpePd7afjMXz+Hn33jHRzce87LIUBUttPFCcOMr3l6qg9GII4YIc0OcRPpo3LI6vXCNH2/v43k+Q7Z79mWGmyt2omtp3aiuqMOJSTNr035HT71rX/BJ77+Ebw4+nkcuLQfV0NXsfXCDqw7WYBjXWfxlN4v1shP2dlyFB7agnMtZ1F2qRRPP/9FfPQ7H8avJ/4S33vzW/jUDz+GUenv4OytKpysP4qiygKcaThF8mxfqqBHfMx3Emmd4Uue1Rjd1MU1Tn/yrEZtbwuhqbELXfoqGU/TtkNfnPd6jB5Z0gtmdPVYhEbxtWdbkZe5HUkvZWDBq4VY8NNipD69Bpt+shvFPy3Huu/swfJvlSD/9xXYOn0/0kbm4Pe/nIiCjXvR0dFl7o4I+q7aQwPX84NBV7r27rmEzLQDKCXpvHWTtmFdda7ipC/9EPqKVw/Du7lg6+a+q4sfLk9dgY8nBquLyL6uyKnV1U4tXLSUbr+N6ZN24uCBW+YOkx4VamW6Vuqv9EbX4QjpSR9s5ljZQT1l/+vXekieDyErcxv27as1Lwkyjwo6ePULwwtXPYPs1Q9MG3cE5e2FqU45OaVImroBF6utr5k7BGxAXdwwdVMdFc79KD/wQfVzdY0q5wERZduBQDtrXFDac2dDXGA2YPXyalRf7DDtpnDF6zu2Rl8dP0QYu1HHgaArw0rTJj+jv5mryLI/bX7qWCvGj1qJwvxj5jjcVzy7h+vDPAz84S4uDvC3+6CQjoR+BUQIyXc4bnewbto/f+YmFmWXYE1uGVqaGc6wNsa7/qFjlaf6yy7vufwhhrOpa7uKPQ2Yl1yJXcUtaLzNQY+ivtPOdFyvxbUNhCCd7gtsI91pFmRrzbl3bnCs3nENKcnbSKJrjL8ZBOgR5W8unfaD0sYDytvBC9OYJH8xd6m8Y1MXrhekz/UGIDutGEuX7Ma1a31mLFCbaDzXVmOdxndt1V79xhWFBSBu9WQ+agvN3+rz5i6XQLsaKIzQjQOluVrfi7U5J5E2Zycunub6j3ES1VnzUKv6GOti1gNxQqDe9wG1jV7gJl3VVvK781XtWLnwDNatrMelc1rHMl5t585T+UFw8XFA7Pyi/E17CNTZ+BXt38bFDE2MW5wct5YdxdiJ2VzXHOIJJNS7OlHw2gks+9oebPj+QewccxYXim8gdLkH1fsbMfWPC1Cwci96WWfDXGkD+azKbheYv8rWfriOKtuBx/GC7hLr546aWFYn+7x8//zpG3jjN+PwjX/+EcoWHMOllY0ofPUE5n62CKmf24GS186jaX07rhTewYxXU/GbH7+CiZNnYdW6Aty8027aTO07EO6lzaRbDw3cRx8RdCz7mK8C014tLKOF+rZJZ4bPm7kUX//4T7Fw1Gq0V3bidNoNrPvxAeQ8vR+lP7uEW4ub0HyoFalJC/D6i6Mw4d2ZWJy+GpfP3zbrZz0B0On1fX/7x8LoRmiO2pR/GhPG5+FMVYvhJaqX5rBOOQZ11J1zPQlq7qBrPwbqx6Jkmgf376nDH19MRerIjdgy8zBSfrACC76zDqu+U4yCn1Yi/2cHkfnNrZj+tXVI+v56vPTFOVg8dSea6mRQ5sey21l2O9fXqod00PpB/crYkmVpfDD+rHJpP0tkrQ4W4ogeLxNHg15qxorES1iGARXoZaVDffqBqk4y31YcajiBgkNFOHL9OGpCdfjF2z/Dh774D3jhnZ/jJ699Dx9/9sN4ccyvUHJ6O461nsC22l3Ydb0CT+l3rG70XCfbLsF2Mu66UA3yynLwf/zLf8GvJ/zCEOT8g+vwrd8/g49/5yMoOlyAyx3V2HNyJw5f2I9rLfXeXWe9qe9xIM+OOPvIs6CGJLpDvajcdxizZqZi0oQZmDMrHTOT05E0OQXJ0+Zj9ox0TJ06HxOT0pA0MwtJ07ORPHUZJrydjZe+MxqvfW0SUn68DqnPFmL2v+Zi2ZcKsO4bO5Hz1V2Y9Yk1SHkmD1m/3YB3fjwbz339bYwamY5585Zj+rRMIuOhI3l6ZhQicemYkbwAL784A9/8+nj89sU0TJm8nHVfgGnT0pA8I5X2SMesqVmYPW0BZjJ8RlIWZkxlntMYN32eBW2WzLDpU7MNkqeyHKWJEyL6SvdoTGP41Olsu+kpmE59pyatxG9/vRBf+izb6ZVUzJqzlHHpmDB5HqYl23ymTU2/KyJlPjiC8u8H2lk2n8r0U5OykTQli8cLuV2K3zw/GT/43tv4w2uzMH36Uua5gOkUz7xZt2nT08z5ssO06QxTuFf2w4bfv5Kpi45nJEfCZiRn4QfffwtPP/06xo1fhcmTl2AyJ5zkGQsxYzbrxTpMmcK2kv+xXsm0jfUBf5s7DE09ledUY0d/WZEypePU6XMxPTkNo0YsxM9+kIbnvj0bY99dzL6Tbdpw1iy2IccPtW1QGUMLlTkIqH/y9CzMnL6YY14mkibN5/iXidnJSzHizSw88+XX8NLzUzFj2hL254jdXf+2ecy3iAoP0uX+YMeQWNjxQGNSsvxD4PEM6jCTY/TM6RyfpmVjGvvOdGLe7GXm+9vffvZ1/PoXEzFn9lpMmrgI48czj+SFHP/ZVlPms7+p/hoLVbbqmsV8Y6HyvXKdHvFCEvM10H40pst/pnJcmJqClDkL8M6bGfjuM9Px+ksrGb4aM2YswCSObVOYZuYs9iP1P+YZZNP7QaC+sQjrPxDSOGewjZKzaf/5HNPmYdYMttPkpXjjlSx862uj8Pbr6eYnqybTF6dPTyXSPB1YHx0nc3yXvzGf6ZyHrL+prfrr/GBQnh7Y7gb0Bx1PZV2msi6zZ9MXNAZwfybtPzN5EaZOWoQpE1bgR99/F9//zpsYM5p1nrmY5y3kGJfFMYH1pY8mUX+NI1PZTmas9sbs6TxWmMqa5sGWa8sO1vW9I5n5JdN+ydpP5tydPNeOswpnOSac+7M4NkyZsBS//lkyvv/NCZgwahXDlrKPyB/VhmofuxYw64E4IUjnWPSbOwPBPsP2Up+ZyTknedoijHt3GX76vRQ8/5MsTBq7jGM089M4bsZF5e1r+zCiy44HTPvTH4QoG3JsmZ5M285IweTZczBpzhyMnT4TL70+Fl/60i/w6i+nYPGkzVjy8lbMeXoTkv4uFykf3YCsHxZiwdvrkTWB8+mrGXj2k7/Gyz8ag4wZKzCb/jZl0hzOr8yb69ok9qGkZK6T2OaCrbvdBrXHg0BjV/JMrqFncS3NMpPnLKS/LcULvxyFD/7Fp/Gx//Y5jP7mVCz45Xpkf7MYSR9ch4n/sAYLvl6CTa+WIfftLfjpZ17C3/wfH8LffeAT+Mo3n8PYCbMwcyb7DvMXouwaEDYYZnItO3tKNmZPtmtW9cPJtNHEWakEdZ49n+1AJM3DZ//lWfzf/99/wm8+90csfmUdcp/fjZkfW4tZf7sJqz9/CPm/2IuVozbgjy+MxSc++AX8xX/5AL7y2e9h0qgUti3nFjNnsd2pn9YWSTFQmFlzCMbvluO1V1Px3A/HYcyoRZhN8p7MsUTj3gy227QpKZjJdfcstt1MDyrDD/XrmZzTpk3Kwpu/nY2ffW0sxvx0ARa+vhWzv5OLiR/PxNzPrMaKb+zGsm/uRdpXtmHqFzfg9x/Pwg//aRImvpCLRcmFSB67GCnkP7OmLjbr/2mcM4WZHK9mkx9p/T9l4ixMS0rBiuVrcfzYaYR090CMLEyeHUd0vEw3OO1NzriJIc/8R37apxeq9XaQsZI89zWj4uIBFB3bjktdNdh7aS8+/LUP4plffRkHLpZh/7m9GDH7TfzPz/8F0tfNRwOukjzvxIYzhXhKv1h1s/cWth8vwdbj23AF9VhdkYv/9NH/Db9NfpHZt6GypgJf+NVn8VfMYEPlGtR1VmNvVSmO1RzC9bZ68+i2ed15r14QNZzJs4UlzT4dFe5Fd3X24NjRU1i6dCXmz81EZsZSZBFpqQuRnrYYGWlLMT91MeakLsHsNA5A83KwKGsTB6Mc/OKrr+AT//vT+NU/jcLkL6zA+I9xEPwEnfDfliH500vw6t/qUe45yHx9JV7+1gj845//G77+5RfoWIuRnZHHvFeyjAdHRvo9QmljEQ5fQZ3WkWTOwbPPvIvXX8vC/Hn5SE9fi7T05UjPWGx+5iUzdRWyUvOINcicv5rHOncJMjIWWshmqSuQzjTpTJORmkMwTbzg6Z2etiqC9BzPFsuRmr4U81Kzqe8yptuM119egc998k2MGrkIi5bkY376Csydz7pksk6sc7rRNU4wOtwFQefFgvXISKf+mSvoj7kMo53ZNqnz1uOVl6fixz94C6NHpiI7K591XMd2Wc1zVrGdVhDLuE//pR3UpgYM7+cLAQjU9wGgdspMX2VgyvAfcz87cw1+8uM/4itf+R0XnuuRmroR89Pobxn0m0zWO2MFUtMW0a9YF9Oeqo/yVrurzVlnA+Vt62ra1KC/Pu8VtqyVtKX2bVnO57Sv8mTntPQFyMpegamTV+EXP0jBD781nZMU+0gm68I0WZnKZykhn4suIxBBPhGLqLoOBpU5MPRzOqqnXkCTnpbLPi+fW41FC/I5Ka7A0194nmPCNCxeuJFtyD7t2d1uBfpb+mILo798kW3nr88Dwo4hAm3uwLoZcGwyfUVgXTLZVtnsM1npFhnUJSM1F4tZn/FjUkmeX8bzv5zIvrON/rYec1LkZ6vZRjm0xWKGqS6qk+yj8lWuzcPCG89kN5UZOz4NgMA2HBQ6R6CtDeiHpr2svy1fthZjRy3At782EaPeWsv4ImRkrUXKfM5XTJO9kHqy/5g8Yux5f/DsfRekp9Jug2IZ22gFFmbnYN68xZg7dyn9jfrPz8eYd5bj28+MxNh3F2HZkgLMZ12ifUt+xTzSOTenL/LC6G9sF2srv/0CEFWfICiNHwqj7TW/cAy25cvnV9JP2A6c97KymE5jAOuWyXErPXUdsZ7zYgF++twIkufXSNwWMh1JAceDVPqP8ssgNG5lZrAMtpPG6PQM1i28r63KtuVnyJe1b/qeX+f7BfPRHD1fvqMyZNMshtPmxp5WvzTWOTtzA9LmbsBLz4s8j0bKjE1YwLknnbqncl2UyjbJzuK4zvRBvn+/CNY7BkHtHIM0M0ZxXUefy8jKwcJF6zEreR1+8VwKXvxFBmYnk6QtWMW6LDDpbNs7W/sRUP4DQOOunVdWhyH/kt1TOd/NyyJRyV6AOQuyMXfhQsyYl4E33pyA7z7zAsb9dh42pOzGuhGlmPe1DUj6wAqk/Os6zP3OaqS+noPlJDpzRi7Bdz7zK4z47RTkLCxA2mymme2tfbKWYT7XdPMz2H4ebN21fqDvBbTHg0DtkJm9HPPoZ9NnZXCMysGKZRvx/E9fxTOf/B6mvTIbeWM3Iu/1YmR8cxOmfGQ1kj7Kdnm2BBtfOYjNk3dh/PNJ+MHXf44XXv4Die1crhM0lrBdmH+a2nk+13/zlxno2Nk41u79wPOz2Aey5ueY9a3C5rMvzs1cijnZXPtnL2I7LGJ7LCFZT8f3n/k5fvjZX2PpyLVYP6IEa37DNvj0Bsz+u41Y9q8VWP3DSiwbUYDlXP/+4Js/w+c+/hXMmpKGpdl5SE2hjalnVgbbXTpzvpofg1T1K0H7rF9m5nqmz2f6ddzfwHmNW/pKVgb15Rw0by79lmvaDLZdBsdXod+4yzhTZkoO3v7ddPzLXz6Lp//+Z5jwozRM/nYmXv/IZIz82BxM/dxSTPv8Ckz70ipM+NJS/PhvR+ND/+47+NnnxiJzUgEWzdmIhRzfsjjHZtL+6akchzlnZmct55igtQTH9JQsjlWLkL9xC86cOQ/9YpGhW6JdBh4Pi+VlYtfxEq9Am7/ezaVXhnXhTvcd7K8meT6u93pVoaKuHB/42j/i6d98ydxI1svCXp3xe/y3T/w3LNi4wLw+e/P5rcg/W4SnbqERN/puY++Ffdh8pAinWqqwp24PvvHGt/CrpF/jWNMxbDq0EZ/52Sfx2+kv4eSN4zh25Qg279+MczfPohXNaNenT7fC9VNVw5U835u4n6qStvryfahLr1t3LyficagH+u3m1lAfWrqBti57XtuNTiydtRxf/ftv4scffBV//Pw8vPmp2Zj6bDZmf38Rkr6Vjtc/Ox5TfjYbOdNzMOqFMfjk3z+Nd15JwsWqa6Zx3eMNDwzlcy9gWvcIjYM/H+m0Y9spJCcXYGdJnfmulnvRht7Aq5/u0iNF5tETB1O+XuaiFwYRtJXK0uMmgj//eEA2M3bz6mOg8gj7OJ9e5qbOwv12YGfxNbzz5gocO3rdtJseB9bLtPSyCvPYqi/vgRBrs4EQdO59gXrpETPzog0eq75qm8ZbQP76crPgObjvgnkJkuzv7Owe5zT20LnevoGX5mFCNgm3l3esrQtTnZYvK8S4sdmoqdYL51hvtRvTCDruUh90PshzYtvMX+ehqqsr01+2K9Pqxn+UmgudWLHwKLLnV3C/w4QZ/XSOl96dPxj8PjUglNblGQeY+sifPL9T21y62IK33piGTfne27YZZ+oTi5j2EYLqFVeojBiEbcKtbOT8TPsKO3WiDvPmrMLyJcVoaWEc66jH4/SInnS2Y4fnbzrPQ1S5DgofKC4A0u1eEHSug9GHuunt05LyPRcwhQvO8p1N5isqbB4ztulRzPcyvt0zXJ0fFKYOsnevsb38qpX6V5TexNQJ61Cx94Kpn9KpbxnwPGMjbU245mbvWPD3jQEQWKdY+PP0g3H+Y41PnVwbSA/VwdSJ0KOKGpf1He7UeXmYPzcPV+rbTb6qp3sUUzBjnOrCOH+5bl/6hMO4H3fIJs4uLLSbB2Yu9+JN2dRP7qavBeSurMCMKWvQUGsXw0xqXnSlr67o6wLhfIcZVA/1a/PyRuopqa3pxKKM/chZcgK11TQCxfqaTR+Uz1DB7w+yZTt10Hvn9KiwfpRNX5RkFJraQthTcgBzJy3EseKTTMi/si7kv1KO1C+tx9LvFmPxCwUonL8Xt091onr/dUz74xyUrC9jI7IMPbrOvM3aiBNtBzuh0OnBP+4F6fmgECXQS/aamzvMI9WSvBXrkTE1G20XqRzHgFtb27Du5VJM/3Qu5vzbRqz5VQVOpl4xb+Cu3LAfC+YuwcEjJ4z/ScwY7+WvPu6+xqFjxam+fh0GgstDfc/4NNFGG7WyM7eSfOnX5TtZgWvXbiNz1kLkzF3HBFTgPHB8Ti1yfrALCz+zFWu+dgAV79ageustdN3uw4L0xZg/I50FWH3d14pMv/Nsbb72NQi0rjVt4rY+vRV2r5AP6OuWR/acwXc/9zM8+88/xIRfz8SIb0/BH78yGeO+kYIZP1iC6d9ZhBFfnIFXPjUeL356NL74F8/h3V/MRPUhrqGlN/Xv4kTTZfqLXrKnFzdafiD+pDHE8WC1ucaPR0IHWabIs/kZSlJnkefb3bdw/MoxbNPLwS6X40L3ebyQ9Bt8/Q/PYvuFEpRe2otnXnsW3x/1I+w4txsnms5g0+li7L5Sod95bkNDz3WcvHMaJWdLsfNCKU60nMCWM1uwvGwFKm9UYu/lPUgvSsX+a5Wo6ajG9uPbUHyoCFda69lf9VNVnVSji/7ABe9jTp79onrE3knXcTeP5Xv01fCLprpaO7F/+z7MfzcVf3h2Al76zGSM/nY6FvxhDZaNXIsVYzYgc8QKzBuRjrmjZ2PiH8Zj7OuTsX7FVtxsaLaZqHHlWA8ITcr3An/a2Dxcc5XursLcucXYu7fefCdLwYymA9o3HtMP7UCgreCdG3kEQ3ZjMMOFfuU8IIxCHmLjRLyoormgowQaPPeWXMO4d1fh1KkGhlnVnfqx5w8rePVz7SVpbepB0eZ9WJi1EUcP2gWmsT/jw+f44fJ6RDB6Uw/XVs7vXJgkN6cIU7gYqKvTz96Z6phJ3LxlkscamG2bRuAvIwyFDxQ3lDDl2ga6UtuBNStOmp9AaaglO6MojekHj0K39wDZWIsq2VcEWlJb04KRI5KxpdC+bVttZvq1l24wBJUx1PCPN8bXqIfzPTnWuTOXkZm+Bqtztpnvj0rM21qV3qd7LFyejxphnbyVWGXFeSRPKkDlnibzvThGmbc269cERGyC8hgWkG7SlYY3b6/lgV6wtb/sNmYk5WN/hX0xjfkJKM68qq+pN88dyP8Cy7lP9MtfYQ5emOkv3NG+G6tUL5Fo1UcL+KyMPGIdbl3napPpJVFleXWPCnuYUB8RtE8793GFY+ZvL8zVVdLU2Ie1eZVImbEWV+tZOYqq6gj0cPY31UFtFRK8+ly+3IJlCw6Y8bq+ju1DMb+LznghKJ8hBW2oco09qYssLK0sOAdqy8XngbKjJM+ZOFh8xDRA6HgP9iYdw9xnc5D1w3ws/N16rJ1ZiNqDV1B/9AZmjp6HojUlLIAZELpYo10WaVpc0KUQwdV9qOofKyJ0i7KWY+ybY1G+ZQ+unLiC6sIGrHl1ByZ+eiGSPrsCad/dgNV/2IrrpbdQzLXz2BHjsXzVSlysr+P4oUdymZEqNIjE6nE3yNbGtwn9RFUnQ7q4ZRRu3ryDGZNnY8Jbk1B7og7NR1qwe/oRzHs2D3M+txaZTxdh4U8KsWvxAdSevozZ02dj9B/H4Pypi2i+xUGOGfeykbU2lag82bs7AEoif3DzsuoZq+t7gRFW7mbNHWROX4gxv52I6X+Yg6TfzcG8txZiyag1WDlmE7LfWI3XvjwOP/jQC0h+OQMz3sjA2vRCXD51HV1NVneOEsyK47KxlhXLn8SdLH8aHiI9u9HVa7/z3NLbhEt3LqD8YhnKqktx9M4RlJLv5uzPwdZL21B+bR/Sd2RhV/0eHGk5iYLTW7G5ajuON58VeW7Hrb47aOi9ar4wXXS8GDvObMex20dxuqMKdd01qAvVknEfw/HbR1B0ZDOKDxfiws1z5mVhbWihCh3o6OswP7j9uN959stAOuunQdo46rSynq26A8vZ0ryyva0LrXWt2JJVjsVjduDI2jq0nGxFy5k2tJ6lpWpa0dTQhNu1t3Cj+ioarzaivZFd0b3dezjBk7K9VUidvx3l5fVo13v6KfpvkumfDvww5+qfhhvBZqa0Jv1DRGRXHZodmepU7LqKiaNzcfp0PcPswOjgO2H4wS/ecVtLCNuKKrFk4SYcP3LeBg50Tqz40w0HeJK3ughTkxbjcr3GEhtlyAyhfRfmR78AE+hJUNxQwoidQK7Vt2P9qtNYuegA9y15jpKg84cJog71j3K5rgmjR80wv2PvxPRrbe+CwMB4YyAJSsft+XOXkZ25Hmvy7O88S8zCxEYPiMBAQRIUPkSI7Fp/O1B5HjOnFHJB3RJ+27b5HXtiWI9v3ia8KKToxTMHym9j5tSN2L/vrAnTAi28vGedjO8JJi4agYH3iYCgQcsOj1H8p3FLortCC7LWYGH2ety5xcZxiYMwkASljSekq3F+HXh0way0FRbeGGnhonn92oOYN2s9rl+xzqZTzSKfGM7+5nalr+05Gtuaze/xr111ElfqdQtRabiuM1vv38MGxdiU0I0aEWgHhbeHQti9qxx/fGUU1mUXInSrG91XenCzpBnrR+zBpjEHcGb9Fdw50YSOK52oP3EDo34/ARmzFqLpJucjZtLRbn/L2trC1lg2EYwK+qdIB79+DwKKLoZ1sQ4delSDIrfLyMjGP/7tP+LDf/0BvPGTP6BgTjE2jtmDmd9ahTnfykPuq7uxdvROktFyTHxjIj764Y/i7z70D3jl7ddQe8XeENE6z5VhxCszTBq940ERU19tZBN7SUmX8DQWsR+0teLll36HP/2TP8OPv/JLrJyyHpuSSjHrueVI+upSLP/VLqwfVY6NaVuxakEOnnn6Gfxf/+XP8eKvXsKOohJ0NHeazKNuLHDj2sAPVUtwarn0DwRm1tvZi8aGFty6dAeNNY24c6kRzXUtaL1A3nKuHc1VrdiaUYnpv09HzeHLaLnaivZrHeY3oXXzTO0m2tzW3YpOvWnNZDxMharZG6Ah2tLefb7VdQPHrx7DzjM7sI3k+GTzSZwPnceF0EXUhupwsr0K53ursbOmDHkHN6Di8kHc6GvCUze676CJJLiVNPh69w0cZMS68rXYcnQzjt44hKrGEzh2/TD2X96HwiObULB/I6qunkBj7200desnpluNAh09HTRcBzvE402e3dUSh34iR2EP7GB92glt9ciL7sI6p9nBSWXF9N2oreAA5d5qKJ+S5weIrv65u3CPAio7qHxJ6e6TmJtShD176tDSSpvI+Qx6OehyEeP1bHN12uXBf319HF4MmEaDM8MFl/fDgNWTbSM9qKS983wF40auwKmT9ufB7IDE5RjTBeUxXCCRd1FNA0lrcwjFhRVYnL0Rx47YuzNR56lOUbDnGvjTPSTE+ljUsVen1blbkDRlIeouayxhOMN0J0fdizUwF67oXV7bWvjztPDVuV/cEMOUKybWh4a6NqxZcQLLsvehodY+XWLjvfEx6PxhAr993TBYV3sHo96dhi2Fe8wxq2D7dTit2sXBH94//yGByjHw2t4dB6Ulzp2tM3eec3O2mjvPTGru1FoSJ1/TeHcv/uZhsLghgNVH+tmJpbLiHGZMLsD+vY3mbcKMJpHxfo+UR7HnDxvIbtTV+Y7E/M7z3ptI5mJ0n/udZybu1dKV/UtfrXJzij3Paytjk5j8HxAuzygoPCaOFjb1CI9RjDdPbTDQ3XnWex1ueb+LLImMgdLd+ay2bt8Hk24IIV2MPipbd507uK8bAzY+XE+iubEX69ZUYu7MtbjWYMmmqmou1jCRPDIq72EEUwfpS13VLyS1NU1Ykl2OvJXH0XBZizal0Z1n61NB+QwVVKBpA0Lla23C1iBp7uEy0kK2vt3egtw16/D5z3wZ3/vqT7F4Tg625ZRjW/Z+jHkuDckvrEBhWjn2sp325JcxfgU++j/+Bd/+yvdwaJ/9aSvzu8B01G42fDdzZY1NecaHXb2dXxjfiBOUN6GnOLs4uTPIyJ6Kcox49x288PNfYdTLI5E5ZiFyxhZj5NPz8OZnZmDNqD0onFWBvJR8TBs7DS/97iW88MZLmLc4DQ03b9g+aaffKATqMAiMgR28MD2VpHYQedZztnr4t7O7E8uXLcePf/hT/OE3IzBvzCIsnbwRY380F29+ZQbSXspH7qQSrEhZh8XpSzD+3XH4zS9ewLRJ01Gll2d1eP1L5Xh6yu6ag/rdefbgLjI6XR8Evbr5p9eIq3y/MH/okQd1bXaHsvWnMOOddDRf9m4C8NywbfkRFe3keKG3WGssjoxhwXgkojqznipfd8htC3azei2obrmE8ovlKDq2BfkHN6K8rhwnm07h4NVDqLyyH8VV27HpyBbsvliG822XcAskz029os3tdIZOZtGC2rYaHKw7iLLze7Gzage2ntiCHaeKUXp6J/aeKcWFG2dxp/sWGntuo5nEW+d1kTSHevRzVex69F4h1ljC4yDSvYcznqtDrCism87RznhdAVQ/NQRMs6C55AVs3bgPC2cW4+Seq+jVmlnBdMQeks/uDtqoh12P6KbjijhrgjWny5njAH/nGAwmPctV+UYHfzgh2b3rBFLmbEbpnmo0U38mMwOrHmnqFhs1AYQxgonkuRqC7RDT6z2NYB5rUxleOfFCv/o4sBxTJsvu7u1k96a+XRycdzRg7DvLcfJENHnWIjPq/EGgAeNeEHTu/UIi3zPfx/eOW5tCKNpchkVZ63H0sL07o7aI2Fh1ki872POjFp4PEWr/cFupfTw9wzaj5OZswZTJC3C5vj08PmvSMpMFP5pm9Z+nmklEbWzq66Bjg0dVT9lZs04f6mtbkbf8KJZmlaO+xpJnq5Pa5d51M0a4BwSde7+wFyssZHtJbU0j3h05FYWbLXmWmD4maEww7eJ9dOziiKAy4gfX1g7O790x09A3/L6n7dkzNdALeXJWbTE/E6Jq6ms48jezsGZCfeRz5o4ME5i6OF8TdByGV9Y9IGzcuyDoXAdjW/Oxd272VZwl2cwn6byDNstnzFzVxcRUNTCP4QH1bNrO/LeinzrZt+c6pk9ei4qy0ybMLu9FITh/8hwzb/F8XeQwcQrjsdrWZHQXBOvSH6aMu8FkaWtgLrroiOHusW39fEumXlqXkYub11k56UBxF85NOXQwO8bLd90YEYto3eIG6RAGy+GChascxlEXL9zVU9J0pwdr88qRMiMPV707teojZuannkoXWM4wgOoh85t532uIGpLnxVllWL3iGOrrHXkOsR78xJw/tKA+ZlFI7XRzQvbXGoZ6cMXIVulmD9A9s140h9pQsmc3fvX8C/jOt3+M0X+cjvTkPMwZvxLf/twr+N0PJ2Ph9PVYnpKH7BmLMXVkMn74zHMY985EnD5+Fq0tXPm3k4qzDH1EgAx5Zs3NxSjqw2AZKgyRj/463w+8DkDR2qupswNt3SHcbmtCdcNFnD1/ijqewsnKUzhbXoN5r63E5J9l4uL2Blw+dB3nj1zCiaPHcfz0MZyuO4Oa23Vo7eq0bUtEiYryIVifCEyd/fXmvqu3IbDMRG2hm4bCtZvXcObMOZw5dR5VR7k9dBE5qZsxZ2Quti47jDPltTh7+ALOnjiH6rOXcPH0RdReqEWnXpjEPHu6aPOQJdEqw/mb5htDmqmCH0YlL82DwJTHQro72eKqo467OAbpQrLIjbbs2t2N5DTr92Ha6Hm4WXeLgUrHeKbXvsa79m5ySBFnGsv/1d1hJVJHOlOkc6iXrUd+oienxWdrWqtx6tYp7D67CyVndmIXt1uOFaGE3Lf0wl4caThKflyH23130CjyrO7S3N2CNpLo5p4m3Oi6xuAm80XqU1dPYH9NJU5ePY5Lt8/jesdVDqctTNeIxtAdNiRJc3cHWtoaubUTuB30reFi8TjIYLq6OC1I9Nh2m5yG6DSDm7oUrckBb+eOg1iQWojK0vPobucQ3EmHYq+znaSLTtrGdB3mcW+9HMB0eBapUh86+E/jmGB0ELw4ye7dJM8phdhbVoPWdi0K5Hiyg17CpdGUASbQAzMyd5s5qESgBaivDO7HDfwXq7cB/9l62QWXaRuOPHtKSJ5HkjyfipBnaWfvMsXkMQDuVYLOvS/oH/fke27Qk1jyvBeLstdGyDPTKt6ep37IQTkMm4eBTfpQ4fcx1UPHsZJr7jyLPOvn7+x5mkRs22hJqiWaWsz6oj/PaLi6ct/LZ8jBf9bOljw31LViDRdjy7Irgu88K71JOTjuVYLOvW/wn9t3UlfXaO88b4mQZ9cGahnbJqY32WOFe1A+QwZjSz9kXwfPzuoTbuvtnztbg4wMkuecojB51p1ne7HGW0CaumhJqa1XFz/COggsyx3fBfcqQec6WLtLL/kbULnvHGZM2YT9ZXfMb+1KNFdZCuDZgWHDDsZu8hhrP4nuPO/be5XkOQ+VFZY8W2pmfxYz7F8Mt37HOObj2udexJR9N/CfKecusPrbscksHhUiX9IEw3g/eb51w0eevUW5jkUoZAutZCO+GwObNP6gDszeQnrQp/RrwnY8s/GmrkwraWrqwbq8MsydlYdrV6LJs33Oy8tL22EG2152FtFKRVJb6+48H0ODjzyb/mXSPyQYo3GhwkW9eWTR7EtL9WFLotWf9cBpJ+eZ6403ULZ/H7bs4AJ/7wHsrzzJ8bkSr/1+GpKnrEDZjiocKavC/tKD2L/7ACp3VqLuwmVD3ESeW1tbzdpdaznlr55kvIx6SBUe2nVdeH3HKG4eGMw8xLVwFwmvbro1kzy3cIGmnq1WsYV5whPWZ+zE0qR8QL9fLwYZFjsCdvAjQqu2cqIy1KfMu3lcfRR+F6iOUXX26q1I5e/8XNypg+t42S1WdmyrxLKFW3Hu1A0vhBKTLNQZQjcJQA+Jcw8nHelndPDK0dYQaIY5hFVRvLYPAv2jiK91h+hVIvAsRHfuDTlmYTrWi+WKuc5MTpqLG9fUANSFcWZdpn2OES1dLfbJY57kv/M8rMRVnKK5orOHxJkVtQ9vdxhu20Lue7PnJs7ePIODtQdw5PJhnL5RhRvdN3AjdB23QjeZrsM8cf2UrhbcbruDllAzOvraSKQbSQpbSaabTUbNIMvuu43WviYOp3o9WDNaSbI7e9u50OhEWxvTtTZzkmAHlzHZEE8ieXb1kmOo8+jxpA7ut5Ist5kG0GsE2tHe04odpQeQlr4BpaXHzUtQWto6zZs4JeYV6b1NPL+VnYGdvpt5yQuHVFz+weWougM1TynJ89y5Is+1hjwrmR1gNcypO1NsoIXJSKObLl25e/P2vEgRkb2hFFumsfL/n73/iq4jSbZEwVxr1nzMx5s1H/3Rb968ed39Wsy9fW/3u3VL3NJaZGWJzEpVqbXWOpMiqbUmQUIDlNCK0CRBCRKgVqACQS0AEiShtdqzt3v4OQHgUB8wkZmwA0NEeES4m5mbm9uOiBOHawwOFHfbpmpM/HIVjhy14Fl9aaclrd0OhTp6KPXSmJIP0j9lZ5Ie215TVErwnEHwbB9tNBQQQyuuY8TywaGU8cbk97HrjbP09EKC5/h+d54teObxpo+USNhkQiWhtTFnkT1D3VPSmLDgueZCK7KYjK1KKEfN+Uaz18rm+uN2KJSmobUPB6lmx47Ona/Hl1/ORJH32LYoeJw+Gud+HlzH0JL63PW7fz1oa+NynkAnqs4hLjYNaWlrgy8M4z75m9XnVv3tTilUbf6yG7emvcH45u4855oXbQk8a7/2KqlUgjl8yW9rK6cFz9WYOS2N4PmoKZM2fcxA7AVZ2xd26c51ZY6Ca4PpRvv6k6vz+mxlsLCRtmbGqTmS6UIQPLOLdKEmnv5Wd9WCM5GOcWHQxkPpL3b+63iIKaiMJ5AGhO+7Zixyu0WNjd3IztxG8JyOS95j2xrxAhS6g3kPJL5jsnoojxMYtf5mwXMZwfMBDzyrT3UBwcaxe0eynJCL7K+l8ieVWS/TR77VrTtmBrhZDfxeUlPXhiXxmcjJL8fVWgJjL7bx1GB1ZkO16QaOfvfW5nPaDsRLHeKvXOvGGOGxSIfuNnOgSyNdtOxgtbqzLpzRyXGuNT2N0V7Xi1WRa5A4Jwc9+pEU6iNQp++tCrMI8rTyI78zeQLr0VhSvq7ze5j42fxd+25Bdh3iWDo7vT12xYo6+rqqALTgV2efJGBe1tmD1JwiLIxOxoEj502ZqIuTTI9ej03q7elBRxtxQRsBZy9rMnKrVkuuOde8n8NN3bRPezvt12UfuTaP0nMiNHkX9+vXhfIL12Pi5BmorrEXAzRP6l0aesRf4Lm9W3jQ3iizkocmq+f19w8lmSdovHgs0pNlunCjj1543dEnWNxiUG5d1zWCZd1IJjYmCy43dFxDQyfnVh1F/HZfWzedr4PAmUt9N1RgurmnCXUdV9DKpV4Kdq2jFvUdV+mz9pEp80iPQCAN1trajF4BQ1q5l0DRgUxnJD9/HUhyOvkd2UHIUEvWANRVIcPcp+9rdLBc5u+hgdto/JKtOxEVT/C8/QgHlr5Iz47R+ey1tt5mNHZcIsiu5znqPFtPcKiItO5nkfaFKhP5y53ttXTsBqeWwXId79+2ZSLXFsFzaQUWReRj67YzaG5V2NZeJQp6RMMGgn7NG7sp6GviFStys27+F1ty9YsHtuk/cmCZ2B3v1v3sEXeZfuSKZOzmoHDg2dx5HrvSd+fZXsnVANLRtp6BbfUvC2VLy8EgKO5fhzvfschfr79M1L9MdetxeOuDtrS5sRPFhVuQGJeG/Xvt3Zkg6VwFMkULP7tZ0LHItdW/zdBlIn/5jcr8dUiH4L6gzfzH685zPqZPi8V5Ak93djcHmx7JVGB2CarWVaL9/Uklfr1VS385LPnLxKKBZWJ3vFv3cyiSbAIzAs8tBM/7B4Fn9WX/ega21b/s5v5mOZzE2oMSeFWfPXsNY8ZMR2FhqdlWuTvG9od0d6wagvvtf6eff4/da/eFKhP5ywaSynWc2O/n8hPvwp1nO5HM5ExVVXXG/K5uamrwsW0/eLaXSZ0+Wrc2GUwqdTI4VpkrF/Uvu3mf2vVgfa6eINnaBNYU34Dt5ccwe1oOdm67Zh7b1v4u1qGr6xbOuHqCcljyl4lFA8vE7vjwk9VDuYXktI9tl5eex4ypydTriCnTvNLH+dUPamyfqG/s/c6AtINs6Wdre+9Ij0VOv/5lti2xPv3Psmx9RfIbPZjUm6cWuFN3aEQCz/oN2rjYFFy7ap9CEemxSfmj5FISbVNy67/9/VmyOVarfnJlYqeDv8wdP7BM7I4nuSLzTzFMoFhti6yW7pCG+i5kZpRi4dw084ItlSk6mzSUdtC6rdvfpmvLXyYWDSwTu+NvViYWXa9eUbBMeqi/LNC3HXTWgOdtBM/7cNG83FG66r3WNpYNJpWFYpFfBtum3ReqTOQvl72VMznwrG2Wu1MMacNaW/aWpPJ++3wdcL6uGbMjE5Gcsw51jepHEk/RW517CYS6u3geQZzyCY0Z5f3+edXIpSacStYt7bqRw624g0T+MnMQaWCZ2B1Pf/LybOXUrR32q5CEYPS6Zi6buCZQ2ourtR1YGlWApYvzCKR5JmXRmJH+rcynm4hT2mkvxTjbV8G2+sdZVy66sWyB/f7dfvYWespEmKmlpwVN3Xr/E3uO7WSuWYdFy5Kw5/hpM4p0bCeDgJ487WUiqrvuBi9xXbL19DBPNU/v2gYGf9TLbm94SRcc9P6iLt2JJYBuo2yt3bqrbjP8xs5OpOXlY/SkKThz8ZI5x3gpc9FOXZjg+Xp6Qf4USjrbB5b9+PBek35qWD+b5YxonqA1dqWejFltPa3mxrHewN3W28KR5S7iEC5zu4Nsbn6yv9u6CZ7NyzdYoO+F6rvLupqlnZ29BMadBM9dzejieqceM6aDypy93N/Tw3UaSw5gMg7Zjcs+D0D7Deb460CSMxR4diyraxf9i9tUmTp36rvLJoi10UJtKNq4FYtj01G66yhaGBg0pbZxkHX0MdT1tdLGBM59+rU+XeVRJ6oV/VP995ZtYAly//0CzwcJnlcTPJ/qB56VwOieRoAkvmH9uxl41pq/nXCybUkDQnLKX3VRQzIFwfMKgufzLNOcYKdQcWDiuAkPtNn1ONS5d84aYKqX+nmGbGnuwtrirViakIGD+64HnhX+HJtBSg63bLfGfpsMtpFVKj29ANOnx+DCxZZAqbkCqsmPslsOTvTq6SDpDNXp9JTOrv6hYrUvdtuSS/7W4wPPZT7wbOW38vnruT47W92YdWz4yGnlWHTu3FWMHTsNxcVbzHYQPLu+Ub+4vhHb3rH/B+t15+zIX6/r8yD77Swb2SXP0mkkgecYgmd9VUC/7ywKgueBOtHGpsw7OUDaVvvO75w8N+bB/ReaB5+r9mybTkYb34AdOyrNC7Z2ll0NPrZN2ZXcKc4NrutueKAd7oZk1VDg+QJmTkvBjsCdZweeBWqkuz2zfx95ZSFsOZBD6zWYg/7s2hzI/mMcELHHaoyIlC/ornNCfFp/8Owl9RY8B303NDuZvEoN9Zf1zpl1WmW8fwJdugPr5nhZ1eokamjoRFbGFiyal4pLgce2BWfsQ5Dh97fwsfRQHwl4Sl7RecbnFYnbkJmy37vzrONCgWdZYHCd4WPrQ0Hw7Pmp6xt3GEk+3NGp7ywrx9HtDCtpdUMjZkREIymnCNeaBKl5LPNy+yI4gWfqTTbjgO1Zf3U+5hsXrj0VuWKVBXbcHfcRfPXp6hI3ze+0s1rBZYHndoJnQlKz3dTWyxynAFEL09FE8KyX7xnAR/so324XmOFaFwGouXCliwLeGLfvD9Cd5yD7ZQjNUtbZwlPcGNFjHeKtmwsRape5vfJ79YEyl9SiIsxNWIqdx06Y34fWz2jpDngXhe8iiJYcPQScLg5p262L7Vi7Hqvx8JB8ooPgWOBZo0J3ke0vNPRSbj1PyyhA/XLWFWHC7Jk4XVNjzpOUeqpWv+us+KVH0PXo+XAmzfsmTSILC3TpcXmD6VQkbEYfkk/16RKO5kxuE/sKwfX0ERt3tfAcvUSR46e7DfcFO0sVyQk0YDWA6RQE1D3mVrwdYGZyc0yDyvDmdPmZxrv63kwE4evcr4IGym8nN59eUpv66tER+bt5Y2GfApC9wFBQsgURMenYtucYWniOLGq/qaUpRXfv9VP3bWbiVN/ZavXP9sW9ZBdkHAf3ad2C54jFq7Gt7HTgO89yNPvdMw0tjyS+Yf2TxvcCPEtGx75y2lW6WPBMR++zSYAGjH1se6XvsW0ln5b71THMWBOqmcjN6LfU3NRpHttOjE/HgW8IeNad5xkzYnCxmkkBi9xe8z1CM8bke4pJWmcd3nmWzJFkp6d0djWEg1W341D7xWpTft+L6vPNyEjag5Xx27geBM9BDnX+nbDk8dvh7km1OXYA4OzZKxgzZiqKiix4Dh4j/7RJX8BPDdvesf9DyX2n7Fr2l/n73LJkUZnf1xSeXBi34DmJPlcUBM9k24JNsIM6ydekp3dygJwcqj+cfSpWm54tPR00/i27+CawZsHLTgOesweAZwOfeWS4ZRtoh7shWVWJr55okx05ghiyt2/1wHO5Bc/2gq3mTqan0p8imDmU+tmYIHvZ2gbLe+cc9GetW837c/AYJ4uRT3t4gPxN4DkuNnnwnWfTl5RYepjE3nHQj4Nlfrlc6/6yu2EJahd2Ww6kO7DewOAOp7+osaELWZkEz/NTA995lj8KkH4dwLP6yj1zJhJ4Xp6wFRkp+wiepbf01VeHNL40/tRPjr2xqHLDN5oPbo9Vl82vbMwJdIo7REWO6Vy9BC96BNj4D4tENXUNmEXwnJJdgGuNtm/04jGLHHQs6yZr3eqntpyPmYotO3/wNg0bBxhYeAcsn6f8febuEYvIyoXNrwOYTyvZgudmppCJ8blYvDCFOQ8PlSo6n/vkb/I2aSEA6/rGtRPoKx8HZLgO2zgimwTjitE5hD30tuo+e7U1sEuXK9IL1mB+3CrsrTwD/cKr7q7rCAvgZXueZ8a7r7LrsPVXP6uuMBGr6pYP0fiyqXnpIoslob6Wquy9lXKuXrcGE2bOxLnLem7edpnpPy9JMy8akzpWzeFLko3yyg36P8YvywbHntjcECXWlS/o3QPmhnEP4yHt0UcwEQDPQZZZZAU7uLRuKhJgNld1NPB4srnt6h3qWId/G0j2lq4yEfVWR+hxWhVoMBeu24olMZko23PcpDW6GmUvQehwDXV79ZzGtHWZ/vN69R7z9QOL7UwLnnOHMXh2zucr9ya4bx541tjTtiX32HZCXNrXFjwHy6x3pKXlYeaMWFTXtIcAz3YU2QlN9uD53nmWzJFkp2e4+9Rfd6j9YtlZft+Li+eakL5qN1bEb/WB51up43bZb4PwkOxqP2zBq374gOdQ7Gwa9HfJojLrZzqGklAUN18GwXPh8ATPJo557fvGi2MX3/qD56x7BJ7DSbLqzcGz5pweNJGHP3gOvDSMB8jfBJ5j6Wv6mkB/8Ox88nbBc7hZQtiF3ZZPfbPBs/IYK6cfPO8dAJ7Vn6HHn30xqsZn+HSVbD1GKv23nhzoEg0Nx84tuK67yhw83oHA5SuNmL8oFmmZ+airV+7DXZLXnBBka4NbAM9iFbn1QMFdsHF6b1PNevpYWCHYohtR4l40tfUhLi4HEYtS0GrV8cje8NNLEY1YAQF97dwBK44ot9U7jHSzy9qH+5zM/n7QKW7dCmGKsvNLsDguHQcrL6JD+wzdmWzWX/0cXjIwhJWat+yLue4ij0Z/C7HN6qI1GD9lBi5evqpTKAXJqeP6T6ztcAsYTnIyh5RRhXacOLbKyTHJHEMe2ON2TyjwLFZvB9lUpEmcJ1hmByqz7X+YPfXbQLKxbCrPosPoIp4JYDSCwl7xujIsic5G+e4qc9VJPqWusCZSwPKBZ51mOlL/7j3bK6lBDu7T+lCC57tlK0nQ+Xz7jC7B5PL2wLOvnmHDsp8CONn0kaU7B89fjZ5+/wrtc/bO88wZcWEGz67+u+GAJB6H2ieWnf3gec9NwLO/nrvh8JKdpK11wwOeh4L9dnc2Dfq7ZFGZTXR1DM/iaSZEkYbuzrPK7pZZjxkfni1948Ul76HB883uPIdq6044nCSrhhs8h4vV586ftR7qqOAxTpZbB892v/r1zu48h5HdqqlfDjQQPAe9/9bBs6t0+LDrr9DgeeCdZ/XnwPEntmPQ9vvA+eDOWR9Xq/U4u8esqBnHcgt1jXEN7nR3cElXLzdh0YJ4ZKYXor7e9o27CKcTgrXLBn7w7CpXY2QnlrcZ2A6s3AXL6VWnmlPTTheWaUTLjxS5VNRMV4yNDwWe2Q/CI0oUAuRr4w5ZPaDctptxVd931X1t08dmoPIQJ7MzmX/ds1Xu6g2IJgY4cuSSfWmgof7t3CoP/oSRWJl57wJllh3Fikm+BwLQxo28wnWYNGUmqi9Z8GzmUOnq9Ff/yb1UFlYBw0xObi1Dykkb+Ma5NQzZYDWPvYtV9wV2ul6/HpsK2Fo/HnBYSGG+gSQ9/Q5jYpIMoAm9B2vWliMyajW27zphfjfUOaE1kYKWApr54sZXbjf7yFiQg2TXQ4NnBRcfeNahAdY/GUaTrzgUeA4HqTYrjWUfGV0ko1hXJm8HPA9Hkv0YwM1jSUEr3hl4Vll4e+JWyS97aJ8bKvAcDlI7TpqBdfr3qU35vcBzM8Hz3puA5+FJNsG01lWYEg0CzyzXLnusP+VzbM/3Th8CUs1+u/fnQLJoEl1rayOzJ1DI7zyTdaR0unPwHA5SvZLbMVsOMOXwxbcgeNbbtgd+53kgeB6OZONb+MBzOEmyOX/Wuq2/PwePcbKEBs/J5IGPbdv96tP+4DkUq/+sdw4JqVpTtf4N/M6zbzfJgufSAeBZoGfgd56HH7n+GgyetxE8u+88a6Tbu44aZ/3Hn9g/NsOnp+w7sMeNzbWioeFYoU1do4PMjw+TrSqou9SExfOXISttHRrqbCCwzz66HCDILr7ZStWIj9XwQA4XufrUrESRLk4Mz77248Dz6hDgmRUoSdD5rr6wkHr8FsGzWHI703r7CrI3In5JLioratGjfcOVqE8QPGudS65raWITD+mkbxUUrMfkybNwqcYDz85NnC1c/6lMJw1Xkmw3Yzux3JRvETzzYP7dkL9NJH3lNG6wawALmXFDk/q6NeWIiszDzp2nzFWn/iZSwFIEYETod+f5q6GBk0KQ7Lreth2xOD8EeNb3z2gAp1zAVbShkaSgLR4q8CzyN+wjFksXk7xQRv/btgf/VJXVRjycKThRB614a+BZfuk40Enke09+2Z2/+ctEQfDcMQA80/e8u3AW1NAWXGMN5rwgaduvdzj7VXU7ia5HalM+3+cDz/7vPN9KHV89OdsaaT0Tu7dtFxXZt22r67TLsj7qE9tH9vzg/qEj1e7s6fpc7JJCyhHwMy353xMoAJ5TCZ6964DBF4ZJA78+WtcnFKl0KPpU8mrMi7Xen118E6gU2TvPAs/XfODZREBKP5z9TZrcKXiWDdwFNfWR7Y1wkrM0rW7qHsz6WF+x/UF7K16xRDJSxOuDZyWu5hgeq3yAZ/X3Yz+7/Wp1CMgq4/2TTwkUq11Lgd2kxoZugudtBM/pA8Cz7jyzL42cw5OsHhrdgs5WTvNTVbcFnsVubIZPV8k2cPYyNtc/bTjWTpd/GuAs5jqprqYZS+auRHbqBjRcs4HNfs/ZxjJ7km3F6dC/co/Vpp/DSf561ZxT2InGgWMuEnK1he4VG5dL8Jw8GDxrgIUZtLFlVqeo2U62L1tUSaABLbRpTWjbFzv5uV6UtQmJi/NQdbDW/mbycCX6sfnOvOxN2QPfYda6p3InXagwfxOmTpqDy9UWPNs+8paezkZ/2cYz07AkJ18Y+DqPbXtMwwYOHqH+JJt4DmQeYzcjhIGWAWpd8XbELMnHrh2n7VWnfjbUQGwmt5jg0H/fvaeBE0KQ7LoFzwUEz2d94FkfXWGnck5+z2VYCf9JaQVtsdZtELQ13gNiQ9LFJC9s/5sDnuVn2rBlzY1dBM+lBM96YVio33nWwYpojgOdRL735Pev0D4n8FxA8Jxwi+BZn4GkEg1Mv873ktSm/F7guQXpK/djRdzXETwHWfmJ6NbAs9iOvOC+oSTV7uzpZ40XG6CDfqYl/2s3l1VVZwmeUwme1wxT8MyaPdmDrDJb7uJbEDwfx5xpueanqr5+4Jky6p0qpnMceK7GzKlpPvCsO5otZO9lm7RDEDwrJuhjeyOc5Cztr78/62N9xfaHwDPP4E7hYfWXBc+p5DRcu6LHgi2FBs/X43tARiH904CQEymekSSjXRgKDZ5lAfuw7dcTPOt3ng/6wLNyHGni+sixtvtzOEm1uR43Neufa8KtG7DD+Kb2BX4UtBTuSNcInhfPTUJW6mbUX7PILZA/mJjoKlHZjeR3Uvg5XGTbt0wZVLXbFHNbYokteM7HokWpZt2Sd4LGjE0xbZVhISubfaGc4oo8wEfaEKtNTwwzTNw21wuzNyFhcS7B8+UAeHan3TG5Cu6qkv6kvtdbwOUX7heF1BdMtQJ90cUwUJS3BdMmzkPtQPAsZh0WgJsN8tec/HZ26vjV8tbDCp5v8bBvDMk8Uto4Xp8Dzz0GPMcSPO/eTvCsYmdSQxqMTdwkgJaH3oZ9h4Jc8BwcRO16aekhREQUhgbP5sve3qFOR1PHcADPtlUlMv3A88YaTByb5APPLuUPdNCwpMDkZ2xsy24OnrXiRcB+0T1wwD0lv3+F9jk/eNajj0GJbTLqekpg5kY+Zc7wOPQRQ0dq04HnZg88l6GayVmQJJNkHL7kbGsk9UxowPPoGQTPW822ui54nD7qH/WN+wT3Dy25Vpy3WLaJopaUxTvEJAae6a8HnrXb1iYfcxHC529uxWw40oZXcRjJP06cHo4lkQWOA8FznQ8890G/9Ty845s0uRXwrGTWB555qAGoRjvndwO6JQxk6w3WHZqtr9j+oL1ZGADP5C76V2jwzP08Tn3r3sgrjULzPSAjgv5pQNwIPPcgK6MMi+ZlDADPghtfD/Csj0a2yDy2HV8+LMCzEcnPPrKbnq+ZnJNLOpHekuzi9BWC50VzU5CZto3gWfkXz6MTWjn9Fd5MfrUT9D+7Hh5iq/zoQpOeYBR4owys3gx/j1Uk1t3muFgLnpvpalZaHcTzqLsBetdT4Y7J2lgcqFwLfztuXULL+G4/TynI2YD4Jdk4XnFpeINn6qm4Kyyit5X3yJ6yvWwq1ck9DAPFuaWYTvB85aIHnn39Ixt1U8nghYYwCvhV0C3amODZs5BhOaSPrWX6VeQ2HetId6bvsG88yUW8aZIfvdxAE40eO+vGurXlNwTPvWjkOY00LycoZ8iviFzwHBxE7boFz0UWPAd+51kfJTrXA88aeVJcbEGbO+yeEBuSGDbcc2D3Kblk4kVxLXhO9oFnsU17hjNdHzxvJXjOuAF4dh0jTbXt+N6T379C+9zNwLPtUZvy6HM9TVTqzrzXpDbl937wXP4tAc/qH/WNv9zyvaH+rWq82KXYFpvEwDN9VdU5gue0G4Bnp5Nd86qw/wIbfhpUcNfkHydOD8dWMkUuK/zO7Q481w8Az/ao4UvSRIkbZ1QpRrLguYbgOd0HngXKWsntJhYEwfOtxIQ7J1fnjVkfK4f5z0Ijm+dv/cGzwJml/uDZ9VGw1v48xKQmJILpg1sBz+XXAc/KidyRw4+sHuolC41Eww48qx8MINOGY+dfsrC+k6vv43ZyfOtb5iq1R1263IL58xnX0stRd81qaOU0q/3oxvKrPdemetT5592TjVwdlLuFrK9jsB1Wb2KzxxJLrFhgwXMKmuhqdrf0Yg5K0BYcN+Em2cVnG2/TLvSxHuSeNrHb3Md/ebkliI3KwLHD1cMcPCs/1lN+9Kc+vVxXFyRY7gPPvbT52tWDwbPV3uKfYD9aO3yt6SY21i5pSPAsKzlLqcjPwRrcIDMTgscaTjKVODh1ffNJemqS0G/Q2Y8NAvqOjBxwLcFzTGQ+dvnAs3FIc66uyzaSG0wNX7XNXIByPJCC4PmcDzxreCjR8cCzcxexqcMGNstat1qa+kO0EXZiG2rLymmDg3w8CJ79d56tHysEDmfqB549UZsbCJ4LtiEhNovg+bgt7GdjrbgTvnr9/P7l/M1fJkpLLbx98DygDlvwVemsNuX3+JbdeRa7z8DyMNMtVuiSwoCfaUmzmzFEqqo6T/CcfpM7z46DegVWzMbQkpM9FFvJFLlsdhYEzwPvPNujhi9Jk1Dg+RLBcwZ2lDnwrERNgEEXqW2ybXIR8xkQE8JIrs4bsz5WDvOfhUY2z9+C4Dmd4NmCTdHgO8+3QLbB8JLqk4uITR/cIXimsl08X/PqcCWrh3opKGc/8HzBXtywd0bVn+xb6X8DDhupLlXodx5K4FmX/wWc9b3yNvaQfgu53awJtqjHpM+F2hbMWZCOlPTtuFZnNewnp2nD40Cfkz0K7nYjS59wgyLV206ZG8ltxtIm9rIJqezkFRvwHJeHhRHJaKJLSgpJZC5u6D0J5kV7Q0DWCIPYti/57aUifS/afjdalzCslVbnrUNMdCrB88XAC8NCVGU4JIU60M9hImnRxfy4i31hl7opRh3kNh6HAs/qI/mGfUFgOz9N5GYeLi+UBYYn3YkZB55j+/9mj237qr8ReLYOY6ePbwNJW323R5DZwWddezHAmCBnzdrtBM952LXjVOA7zyYQcFXBr5tOZtkOtq+SjFw+HkgB8FxO8Bx4bNtaYHiDZ+eXPvDMGDv4O8/Wj4d3cil9KCUjVmAuJd0cPIu04TvpKyS/fzl/85eJ7hg8D6jHFnwVOqtNO1sGwfO2EfAcTrrFSm8Onm/02LaNHS6K+PUKrJiNoSUn+2B2kilyeeA55Heev07gWYmblfPbB57tsbdEtsHwkqvTsP7Jp/TElmZIEovcblHgse35X2fwbL1GNLzAsxzbYzMeLA8Ez+3XA89XmgmeUwmeywieLbDsJ6dpw2NXvdtHCu62NtLHRZvwkXykkzK3GOkNeGapxk0/u5Lb6F5xcasHgGeNN9rD3Hm+R+DZI63KK4QBLHjWk6f2sWVZSX2Qk78W0TEpOHrkQuCnqgZW5zgkhTrQz2Ei+bcFzXqCweKZQeCZNl8z4DvP6hvrkYLP6kHdeW5l2TcLPA88Xmz9z4DnuyNV9m0jG0jkNho8DGecJTs16s0eYJ0BzznYtbMKXRw4do8+7lx9z0NvcuSHhWIbLBSkddS9I9fm4Lbt+nD+zrPkNS84GCg7V80+rvRQxu4+Te6cdNgXX5cXhjmdgrpJTwZsZvcmsJFamix4jo/NwP69vrdtB0xhzwvyV0tWD0tBvfrTHT22HVjxkwrunc5OHyVc1u+B6vMtyFx1ACvj/XeedZw68KvvjxuRM6mxomfbWwPPto/6l99LUmvWa5x/GTk9QZSLmnyUdMfgOSRpzz3qU+lBhaxkSti+HS8Ms2BGCZp9bNv2q/pF/aTLBDfro6EmyWG/P6i7yEY+qUPupn/FRScjnv527SqV84Q0+40ePJsBz/msPcDbea9ITZnm9M8Dz4pVXnlgNyn0T1WxF6jQ1xY893vbto7pkEbm2HtLntMYB7IlIuvfVmr7VnPd8STsYY6jkeEgZE1tM+YtSEJa+hbU1dsLa3dK1lZDQ9LFZtGKUtySutTZsjnAUAdjWUJ8JiIWrUSL97oAJ5O+793LuGFtdi/I9oFYMdX2hv3YUguscvJKEMWxfuToed/vPA9HkgayP/XgWNeLWQ05+5MVu4rc27a9n6py+6w1dINKNwLla1JWO7/ZJA3vGjx/O8lME3Q0Oh1HeTdHi0CySIN+3ZodiInKIng+xnK5l/tYZ7NJgBIFGzCGN3gevm/bFpjUVUdzR9YvO1e1bQOCvsdxI/Csid5+wi/hnZO/T6xu0vGbB579ZaIbv23b9paCvXpXZ5qzAyt+UkG4dXYNDWrM00Uy+cFzMzKS9g/6qSr7kyHDy98Gkl/TOwPP+gT33TtSa9ZrnG8ZOT1B2EUDwHMKwXP/n6rSbquJ9TfLQX1Ck/bcI3/jpnSzcVhziQPP+qmq1df5qarh7G/ylzsEz+aj/hlK8OxqvV7Nbp/kcODZ+p9Rh/z1As9qVwPiRuC5k+B5E8Fz8tcMPFsvcaPHXVS6M/DsLOKsEi5SewP63lu1rcm+/BA023FDLWhzJ+Ulguf5C1YSPG9Cfb0X2IYpyd0lu50//ayd9hiB58T4dCxetBytAs9un87lOLPg+V4gVDVq+8b5DyUN2F4y6wjlLTm5BM/RaTh85EIAGwxPkq01WmVH6uEmey081lMz+qmqKQLPl/qDZ8MkG+8G+Ow3nEbA8x2RmSY4SASeGYDpe4FHM+g7/cGzHWgaZNbX9BkBz+GgIHhm0uKXnava1tQ4Ap5dx4i/WrJ6WOqvW5CGP3gObUuri02e+4PnfdcBzwoYg4QeNuRMajT2xLw98BzsH/G9I7VmPIby2X4ycnqCqMgrvkXwbPvK6maquA5pj1dx2MjVOaBeFsvfbOo/EDxf73eeh7O/yVeGM3h2fXC9mlWu/Xb83z14dvV5O+8VuaZNu/Kpm4HnjVi0IIkJ9dcNPEtSm8XcHXgeqj4KUa+3avvAjn3ln3bcfL3Bs2Xr+0HWTnvM8APPGudi+RFLJIf2aoPUHzxfHObgWXJrtNKHqMgIeL51GgHPd0RmmjDBawQ8e4faHaqQ/0bA892Sv0+sbjY4jYDnEfB8L8iZ1Gjsifn1A892TBs5PUE0v4tFI+B5uJB8ZQQ89/TYc4LteTvvFakp05zaHQHPI+B56Enubpla9WPttMcMT/As22vJEsmhvdogjYDnbweNgOc7IjNNmOA1Ap69Q+0OVch/I+D5bsnfJ1Y3G5xGwPMIeL4X5ExqNPbE/HqBZ40XDRQtWeoJovldLLoeeJbfWU3Un7avrG6miuuQ9gz2i7sjV+eAeiUfFbKp/wh4/maAZ2rBRMLGQ++kG7Y5BKSmTHNq95sPnjXna3yIzp0bAc9fBcndLVOrfqyd9pjhC55tzDE5vPZqt/ZyOQKev/k0Ap7viMw0YYLXCHj2DrU7VCH/jYDnuyV/n1jdbHAaAc8j4PlekDOp0dgTcwQ8myquQ9oz2C/ujlydA+qVfFRI8o2AZ31cP92sj+6UXB9cr2aVa78d/yPgeQQ83x2FqNdbtX3gST8Cns04GwHPd0cj4PnOaAQ83xGZacIEr289eBbpULvDKmLKFbTFI+D5TsjfJ1Y3G5xGwPMIeL4X5ExqNPbE/LaAZ+22mviTJK3rcz3SnsF+cXfk6hxQr/SgQpJvBDzr4/rJ9k/4tXR9cL2aVS5fkwwj4Hnkse27pRD1equ2D+zYHwHPtNIIeL5rGgHPd0Yj4PmOyEwTJniNgGeSDrU7rCKmXEFbPBzAsybDzhHw/BWT1cNSf92C9M0Az0o8+0bAs2/fvSO1Zvvo2wOeLVI2P1U1Ap4Nh5dcH1yvZpXL1yTDtxk8MzLz+G8GeNZx7WT1qT1mMA1VH4Wo11u1fWDH/rcePJNGwPPd0wh4vjMaAc93RN5kPwKezTHmULvDKmLKFbTFI+D5TsjfJ1Y3G5xGwPMIeL4X5ExqNPbE/PaBZ5cgidW3+lyPtGewX9wduToH1Cs9qFAQPFvwMgKebf+EX0vXB9erWeXyNcnQSbm+reCZXkbdR8Dz3VKIer1V2wd27I+AZ1ppBDzfNY2A5zujEfB8R+RN9j7wLBZpAK1be3vgWedY5j6t3EPqH7D8bdv14Q6eLXB2SYdHXNW2nWBGwHOQv1qyeljqr1uQRsDz8CBnUqOxJ+a3CzwrxnVx6ZIk9a0+1yPtGewXd0euzgH1Sg8qZFP/EfBs+8YmstIw/Fq6PrhezSqXr0kGzovSww+euftWwLM7J9jejdocAlJTpjm1OwKevy3g2frcV0Nq2jK16sfaaY8ZAc9DSyPg+c5oBDzfESn4Ki1R4JLDsYQ+49ymZN0OREdmYufOo+jWz0+Y4/XRMQrZAp5kBQl7yldGA4NWkOz6cAbP/oYH6mEuanByEXjuMcnlzcCzDYTDhQbqY3X85oHngfRNA8+ZBM8rE8oGgWc72Q8SetiQM6nR2BPzGwWeuS7wHEswk54W6oVhinHDFDx7ZG2secgi5W86eJYmPWght5nj5JcWNFgtXf+EX0vXB9erWeVu7FPGHgFobks+L1Z3MSTERacwVqehTuDZI+23KlN246Rc85LZG7c5BKSmTHNq95sBngfPM/IR+ZvNYr7p4Lmuzga2wXYIlgUv2gwfMuJ4Io2A56Ek9b9ilVj+4JU69+NS4LnIA8+Xaix4dvvd8a4Oe9K3g0bA8x2RS1quD56jlhA87xgBzyPg+c5ooD5Wx28eePaXiUbuPA8PciY1GntifrvAszRQf7okSev6XI+0Z7Bf3B25OkPXa208Ap6HF3imHiPg2Uj/VZN/jjG2NcLLR+RvNosZAc88bwQ83yKpUVnZPy/Qfiw2veXJNAKevx00Ap7viFzSosAl52OJHMnbOwKeVT6cwLMyyZu9bdsGwuFCA/WxOo6A568HeLYJywh4Du67d6TWbB99e8CzgI7A8zf7bdsj4HmISU2Z5tTunYBn9gSP/2aAZx359X/b9jcaPJNHwPPdkvpfsUosf/BKnftxOQKeQ9MIeL4jckmLApecjyVyJG/vtwo8W6XMIDNs6nAAQqx16e9qDCcFGx6oxwh4FgXtY/mrJauHpf66BWkEPA8PciY1GntifrvBc1Cf0KQ9g/3i7sjVGbpeK9MIeB4e4Fl+JhtTj28teGYvUpmvC3i2s74x/jf2d55HwHM4SY3Kyv55gfaTHNqr3drL5Qh4/ubTCHi+I7KT/Qh4HgHPQ0UD9bE6joDnEfB8b8iZ1GjsifntBs/6mNOuQ9oz2C/ujlydoeu1Nh4Bz8MHPMvfqMcIeDbSf9Xkn2OMbY3w8hFJOgKeXdkIeL5VUqOycv95YQQ8qx9sHfakbweNgOc7IjvZj4DnEfA8VDRQH6vjCHgeAc/3hpxJjcaemCPg2Zx2HdKewX5xd+TqDF2vtfEIeB4Bz2EiNWWaU7sj4HkEPH91ZMTxRBoBz0NJ6n/FKrH8wSt17sflCHgOTSPg+Y7ITvYj4HkEPA8VDdTH6jgCnkfA870hZ1KjsSfmCHg2p12HtGewX9wduTpD12ttPAKeR8BzmEhNmebU7jcfPOuj2UQ08p3ncOtwd2TE8UQaAc9DSep/xSqx/MErde7H5Qh4Dk0j4PmOyE72I+B5BDwPFQ3Ux+o4Ap5HwPO9IWdSo7En5gh4Nqddh7RnsF/cHbk6Q9drbTwCnkfAc5hITZnm1O4IeB4Bz18dGXE8kUbA81CS+l+xSix/8Eqd+3E5Ap5D0/XBs2xwM/7Wkp3sDXim92iw+Ke6dSU7EBmZhR0GPFtjOccUAAqAZzMIw0/+Om3r1ycXQB0Hya6Xlh4ieC7EtvKzaG6X7NJVyVg7WYHZOyfQkP4NBs9DQZSYH1leA5dt+FgDubdX/dNJadt4XBe6eOhWgucJAs/HLHhW+LPgeWj64k4p2CfSRfazOnV3sw+8zKS5uQtFhWVMyDJxYG+lLRQF+kLnWc8MTq3erjCSay7Q7HXI719B/fqfkZpWiBkzEnGR4NkAGZaJNdrkd2bMmaX1xX5na6Mf99t7l6S6nD3F/etWU6avTBJvwYwFz3uxImEr1xtMmc4z456Jz3AnY0LyjcCzOcAjuykbKCUVW68b1E9DTmxNwumqprfe513d9MKDWT9x/CxiCJ7T0gmeO82JxufEVgvpYH3O6cJdhgeTSnVEuMjV5zjYtmufWnGPjcWiHTuOYfaMbOwou4JWDzybnjBJtnx2uJI0orUZrwUCRG3EY9u3XcTMaSkEz0dMmZlz+wScCWrYn+pHc5GUc6nmIutz1lrORuEhr1YzyLkaonLbFzY2+MGzySdJXeyPuKhUxMeko+6KBZuqhypbf1QN8lOu2XqCWoRozhaG3HFn5KrS0kZWH3j21Pe319jYgeysjVjoA8+aQRX9NONLgzCKd0fkn2Mce3vMx45xW3aO4HlZ4jakp+7DRQ882/zFu+ikw/oppA3b38HIEC4KYfB+JOnp630WNCrP0Thw6jnwnH6X4Fkl/tLBR4SDQrUiubxVUrvAc1wGwfMKtLiu8fYFwbM30MJGTgA/u35Rn2tOULzRf+tHrsfkMdl56xHJsX7oKMFzuEULK1FujnGjAX3IxV8Tkzzupgs58FzjwLM9zFvKhzjHmGDn7fg6khPd08mwf30AEzyH2uEtfAYMcL/D/Bum4FtCcjZN1h1c6zaDRbmXluLidduxWOB5ZyWIdQy5yd4m2ALOOldLJTbeQWEi11V+vh65AOo42Jf2rC0eeN66/RyaOmyg6KLs3WgiN3O7i0eqVB+R/iuYySKeVaS4nWfCSgpcsp/aM2DEsTISDWYzqVjw3M1j2ijGhtJqjJ2wChWVFjxrslf6OXzBs9gar4+TZXcPA7a5IAM0ETwXFpYTPOcQPB83ZYa02xyi8+zEoj6ShranwksWWFi2tfs5SNa/LDndBlJKWhGmzViGCzX6vVA7nqSBHS26h9bFj/xPd6EGaOOcXUVi68JhIlUoaeTTksir3GtLqthVjQchl16cr25AaspOLF222ayLbE+ETlaGG1l9NLlaWc8QPI824HmL2TbFTg0u7abGpPqng5YI2Ut3SarJ39HXIe128YaChgTPlecMeE4heG5jt6o2B54VlSW71UExXmMn2PJg0tmh99wZyZLyFJuk+dsWu21J1glllL0o23UIM2amo7z8UuDOsxmVuto27P2N9mUfqZtEbW19KC87jRnTVxA8H7aFph8FFqiPZwQlfroT3UUbKC6E399IzmkknNoV+8j1vB3b0oNrBpCYQisn8WViZBqWRmeisZado3JVqSnL1GfHma1e9QRONWWDSHWHUUkrv50PFWFl0z4Tx1hqheonSGNjO8FzCRYsXIGay61GFI0R36wfTvHuiNwc42dHTl+x6OyFBiQmbkFq6i5cqNZTQjpCFwXUQd6mmOvyLps16KKNzeHCq62vsZCkfbR2nwX3Ao/miQ3v8MsEzwsInjMInusHgedgnQG7KDf12caRk8LZSevhJEVUF2HdmLUjQLqxRU8nXUhLiM0ieE5CM9fNcUZejhQOoJ5eeVy4pbNy2LleS78V7EhXZLZss2B3pJZZ+euxJCYTFcMcPMvedn7jR7FU/qByqemxBc+bCZ7notoDz+7Ghl3qaRPWYi7S6iTVMFzJaBeajU+5pae8WXd971i93I37LADxDnTs1TGw2LDb52+g385vOklHTTGaXFqotaYae43STRz5a8sREZmNnbtPoItmMeZydjd2s+dbUKc7uKohPLZTLWpGNYoDzZL7kRGK7AXOAFMjsZ2+gc0Ez4siBJ7Po6nTBosuTirdqOeynkutC9pYL7JDz4UQshQX2LP+FkKQOyMrqQ2+gbDlgLOez+5hGScVTeeSsYvLFgq4tqwan09ehX1VFjx38gjpZNOe4UqyLHXhZNlN3Rx4biR4LijcjrjYPOzfU2XKjBKG9U8Glw0U3tVLet7BgoBwkVqxU4n72Hji/Ej91E8kj7Tu33aUklqEqTOW43wNZeV+9azGVBtrbjd9KQjdbpaadAP9pn8yk9g5vXXIMJH0UKLURtZoZwP+Nr12ZF0LnrtwhhPNqvRtiF++HqdrLHiWr4U9uR8KCugTjAWnCZ5HjZmJwqLNZtsc4zhgA+nfQj2baa0OfjQta2e4SD4ln5ZnSK6AoP1ZTbrdBvSIuakyMddPVJ43j22npPnAc4DVgvWyoKfZU121hrRiWP/Cqac8Se3aS0aSKdA+m7IAX16mca1nGbuxde9+TJ+VhPLtF9Bub0azGsqkgyWaRByuJBGpkHlYgNTW3ouy8kpMn5GA7dsP2ULu66PygT4k66JpD/XvQiMt1UZWb2lnmJRVNRKqR+zZUexVb3aTnUjyG41vnWISUFtocNjSJWlYFpWFplp2jtehRhdWoojQw41gPUH2DrH/+jH/aRkGkqgaVfZ5MtlQuY3AI1t3emjptdfY2IqsrGLMX7QcF2p1rI3VHdwvltxhEm1ISOHA2VZ09mI9Epdt4PxTzrmnjiXSpoVK8Cgp5w7murlDZ0ae8rdWFmuGCp+2bu7sV6dWzab+URDdde7VPMTIRPBon06zVHu5GQvnW/BcV++BZ6/O69brKxJ5rRiW6k79AYfdBSkr0QzRSp/TfC6bslQDok/BWEwd2aC+whEfm42IRclookvqOBuNpTtzTwOewyeZrUsa03Z9CqSSI+gAsqLGuGQW24usNiuQJOJMgufFBM8Hj1ajU6cNU1LEUV7VTg06aPtuxhRjSRlZcpN7aILi/FJMmTwf1ZcseG7nQU5XextR85TLx8LZF+EkyWW9JyS7KwZm6Xm9CdDeOvXz83028ZVDeCeK1cZN2jGBe3Ah+ZtO0lHGU4KsRFpBNBR4ziF4PmmvOukUZ39Fbe/8HgYOBeBwg2c1IzlUq9adCIa04ufrgGc7jVvwHBFRjPLyC2g1d54VMDTFNnJZz6V0sFcOrQeoUrVqHcw43xCDZ2s/Vm4mOrbXLda6UhklAoPB8/7j7rFtea5072elYUayrAXPPdStx3aNB553eOD5hC00faplsB8seBZwtn6q0nCRWrExRG3oY33E+ZH6SccY1j+PtG7ZV0gSeJ5G8HyB4Ln/nWfJr77U3SULnu2UJc8j6Z/0Fss+YmMHchhIutinRZQsyYpswN+m15Y9TrGhk+D5CpLStxI8l+BsTT3LdBaP4HEmDAxnCthOEqsHHHieRfBs7zwbcjZw9jbHy0YOPMszwqmsfMqBZ3mHV7eTw8+SyZTzn2Ofbwg8x0WnIk3fedbg8HZZVpxTbPGuynNNmrn9qtaQVgzrnxoNF8mTLHiW10tT0y6bkRpB8Cxv1J1nged9mD57FcHz+SB41sEyVT+hhyHRdHr60mGA1vYelG0/iukz4wieK2wh9/XLZYxOSl+buenAs+2rsCmragxwloDckHxilZO10KZatKLdDDxnEzwzfnjyu2lHvW3e0cGlU8+xd4j959qXLGrA7Lh7UpUaVRqv/cCzmb+5U4LoIK+9psYWZGYXY94A8GwueHIjIPMwJZnOdacoAJ7Tygier7FE2njgWcq4cGMUs2NTeZDsZOcDV9Pdk2oX97OgVg3rH4UQuAyA5w4WSzBLDjzrse1rHni2kO9G9frYW6hG54OOvd1hIFmwgxZs5X9dYqVkpn1PN7ExugPPOQTPKT7wLGn09Q1mBrpZEj7BSKpMbdN25u4+1419xdaCdktSBMGzcxEtg3eea4Y1eFbEseDZ3gIzc7XUl8xep/cynVlzA/BsnqPlONHH+tlwJUlmveeGbPraU17j362bng3yff5dOjWguFZuhT0asPkNJxrXXRnzHs/ym9YPng3QkWH8RjaeKTjQTrYvpQiX9VSLr+vNuhPBkFb8zIh1I/BcuuUIIheWYOe2GnS08gT9SW8GPd1519AxAMjVJzbnOmuI5ZBcmH3hIyUpGq4KYrYNsiKwFBfyEminrHoETeGtjWJt2FqN0RNW4ZD3wjCJbv4N60cbpR/t2Msw1UVtpR+pubELRQUEzzEDwLPTyUxEQd9Sr4hVWzg1dT4j7wk0H4LtEcH14FlBSkstxMzpS1FTzTCuLmWZVDF3ZTjm7N3fdrO0IEoaeeQq93PYSC3Z+3yaJEzV+idj+tmQvVqtOxipqduxbOlGXLhgwbOhfscOQ/LrZTrBCnv2TB3GjJ4VeGzbkLOzcy4z8Uh/XWCzMMZUQw4PqTYXV4K+HZDDzyYbk/yUwjC9Tad7Auk7z/HRycigz+mlKIYCwsozbRuKMhYS3di/xeEi25ZLzdS2V7/+eerYUCcpdYewF2W7D2LmrGSCzYvmJTuGpI/MFNBrGJKnk8nEtCS1t/Vie3mleXlg/zvPlo1ORi9t2LnIPkarmBJGVVWRkLBhbqhy1wDZW5D1Ueqo2UhA2B5u/I0i6u5Ngh7bJnhuvEJn8+oxw4sBTmm4fbmlBdDSys9qw2vIY/1TJeEjtWPNKivaMWyM7XaoOSOIwHM7srJKMH/hClRfVh5gDzMXPI1O3PCOHY5k7O4z3znG56WJG028vmgudEphDiKnvz/kaJuda+cfzUXaET5lQ5rOFRrDUgDlnwPBs3eS/4VhQfAseQOHBMkV+tlbSE3rD0G1vd1hIEVUzaT2cpcbJ8bHzNcynLH7g2f3nWd7p53H6OlC3SzRZtiEG6g9Kx9QtzYd+/MYw/yXm7sB0VE5OHL4snkIcriS5LYXzJhRUXAz00gJn/r9wLP32La7sSE2h+qJIOObw5kkn+0t06e3zX6f6MZ9mq+cmzpDDDKBCvw8gG6w65tJGrjuGTPPaJooZTvZ0v/Y9iDwbLZVoMBrwcBQgGfHrtsDpAN87EBzMADY6d+mvQTPm44iav4G7Cq9jM4WnmAqZo26ImcuILDMNeIaNPpJJwVumxF5zYWV1Jwzq6lb/9S+K9QBnFTcBYp2bm/aUoMvxyXjyBELnq3cPFEB2Mg9HIlCmivg9JlOrnvBuCUAnnOxb6/32LbIbwyTJdhNqWdUdBxG8ld7PfZPMM7fXJmjtNQCzJqeiMvVSg5YYA+mGvQh+ZuUd1eDTSfrIEuubsv2Ez7SxKLpXgDaXloyteufRHBsSPL14GJ1A9KTd2JFwmbUnPNeGKbjnX+GU7xwkuSSgmIDGKyg5840YMyoOQTPpWY7IL5WnP4mqVE/2YtqAX8LG6l+9b3rf69y145rS0sjN4/pU6zV8fQhnu6GuQHPUcnISik04MaQcSkeYJJRz9+8c82J3rlaiJ3a4oBPhIVUk2oUPJbQXpFrSOJwXeNHTy+JyncdwsyZqdhRXv31Bc+SldTR2osdZZWMBUHwLPP3sm/UNc4GZg42j1YSxNAgYfc3U5/aUONcd+xrx0YaCWMvdlggzF7TKWSdqu8NxkelIiEmC/VXKa9Xh8Xk6mGdY78/a6NisAkdGtgIUGBP2EhyGjZ12zFsdLeqBWQW6YVhWVkbsHDBKtR4LwzTLnPRwPSLVzBcSfL5zHfhfAOWJ25CWspOxm1951lKsNPUgU5/f9hRmeZkkwOpIHzKqqZBtQUK9Y+Ns13ddZVAeoGefemTpZorzZi3cCVSMwieG3SMVLW96o4JkCv0s0cyj9T0s2/3XZP83Mgtp1PlMqPYDBq3AbTSvRx4Drxt2xzDk5RgC8mF3d/sqLYfr2q3Moj5zw4cyxQpP2cDYiNzcOzQcAfPMp+iFucRyq545HRw/WHB8xaC53mBO8/um0AuvgkOKVQEbDAsSX2pkXBj9jQzx/cnp5zl+1wscCyb6TSRO2wg9a+iP38rSN6iy6symGdAjWPZTUUFa8sQEUXwvKcq8MKwfgbW+TpRSR2DhP+Rm3CQmnQ8qE9cR3k7BoNne/VJaYCodPNRRM/bhN1brqKrmScZPbg0VwfJEt0/oZhGVbmSAIFW3WHX3RP7QIfXbFhITbr0NtCsVvrZ2oEuwh6WbdlcgwlfJqPysAeedYzpS66EU7hwkhTzJoo+90VgksBzMcFzfOxqgmffC8MMecbQubKJ0dNbavsekaRw7PrfrQd9LkhpafmYPSMWtdWM2JLVHsx16aIxQyVMpFZ/cadXYeAwwxbo2jt22nP3ZOu3F5Xs0w62ee0wk4Y40JT8rQ81FxqRlbQLSfFbcPmsB551ovpBHB7Rwk+SyxqSenFDTDp3uhFjBZ4L/eDZU0ILYwf1k/qHrEza1KEDwkWqzBnQ9ALZWzg2C37YMYpkAs5eesCyoM9VVZ1BfHQSsgmelSCYQlMtV8zFUSXGNk4P9DeRJJEEOkVDUktv192TaUe2FHPDNeZj7VLX2MdGge07D2PWjDTsLNNTQqbInKfvCYdPsCEgySadbJg2ZMHzcQOed3iPbavf9ASK0SdgBxlB/US2xjA6h5X8/R6S9U8NB31NP61n4hB3SaxOihcTk4zYuAxcvaY3hlsxDcg2H82Rmi/lSarLR6YNy1pY0loYFXXViY2+kkN+zwKrmj3Go8BPVc1PwqUa52z2cAOefccOSwroarZwUeA5YTPSk/XCsCZvh3cBUMe5Qe5Y2wJuemTYKDwEJBH8bEgr8qxO+pAHngmi3fflRQ48p7B/rjbozrjtQr/K/aoUhSy0m+48cdjItMV/bsz67aqyEOB58UI/eNaSK8pFFTecYmEiVSexHLvmBhnEHMhCN6C1n2IXZG9A3JIcVFZcNuFpuJLE1YsajQqU3/i6KSR7XWC+81ywCVOmBMGzScd0nI7XeqDvyCofpuRyzhuxzQ7c/8HsqN9j22K/s1zPDgMr8/O3gqSonEWDwnMa5Vayl2xnwXMmduw5br7/Y8hvYON1PFHAmR5rrrwNEQ2qWQWOtWDbfvDsdFAaIHLgeQ/Bc3cTywJ6aN3blh3EznGMPjbAKyGwj+ZY0GFrDQ+5ptUFAbOq/YCMKqQcHnjWPLd1Yw0mjU3C8QB45gnaoe9ID2E/3BVJLJPE0H6DwLPetp0dAM/mULMmQ5Clk7OJv5/uETl5xOp9/7pjbTtKS8sjeI4ieG7x+o8s+V0/mQs2XFeZ28elVnW4TKM0VPeH9QIL69F3T7YpC8XEasvMl2pbTTh5DNkOunyuCTmrdiElbgtqB4Jnp9twJMkl+fxKkoLg2T62bdXWOOd+HWIK+M+AZ56sOwJucIaN1IgMOMCIWjg2C8U111t+8KzLeNbnLHheZe48DwLP8rUeDhZlPoalk3TzjiM5SaSihpWW3q67J9eO2PXFAJY4pntM68DOnUcxZ0YGwfMlH3imtkryh2tsEzkdpYYMSrLguaofeJandTNLMwBaxjd2kBFoebHmo7D7G0ny3ZCdMEFfs99f5hb3S6w2yhUZm4zo+HTU1ulFU1bVbvaLfdbLzpUWPItVp0e+trTQHhs7fcfcLbmKjU3VkCeHdFOZ9ukYj/zg+fI3Bjxv8YFn7bZfA/B1r2XXRUru9FIb+eBQkGTzsyGtSCoHnplbETx3cUxIRFE1wfNcA5434IoPPDt2ageqFLmCfoWDNsNHqljCOHu6AKptBrVg7GaeY8Bz9j0FzxLNdbNEMnZT/a5tsTOmmS/ITgaeEATPl4Y1eBaZECrxuTS+Lh2km8cCz0UFGzBpymxc9IHngC1kIOuKQRsMU5J4gW67AWu/U2UgO7pPB0p35yADKwh1sp+/lSTDuAHvDXrliiqWHfPXbcOi6DRs33vMTJ7GVs7Axqgq0UksNB7LzXtFRhiPtTCTd5Bd39uwZR/bjlywAbu2+h/bJmu0DQTPfh1NbUoghg48WzmDzRqzqm0noynkRGMmGQuet22sxuSxq4LgWX2gRME8W2MEH34kvUxWQvs5QEIyj20XbuPEkol9++3vPFub2ITMbMkoUktGcv2kXeEkI5+PfeQvVu/71x1r21FqWi5mzozEpRrOksGDKTOFNi+BY4GbqBxzU4dJLUEkvfdRr1myb3/UAXdPVgyNj+AYcSyRZGYdY//LyBY8ZxM8JxM8B+4860Ajf+CE4UeSK2BfT1bSuTON3mPb9m3b9usd9jF2c4hhnuTimvxULCOFjSSUnFmsiq1sWgREMKx+st5gf05GX48JghodI/AcR/Cc4X9s23Qo2xAYM+CZscMwt4UKfP3mJJGK6nEtVRYWcoqoQskUgo2pTfxWfCN43kHwPN2CZ/02qqhX+pJ11LAl6SmdZEQZlBQKPKvn9BI6jWzzkyrGRtTLXNyg9YfkYk0Icn0jDgjveYIep6WE9vIdYTR3S61W7l4Sl4zIhHRcqg+C5y4qYZ+QCd5JDCghBV073mrQHXSeIlKYyFVuBFNjkoGSGyfjH1m7xTq0wYDnTQTPyT7wrD6hp0lAHTScyYxx6WYFvegDzxc98Ky8RRHEhGsdag0f6Grrbyz4SsAz5zb6i57s6+JSF4wllvZevNqMOQTPyWEAz0NKEkaDw3HA7eXbGu3SCmhiLIuN009VJQ94bJv+z84x90Z0YBhlV3UajWLZVduBOU4GFJtCLVnochLtZ3lezgbERGXj6OEadEuvYUwB8EzWcHc6OH26O/pQWFiCiVNn4sLlWwDPw5gknlRzomv9euxUdNxvg3yfloMPdGntYLZHuqO9hZ+/DSQ9TfAke4PezOFclR/lr9uKhTEpKN93hLvtQ1n6rpY1m06WxRmWldQYcKcdYSbXH45N44PZ3onRx/awcxzpIdqy5TAiFq3B9vILTMhYkf6cDppRrCpB1raqNrUpAA4NeFY9asbJa+rVP8dGPSXJmmSUSTIQU6ltm6sxadwKVB45zzKR14mBCDwcScrIV2jBbvaV1zktTQLPpZxY0rDnwFGjttVGr+Cwd0DMudoh1aTiUKjpt7tjj9ym8wab8FlPc37nOxzJ6asxbdYSXLzcZMR055vfolTENpXxn+lfj7mpYh0vrQWclWSHEzxbkqxOftveQJaW9oVZfag534TMpF1YFb8l+J1nHmXHvI4exiQFDcvm1ob2O8+zUVi8yWzLxxyYCcIz/affKTbI/cRhVVX1y8Zia3FDXDiRrXcp3rgnX/QuUb3AjCODY0iy6jiB55iYVUhLKzSP1RoylbANgQeBMgEa8UDw7C08bVmzlUhlYSHTBv+pPamphsSmnH9ct8NAdlfmEgo8yxvtpSRZw/XQsCTpQ0O6YaEXhjnwXO5951njuR1tZI1t76sTxur6DjFPHiLw7Jk8wIYCBfwnoQ3YVD8IrOgVPP3BcwsPWRyfjCWJ6ahp0FvBrb9Y8Ky+0fdW1WmqwzOEqZubHmuhHnTeH1Z/E8lupmI1Jjkkj7Tw7fLW65o6kZk1EDwrrvF4OeawJo0awWL1mTg0eLbRzR4lkwgfmdTHdYKA81CBZ7UzkAOrmtUELO2rnm4FPLs+FGvdV+VgCuzUkQM5jCRhNBAcy+3ZhDID2d7+bnsvGhkLYuIzsWjRKrQGXhhmtdLPdmroD4VoGgFi5/PGrW2zQZYcZl7ghrGZLVqdux6RMZk4NMx/qkqkr5iYeYSCK88K6Ojp00UfLyhaiwnTZuB8bfCFYTrEHOP6cQj6YSjIU8ssb8aG3IZ08/F9XPjIHqHBGWRd5bITrzh4No8NVam2v+kkHd1M4o0se7XM+k/eulKC52SC58P0KQsb5aBmvJt/Ctz6LrCgtUvlwkimnQHcr5OC7AfP9uMFCrJoU2kFFiwpwNadZ9Dc6e5n2js6JnHRCQNs4U62AElJhE1YtcuIEkYKqDeA1B9WNyWOehsrgzEFKN1yARPGL8ORYxY8K/F0bz23wg9HUu9wGiHA9//Oc0szwXPRFsTGpxA8HzF2UAzTlGPBo/UvYyH1iZxTHE411ahzJ6079shtSoNbAc9JGXmYPCcK567op458bsX+7NXMKhrYFlkLqWUSVp4p/QUcrNeFi9SKU9bq4aKj2hXbsaFkshc1Fyx4Xsmk7OIFC54VC+zdWh3n6TMMKWhaq6HorMDz6CB4tl7WRra/wK0EzvobxxKTaJNxqhPD1gWe/eUHqt8s7R6Rt9dI3B88u9/U57aSe+8kgefo2CT6XCFaOS5UKlHNflO/HU3BlyPqIB6hA20Vhqzf2aWv+O5IFRl0TI18iZlIOqo963fS1N4237mjkuA5i+C5Fm0skn+phwQ4lYja6D08Seq5OyCi9tZebCd4nukDz0qn29BC1m/DaoxLd8Ebjjf1T9j9zZPLY9ld20ZEt6L53PiEGlY/aK4RELajoR94jktBJEHApXpJb/tQ4Nn2i75f6wfP8j/Vq/pZ5C10pO17yyoLG7nKDRhUDGs2HqQpQ5HUZiz2kLqmDmRmbiZ4TkWtDzxrjuqh7uGNu+Em9Yy0cfa24HlFQikykvf0A8+65GYvhwRdywA3jUndUhSbr3SEsSdUVSgOrGre1KUkO8fZud4Hnjl3WvC8CVcDLwwLVuPnkBTYqbMGchhJ1cm5xDIhjavUxkZtXSLT3NJN8NxN8JyORREr+71t20Q/9sNQvK7Gieb8Xf0e0L6ffTTbyN81r+hjj8/ML8GiuAwcqKwGsf+wJc+KhvV1GL3AzZSapVWzgz6eX1yECdOn4/yVWlMWGAtko7TXh2bdFA5TkmyOfRQslkVsTho4xG1IN8dU/r6+bk7BgQDtjtBSprHBsKuHk2+PnRC0bX+qiMfpeJ7f28Yyff9DRZz9LHAZzN8YMmaimbtoOyEymYH/NNBbaZ+izWVYnJCKbXsO0Mmsa7Z3MGHW5M7jevqYznQ3kJs5eWrgsS4Gg64uBkSys1VPD8/Uo6qk27KfSbr6s7nbZaS0rL5VP3Z2tDEAaZ0hoIuBuFNBwJKaXL/5ABZEr8bm3SdxpVWBmtNOXzO5gfUoqSQsZXDr0Xdx5TIu0nDTtMFRpeRAdbp6w0sMWLRRVwd90DwvJudnWS9t2c2pj4lvDxOuLiYm7AKUl1Vj0qSVOHTsgrFEG3XR/Qxdve3ulW+zfzy7a+n6o5dBWjyUpHZCsQKa7pq19xBQ9jJZNLYF2tgfa9duw8qkHBw4UmXily4DKDVr7G5EY08D16g/J/fOdo1Rnuj6J1wkWVSfNX2AJaPY9oZSKU5y1KO923u5Cfuqq4c94OniaHnqakyaG40zde3Q++mUlikltRFHdbEpzrAGN/lYZPapHTPq1O8uxIeDJChbMC+SojRMbqWVoHAHx5FN5pnO0M/0u7M69vKlVmSn7sXy+M04y+RMNdDTTEpgr6lTowEG0LbzvYH7hpKcr4llZ32HTv1lfz5H1gdqLzVizJhZyPce21by1oYm9lET1+RzLWih3+n3YXt7mXK6N8N7/RMeUh+wT9UHZunkNqumt+1FDHeRgrbua0Fnn357mnvYf13Mtroo28mTFxAVm4plqfkG3OhcpZrtPMbEAgnPWN3T00IfExpVm+p/NqSu8XXPgM0wkNqgruwD42tkgRKXJHewvIXxrZNlFgQAe3Ydx5xpWSjbXI1mDhwdqSRUv6XaRht0qE+8weL3LcU4N88MJfl9zM+646HWxeYuCLmVHbJ752nMnbMcpdsOGNtq1DT21puYrXWN8lb6W0vnFcYTZtUG0KgScphI7QZls10vNj5tNrz+6WHk5XzeRz/TvCiNdMHP3aHhFImFkauwKCodlxnbJGLgbia3urrYP+2NXKefua8JmL43BxjSwpxn2M7k3q67J1Ukd6PAfZ2aYwScG+hvbfzox9DssxuaXzSk6z3wvHBeKqovBMGzmWd7Of7NUUHpTD9786e/74eCBtbt5nNXJsvZi2n2t6xl/3Nn6pG8vBw5aQdw5kwd+8Y+59BKL1NEF4Bu7ulEK1kX4Lo59tRHfV20VbfmmTDqYnyLNQ5kNsEFWbOcYpuNze3drWYOMikYubq2GQuXJCOV4PnyVfaYzuV5Ol9LkeZQxcGATbgMsuYlnST/68/9j7s+35R0iMYPB4Gq1jWITjGbtXl0K+f/RrPe0tGHxVGrMHd+PDrstQCScokWtHe1m3FkL0INliMU34x0hJhisXXLsnv/M7WlPcrfOfNznmjXd89Zol90zSzeiAUJGdh55JxGtCGXQ/rl0NLN97dDro4b8a2QchB5unIXSmHmvW5iPWGDbvp1Fzumkz6fv6YQ46dOwYWrtcYW7fQPaa8Y122evtAG5XJz43AkCS45B3Rmr/J86tpNXe1Fg/4KuPEXOJ+drOvpBM/aI4VpcE4EPUxuO7sYLrsFqpTo0iF6uc6lCdcyqvZ3MqQoaLDh3g6Wa5aQ8Xr6O8jtdubXg6ifwFkHpxMFZZYo1VJi3Er7FG3ahoUxK7GxbCcnTYVdAs72HrS1MHFjoqIpqL2nCW09Cs2CowpKdEbWNZBvd1AZcjO8Ycmq/pCcGuiWNfB7OVBaW5vYjrZZQjCjRzRMTsqRoS7buPUg5sdkYcOuY7hKAKYHzlr76hmo6+kXjWjtIKAT4BagkahmRJFlFONtKjAbYSa2RyH7OLB7e+STAs9KjJlQknWhp7OH0nIi7yGY6WRypRdPlG45j/ETluNg5XlZHY19DSY9UCrWYYKG9V3ZXX7sEst7AWb8Y8Uw+69XY1JjjhK2KwFmkO42MgItjQxquRsQH5+K/RWVxuwapeqjup561PXW0dM0fqkbfbWXs0wP/bAnnM8RySSqTuwCjBdSlBRbMMugTOfokL8xdnTTrj2ME13Ot1WHziMtT8nD+FkxOHmF4JnbggWGWVcH7WEDNg9XG2S3dGSnUI1GWUJ+7dt5V6RG2XpHGwMnHYmgUlFU/dLS24ymbgFIeZESRyZl1PXCuUaTjC2N34IzBM+iBvrjFSb86iNzb4oK9MoWnp9p2/mefEDLoSa/z0lPPdrcooSMYEvguZPjopvx/cLZenz+yQwUFtgXhmnKFXhuQr3gGRp6aAf6ncabQIReqNPdRn2UEYWN1A/0GwNitXSya1X+Ju5hfOJ4YXw1D/oy1rZ2Mc6xT3SsfK+bsh2vPIfI2HSsyFxD4M+kh2I2G+5hkmzP79bFEPZZn/k5JPY5bcMCI4ZhkVt322EhjX8CY4F248scx+wL+Y0BM9SvhYBNfaAna0S7y45i5oR0lG+4iDYWaV7R0e26W+uBZ/vTMFLB+pnYxTdXNlTk9zPDJr6xLziAdR9QlwEUg+V/emx7z47TmDNzObaWWvCs0dbChLoFjRxHXDIvaWXftnQJPDNaKPdoZ51CEWEi1aSYIzZxx2MTVswG9ygW6MIE/aWX84yAsC7eare5ts5j25lsRcWkITYuF3V1StIsWNC40gECYzpPF2l6O7mkHWwjasz+F6t3NJPrApHY7g0DqSI1JzDDvI4zI/3mqhnf9BxucY1joYk5YTsVq6vvQk7WVkQvysS1y/bijeJtey/HGrlbeSPnZudbzr8cDdwOJ6lef92SQfHVllE/40mKDfptcIHnXpw7TfCcWIbVKQTPpxjDFPe4r5l62yO7jO6t7J92xoLWzibWyf72QLQ1YJhIYpLlN/2YTajHNa7V+7o4Rs04ZvS1FJXZU6trmrE4Mg0ZmVtQW6sLZqqU/sY8vdv7+RcTKzleNA41/8g2dlxqqRghxx3M/cbvDfimpEOkFHM33fzgH/UQKGOeLMvT15r7mtDMeaiVwyuOQHTuvDg0NrDvGLuVz3ZxvLUTp5hzOA4V+0PJMpBvRu4II6KPg6QtRQTO4Yw7XRzznfIJ+oayAn27MXvdFixIzEJ5xRnqwCMZPNqI/OWHkkH29sdc8a3I5sivz/X4VkjepExE9u7gmO2m3/dwnlSk6dGFIvZPO3PH3IJ8fDlpEs7UVBvtBZ4NiuCG8jjdoDH5uPp0OJKElmj0MTdQ9Pvg8r0e4p8exlvpq8jazfHUzrGtvFkHypbKnXvld+aXeVhM5Qme2WlU3iUkAsbtHbqiw3DByUmmVQLR2tWIjm4GdRlXAKW9maCZiaSAlyo0ArHT+g3E2+/MrwfJ6XVVhkGLduumbm1a0giya+G6UiyKXIlt5fsImu2lMuVcHa1MZjqUIvBcJpdtHHBik6Sau3DWThpgnZ0EhSbY06yePW+ZzKTuWOcqrASBs2M9RaALJQLPJpCa49mdHQys3uWyrWUVWBCZhY07jqGBIFmDrLWvjno2cKKsQ2NbPdo6OejYjsQ1Qd6ILXm1wqVk16Y4bERbydkpv17s02ccXXebGXrJdnKhHc1VcCYzlFtdsXXzOYwZlYBDx86ZWvQAoHkQkH3QwUlQd0Q12Ypdf7h1F+iGilx7AWZ/CDwrEVFCovt8AgUd7Af5UwsnkuLVmxETkYS9uw+bOpTYNHJS4bTDozWxMKhzWwBI9fVwAu3Rb3aFi9SnMokvKIkpPhcCMl5P9DEIU4ZO2ZgOoslb/qJjlXtQLVPXqpQijJ+WgBPVumfGiYj7NRkJPLdS/nYu2+mvXeoLtUHuH6+1IV+w/mC3w0FsSF+ab2cy0t7CTduGLoSpb1qYxAuo6c5LT18z/agdZ05cQ/qKvViZuJ0JTZMx1TUmA7WMpbpsZsAzhZdPaby7iVXsJlQXA4aS+vkcPwY89whw2Ued5TtdTPLPn6zH6I/moKRgmzmvi76pezMCz81mFHEs9TXw3Cuso4mm5wTLDuzuCLMObNcy66UDWNm5StkV6eRzGidt3TapUQzooN2VCCgHNC5B16g8dJZJZjpWZaxDE7tW4LmFLCjQSqeUDQQ+9aSQhXf2axD2rgwPcqz6xFoPG0knJfyMZeauuS6DKQLoolKrsbbuvOoCbBf1E+3eegzzJ+SgoozJPwePEsx2Jnbt7CH1k0m2XaynweRfim3Ox9z2UFE/PxOz79S2nnLQE1u6y9RGwc0d9vZebN9UiZkTErFrm/edZ8onfQSe6wmeGwTUuN7Fucg8uk29egieewRIw0SqyYU3P3im+FyRH9BelF0XNzTH6CmFrk7mRooV3M2pyfhcJ50qMSYLidF5qLvEQu4W7uqmvMH5kv7FpK2HbOezoFPpv2mSLB9XrqGP3Rsmopy6CaLcpoc2bcUVY2vd5xd4btbdQAJIAYHG+h7kp29H3IIsNF+hchRMuURrVwOTcN2nDoJnsXzLkfpesc5fFk6ST/njpoujaldWVO7ToYjVo5sA9jng6nMNSIrZirxVFag5qzJdgNMlQX3poZNHd5qLBy1klemupwHPusghHwhnT0h0sgkzfmYT6nHb8wSP7Is2xjVamAk/o5PQJ4+5WtuCRQuSkJFWisY6O77bW9lv7bpAK1vIJqyDdpFNNPd0m3W1ITtpXXXJt/1sj78VvjnpGMpG+TuJN9zTJ/ZCheZ+xYMOxuU2NDIoL0/IQeSCFWi8Qr/inGKBGqNadzMaPQCtcRFKloF866RjBzKNJ7kpp+aEDs77HQTQklZ+olHL9BkZhZuwKHE19ldeRgvnmg6BZ+YO7kaV+qStTbm3tLbbtzMeQuk1kG+F5E265N/QVc/x0Mxt2/e9klOOQupo7URebhEmTp6G0xeqTZm0cBc8zXxLX1SeqvOHJbnuk3gyudybeXC3boBqDJtC5ZX0pS7mcx16Mljv3VFsp03YNz26AKdxwgmgp6sH9/XqER0BNQY6+1i2rsopsbMPGOqBnbaeRtS1XkZDxxUzUevODlvmeGJSIQDN883j36pYg5JGv9PO/KoplNyD2biLMazWOjQQOFlaVwPWrNmGxLhsHK04G+go03EiHqSr0h1KAjjommnPVgaQDvaDC/IaUGrHHM7tjg67z5XdjIJyBgOhAcuGlQBa1pMFJhAwECmw6uqKIcnrjYGyLRWIXJKPHbvOokngn3V0cSrpYsLczaUUam6Xw1n9XXKhcsOS2Vs1fGsq3AKpIgopUMjg26Or9QbQCGwqrZThdYwalZ4aLcCerRcx4YtlOH7UfudZNynaOTEocXPU3sYJk4HNBTP1gUj9or4YKgr2m8c0pMCV7jY3dteZ8KxQ1aN+omhdzd0oK96DpMjVqNh5zNTR1t2LRiYx8kxpz2ne3hVlUND0ZJ5A0EwcLlIjMpPY9THZdrvCjqZ5TvTsEwFnAWldcNJpAdI56joWpievxfTpSbhQI28lmGF5G+t2Ves5jkb2TbueNuC2aXZQZTrTsbbDQWxE/sBYx4jLTcVKgWUBLE35mkpoWyOV4Fcvas40Iz1+P5Jid+PyRU1MSg70sKAeGpTkQXIxUyS/k/8pqbkX5Pc5m8TospNY+gTlrDvbhGmfRmJrwU6zrXhh7nxQGz27oeNbmXTXdZznRHyVddEWUqlf/4SBbgKeJb+VnimNQLOJC54fOKchcDl9+BJiFucgJXkdYwaLyV6k8A5TaqG7GnosUnd3ZBXFOa8u6aVVx9oWh4VUkSTRvGzn4RYl/LS0QAwlMk0qabGTP3Bw20nETV2H07uonK4pdjG567beZkcTyzhPufnF9Lc337gYN5Tk2gywF99sT6nHNIKkMzMMJszb1xzHgnFJOFhuY1t7K7MSDyyob3ThswnX+P8qt+1cZIwSZlUUXwYx27fzqsaIFwuYyAs827jjkScPQzCWLclB4oI8XD3DzpGDyS19h6q/NY/Zpw20w9pCpP+O1bZ8UP/DSqxOX7/r7CSg0dNlqDPgucF4nXrHyiLqqO9D4aodiJ6agaZzunDBMuYBuhvYX1pWS4MpprkcZqh9TvX669a62rUkq8njBJ+lo73wVEvwnLxkG4pXHkPdBY0nyak8yWZ5ut3QRCs0MmdTLNB8KtihG0nKnZ2uYSHrYBYwe+z3O/W9LjDpJkFbB32OftjRwWys0TpTY10b5s1chuzUrWBqZC6ItDVqTrKkpwQ72ni+vspFu+jRXH13WBbTfwuH5Nv2JkuATS45YAxfh29Oao2WJfhs79CTCspIg+DZXEwz+QKoVw8SFqYjbt4qHWDHjS6UMS43dzYY8Kwe07Gav0LJ4+dbIx1nLdKf7Zi384vmPF0G1+UUAX7lxnYOSctej8jYfByvaqCOLCC5MSCST/rBs3/frVAovQbyrZC8SZI3djWg1cQuehjn1u4W5tW6mkyRetv6sC5vI2bod56rr5jzdH1SXx0yN0SU25n50QJNa7thRq47JbgSSk34ikvM5bp7mBtTB8XwFl384xhv72uiPezXVhQvFAV0cUDzv26w6W78fXZAsNNZgW5Vtwt584QWhorG3jrU915BY981OnOjYYUc830RNtRrLm/TXXTHmiC6m8DCXU2+0878qimU3ANZU7wuLphrTUwQ1Q+aQqWhvoeasaoYkTNTcHTnWfQyCWi+wABxmfZpYFBqIncoEGnwsRYDKjiRMHiobieDC/5aujtSt0pOTgeebTDU5BcEzt2coHWXVnKYgKB22tmzDSxv4rFClRRhZ8lRLF24AYd2XAVzA494XMcVXGu8iFZG504mZPrOiU04dZpCvNuy9Xg7zGZ4SBWxUk5wuvvcQ116lUjKptRNjwd3dHEwtDagof4yevRL+/zbU1KL2aMzcPpQjalFF9gUszR5yM6tPE5L2d1N8G7Sv90Ad7sU7DePNbjZf3o0U49dNnTWoa65nkkkZw/asvtKL7ak78CquTk4Ulbl1WLjQhvB5ZXWOvJVrjOpMcFBdxAJJgT+wtcRtl99LNmtByjU6MP4YvxcV/YYYjvp+93c19aN9nr6oglmqgjIXbUBCyenof4iN1isOzbEAOjo7EFdUwuuNnEssdMEYeTRmtY1nQW18fzCADdVKqHCRJ2sr43CCNRSn44u3b1oYCQgsOlhKkZbt7ZzsmTySSOg/mw3ipeewMp5O3D+qB08kq6V4/JKcyPqGhsMQJa95FduIhW5O9FDTf38jezAjABabVstGuhDerSJLojaQ22Y+UECynL2WrPKjUj6fuCV5qvG12SPNs4X7bq4Zp4I4QFhdDVD1wPPZJvaKOJx3DA2tLY3cWzT95ioNF4hDKhrZdfxQOpz8dg1pMSUoCB9m7rTvFxbNww7uLza2Epm3zI51tM2Ss90SU4+F/A3/ZN+fjY7wkHSSSCXwrBVvUKnpa+Zs7JAdIf5fnl9S6OZxBmATdsVJacQO3YdTmxkx1wzp7GccYxzdXMHdW+xX9HR2DN3m9ivst1QAhk/+f3MsBffNIfq8cyaxlqjk6iXedyh9TWIm5iLw9tO2SHNIaSfpuliHKmlv9W20d/6mOxQ2U76myIBw4txjXASRTUs/wowW3PxTYmVmVNp5y7qYd63QXDS0dDBxJN21RzD/kheUoTM6M1ov8BKNXbUteRuzrcd9Lfuds09Yvu1D9uKPmw/wPo4Zwtzn7G6XiaX3Qy4enJE4FmPbdcT4NS2XOPcU8d9VEbh4BKwZukuJE5ajdaTVEY25/nKOZRH1jczZ2yXHlZGl8cozmld/T9U5J+z3XZwnYkvJ5WmzkZca7tiLsaIrpxoRvLcchTHVqL+jGxPkug8rYE+eZn6NDDe6yJ7K+fTho5G2oh9LlspiQgneU7m/E7sfM4PbnWjywFa81gpuYtz6V7mAmM/XoC0petRfZKyn72C6tPVuHj6Ijpa2Vc6ljFD409kzhf76yb3A86OvfZuxjcnGVePlDeRmRuz9lb2Uxv9R199bKAPtXbqIhKJ5k1emIf4mUnmoqAZO2aMK68g9KNMejZIEoYHPOsYObOCjuZkyWpZdrGj3svfzYVVXVoSDtAxlorztiF2YQGO7SHYlLweuXl9oI/eumyW3PE34lsh9brLz3RBJkAaAg2sQ/Yml+Zux7xJi3Gtul4nmVSom220Msdu7mKsYL4Q7IVb1+OekUQi93XQt5s1BtS3XCdm6CCw6WD+pkv/zBL4n5iBuLe+m/GBeJczL5p7OX+amKgIQIvRVvfp+xLmZUk0npIN3anSFH2lpxYX2s/hbNtpnG49hTPNp3Cpq5rVCEArWWww3yMzkVTVMSB1dXKyoFO4YHUnnflVUyi5B7IGj7nbwhm+g4PLDZm25k5sXb8DH78yAc//4QMkz8vD8S1VSJ2biohR0chcnI8TO04TQGs2VYCS49LdGNA7dfWPZY50h9Pd5VSb/gngZhQy0JrhrfRP11HZT3rEgn2uR7dtYGDytacCi2cvwbLIZdi5aReaqztQnlWJuLFrsSe7Gu1nKNelTjRU12J3+RYsXjgHCxctwKnTp4xvSnoNHYUXBVrrG6xbAmmnOGxuQP26Kb8e25YOdOYOJroCZwIAVxrqsH49gdjc+YhasBAVW3ejh4BsX+41zHo3HfvXnAbzLdDV0XSxDeXUNzoyFitWrMDpM9ynFrz+lu0V8PzgZijItRdg2k26yN9qmy4jozAdUTHRKFu/HS3n29FyrAublu5EytRcVBSeAMc7iK9RfbYOubnFmDZnNhKTl6HydCXaOPGrT5SUKSmX/cJGdl4xTLG5kO9JajvB2I+STOvDXYy8F8/XIC+jAPOnLELOqjycPXIBzIORE1WCOe+vQPVO+icTtPZq6kOQU5C9BrNnzkNySgou11020genMLXmaaR/EkITmWEVhom6WJ9+sFUzB22oxEt3JdV6VfUJRCdEYd6cWSjJLUDDmSuo2d2CvAVHkDP/EGr2MmpWd6LtaieqL1xFRlYOZsychbXr1qG5Wd8R9h6f83xM21r3x4RwUcC/fOzitgzW0d2B/ZUHsDBuIaZNn4INBevRVd2DhoMdmP/OShQv3kHkyUM5fpouteDAngOIS0hEROwSlO8rZRJk7wQq0aJxLIeTbgqe6WMEMLozY7+/1Yf9u/YhMXIpMpdlY//WClypqkdV+XkkTs9C8vw1aKiiP9XyfPrgnrIjWDgvCgsiFmPbzjI0dhJ0UgldmtP9XpOkWUlUNRv2WOth9DfzdaoexlHaUV6ul+jomRKlarsO7sXc+QuwNG4Zak/WmARnR+oxLHmvCBWZlFchjDi042oLdpWXY9Gi+Vi4YD4qj1Uae8m3FNNc32spXxvKCza2n3ysvuOnobkRSZkpmDxnBnLz8nH1fB066V9Hi68i5rM87E4/CVxmBQSg9RcbsXnDZiyMYNwozEVtYzUtwuPpjOZJBw2XsPubx+xbim38zPgYG7Pxx86rxvMoQ/21q8hKycTcSfOwMbcM3ZS9j10UPzkDiZNzUHeQdmdc62V8qzlyCflJuYiaF4GSomI0NlyjXVSPzQ/kz1LJupYTxM/ho64OAt8m+hqBVW9fC0HiZWrViotXLyE7fzUiFi1CcVYRGk8xieR4KYrYgcQv8nGpjDGQ+nXWduLEkZNISk5BxOII7D+wz8Q2G1fYNfQv9bsjlQ9VfHM+LVYb/u2z589g7uK5mBsxF1s2bUHd+SZU72tDxsw9KJp/FJd3tBBNU+aGHlw9V4uczNWYwbl00/attAchAvONdsYVk1+x3rD/NJeZt6ytHNs5VWy9QkBHsU1fD9AdZDlIc10rclLW4Mm/vIF/++9/wqevT8eSGUvx0Wsf46Hf/RXPPPIUjh08ao7t0SPeaop1t7czbzJPTsqDFWtsvFGks2wvDpnIN0Cu6/HNiVr0ErD0MGEh5pCftxLU62tnnPkJZtRnXj0c91nzSpA2KzcQB9DEfR0cd/pOLs9u5ZgxGoSQZSDfnHSM7QM/eNZHbQRtRBzg7kb2sLydx+tQ5pQb0/Zg1ax1qCrlpMLYrIdJVF0nMVJjY6O56+yXxfqRTr41GqhTKL4Vsl4l+dm/RkCeJ8AstXVdSdcy2UU7sw9g8bgEXDmur2N5puGuTtpfF2b1TiG9SFhfW7NGGGYkYcX63rLeHGziDr28lziOwFkvFRVIFnC+Sic730nc23LC4N4zTadwtvk0MfEVmsZ+lUNfi7yvlclfu8AzXUDfMajtuIKjl49h24kyrD20FkUVRcjbX4DcvbnYeHwjKusqicr1IqIWAmi99KqZBlSSQieiIXVlzx+obrczv2oKJfdAVvAyd57pKJ0KJt65NaevYNaYBXjgO4/jl//xEbz9h88x69V5ePK7T+PH/+5XePWX76M8e5f1LZ6kl3OpC0V6FEDJswKZ7OeSG0fualUoeQayYo6GhFhTsB3qmuY1yauv9b0yMkd0j/lys9UgOXEVvveP38UffvwHfPLaZ1gyKQGTX4zBB7+cj5lPrETCJ+mIG5PAQTQfrz/5LL73T/+EJx//Ow4erDDnSxeFWhvGlEwocRXQoMLSWQdo4IWQ+faZwYbguYfgWRcAFOzbdcVfbZFOnT2PL8dMwC9++Avc/+NfYeIbo7F0fDrGP5GAp74zGnPfWIoVk5IRMy4ecz6ZjxcefAU/+f7P8eILL6J0aynt4nrGkvrFfzEjXOynQfu9yUMWPXLqMF54/QX86Ac/xvvPfYjosQmI/XQlJjw2C5/ePwFzXo5GzKhkRIxdjnkTY/HH3z2Cf/rn7+CDTz/GnoN70E7wbDtAUVET4K350q2wv0/9Pqc+cR+9FVgvDRNJr6OcxD995zNO8j/Gkw88i7ljF2Lp9FV4/y9j8OoPP0fMO+lYPjoD8WOTMPPDeXjoV3/D9/75uxj9xRc4c/6EajH1d/Ijz1Yya3ueJLOZQUC2Jrwp+fUJxaYe4+Bc4SSvgi5OrEqgRaV7ynD/n+7HD7/zA7z5xEtYMmoBFry1FJ/8PhKf/zEGUR+mIm7sMsRMisOX743Hz77/C/zyZ7/G4sVLUFvLCZYkn3Nf0RCp3Vsd83fDasOxqKm1CctSl+GBhx7Ad//lO3j5kZcQI9k/TMFz3/kU4x9ahNRx+UgcvxILx0bg/Zc/pF/+HH/+64PIzEtDW6+yG02irJ+qGJYJB7Q7kG+NeJwBzvRjs7Tnuu5WNDasZMoAZ3YZk8vI+Uvwmx/+Bo/85jF88uIozB+1BFPfnoc3//gpPntoGuI+zUDsqFVYNj0Frz72Nr7333+Ap594Flmrs1HX0mB6WWmSrq0ruVNkDkisFceePDfjm5JXFzvFjBddDGjjHKv42sK4tzw5GT/43o/w4O8ewsyPpyJhUjwmPbkIb/14Nua9kIv4zzMRPz4B0VMW4+0X3sD//Id/xp//+Cds3mTflC5ysmjecQBDS7+cN+LbpUF1SD9STe0lvPrOm/jOD36AZ558HnM4h0Z8thTTnk3Ayz8Yh2lPxCN5bDb9bRVmfToXf/3NQ/j+d36E6TNno+bqBVnEsBJ7PTngfsrvZjRInhDMf3bcixXnyBJb8UZAyrJmVfYN86i2jlYc3L8f7732Ln70Tz/Bqw+9i8WjliF+XDLeuP9zvPvAaER9vIK+thJx45Yzts3BQz97kHPubxG3OBJ19Vfpt5rH7Cxq2fq0SW4DrHlVsfzWdL0pSU3GNn3XXHf3BWg6mOep9d379uG1197Er3/0S7z99zcR8ekSxHy0AmP/Ogcf/mo6Yt/PwtIvUxA5PgqfvvU5fvXz3+Ovf/0bNmzY2A88a2ls6pF8TXnOQJvfDYu0dG1pqTa0dHLsI6j/2a9/ju99n7H6+bcwZ9RCzHt/OT763SKM/2si4t5Jxsov4zl+FmPc22Pw8+/9HD//6a+QkZPDfvDgJOsmXrot8st5fZaT2b61QNXTQ/1vWB9JIZ3oeYwF3bqYS6rYfQRvPPMx/e5+/P/+/U/w2qOj8OHzo/CTf/4JfsC87sNX38W5k2fNsXrCoLe7l3lNhx3/tI2t1X2kpePbB883ZbVGsNXdfRWdXfXEEJ3mhWHOo8UXqy5h4XjOn3+fjI//OAGLXotD7vQCzHh1JhZ8PhOHy3bRVyU3wTbtpE/Itm6T+c9jb6ypXn70X23p4qlYY1M266Ed+5gTdDR2YnfJPox/eTpe+/VHiH4nDQUzSzH3g8WY9OkMlG/bQV2ZsXh3n9WWxoByS5WZtm+R/PJej2+FhNda2wh69fVdnnN091HMGz0XcVPiUFlSicZ9zagprcWKsWl47mevY8WsbFyuarAXBJgO66KBeTEv+9I+lawv1t3cR74SUlfKwRTA6S+dxD76BRu9o0HA+VrPZVTVH8XWk5tRdKgQBRX5yN2Xi/z9edh0fBMOXzuCSz21hNdNhu/TlWzBqRZaorr1EvZdOICSwxt54hoUH1uHjVWl2HxiK9YcK0E2Kyo8VIyKy4dQ36O3MXagiY03m1ve9sqrQKALXMPCYLdJVlbJf31WiNGlBt2n7zSB2Z576fgVjH5lIl79/cf4+IFp+PyByZjxxByMeeBLPPx/Pomn/+crSJmRhasE2Tx5EMluLS0tJtiLNLDcoNJ31a5n14Es39AgF2uAW9BsIAyX+m5CG8Fzm3nWv6uzxXw3rre7B0uj4vGnX9yPuRPmYNmS5Vg0Ogqf/XEWPvzOInz5kxhMun8+Il+LQuLoWLz252fw4C/+gBQC7lrvh9Plm/ZqvNrRdwUEzDnCFIBkIxOHQst8+6xJhhoy0TCPZXJdHih4K2xTcagKX34xER+8+iHmjp+FpIVMWD5ehXd/Mgsv/NOXmPDXeZjwyERMeXIKZr0yB+/87V28/vTriFwSiaoTVSao+CdcF/BEoeW5M/bToP1ecqlLLBWVB/HSqy/j5adfRvz8RKyYnIz5L0Zi7B/oZ7+ajFG/n4rP/jQF016LwNKZqXj4/mfw1z//Hckp6bjE5FSPeOnufB/HuWxmfXlAe3fIgT41PmdHh3zOg80eCzxbH9Zks3cHJ5nPJuDt595D5PQYpESkYcY7c/Daj9/De//6BSb/fi6mPjgXC19ZgnlvzcXrf30Zbz31CopWr0Z9wxW2pFqVsmocCj5TH2MtklbUbeL+Jr4uDdRpIKsuJRw9enuZd01LSW2LrthyvXRnOR7628P4/N3PsHReHJKnrcScZ2Px7vfn4+1/nY1Rf5iFLx9mAvDeAox59gv89ju/xuxJs7Bj+3Y0NDYEfE0+pnHvFzyUPOFk17ZY1NDcgLhlsXj1jdfwxfufI3p2NJZOSsa0x+Pw8j+NwehfzcGkv87HuMemM5GOxPh3JuGRB57AuLGTceToIdpDd505/pVUyO2ojhmuIdr2862ROkLxhAH0OuBZnmA+ig9KThqbsWDaHDz/8PNYNDEC8TOXYvG4WHz+5AS8+YuPMOq3EzD1odmY/uQcJHy+HK//6XU8+uuHEbcoFseOHkNrRzu73N55VlTT2wMUZ/r1klbEbizchG+J1IB8TSqzb3TxSddu9NWFpctW4eE/P4Z5k+YhcV48Ij9iP7BP3vv+Anz+yxh88cBMTHxmMiJHLcJnL32MP/7s91g0ZyFOnTzF9q2f6XFTyWLWhTo9bQbKej2+XRpUhzqMdKGmGq++9Saeee5FLJizCMsWrsSCdxPw6W/n4PX/ayLG/nYBxv95HqY/swDz34/Awz9/HC/+/TUUF6xHc0sjurqbaHZ9uZM+THuZd3fcgniD5AnBnlMFWH6sIiXP9mKKWLOqvvvH9LG1Cbt37MbYj77Eu8++j5jp8UiYvArTXlmE13/1Kd75zecY9bdJGPXoBMx5ZyEWfBqBZ/7wDN586g3s2FyGjk694I5RrU9RTXOagSwm1gTBM/vK+L+SCDtm75pkLzGr11e2epkb6GecROvWbcBbL7+DL98bgxUzl2H52FWY++wSfPaLaXj7u+yfBxZgyjNzseSLaHz5zkQ8+pen8PmnX+LI4cpALiOf07q7OGPLbOzx2/tueWC9Ztz4wLN43/79ePTxJ/D2mx8iZkEs4qcsxYwXY/HOD+bg/R/Mw+hfT8GEv32Bxe/NwvR3p+C33/0NPv/gCxyrPG7q11fUWghYu3vYpux1i13gl/P6rP5lv2qu9gFoxTQb1/Sfx5DNV/+Yl6jfutq7kJ2Uh/deZLyekYT3npmA6KlpWJO8GRM/HI/PqOuxXRXobaEt9OsHPEcXSTraLXBWzXbutpekNV+7S0OOwwue5Rd6u3wdAWWduYOscdVJ2bp0B5d0Ys9p/OVfHsP/+L/9CH//L6/gi19NxDs//BC/+//8Dh898jYqSnebsa5fe9EZ6oaQbd0mG0HEWhdTWtWtNiS1Rp3YRUzlBTqgraaN+X0afv3//gN+9r/8HhN/PwfT7l+IP/9/H8MTv3kaG9ZvNPhI/WlfTKsY3G0umDswfas0UOZQfCuk8dDWSjzgPYmwe/0ePP2Lp/CH//QHzH1+HrLG5iJ9dC6+fHAq7f5XfPS3L1FVdl7X1qDXGygUyTJ6y35Hn16wpcvLN/eRr4L0kq8ec6GJMlDKNr0UtVcv1NQvoFzCwdr9WHekGLkHV2Pt8bXYcnILNp7YhOLjxSg6VsSyEpTX7MLp9vOEzq24T2mBcPflzjocvHQU649swfqqLTjYfAzVuIprTITqyDVcP9B8GEVHS7DmyHoculKJa/qSOc9t6dPD3vZZcPND2xqMw8Rgt0uS0x9oQ7H5nVoOH/NFeb290DgQ0HymCeNfnY6Yj9NROHUXVr6bi9LpZdg2qxxxr6zEjMcXI/r9ZchckI3SHNp4xyGsLdyIFctTsG1bOdraaUMT6K0j67uhrXRsCqW/gB1vxhr3mmyDbD+CGPZ/cEru1u/ktXOi7OhC5soMzBw3A32aM6nTiY3nkPxBCaIfKEHq37ej8L0ynEu+hO79HciPyETM5Aj72y4k9a7MYK9VCjzr/swA8Gw4tMx3wmpVjzUrqZSeyjPbWawnTyoOV2HJ/HhsXL0FnVe5h3/VRfVY+vIGLHokB6tez0PeqAIcX1WJS2svYV10CQqSC1Fz0X4XWtVrondAxva92tW+wbLcKftp0H51JEnf46k6cxITJ07F2tXrbNkp4EBcJTLfL8aKl3Ow4rXVyPhiPY7kXED7mW4sYdK2PDYDjQ0txh+kgx4B7dNPenHJBga3d5dsp3V5lcKn9TQDmvWfUVaPhsmeeiywbPMOxC5Yim3FO0wgxiUC0OU7EfVSIqIfXIaUp7OxYfRWVK+uxoW1Z1AUuRobM4rNo1oiM/740b04JbHq/4A1teL8LVB4Ywqlj59VT28HfbuJunFI6q6D/L2hS60DO/buw0cEmif2nbTtsn/2RZ5E7JPrEfP4WiS9Xoi8sYX0tWoczNyDWe9PRd05e9FJbzp1vhZoz0d+OYaC5deORY3NTchcnY3YuAScPERFSJ0nerB28n4sfjQby18oQvr7a7F1wV7U7WjB4ZJjiJ+7DHvKD5hj9RZUfZfIJGkyktcXodr2862ROoKVmTvPWtpzJbph7repIDcYG/RrEN3N7VgemYhVS5Ksr7H/zpVfRuqUfCx8NgaJz65Aznt52Lt4P9p2t6E4sgArZi3D5RNeLCArYiotEHB24NmpZkgHiT15bsa3RAKBbdSng+fYKYFzTx+qL19FZno+IufGoanafpe+euMlZH+6GUseW4fIJ9Yi9aN12LPsIBr21GNr2hbMHz8H9Zf0RABDIeeYdr3k0TzlZGXR96B1F0EUSt5QfLs0qA6vbYHn0V+OR25OEXrZN+qfy5tasfJtG6uTXi1B1ocbcXjFaVwuv4bIcYzrOWXoalGewX7pbOAYajVgoH+n3JgGyROCjVPJ9o6tyzHqyAesTwhAK/vhDGG+fnWk4hhjWwLWZaxXM2DqhK2J+zDvpXgseDEeyz5KQ+bEfBzLPY3qHVewdOZyZMSns59tJ6smRRXVrwvCdqaWj7NxwzzO+L+UtTa8a2I1utAl+3e3sv122rNPXg4UF5Rg7uQFuHiQSbN+ce8I59eYk1j2ch7mP5iC+BdWY/2cnWjc24qKjccQt3AVStZsRZP3kipjRo5VB57NXCrg6Ykeyu53yq4+O1fbpX6KiVtmWz5eUXEU4ydMw57t9i3unSd7sW1JFWKeWY8lDxci8bk0rJtcgKbtV3B132XM+nQm9pbuNceqiY7uXrTqVys4PjWVmutOt0BOxhuz+pcV+oBzP/AcOIZbzBPdL2cc3nMEkdPjkBlThLO7riF5bhHWLN2Ja0dakb80D2Pf+QJnDpwA9M6dNnIX5zGy+t3cdWZ9du52X0VwuWKQBa2tPH5574yND5tEUw6lt5arXg79Vr13x+p09fRVfPjXz/HG9z7FlPsjMP0PizDhN9Mw7k/jsSd5O3rrCfA5x7S2EtzzXGozqJ07YTuRSEZVaEQxdUsqdjfHpGVt63BTSHVaTrcgb3Yhxv1xEj75/hjM+NkCzPxZBMb9dhpWzEhCbY192VYncxjl9lqa9khamH69RRoocyi+LZIy5PqT9Uidno7n/vUFvPWD9zDpjzOw+KkEzHp0Md7+0WeY8vQ8nNujlzaQvCvI5j0CjL/6KVWb99/cR74K6uEcp3c2SD77s496BLvN/KRrxbUK4to1WHNsDQ60HmA6epme2WgQ8Dmcx5Guo1h3egOyD+Vh+6XduNhXi/uaGfp1C/pk4xnsOL0bm6sI9s7uQNn5nSg9tx0lJ0qxpnITNp8px94rB7H/6mFsOl6KTcdKcaLuJBp79Q5CfQPYXHulz329wbMGy634sLRxbEYWqf5UM0Y/Px3J4zZg15ILKBpThmNxJ3Aw4jDWjinFjgWHsJ2TaPyEpRj95kQ8+/e38C/f+QX+/b//P/HWWx/hyhV9CddHrJxzjVsdcspYno9Jn05Hj370tAWoWnsFGe/tQtzvypHxaAVKR1Xhar4yT2Bd4jpETIpAb0tQMmePeyGrI5nHBDGyCZ5k0YlT57FwfgLW5GxG+xWOcka7c9nXEP3oRkTcX4z0lzdi+/S9aNrchKZdLchdshZp8atRy8R0ONLpszUYM3o68tIJIEVnCZ6jz2LFC8WIIqBJfn0TNs48goulTei63I25ExYjc6U9Vr81OpR0K/0uETq85FxUtmUvouckoXzNfvPdmh7qUxZzAPHPZiHyd2lIfrwYhxZUofdALy5vu4TUeWnIT86zFZFcf2vzRu2GndiokiVnUs2borKde/Hm65/h5AH7Uw4dh3uwfdYpxD1Uiri/bMbqN7fiYORR4BiwN2cfPn9+DC6fto9rDzdqbm1DelYB4mKTcPKYfcyvaXc7kt8uxZw/5GDlc5uxcdxBnM6oRScT6QPFR7FgUjR2le0zx+oJgwDdzDHuAQkULJkbj6gZiSaucbrDmfVMMD9bgyWPr8KKJ3OQ92YJTq44QyQHrF22FstnJbF/grFA/S2txFoPevIQE+OWAI0Dz6LL15qRlV6CuPlJaD5PhXjMyZzzWPFSCRb9aQPi/16G9RMPonoNwfJp+mb6Tkz7bCau1ljwrLxQ5J+Sdb3WzTX3mi5dvoIJE2di49rtpm+Yt6BmTStin12PGb/NxrKnN2Dz5EOoL23DlX1XMe2DedicRzDjczNDLiDcI5L51KTzC22r+UMHT2DhzDgUpK7lFqkG2LSQ4PmJ5VjybBIyPi7G+lnlqN5Qh4b9nUiYlozslbn2WJJTQ8t7OXQMVhbeZaO6q+p8PK+wBJPHzsW1E/Zxzb4KYN/c01j65BpE/qUAK55fj70xVWZOqthciUjG9S0b9xEcuBoGk7k/cC+V89GhipP47NNJ2FduwXMdQX/++AOcR7cg4dFtyHlnKyoTGatPsev2XMIXr47DnlL71TRppJhv+kbyf0U69CM636qYFEROjsP5sqvYn3IKS9/PR9InJdgYsRsxX8Tjoyc+Rm5CHtqv6uoh5ec5Xbq46dGN1NA+HXn93rxTkhNIHoJgXSh0JGRKulZVh8//NBEzH4hDEn1s6WP5WPpEFhJfTsbVcsZmh2BJ4Zft+uTsEZDYA8/tFztQPK8UM/6yBPN/F4+0v63FqvsLEPngKmxeuh2tdfZilJkeebJ/mhwWJHs2ci4pOouJf5mGqffPRe5761A24QDSXi/CxD8swKJXl6Fmr5e3SH4aQmmd7NHPJtcj6X3Tg4aA1KYEZD/pQk2bXkjXp1+taMeplrNYf2oj1pxYhz11e1F2sQybT23CpqpNWHdkLTaf3ISdtbux/couFJxai8KzJdjVUYH7rqGe9mrG7tN7sHZ/CQ7VHkHJwQ14/J0n8C+/+y5+99T9eOC5v+A3j/8Br33xJrZX7cKBCxXYuH8jquqqcLnrEpr77G/K6hFK3QUcnuDZWU+yuSt6nmzqfGNUe1hXZx86dMWfA1rcRoDY3hrc7uD+9u5edPDcNm63t/ehi8ef3F+PUS/OQ+Lna3EwvhFVK66gY2sHWla34eC8kziffgVthztwpfIqykuO4smnP8FPf/8UHnr8TUQsTkJjYxdlYZ2sq7ODbemxGrbVyvY7uezusuVa7+JS+7TUtiuT7AO528faNserLnIL9erQhEg9UuPXYcxbc9F6rhV9ddSnuAXpb1Yi9jcHUfTCZVQtaUcHwUwPE8zkxXmYMXkBmpo70E45W9h2u2zDOk27XOoKrcq0X7/R2yp9VO5kIBsdvKUrE4cqEweOl+yss5511muf2qYunbSV7kAcOnwGs+bHISt7Pa5dbERfUx9OZzYg5s+7seBHW7Dx3VO4mtKKnqM9uLS3DilRa7EsJhdnzlw2V6t7WIfs09xMZp1qs1ttuPbV5gB2+25WJg5VhyvzH69JpZ22PXL0EiaOi0R+0gajS+fRPhyMqkPqq3uQ8ORW5H14HJXJzeg814OOmg5MHb0QiXE5aCQwbaR/tqg+6tVN7lI/cPtuZRO3qx8oo7iN6yqTn+n3VgM+x/I2TtRN7fq+JuuhDKWlRxAztwCbsw7Rn+hTJ/twIOE8Ev++CfN/uhb5rx1C08Z29J3vw7ENpxE/NwVpKQW41qgnPlgfdVB7at/Jp/4K+JvH4fI3s+7Vr3bbVE499JKTbsqzufwg3v9gOvaWXURfPcv39mLXrDos/csBLPvTfuwedxlN6zh5ct4py96D95+fgJNHq42vdbEO+Zv6uYX+1srxL1+T3Uxs8eS4kWw3KhOHqsOV+Y9XPLxa14KktHWIiszC0QOn0cdxdWVDG9Le3IuZvypC0rP7UBnZgM7d3eg43Y2yvH2YNSEGW7fuNraoa+mgr9knNdqoTxv91bVxN7KZddlefa++le1ps17aSDKK9Vi9YqT26ZgWHt/E8gXzkrBw8gr0XORx5/pwoaAbJV9WIenprUh/Yid2jDuF9rJO9F3uQ/qS1VgybRlOVNaiQfJLD7XJ9v1y2hhn94U7vinWt9JurQ3UiWOnk7G0WbqwvRomYTnZZVhAfS4fu4q+S324mFWPnDcrEPH7nUh7/iROLW1BVwXnOcbqklW7MPaDmTh36pLpk27NXYoJimus0/heGxMK+R3XbybbzcrEoepwZf7j5W/nz1/G+HFzkJ+5DZ01LDvRhzMZ7Uh+6RBm/XIdMl45iHPpTeg+34ua/Zcxc1QUCrJ2ofYqYzPl12+/y/bqH40hN0ferWyuzIx3tUOW/6lv/HOp+ryVSyMDbbtr73HMnb4MuatKTKzuOd6HHQtPI/LhXCQ8kY8d007gUnYrOvd349qeHkRPzkH6iiImofoZPluPYqTqVRsmnlInLV2M0zHh9DflDt1su1djSG0wwbyqX0OgbbOKN2DUmHmoOnDJ+FrnDs49c2qR8cw+rHxwJ/LfPITaNc3oo6+Wrz2ImVNWYc3a/Who6DT+FGjP00d91EGW75k4x7IbyXazMnGgDq/vxaYN1e/ZyJ27d/cZfP7RbJSvO2hiRs3mRuSPOY7lT1Vi2aNHsGvyZbRsJJKoAc7uuIDPXpuOjesqTGxTLAiMddat+Kxc0bV/Q9lClPmPN2WSVcy6ldM4X1Occ+fIF9W++qadAOZk5QXMH78EGRHZaN7XgfVj9iD+gSIse2AdUl4owYr3sjD75UWY8Mp0nDp4RsmwaU8Xs1VPYO72tWVYx6gt6tvMJLlZ+vNYvy5Oh+vp5y8Tu+ONH3f1cMx2GrZPcHLsK5Y3kmlTXSj78vczMe+3aUh6ZDsW/7IQMQSj2W9vQd0++huP62Ge2slz2ihvuMaCW9fSjAvPFo7VLy7H0AvO1HYfuflsO/Jm78Cony5GxG+yUPS3g1j5g/WI/30ejmZWo7ue8Zjn6EmiHvpdh2ID69PYFn5wdpcMzkZuzAT8wrHK3HED2Bx/nbKBxxsfVv9qH2XSy9iOpJ/C9AcWIPm5fFxYfBX18Z1Y+/Y+TPlVNCJfTsHFHbUGL3Rx/hA2aaU8bfSNJtahOGjyZI0LssFM1Fl6apzotUHd9FlhrgCzWcu0o2GH0QTIwkSCf7rI0c5V2riz2/7AZj2xb/nlPcg+VoC9bRXYfW03Xvj8efzw99/HI8/8FX99/AE88Ogf8Pe3/o7s3bnY2bQf6SfzsKZhC+6r5+m1fbVYV7EOxfvWoKa7BoXbC/F//Pf/gJ/e/zNEJ0djZuQs3P/oA/gZt7fu3Yaaphps2rcRh84fRF33NTSwjgZ+JExPnx47Hq7gWZ3hHocRSy7u8XVkS3MXDh08hbzV65ms5yM7oxiZaWuRnrqG62uRnbkOqamFWJmSi1UZ+SbJTE8rReHqXVgRXYLHf/kBvngkEskfb0fWJ1tRNmM3dkzajYIPNmHd+O0ojdmLLRl7kbFyC/70t7fxt+c/xfiZSxEVuxqpaSVIWlWIrKwt5E1ISSlGesYGZGdvZZtrkZK8Bimpap+cwsDIMi3Ntlem49JSiw1L5vQUcvJaZCRTTsMlSCOnp61HZuYmpKdvok5bkZ1aig9enYun7v8CuXE7sXbZQaRO2IN5fyrFpH/eiEU/34W0Nw5gzYJ9WB23Be+9Oh7PPPcOUrJZf94GYwfJlkYZ0lNkr2LqU4jk9AKszCjE8qwiLM8s5nHSQUx9DK+xuvnKUgeU2W233+5TPSvYduLqNVjKPkplm1lJ61GQUYr1hduxcOEyPPjky/hk7DQkr8hH4fJtSP9sNxb+chfmf3cHsp84jLJxx1GyaCfiZ2Tj03fn4v13piIymoE6uRArVuYhI5M2ytrM9kqQnFyMZPaHlefGsl2vzG67/cE67DJY5q8jLd3addGiNDzx6IeY/HEkSpbvRt7MHcj4cD8WPbgeX/4wA0seLcW6aVXYsuIA+6cETz/0Ft54YzRWsh+SMjmBphVjZXo+UuizqemF/dq8kWxOjlCyaX8yeUX6WiynnEmeD8rXspM4VpLWIJM+m5ZahJT0IqzKYl+l047ZmzBpSiJefnoKpry/AoURu7Bp0UHkf04Q9osCfP5fqM8ftyH/y/0oid2PpbNz8coLn+H1d7/Ayiz2ffY66rMOyWkbKccG+hv9mf2fRh2T2Y7xt0zxrfnbwDK/fsF9aznm1yA5ayPSV2/E0uU5tGMBVhdsQnFJOabPScQfH3gNsyanoiBxB/2qAulMKmf/YAtm/esGrH7hIEqnHsL6+H2Y+8UqPPLHdxG1OJP1FmPZstX0uSL62wbjbxmZbIP2XMVYsGJlwU1lu16Z3Xb7B9fhyvx1ZNBXEpfl4d0PZ+DFF7/EoukrUbKyHGtn7kPcE1vxxf+VjgX3b0bhR8ewce4BFEVtxvyxMXj+yQ8wbvICpHI8JmUXIS27mABvA3IySxkLNjCWBdvU8nqy2WWwzL9PxybLjzMKsIJ+nExfUkzL5LjPXsk4Rs5M2mBjY/oarKIPrOCxabkb8eqr4/Dqk+OwJmEPSiIOInfUAcT+fSOm/VsW5v2oCLmvVWBnxClsiNuDT1+YhJee+sjEghT66iraZBVjQGoK+yVlPTKoS0ZKIfUqYDsFnAfYTmYR26L/3cTfQulll8F17UvjMo26ZaVtQAb1jFuehuQcjqc1WxC3Mhcffzwbbzw1DsmzC6jPdhSO2oH4R7Zi6vc2YdHvd6Nk7GlsjTqMguhSTPkgCs88/D7io+lvlHvFilwuGaM5tyjGmRjDbbWfxrE80ObB/rKy2e3+ZcHtUGX2eFfm6hBnZa1HdEwaHnv0NXz63kzkJmzFuiX7kfLhHiz6Uxm++KdMJD5ehpIJFVgTsQ2p8/Lx0qMf4bNPF2JZ0kasyi5BXEoWYldlcqwzzjAGpaj/Q8oxuMzJEUo2rSezvhWcK1ekr0cS+yE1rQAZaXnIShHnGz9QXyUrHmVx/mZ+MGveUrz03BeY8OEirFu6E8VzdiLpzVJM/WkyZvxsJdJf2oxNEyuwaeEBpE3fgtcemYT335hmxn1KzibWQ/npU6mMm/K1LMZQsebzFPrXyow1WJa5hvGNPs7tZJUb+QfrF7pMy+C60Zn9n8k8IX1VEXMQzhEcxytyWTeB83vjZ+Evj72OyIXpWMPYVjyFyeYbBxH7hzLM/zf6zFN7UTJ5D9YvL8PCiSvxwnMTMGpcNFassvEkjfmTfCwtnXGabPqI7SrmJacU9ZPN2b6fbNcps9tuf7CO9Ay2Q05jn5j2TZs8RjJQllkzEvHoX9/GvAkrsG4Vc7NZuxH7fBnG/6AEU/6N8ffVwyiddQQbGQuWzcjDI394GxMnxZk8Z3lWAfONXI73AjPXZCpmcxwpvjnZnBx+eV2Z08WVOV1cmeJHspc3aX5RjEmnjZTHKbdKTqUvklfS11Ly1mN5Wj5GfTEVD/3qSYx9ZjIKJ2xCwl/zEPc9zsmcexJ/x7zrpdVY8GIcnvnJaxj37jREL16K2IQViE9KxrL0TMYV9gHnylTFteT1zKM2GNa8qvlpZWY+luWsxrJs5rzU+Wb+NrA/nH79j2d7rDd9dR7Scwo4dulz1DOP46xw1XqsX1WKNXM3463/MRqTf7AcC3+8BhP/IRUzvp+Jmb9JQtaEDVi7dCsKGANyczYiezXjM2N+sukHK8edy2bHfQrtnMp4b/PnYjPWMzjm09IYPzNWM+6TpUPuBhTl70RK1CaMeyoB73xnPqZ8NxVLv1+Kxf+pAFP/cTkS3s9FZmIR8+xi5KdvwBrm9HnKvTnuUlcUMM6XIC97i2krjToEZQyuK9ey/tFf3qD8g/UbWIe/Xu1Pos1WMo9OoF6SYXM68+EPUvDKf/0AiQ9lYu9np7H9/VNY+bf1+OJf5+ODH09G8pR8lDDPzpacnI9Tc9bThzYzTm5iP5YggzgpgzJmUNf0FPpxUi63C7Fx/Q6cPlVDAC+w5cNdWjfssOIQgWc95KAnzwjg9ah5MzeqcQUbLhEbHFuNfZ2HsK26DN/93b/gf3z3HxCxcC6iIxbh9ddexPd+8a9YVZSM07iAzLP5yLxUgPv0E/hnu86g5Ng6bDq2CbX8bKjYgP/tH/43PPbKYwYgZ63Pwp+f/gv++MT92H54O6pbqrFu9zrsOrETdX0WOOv+tQXPXcMcPDvgHBo8d7R3o+JAFVatyEHk4lVYmpCN5Yk5iI1KQ/SSNMQxAYmPS0fi0gzEJKRhcVQ24mIIGlZuR9TcHPzlh6/hw7/Ow9L3N2DVm2uxYVQZthE0p7+eh5yPN2H9vL3IXbwZi2Yk48FH38Hfnv0IH49bhPkRyUhYmoclkVlMXgsQG5eLBQtSEBWTjZWr1iEmNgdR0dmIiVttOTaXyxxv2b8sLjbTcEJsFhJichAfsxqJ0blc5nI7j5yPmOjViIrisXH5SIgv4v51ePP5KXj8dx9hxeytSJu9FyvH7MTsP5bgs/+Yg5n/tglpbx1EwbQKLJ9ZjOefeBd/fvBpLIiijRhYYhMpM+tNiM43bSXGsO3YdOqRhsiEdCxOzDIcHScdsshaunXq0a9MHKpMbI+Pjs/GvLhUzF2ajpgVeewfthmRi5VRdOwV6zF16mI88PDTeO/T8YiNzED6gs1Y+mY55v5kGyb+t2Is+eU6rP34IDYuOIxF49Lw2vNj8cbrY7Fg4UrEJeQiQn2dkINlKwqRkEhbxWSa9hMSPbvfQLabl4lvpHPw+Nj41YiLz8V0Tvi/+8VT+OSVGSiJJzCjT8W/vBkz/5CHCT/NRMQjG7F6DBPMhfuxbPpqPPmX1/DyCx8gIjKZE2UuoujHUfHptFsq66XNTDt3J5vWo8lLKONiyhhFn42jj6n/l0etJmdjaXQWfZHtcaxELstAxDJur1qLz0YtwlOPfY6J7y5DJpOXrC+3I+WdbZjykyx8+p9TEfsgE7RPjqBg9kEsmZiK555+By+9/iHiklZjCcfjYvpxTOwa+nQx2ysgr6ZfM4mOy6C/ZdLXxOHzN/Fi6rKY+sUm5nOcpiGGSX8C21hJ//989Dz88ldPY8rY5chctB05U3Zj6fPlmPDPBfjyv2Yh+e9lWDf6AIpnH8DEdxLx0B/eYhK3gufnG9+KZf3yt7iE1YinfvHss5hY9pnxu5vJdrMycag6XFnw+ISlBViwOA0vvzEejz/+AWaPS0RxTDkyvtyKRQ+vxbv/JR6TfpyDjDcPYN2UI8ietR7TP56Ppx97A+9+MAHRyzIZD1YjMjYVkUvSkcD4kpiQj1jqcreyiaPjM9j/KYZj4hnj2B9LIwuxfAmTxci19LdCtpWLaPZL1LJ0RCxNRkRiGv7+1Lt4+m8fIXUuk5YZB5H92R6C5xJM+G4ypn8/Gxkv7sOGKcdRPHcPPnhmAh5/+FXMnBtPMLQJSyj/YsaVuBgmGTHytRzGtwzGt7RAfFtCf1sSRn+TvZZyXK1cpvicxT5ZjpjlmVjO5HXWgmV45cVReOWR0Vg+oQil8w8h64MtmPe7fEz613WY8+ttyHjvMPKn7EPK9PUY/fpsPPbn1xExL5nAuQjRnBfUVqw4PmjfOLYXT/+7mWw3LxOHqsOVBY9fRnlmzUnAH37/d7z10hgkz9+A4oXHkPbRAUz7ZTHe/y/LEf/YFqz/8jDWTt+FpRMy8PSf38Qbr040Y3EpAVLE0lQsjF2FOMbphHjOQ+z/8Pib4lsulsQVYXFCoYmhcezvRLa1TByTRD9IZ3zj/MA2oxIZkzh3j524CI898ga+eHMOiiP3ImfiTix9aQMmEThP/ekyJD23FuvG7kPJ7MNYNn4tXnhwDF5+bjz9uRCJSWvoTxz3jNFxjGWaR5dx3l/GeJrAeTyWbUWyjyKW5pB1nOT06+J0uJ5+/jKxLYtlnrGCtlsZW4iYyExEcm6NXEWfTs/Hq59PwQOPvISpBMSZi7ahcNIhpL64B7P+LQ/j/zEVyx4uRf4X27F2YRmmfhSNJx7/FB8zvi9h7hGn+dLzN8W3eNrIxDbKExnFWB2tuehGsvn743pl4mAdmqPFcfRtLY2PUwb5tuLt+C8X4Y+/fhaTPo5CQeQeZE7YiZjnSjHhR+sw8fvrkfBEGdaOP4Atiw5j8Sjmvr98FZ99MZ++tpbzVwbmse+jlP+xf5ayzqUJmovU9s1lG1zmP155DWMIY1w05+rY+DTEM8bEcw5Q38ebOY9+yHwtgvPtvJhUjJu2AP/63Z/iP/y7/4bXf/c+lr/J2PQQ56fv5GP5D7di9ZO7sGniPqyfux1TXpqLH/+33+G//ofv4Be/fQBvf/4FlixfgajlKaY9kydGFWJZ5BpyMXM55aHZiExkDOVxEcuoN4/rr4vT4Xr6+cvEvuPjmZssXcHcYCXjK3PdqCwspc+sWJSJwqiNKJi6Ea/846eY/ONlWPjzYnz5D6sw8V9X4csfxyLjc+bSsTuQFMncL5pjcjl9OIF1er42qK1+MtxENo6x6Ng8MsdCbIHJm5VfJLIfEjXnxybRt2iLxFVYRF9Ywj5btnQjIqcV47PHovDJz6Iw8XtJiP3BBkT8twJ89h8iEPF6ClYsYe69hOOA+q1QjsR8eTmXsYuVpzNfSiw0bcVx3eTylMOyXVcsimaer5yrn7yD9LiRzsHjNVdF0mZLVmRjEecw+XFWVAlmvhCBZ/7jG1j2WDa2f3wKW945idQnt2DMjxbhje+PRfSnaciJLaH8zLfoD9I/gnaKiClCJH00XnMX612eyLEYx/wlMoXLNBTmb8KJ4xfQre/aC5E53GWAs9iPF4Uh7XFhIcE/PTWvr9l3EQX2dZtbvmcJnzdd4XxZmYPdbXuxt3Efvnf/v+Lffv6v2LZtI/bt3on3P3wLDzx+P9I2puNox3Fkn89H2sUcPbZ9DTXdF7Ht1FasO7wWpztP49C1Q3j646fxs0d+ipe/eBGPvvkwfvnYLzEtbhqO1VWioqYC6/atw/7qA6juriFs1rvH3GPbwxk8qzOCVzWsXNzDYj2y7Tqyvq4Fx46cxdHDp3HqRDVOVlXjcMUZHDpwmuXncKLqAs6cuYSq4xdx+PAFHD96BWdONGB7SSXe+fsEzHk7BZsXncD+mLNoLmhHXWY9tk7ehSNx59C1F2g+1omy4kN4/In38B//8Sf4h//5c3z02RQcYBtVJy7hqOo9eh6H2P6RY2zv5GVUUoZjleTjZLNe03/pWz9eedFw1TFxjeETR+2y6hjlrryMo0cv4BB1PKa2Dl3AiWO1WDw7Fe+9MBFHt1XjzJ5G7E6uxoqX9zC55EB5+AAORrTg8vo+nCm/jNmTluC9dz/Drn1HUHWmlvXUouroZZw8chmnj1zC6aPVOHXsAtu6YPWhXIdpy6NG/gvkix5rfWCZOFSZ2B5/lLz36GnsO3EWJ89fxcmjl3DiAPXdfx5njtdg/fpt+GzsZERELeMAqMSFinpsj7iAyPt3YtZ31yPl8e2ojLyG9t3AvnVVmDEhGrNmxqJ8x2GcY32VbOvIsfOopMzHT7Jd6nD8JO136pJp/0ay3bxMfCOdg8er/coTNdiy5SDefmUM4uelofFED86taUbJlCokctJPfKYMWe8fxK6oS6jb0Y3jZWfx5UdTMH92DA7sP4UjR6qpSw2Os97jJ85TF7HqvzvZtK7+PET5xEdpd/nYSfra6SNijp2jtFvVefb/Gew/Tn8+W40TtO/K1CKM+WwRMuK24OLuFpxZcxXlC6oQ9UgJpnw/HzmvV+F8OlC3sxubMndgyri5iFgSj4rj53DslNq9hOPHrtKvr+AU/U7tnWJbVfT7ofA3jTvVe5DjvaLiIk6fpL9xIjh86BR95TySUwvxzNMfY03WPlQfakZV/jUUfVaJhb/YjEU/24jNn5xAbWYHGvZ1IytuA15+6nOsX7fP+NqZc1dw8sxlM+b3K84wxmi8n6CvyeduKttNy8Sh6nBlweMlx+59JzF34UpMmRKDrUUHUHewBYdSLmLV6zsw+rtJiH90Gw7Mb8Tlwl7UbLuG/KXFGPfpNKxYmU15L+DU2UvU5Qwq9p3CsUPn2Sf0vXD5G2196ORZHD5JP2DZiWOMM4o5h6+SaUf6QiXj5FHKceQ0/e7UWWw/eBSjvpyFiUzoT22/gpqtbdiXWI3cT/Yh4bGNWP7YNmwecwYXVnfh2v42LJ6agE8+mIiSzbtw5lIz27qMQ8dU71X692UTS08otjK2VcoHTjCWnrhIDp+/VbIe6aaxpGUV66+opF+crsGe/RwnC1Mx+aPFOFpyDp0VwNH4C1jxdCnm/boUS5+owMHIRtRubsfZrVexbG4WPnxzPHaWHcGlS43snyuMBxfoy2dwtPI8YwLnMMY4xbyjHD83k+3mZeIb6Rw8/ix9f2vZPrz5xidMKlNwdvdVXNnehwNxzYh7vBzjfpCB1Jd34ezKFrSx/GDhUYx9dxr1T8fOPZxfzjfg1MVa2oW2OlGL01VXOC4vsa9U/93JpvWjVZdw6PgVHKqq5br8+DxOVp7F6coznN8499COJyp5DPupQu2euYKcgk345OMpSIzIQN3xTlSvb0Exwdj8BzMR/dhqbB5fgdNJ9ajbAhwqvIyJH8Vg7szljPOc+3n+QcpxhO1ozMjPTmkuZXyT31VyLB2mHIcYFw6dDJe/se9pr7PHr6K6qh6nmSNUHGEeqDF2rgZRSdl4/+NJWLu6HBd216Oa4758Ug2W/60Mi3+9Fpkv7cbZ9AY0HmxD3vKNGP3FIiSuLMKBw2cZwygjx4n8TctK2ZCy27im3IBz0Q1l8/fH9crEXh20mZkzuS3baF1lpm2uV526jMKCbXjr5VHITNyA2kNtOJxVg4xPDiD2sf1Y/MBOFH98HDXZbWjnuNqeewivPTXK3PU9c/EaDnIcKu+Qv1Wx3eNHOHbYR5Vhi2+0CdfFlVyvYnxRHmfzt8vM8eSHV1DBY7cfPI4V6avxxz89hL//5RnkRRfh4MrjyH+vDDG/XoPMv+3H9tEXOI82on1vH/ZmH8XDv3oGv/vlg5gwdSbSiwpx6MxpxsgzOMLYUkU/PnmE8ylj6anDtWyTMY9z+hH6waFT9Acep/jbXxenw/X085eJveNlL87lRypPcuycMOsn2D/HOV8c338WtVV1OLH+LN750RiM+2kMEh/Zgrm/ysPkn6zEvIdTcDLvElpOdOI0c76DB0+wHsl1nbZuVzaOsaPKkcnHyDbm0zYch3a801bKQ06c45g/jb2HaL9Dl7Fv0wXEji3GR79aiHE/TkTyX3Zg6c83YsoPlmLNwl04fZD5MeemI/uJIw6cwfGDF3FGNldOrtxFcZ5tHWf7lSw/1o+VX1EmxhjlWf3kHaTHjXTuf7zmrn0nz6PiNH2MdZ/YeQG5c0sw5rdTkPRiHipnc76MATZ+fhQTfxeNaU9EY2f2YVxkTDxF31S/VTAeVtBHD1FO+YtyMI2JKuoqPs6xV8X+OUecUH+t3XwVweEuh7ks98eL4rCRqtJ3tAmg+zrtC8P0QrCLqEH5te3IOpaFnY07QSnxyYyP8S+/+B947rWn8O7Hb+H3D/0G4xeNw/ZzO7CzaTeyz+Yi+9Jq3HcZlwl9G1BBIFywPx87L+7Eme7T2HhsPT6c8T5+8+Sv8Lc3HsLMZTNxuO4wLvReQOnxUmw+thmnWk6jpovguU93nfXebRrmawWetc49HngW62VAelZf36NQuU7TyxW6O+1SVegNi+a7EK7MK6891YwJ7yxAzJjVKI05gbLFh3FpdS2q0y9i64wdBNOVnEgJKspOY0vuTjz95Lv4z//wI/zH//jPePeD0bh8VW9LYfuSgdzDth13k/XiJ71pvTPU0reu7xSIzZsgPXa/bKH1brGOs2JDvxlOcyBj5RpM/nwueptYyp0HV5/DstfKEfH7zUh4pBwbJh3HmaIGdJ3vRsaKXMyeOc9875N/6JRT6sqOXjgi1iMSatNrr5+cYWC9mLST7apJbZuXHWhDTDpZdRqz5kcgLSsPDfXNRtETGVcR9ddyJPxpN9a+fQg7Zx7Dla0NBDuXsTIhGytXZOHcBftGRNm7nXKratlIF8vUjumDe8im39n2mVNXMGtqFNavZsbFsu5jwJ6Yaix7ZQuinlyLFW+UYsPswwSbjei41InZE+YibWWOEV59084+Mb7AOvWCTnGo9m6X1Q/6qoxYfdzDftAvbbi+0LrabKPDNXbpzdhGfGzcuhNzZiSgJGc7wO7pOwnsijmOuGfXYdavC5jIbMbuyAtoYXJzZOsxRC6IQ2palvnOlUj+3av6VaF8bYj9zejGpmW31ha2Ix1pW40b0a6dB/D+2xNxeEcNBQCa9ndhy+QziJO//bkMBe/uxtGEM2g71Y7y4j14/7VxOMVk35Hq1jhsZ73yO41/9bvzu3vFomv1rUhOK8LSpatx6hD1aQTqyzqR8+k+zPhtDjJe34+t087i0KrzaD7cjF1FuzBvyhLs2GHfSEuROQfwH/VwfRIufxO30VYMz6ZO0w8+H5C/yTfa2b7CkHbXdXQgInop4pek2se2qNKBpDNI+WAjEp5di5XPbkHux3txPPMqei73IiUhA/PnxDJZvmLaMU2oba7Iv00spU6aKxQPTFtirpvjwsAmfqu9Vq5TEc1NbdzWE2/1De0ozNqKyOnL0XCKncOQdSGzFjlv78LC+zcj5rHt2LnwHK7tqEfLcR67aiNmTFiA2kt6s62tw9Ql+bnOqs2Y1HfpWtp7QsozVCy6SPA7edJMlORvM7Gg5wxwZGUzVr60C7N+l4eEp9Zh26xDaCpvQc2+GsweuxAlBbvRSNX1nU+qYPpB9jL+Jr3Iodq7XVZ/trEusYkBZL2AzjgFl/I3+YJ+BKCV+1opzL5DVZg7Nx75WWuNYfuoz4bZBzCXSX/kE+lY/dlmbFt4CBfWM3nb2Ya545dj5fLVrNC6sfxbfWRinNqRf5O1zhDaL+aG09/61Lh3Z0b5gdSUX2QWlWD8pPmoPnHNvBy5YSuwc0YNQfN+LH90G5Jf3IKDiSfQdaELh7ZXIWJhMgrWlKO5VTWwLuqiNhTT/D4nDnd8kx+Y9tiO4qiJoW4f17XvwIETmDR2LvaWVhrnqd3RiKzRe7HwwS1Y8MfNyPtoP86k1qLnXA/OH7qIT9+YhB1b7QvDmlmnvh/K6mwuRZvJ78KZF6hPxcanqYfL39SO5jYzN7D9Rjr5xu07MHnqDKwv3MSd1PlwJ4rG7ET830qQ9exBFH5wADsjj6DtQAdq9tZj2hfzUZi7weiiXw1oYuVyL730SfUbH/BY86vGkWKg3KKVx+sdcKFkvl029mLdJs6xfrHmDOnpveQdV45dxccPjMenP52H6CfWYvHfCjHjjylY/GIGanfRF61QJofX+AzXWJBcLgfvpKFlFyOXx/7Yzz/Trvqo/nwH0uZvwWs/nYRPf7wQSx/egLjfr0HEgxnYuqwCrbU8WaSTxF59PdKX9ckXXR+LTQzzsZGJ54VLT40H/SpYPVdaZH+2iTrgcP4JTH54Nqb+YSE2fLEfxyObkPPRDnx5fwSiP0jH5SP2RZrKfZTb8c/EYC1ZjcFNXdRJ71Lq1Pig3Jq/jE7UT9+7DtysFPMky0OMGdUW57guJlqddPRmJjZXUYv9DXuQW5mNTefW41znGey7sBej547Gbx7+DR567m8YNXMUyk6Wo5qJQ9m1cmSfysKmxg24r5YzbxMrudJzGWVntiF392rsq92DI02HUNV4HFV15IZKnOs4g1NdJ7H38i6UHFqD7WfKcKm7hgI0mfNbuaa3bX99XhjmwLOVzQxcr0OtB1juV6YFt+XgQU/hn7bJ1862YOw7MzHt3Tgs+7IYC15dirQvMrB2SjGiXo7FtMfnYeqzM/DlS19i6iczEBOxEnn5W1C8Zgv27T9MEGqBaAdnzjZmBa2M/p0coWpGIpi32nHjZkxfNcEo4JzmZMtmm/v00qhWvaiBimu3GslMzsfUUbPQUs0Mk0Fpb1YVIl8oxJzf5SPioWLEv56P9VE7cOnAFSTFJmHSuEmor7OA31SiwefZwrC2jTCsnmxs7Ml4t+ypY8BUo2Y0taUCBX4ujx85gdkLFiG3cA3qLjPL4mA+k3cNix/agDm/KsCyJwsIONOwY+UeVO1kIk3gnJ6Wg5Onz7ECTo40UiejF5sy5Nr1r98LFqkvjx07jfFjZiA3qdAEgM5TPdhOsLno6SxM++tKzGNSFv1WBkqX7kBjZQOmj5qGuMXxaGvWT1OxEtUlVh+EsR/UvYr96m7nc6YftMP1PQt7+HG/Mq7iXQcOImrJchRlbUR3XY95GiN3+ibMeTSFSUwhIh5j0vzOauzPrsT+DQcRvSgKSatWcUywBtZpxqAqCuVv5HD7m2HWp3qVPOvFdN1SXPqS9u+twMfvT2RCdsKMndaKbmyaWomIP63Dwj9Qn0eSkfj2KhwrOoGtq3fj03fH49jR06yTlvG1wT9DJpnxtvvJMMQsamxpR1buWixalIh9uw5xB8v2tiH5g02Y+vtkRDyah8VPZyJtbCFObDiJnUXbMXPCXGzaUGorcKR+YihRgqmYE6q922V1r35swvzgBLcDvuaLNSrXpn5CqJWO0UAEGhETg0VzYtB1jQcwQTiSewarPinE7EdWYO5DBDXPZyFn+kbUHWrD6qQiREYm4Pjp87iml5/Zau1c4LVhC6xe5gKXx1r3y3unPHAcuTez6gVI589fRWZSsblDfuUok8hq4FTqOSS/uR7zHliDmQ/kY9ELnHeWbMH5nTUoTFmLCaMn49zZi6YON4/wz7BeVKWlysxblrm8Vyy6WH0Jo0ePRVZKrnmpjt62fTyzCVHPlmDWA1mY89dViH0lCQdSKnCm7DRmjZmLwuxStDRz/pbcYvOPf0r62WFh8zeyAWBk2c02Rtbg9PzAxBquyucamNnuP1qFBYuikZWca4Mjc82tMYcw+/HlmPFwLJa8tAJx7yZhQ9wOHN9ag3lTEhAXl8L69WNAth5VPSiWyg+4rabdhWMVh5L7dtm0pcpcLCW5ptPy1mD8+Jk4c5hzI8dO0/Y+FI/ej3l/zMTCB3Kw6OFUxL6zHBd3nUfF9mOYPy8exSVlaGqVhP3JtMWl44Fy3C3zz5DWNU+4bT/tY6z+5KPR2F660xzYuL8NxdMOYOafCwjOChD5dDaKpq7HtV31OMfx8znBc1FeKX3A5kpi1dvdxnEjW7FA9vPLcacse/tjSSgfMHGIq83MT7bs3IGZc2ZibWExOhirrh1uwOoJpZj5x1TMfyAXCx5NRfwHqdiTUYHDm09i+th5SEtbjca2NrQSubazJvWSmWtcO3JAL55qXElFHaMfIdLuUHLfLvMP5jedheJIAlW6KC0wbccXwfOhaxjPfHnG0wmIeC4XM/6WjMXP52Lpx3m4eqDezLP6JQLV18I8WWNCpw5s63ZZtujXBwPsb5hlso3a4yGG6i+1IS1yIz5/bB7GPxiFmKcYh/+UgYVPJGF3zjF0NfEk/uliqDlJ9dOw7bpg6I05E0tUr8eKObrgE2CeI/lCyX27bPRkm0qZtTR60qZH1hzHp38agy9+Nwkp7xVhzfh9iH5lNUb/dQGiP08zL6kUdbVzHqaRTKyVarSLLlwGMNMA0nGGuS/ArsywxWJ+DjcJY3VQUL0urInBrJ6TzamOYyg9vx7Fx/Kw7cIWnOw4gYutF3Hi6ikcu3YCVU2ncLrzLA40VqDgeB4KT67G8b6j+qkqPXLdgrreazhadwSbKjdg3eFi7Lq0Axdxjrj8EufmCzjReRxrjxYjf99qbD6+nscexrW+qzS87jl7d535Gb6/86z21aM3AM/a7ZHecqyfWhDrMQOzX45v3ojH80y04R+dxVwp4/6r55vxyevj8dwfP8CbfxqHGa9EYuOSzZj74mw8/50X8cg/PIkJz07GxqQSHCk/jNpz9WjXG09VB2UQYGtpbTeAWW9A7erp4YCxCYKRnv+0ZdithyjT70SaX500+qluK59Y62aV+7ro6R3MNGgBlgCRi6Pw25/8HssWrsTJ3adxvvwassdvR+QTa1Dw+SFsWXgYlUVnUX2wBktmL8QjDz2IhIREe2dXpKCiUahA4AVfE/g91mCxMg78SP6Bn1Bl7qMrv9JTA6EPbW0sUXti9QXbqDp2Al+MHYOPPx+FpOWpOL3/HK6U9mDtuNOIfrQEeZ9sRfninThRchIHSpnYTJ+H1157EwmJCaiuqTb26ejq4ATcQzt1mcTGWsmz9XU/t6rLjcqC+0Sy2ZHK43jv3U/wydufYUt+KS5sv4zK1ZeQMWYzohjY0kZtRWl0BfU5i6uHazHm3c/x3N+fQ+qqDJw9zezaVkW/Za10ZPm+/dy5bFpXHzjTmyb0L9Dn6mwdZX/9W9e4WxgrmvpasWnHVnz2xRiM/nAcyop34vKBOhwrPI+Y13Mw56EMrJ96DDsSj+HUxgvYmr8Vn7z/AV5+6TkUFOajuZlTvtoJ5W+Ow+xv6nszKXh19yomaN2z684du/GXPz6OLz+ahkObjqFpfzvKIqoQ8+QGJL2yHeXzjmLfioM4V3oR+SvX4NG/PIEvv5yITVs2oqGx0YzLHlbY1a1fFJZ3Bz83k82/ZT+3WxbcJ6pvbkbM0hV4/qXXMXn8ZBwq34/6vU3mpWHzH89E9mc7sTPyFPYnV+J06SlsylqH155/HZPGT8WJE7ogID9jRbSPATLsG6tH/7aCn1uTza2beYZs5hSJ7LVllupzc0wPZ6RONPU2oaG7EdPnzsTfH3kSKbEZOLnjPM5vrcWa+Vux5JUUrHx/rfl+45704xw7TVgyKwp/+cuDmDh9OvYeOWbesOv637VhHYvsLZTUiMPmb9JNtx91W5u6GX8nqfjatWYkLcvE60+8i6zIHNTtuYor66+icNwOLHliPVa9vQsbFhzEqQ0XcH7fBUTOoT4P/BXz5y/A+YvnTR3dTCDaO9spL8ewkglmr930v6/C3y5WX8Crr72EV158BVsKtqHpeBeq8huRO74Ci57MRcYnm7A95gBOrzuDwxsr8Plbn+ODN7/AhvU70NTchdY2xmmTWXq+pmWItoKfW5PNrMtWrFpJrOxmfY5OYG65cJ0L+bpW5YItXNldUYH3PvoQ777+PnZv2If6Y23Ym3ICkW+kIuG9TGyK2ImtCbuwdzVjwvpKjPpoMl599V2UbC5FXbt+PEWPFaoxVigTyefEno9LJpPcm6Lb1S/UR/7GylShMmlvDrW/iAqUbNmGd975CPOmzceBkoNo2tmDI8uuYPmr6xHzdCE2Tq/A9mW7cLq8EkWZxXjn3U8xbvIMHD95mjkM504TDESqLyiH/E58M9n8W/Zz/TI7UtVnBFNEYvJvW6L/dm3Hrl146MG/0e6jsGfjXjQcbMXB5BpEPr8B8S+XYdPsQziUegSXyi5hX3EFXn78LXzy4VjsrzhqztcFrI525mjm8QAWGN/oL0f/z43K/Ps0n9pusH2rem39/v43TGpn4rhmYwkeePB+/OiH38Nn732G5PnZSJ64FhMfXIbZj2Rh5UfrkD6tEGviNyI3sQgP/f5R/ON//5944fVXUbh+Lbtbl7VZpezkb8drS2VWHs3girpBaYOfW9XZfeRv3K9cxOQI/GN7ehOzhpUhll2qvIyPnx6DuC+ykD6hDLHvFSNjwjZEfZqGE1svGF+Va3Wyjjb2dbfqHPS5fdk0+9oLtF4f+O3iOkfb5Na2bnMRQFR3uRmpcWsx/d1YzH9zBYqn7kX+6B2Y81w8NqfuQltDh+nPbt0tVx2e3hwCdr7kPrUlNniDbMCzzvGxMVlA19vV2b+PNmcjDR1EcSYnZAGB/e78vZj68myUx+9B7ZZruLSmEWnjS/HSzz/H5DcicPZAjZFVfSesZ9apg+5cm7eREyMF+tEj/YqQfmNdcVpL/eqD2uvP1i/8HE6SvupCZVjt/NTjKhqJcBv7LuFs21GUnl6PvP1Z2HJqM6oaT3BPHfQa7Iu6O321All7cpBbkY0jrft55gXcp0r0oq9mJhlXumpxrO6oBdBH1qDwcD7yj+Si8Gge8g+tRsHBPJSq4oZKXOu+iua+Jk4WLejs62QwZ7pCC8qYXx/wLNa27Uyx/RF/rdNJ6Rxirdtt5+isS4lGF6c5XTlTtaQLZ2rx/muj8A//64/xn/+Xf8MjP3wBo54cg1/87z/DP/7f/xl/+YeHkTE/Cz36EXhnDlXF8yVDDx24jRFES7uLwZTttHd2cLDYRlRmP1rXUBhcphBnkksnmMju9FbdkV1o724xS9H8eXPx//p//D/xw3/6IT58/kNEjI7BuMcX4e0fzMLkBxOx4PWliBoVhxlfTMWffvNb/G//67/Dgw/9Bfv3HTDnm2rlnY6Nnbh0zE3bssKTYyunXfrLQ5WJ7fH6aE0/v9Shixl6FKSFJUo2SadPncErb76K//0//Qf80z/9D7z17HuI+jwTMx5Px1P/eTSmPBSB5Z+vRMzE/z97/+EfV5KciaL9D9z37u++3X27b+/VOt3dlVbalVntzkhXI7saaSSNkZnRSqPxs6PRSON7ZrqnfTfZZNN7B5Ld9ARAT4Cga3pvm03vSRCgA0iCAAiPeN8XkVnnVNUpACwUgAKYUQicrMw8kRGZkZH5nXOqao68+qPX5RN/+CfyM//qZ+TLAGgnPnCPn6LvufDrRxHQ/x18xAljbrpl6hXp1nseOck+nxfVJ7HPzl6+IJ/89Gfk//h//R/yxx/7hIz5zgSZ9v135YeffFv+/rdfl9c+N1umf2+xzHpptoz7ySj5rV/9qPyrf/Ev5Rtf/aYcPYTxca7QCXDW6Z4T6q9uTPtx4Dvqqf9SY45/uioAFHY/kaaOR4g2zfC2NoDn3fIXf/VZ+Tf/57+Tz/z+n8vbPxgrC19fKj/4xGj5yi+9KhO/uEJmwp7JP54mz3/jO/Jrv/Sf5F/+y/8PNmZ/L3fvuMedTXS006C/MY/M9vGW6kT6kr0NueyL55GtvhKEdbQCaDSh/xj8Xcwg7d17QH7h535Z/vU//XfyV7/3VzL9BzNl5t+vkO/+xlT5zkcmycy/Wy7zfrJApr80Tb7zte/Kz/37n5ef//mfk7dGvy63avi0A0USxNiXLtIAfqlFh17civd5tm6955F7sjmqT2p40iTTF8yTn/+l/yL//J/+E/nCp/5S/Wri1xfK3/zCj+SFP5om7/1gg8z50Xsy4fmx8vd/+zX5v//1z8rv/d7HpWrzVsQyCAF3Yi7yZyFMLP2jf7r5PMYrHnWQ2RaHJzXmbIfRr00XyBb43SP43Vvj3pR/9TM/I7/4s78k3/rr78ncVxfKG18aK1/679+RH/7RGPjaCpn+k/ky9fXp8onf+yP5f//v/5v88Wf+RLbv2ysPmggyVbRrg4wG1bepk2WnilL6kr0NueyL55GtvkqjP9MV2BTjHJ8bB7XCB2dNny//6p/8W/noz/66vP6Vl+S9FxbIG382Vf7+v02Utz9bJlP/YbFMf3GmvP3CKPnkH/2p/LN/9k/kt377Y7J1+2aVzYs0jc0NqbaetAK0tTUj1btuveeRe7I5qk+qvXNLPvvXfyb//F/8M/n93/i4vPEP42TG8yvkzf/5rvztL74or//FdFn4k6Uy64UZ8sZ3X5bf+JWPyM/8/35WXn11nNTcfiDtfDqLgwNxXQA1XbqZLYS/8QWZ+Od9WhNE57pbZIOWz407h4ojdOD4YfnTP/tj+b8Qf//2U1+Q8c9PlUnfKZGv/fYP5au/+W1552tTpOSl92TGKyXywt+/Ir/6ix+Rf/Pv/r289OYbcrPuTkoLJR6cO0AlPTKLSZsBmbb4s3PZF88jW30lCqQRYO6D2tW/RXbuPyCf+JNP6hz/xl/+ncx6/j2Z8+3V8qP/MVm++kuvyNjPz5MFmE+zRk2Ur/3tl+Vn/u3/Lb/y0V+XfYcPajwjd0FWF9fRWJud2G13gE23TL2ier3nkc0+tsP3lMufo2Es5RrOI+uQDh89KP/x5/6D/H//yb+QL//Fl2XaS7Nkwjfflb/76Hj5x9+cJtO/uVwWvjhfZr4wVV78xkvyn/7tf5Ff/eWPyOr1G/V8faQd/7gl62iBDXy2N6VTbt2S8+L1+d+GgWy9D6LPxcZfGdTW0S5bd23DOvop+flf+Fn5g4/9D/nRV1+VmS+ukO98YqL88BMzZNo/lErJK8ul5K13ZcIrU+TP//iz8tFf/0354je+Kmur1gE0cS9gPqX/fDu+Ldc0d5SMqrbax23xNuSyL55HtvoqFXbpVHK3jGlmW3u7tHOTDaq5WiOf/cO/kc9+7BvyvT8bK6O+tlDG/+Mi+dP/+gUZ/cOJcvn0ZexnOuFf0IqytM3stp5WN7+n8eNAvZBlfeIzXf+0o21iBNKNK3flnddmy1/+3tflLz7ydZn27aUy7/ur5LP/9avy/FdfkpNHTmk9TitefG9rwSoFZmxHc+pPPGraMYuYnc7eVtM3246ebI7XR8yCMs1YC9rROHHb2ROn5bXvvCpf/B9fkRNrzujH6dpOiyx5a7v8yj//uHz1k9+TMwcvQQuSOUoXxqv9CXwD46i2kaFoOz+mBzzThvnhATM5Exf2xIUkDhu9nTuqFqQaAY2bAZDbAaObAZCvNp6Vnee3yIbj62Xz6W3AwLuQ3ioVJ7fJ9gu75f0LO+R03UmcdUceg59r7ebXfNmL95AJiq8+vizHa4/Izss7ZPO5TVJ1vkJ2XX9fPnx4UqrbbgCtcxOMbXB3M8BzMwKTORCvKgw/8Gzs9fbg2RNBrSeaoLbpwtmKif8EzsILBnChjm55+KBBNldsl//1t8/Lp3776/LKP46TOW/PlTE/fFvGPT9eymeukZsnsFHmCgsH6+aizysxnPyUg0iiiwwKGfz1ThQAW3MLAEen30THGecn5GHZU4ZFeO/ITDcjNJ8bcyxsnQTPWGQgf//+PfLmK6/J6JfelFnjZsiyOctl0vcWyo/+eLpM+sZyWTl5naycVybzp82W8W+/Ka+9+hOZMWuqXLmCyUSxZJ1P2lE4ulnky8B2sNBkzEWNdtiGOOKkPLLV1z7Cf4JnfvW9BuEnOAdAugvt1j+ok9UbVskLr7wgz//4eZn0zmRZOW2DTPv7tfKVX3tV5v94uVQt2ixlJaWyYO5CmTx1qrz+5quyeOlCuVF9Tce9m+OBdmzhRXvoozaOueqWqVekW+955CT7fF68Pt91ye0Hd2TuwhL5znf+Ud569Q1ZMmeZLJ+2Wt76xnR5/s/ekWk/Wiyr5myQ5bOx8M8okXFvviWv/vQFWbZkqdy6WQM/hRxeneUFH/quttNf3Zimv+HIecJ5Q//SiYKB1rHHwIA7AGKaAWLaEGM6ulvk+u2rsmjpe/LjH/5YRr0yShZMWyBrStbJq1+YJN/+w9GycvQmKZu+VpZMXyrzZ8ySsW+/Iq+8+kNZvmKxPHr0gE7kfA2sl2Tpb2iLl2p9PuvoIW6HtyGXffE8stXXlQ12dbZhsQZ45qLNx13tSnC3XL1xU6ZOmS4v/+gleeuFN2XptKWyevxWGf3XS+XHfzJTFr2+SsrmlsvyuUtl4ewFMnbMGHnjzdekYtN6efiwHl1F/2qFGZjn8Ld2pNs7WtAG5328z7N16z2P3JPN8fpd0oK2D354XN6a+LZ8+3vfkHdGvS4rS1bKklEb5Isf/YmM+vJMWTdri5TPWCNLZr8nMydPlpdefEmmTJsup85gpdXBh1TMxy7MR32b2Jbnvurm89wOH7HSfI3MZnHkvEVdQucnWJ/acWzqapDdB3bIqNFvyY+//4JMHjVVVpeskZI3F8m3P/mSvPT5cbJmTpWUlqyWRbMXyYSx78irb/xU5i8pkbNXLsqjJxgH70vaHtvlLXUGcurBWIEDy/UVt8PbkMu+eB7Z6tMgbkq6uFOHXZ1I8yIq11pu3PfvOyyvvPCqvPS9l7DGzJQ181bLtO++K9/9vSky7wdbEas3yHszFsmCWSUyefIEeeX1n8qEyePkFMaV8glcWlqbAMixBgA0t+DYBpDTobGhZ916zyP3ZHO8frc8anogS1e9Jz999QV5+YWXZfbEebJq1iaZ9r1V8ne/O0qmf+89WT+/QkoR2xbNnC/vjB4jL/7kVVm9epPUP+LHhtjzsKkNcaYZfcZnrBPb8txX3ehLkG4Da6wXtt3YY55aXLAYwN+fb8Yaca0GsW3JfHn5pRdkwlvj5L0pi6V87nr53udelu9+5kVZNmaFbJhXIasXrpOSqfPlzVdHyWsAzmsr1kldIzZzkMvtO21I+be5hLZFtnXB/4/b4m3IZV88j2z1VThNwaa+sxVQCf6mF+9g3/mrV2V2yVz0+U9k+phpWHdWyYqxm+TNv1ko3/nDt2XhmytlHWxZs2SZzJwxVZ7/6Ysyavw7cun6ZcSxFvirgVj6loFltgv/hny/tvakW+95ZJOhP5WqzPbacAQwwJhQD/YpL4Jfv3VVxowbLT/CvmDK+MmydB7A5Zsr5Cd/Nlfe+vwKWfFmpaybvVZK566Qd2e8K6NeGy3jxk+SE6c/RBvmFbypoespb3bww5wpnXLrlpwXr2+j7pmjYoNOP+D40BdcFpLcM16/dUW2vc+fn3xPVi5fKpvWbJGtKxEbvj5fJnx3jVQtPCh7NhyQvRX7Zfv6nVK1frO8v2OnHDp+WC7fvCQt2AO26dMBHPyoOWW+xz/qxd0W95Smc9wWb0M8j5yUR7b62gD30nyCizc+OJXQHve7rfp5KJG7t+/I17/wTfnIf/q4/M5//px85U9elO99frT8j1/9C/nu15+Xk4dPoO8RD3lHEzpSy6S2nlY3yuEOmjKZ47rB+oRD7QfHjQX3/tT9ds0DmYW5/omP/ZX82r/7ffnqJ34gP/rrUfLpj3xevvjnX5P9ew66PsUB57VhnhE88w4uz2eeloOdaP82g22Ni+zLtKMnm+P1aSuttThH3LN3xw7o+jfyJx/9pEz80Uwpm7RNVkzYJd/7n2Pk5/7Zx+Rrn/2hnD91FbVp9xOcQ8a8hi28IKA+SnkwpgPzog1rVns75iH3giCun4a1aHPvXEjisPHBGkaCFuDeNiDeNqDZls770tp1HzvT+1LdeEVO3j4pB24elfcv7pfKUztk54WDcqL2Q7n25Bo/4IzzHwB4AzxbkKSz8KFKvrDZwKsOrweoWNtZLdfarurD2/fFvlyMIJt3q6kAH/1lh3EdsQmQ3QGeh5ZsUG1g4UBZbANuehrzPftHgYF7z7uRdBb7ZgVDwfqIty7YRnt2nZRF8zbL+ZP2GbM0YlzgN8tAblcrNsZ8ZhsE6ToOnBh8tSPwM0Dr49UIKFwAWG6u3jMDcisT1KjmNMfFKx0rOq8uLnzUvhV14EjtfPSakSGdzuy4IaVjD8i5rfXmeVnEice+QVLbQIuwDRHRMR0DdZBNZm0LdZ7tarQd4/lJeWSrzxdDQWq+UgEyNjddCL5cqLMI6pzf/FAW/HSL3DkJAJaDNKhw4wD92Q4XfL63wEO9+PI6xpl5fPl0pG/03jPzctkcr29zk58XziI+YlN1UdbM2CuXDib4WozsYwgEY+yXeLte3zjz5fWJ9EjSjazBXAfYDQZZfcHGg8EBraMWNlKMHQAzgKCqVyZVzN8jc19ZK100B6dHRE8m8z/GQtvhGx6dv3FD6+KRtq8q9dXf4jbH2crUPi4AlAn5fJyfG0ta1oJ5mTA68vhyp+xceFM2zT4njdey51ZEkAcfawNY1r6END7hwE3nYPubzStGD+vC+CA8uNAmU3+4Qo5tPGMZViGNbH6jVxireHGQPoAxsAtR/dPN57F/7GoZx4PjT2bjbMv6qg3+RfDMBZKXheN2KOHtg8uPZe2s7bJl8d4o9KVV69QLCWyR4i3E0AHoa3xmkMw07GQ2ygsV3yiFT4l0tfNRP4wL/EPHBm3xLkESnd9zE7HtfbmwBfY2u8ws0pVG5XMNeNLSLE1PGuDPtBItYB6ZT3kd48w8vnw60jd675l5uWyO1+fc4QWijBkEEy7sbJRFo96Xi3uqXWY60f04bIjU6CN4ra6nNhCF8Te+IIvdrcwBRovxsUd8YzmL25Boam/GmfS3GLEQp62aUyGbFuwUeYj3DH9pvkZiq9iHYUPaoZ8Fo59TuDqWsTkh/jiG1DXTFm9DLvvieWSrT3mUywsPHa3Io8+hvBX2Mr5lUtc9kV2Lr2JzvVs67lGxbKIE+hgN5U0B+pY+nYgS8z+W8z1fPFLHOPsynyZ7+/x7z8yLwLOPm/QrxlYF0kxDH35ZUCY13GiVitln5MCKu/KEN9YSYhuzuCPgHGzjhU4+hcb1hi0VyN84quwx82vqT3+jn4G5r3IXh3UPR19ELWOmjR7WtEnJuM2ybcU16cC2LUUxm9hSSye/4Bc7fvos5j8aMx9jPTL8zvyMsYdsfRjp73XnKzOPx0ybyWaz+puL35pE83xLJfhNyBw3xqXKjVUApIvkW195Tb73tdGysmSzlC/eKHu275MHdfzsrXoSatvaldRW7r6P55GtPv2eey7uumg1px8KrE98V/OI9xh2aW+BBkjz89sXzl6TpQtXy/PfekN+/HejZd7YFVI+f4NsWFUpd2/fxUkgyuM81jTnsyVJNr3Z78y2l01/fyT7/vb2ZdrRk83x+kzTWjuyxVs3rsiqZSvl3RnvybtTl8qC8Stk7uiV8sOvjpPPf/I7smz+OnlYbxcsO9qbgI/4DZyMhdCMIjCInBOMvy7DHY0JnAmquY56XNgTF5KoAWYRQi8vdJo/d3Y3SmtHnXIXIDH3p/z95ztddXKznYi3EeG6Req6G6S+qx6lj9BfvAlUL8+pRNhHPek2bXjxrjIBtP8ysAaczrvN/HYyfj4asBm1MBA0MNLIHKpoiQNhrtcTa7DojWG7GYzgyUFAPzBc03y2sm3HEf0d5WNHL5tYEgvYV6zEu2QMhroQM9McRSdIv9lvfl04oVzqoO1ac/pZBbWDdexrnAzMxAbQ+e2xbedl8YQdcnrXXcFe1BEFctDtrphOPdeOfp4WAK27m49qkfnIIzRBmTImDRc4e5SKzHRmHiWaLRYo4i8r86NAZloN40Ktm1kucRb4bFzYxyAUndhyVyb+uFSu83MbjqwlZzCOfMXbytSDNZlrNeMvX2bnp9sX2WbMvHSbo7x4fYY8jhCDOd7jxRZIbQ0AZxuOy/LZ2+Tc4ZuWrUWsYwOumiDP+p4SeLHE4EBc3/QX88xSs9infX/E87TBiPiW7uEZfmEjxMBtfmZM/2GFdNq4ZJdMe221PLyGN6li6tsEtvPp3VG7rOTnI5lp5JkRWs/09q/8xlQJtuhnxsE2JtwmdyAm2iUoU9c1DKq/2iKV716QVbOPS931CM2YTG+cf8dXfrr5tL28jMxXttwoL16flzn4RVu8Z8uZY3GOdP9qs4z94QLZu8Y+1oBCEDXg+DCWcJQ5OlyUsNHihSxdTKEf/Lj/uvHFRqPxzWL8Y3Sw7Q9jm22DeGYa4W31uTuybMZ6qVj8fgQ2nb/Spi7tCW4zzMuMmKLvEiCRnR+79m2DE395G3LZl/mKbOZaw92Z71VvEX1Nu96T2i1yeu8Vmft6lZzdibnCPQ3I+oJ20ApTMnqxJebwGH8l5fHl61s6U9/0F/N8TItiWVI85GV7XuTgRzqQgxYwAo0ip3bXy8w3N8ipvf4xQZJFfD8KvNxk44t3ugBBw4L5G+VQHhpS5jhnjD3LXRWOlHleI1IcAOcbJPjXshmrpXTWBmm5i3yawc5MEc97gvMtxjHCmB+a/BTrP+ZbfDed47Z4G3LZl/my+rpZZb8xvmHe0tP4smjNWmyPOoFgUhtwS9XSM1IytkIeVzNGkOhnvNjk5wzkuf/2YpoWxPP4Ssrjy9e3dFxf/y56MS+Xzen1aQt72/rYxuf+9SYpn30E8fqcxu042djS17owQpx/PBvxTWMc5AAsmF9n+7Yx8zhW8VeSbkzDn2E0med2A9xyP6Vffd0Jv+HTfLxTydiqvsg9GH2NAczmTt3dZpk5YZ2sX3ZamvgJJ2aTaQg7VJOM7dSJgJhgBhbG5o8y20/VcfXw39i/mM4cv7h9mS+zWeeVzi2w04/Ns686YBdBjO5L8b6psVvmz14nMyYul6YHOFcvytuosA/05obK9ZzeVnoeXz3rZinGXEZb2k9dTUdlm3qaRhdBF/zh2MHH0FjU2i0bV78vC2aUyfkTN6WbXyyn/YmKZI0jHFv2A49owbERj5RlbC/VIpXO1Df9lWSfz4vXtzz6Jse5G5iku5NP02Ks21HyBB7SiF6o75DKVcfk7dfmyN1bdjXGwDHnCeIg9vn600N6oZy20U9ysNrrOk2ZVg0OsVXOeJv11BU28CIlv3UO4KZb4y9vILchgrcqRH6E2g3gRqS5QnHH183FtasJ4DnmCJSHrkQ1VrQvAiMON36MnCaINOBMp9Y+oCaMnWTKKVriIPkBy81+cHvklNGc3Fi6IZquYeFFZNP2gzJ9TrkcOHxOvxKeLeu8UJ/xgwZnI9hzHV848Azt0Bi5AzIJmjix/ThDfQeeWZPhkwGCix6DMPWBftSV9ZE8uP20lEyqkuN7q6WNv8MBsquQXEbIDDLIQVv2CCvfccmlIzZpHd32oVwXBIjQxQT9oKzpzDzqp6MRHeNpyoEe1NaYgYAjwK2UbT7YJlNkPpzBIMinqw5ur5XRLyyWyx/a3QwCe1pjVsTayWw/lodDr8y66fY52zSPx5jNfJ+W5+q7PI4lwTPt4IUtbmlIjQ3tsnnjQXl3ToV8eNQepYGCaNs2MVzmddsNXcxH+eLYsK96t4M2qO1kn07IU+LBM3RIsRbzn80bz/HFWEnriaxetl3Gv1Eqt6/REOawFnyo+zEsacJZ5nOMU2ybQd/mot/QMm0yVRX8S+kaT2fk4dAjK+nqDj/BZokexVBKD28E+5nABUgvjIHuXmuSNYtOydJ5B6T2ZoPmUWs727y2ELop419PMrKOPeRxZJqgH6P9E1jXjthPqr32WN740VzZvvaIvocx6BL6FO/w0jPN42zbDRsxtzyAVr/uZS7Yl6Bk6JShm266SDxkcirJ+rY9tP5mO8hnIRtg8MDx6rlqWTijXNYu2aI/CUXq1guavDZtC2nULhmSGbvVz/ikDhZR3sWCjVDfGPVSesfTPeXxmJVHNis4A2zm2gUNi3AWhdGjaNT87eS+izL9rQ1ycvcDaVfwzDWJ32nCkeQZlM7cdCYl5ffI+JdoS0Ye+z075sV8AEd6DIEzL9YzuuEUeYLuPbrnjkwaVS4n9p9HDtulzYyCtIZAxgCN+hrPw9jYGBn3plvq2EMexJjBHBAOMFqOYg37nZWsHs/hispY1YktVzc3ZPQnUBf8672ZZbJk1mppvI1zmc3zuDhznsCP2rEh60I/dKt1nIW0B22qUqxsdf0FYt2kxu10OqQdk/J4zJFnYI/Ryc9ipti79tQQRwDVpBF76LUrjsu0cWvl3i2bPNSdXwnJEWLPcJqhamEY/xJtScrjMTEPR6S5F2C0os/RLlLNjQZZOnefrHnvJOK2fQEqPZN9wdWU886eKbC4Twt5gVAvSGufFSa+kbW+noMZC7/gjQj7Wmn4nt59hn+jAkE7/bET84arkF2QFrlzr0mmTiqXVcuPyaP72gDOgT1ge1yW+1iLK349thsP9C1XUTm+Vtt6nalrmg258njMyKPfpgYVTal+0JM3dfixLl3z0dMo1Z9oWrgA4HnaCv3JzYigE5+exHqbasO3Q/bpnvJ4zMrjK7Kb/aUFTs84swinab/qlxY6qty4UxbMLZOLZ+NPBKJiqm85Bn1jxvh05itB73g6fuwhT+MH1mdri3OBHNlBYqjZUnFSxrw1V+ru2c8dct9sMZALDY68sOMuCvAErjzet9LY2WRtkKHEIBFbpdbEKXQ97QCdaMjlkxd6EcYiH+c593Y2s+L7O9SjrR1tAM9II88k027I489NUQCBsrFt25mjmz54OR1dz+H5nLNkvi9a0t7qlf3g9sgw2hY4bGfgRBwM5lh4IXjeL9PmlMq+I2eEv5GnXYujxQsELw4CalOOlfoF39fJnzkpKJ1MyTpBaJp6jTXH91oftc0lDD4aEFEhVhfJ/Ts+lFlTN8rBA9fkCR9PQTYfq7ElhNs4bhfsTGO+p59wqbH7V9aClevkJUOQsk9n5KV09MeMPNahPMqly/slzpY5u8BjULpbl0jdAOCEPTtuyRsvL5TzZ+1LmqiZC5HRGLGdzPZjeewXJX8kZeSxXk/2ZR2T8tyRdtLb2JNc8m3rKPKosU0qK/dLScl6OXn8srWLF72QM5h9YuPh+8mstRxHkJ86xtM84JjYDzzG0qlzPVO5OGs+/mHumDX0GAtUtgxEVLpiq7w9apncukl/5KkGANo0jPn7oXahQ/1bZXGUeWfaNp62NDhV2CyZupJ9OiNPK5P8kZSZpyfZpsNfHuKWhVte+0QdbNNNCBegbrl9o1HKlh6XdxfslRu3+OVMfgzsP7UsnG7460FG1jFXHpi+YrOXiwivuZru1Tceyys/mSNbNhy2JlGZPtaKmvaBH5t9dumKPoiFHsJ104iBUH/GoKWO8TR1iOvh0wl5af0QI1/k2W9WOa8pn5kqw6WvnK+WklmlUrasStptD41si+30KV6E8u2m9NUNJe8sPnbHJyiHD7rylL6unbjeOfN4zMjT+Q/pnKveYxhVrY+jZzjMj2xHeezABZk8eo0c23tf2jSLcc2+y4RX0zlnIBYNOCbFj0l5nhLKEm3JyNPx5TGeTjvSh2gXIX4j/tNvsCUDHju0r0YmvF0qRw7atxzbytKkdZ84q+Pg2YNNbd+z0yNJt9Sxpzyw2kxGCxF4psNwrrMikjyAubntJAgGgNZ4xHgA6kT1BbNXyrtzyqXhLoxzIdgu1sCnujGaQNjqT2hDL4AiX+8+oqOMaR/G292N5Lkpe52uqXRPeTxm5HE82O+MbrZm2By2F98ZeLbVUuTBQ5GysiMyedIqqb1NvXk+L9JwfHiO9ZYSC8mk+DEpz1NCWaItSXk85sijnbTRdrZ2IYZUXf1IFpXskVVLjkkt4hxqay3aa/OOG2jbYXDesU/YK+wpzlP1ZzLaSh3jaRx7003Tacz9Jv0M/qKP/cHv6C8QxnJemKQPdnZzm98EXbgJF7l9v1EmT0ZcW3lYHtSjIojyLQbTX8iUzfXKr1npbHEwYlurYSvlkF28S6Uz8lT/+DExDwnfOThP3+IfHyU3X2P/d8rjJ10yt2SVTJm6FHseW/dtx8k5gxHhHVNnY0q+byN+TMrjMSuPcZL7Csq1fbrpikYy2H921x5HtknNT2Ku3bBF5sxdJqfPXEe+ZquMLCyRwfax0AzmniPFXFPdviFT73g6fuwtTzuUunHN4z6KT4xi235XngAA//RJREFUntM2lPGCxcb1h2XUmzPldq3deaYeFgPNL3m32t9dZ4zK9J8U4zxyWieixHhgiS2l9gJUgeOijEx9GtjGhzObc5xrC9cZHnW3xg4j2FbA151x59nZpAsahaATGCB8kLBrHmzd1eV5mGs6Z58Z8Mw+sInFYGV3eNkNdA2WiP7G4bQ5K2XP0TN0K+0allv3Mij7icnabBfaoc9TTt0PpnxKJ7M95mkT8XHGe62vWbZQkrnwK7HAJfftPCXTp6+T/YeuSFOr2WfLKZcULqRmheWTDVpY8IsCIMtYJxVYe2HV2evOYzzNI4gq+jYNKNoSF4FnP725BCIXJ+zcdVNefbVEzp6/gRLqRGswdtQr3k5m+/G8PnKSXfkw7aQP2aaZvcupjQ1MU6tsqNorc+evkeMn7dFGeqfddabFHCeOr+8n5tBv3eAm6JzFaD/xmJmOM/MzWfOZYNumEUeN/uNPIy1fuUXeensJwKbZyHIDz7z+Zw9IWxyiJAMXFt7srg0vaLHUN5nUn0mcUqJHxj8sZpzp1IKt2QOaBreol24+4IM84XZ1o6xcfkzmv7tHrtY+Up04BjrXsBBSpP5jgdchfvTpPnKSXU/LnJ9mAXuTcygCzzduNsjLL86UqopDeEf1rCcMPHOUOBL0Ptty0xMZ7bTbKBsD2hMn6ZPEqkwCMTvOtIUUPy+evnzxhsyZs1xWrKyUFttDQ1tGA4wmNnDcuPj6KT25gVFfewxuBPPOEAqo/1PY0CtTV7zo3xaj2K/ammP9mkfkc57z6n+3HDl0Tia+vUqO7LsrLQh87HsDzxYPoR4zC8aJej8tQw7njXkRNTU9GzGFDuy/Je+MXSEHD51FDv2SPsY7m3HwzPjAWWXg2YSa3Ky28mQIRoIaUDOLxAaiMVNsoJS1LhKd/BKdbkaGCDy3o3oJ9gQL5pXJg/t87E+zcQ515qYSo4nz6HtsgzPL9lwYRbShF6G4kUY+e4sb3RR4dnr2hzlXaB1b8HsCg4j8z1bZy7aS0qL7Dd2yYtUhmTClXKrvMBLyXD4ZRABNKSDXL4XiJL2fmiGH2lm8isDzTYDn9xbskrJlR+RWtYFn+/AKa6RvpDkPbXTsP+dpwf2NrBnUjwDFX1ixdYPtEdxw1Dq7CevJ5msEz5OmrJSVZQek7gE9iOMLH0IQph+ZsirAGDLTQDTk0P/IFg95ZK9BFk8nM9aRfTozrzemCjRS28VJ+CNzH0w77M4zVxJE2haA5/nlMnnaInnUxHKei/M4Ml1g3jVkHmVmtpMPq27sNw+e0eco0Pw05rxEPZTxQga/H4nUDgXXbtgqs+ctlw8Bnt3XGmm9bDyRzmmg2bFeNEu9Zx3XfqbeeTCHQLtS7UEMVfDM+YyVHBWIKZ8g3G3YcFDefGuG1N6Og2cfC1GX35kBGRSkTwBh5KKjSyubndZwJg8s+T7zvqZ2xxllhu/M283zbcZxrFVF1rMpAvDs9Y6xOYUFbHskBQajwPWN1UtqnHlFS3HFY8ZmsDl4LrYgyc5llxKE8HFkXs2wHuJLZAvA84zZK92dZw6AhSMbM9bjf0xKBg6kSF52f9k086EOeVQoPlamhNXXLFsEbPPBQhALXHLvrg9k6ozVsvfwZWlso1yeY65l79Am6rMP+M7CLYMeg58PgBbWeZGBdalTb6w69MQgVjN9qDlBIR8rI3i2Njm1yVxWaB2/p23Hnuvy8utz5fQFfqiWZqImBHFjnNhOPzjJrnzY9y/7kFbaVlqkvqlF1m/ejYVltRxz4Jk+GV0f58v808aGI/2U4Lk3JqUckGnH0DvF8Tz9Z9qYp3I+pNxNlpZukTfGLJJrNdyCsTbnDwECty68I8MATGFWxpG3Lc0ggGcORAfbt17kdiYOnqmP3hmArjxBwfMKgOdFAM+3DTxzvum80Ua1WsE406Z8WE2EONpDL+K3o/NTP2yC4PmlF6fLpoqDeMcx49jY51U5QjbfCNjM0zTOQWjKPRLay4dVGUdMMivOzNN8l4ifF09fvHxNZs1bIkvLKqUJw8bqthnmYs9NCnR39VOsayE3sbGRZwEdGJxVP1+mrnjRV/yM5zaO42JjwxWEJextD57PyIS3y+Xw/ju64eH59gQZ5xLHw+wuFCfq/bQMOZwRtJB3A2kTshU8799fLWPHLpcDh9PBM0GPXagxmMn1iD2hmzLrODtktpUnq0KQZ4NMLzeAqzPFtef7g8S7YV36GTqMkoIRnIFT5s4tlZJ55VJfp8/UK/GOMgGEgWcbVcrlyFt8Mz+2/QFzbHbqplU3pQk+mgfrGqMtm8dpf4JtH8gy5nJtpUeJ3GvskmWrDso4gOeb97ju8txmrPFYbdUmZBSYk/R+aoYc72+cGfxPMvC8U0qXH5Jbt/hoKmsZeKZP2rzzI5/a/WlvcZ4V1N/YmWTNYMv0JfYxI7Lt0lJ30FDSyQt90Mzv3ww8rwB43if3H1BTji/8Caxrp25YKYAFPIPKoxb3o/Ap9o63zZit2qtgdlKOaob+Z7vI07dUA7rYfs50b2zplnkAz1OmL5ZHzXaWnwf88l7+KgGp0LoZcOY+neuYmwdxRqmBZ/SPgmdqhnmAw7r122Q25vuHZ6r1iUeSrYWFYKdjku5Pydrv1I/vNZ5wbbMPKOgqjvxmhJr1G/bLG29Nj4Fnf6L1Eb9AVeMUX+wTlKmu7CXto3QbWNOYac8+L86FI99n6kCZjHyW6TijXfq8veydDT7q0WSGdPBzpmCkqAXpiPVqFTcR+h4V2LjnBAWcmCIkKuatjxuRzpn2pzP7R2vpS12E7zWf8ilDZBvA86xZK+XQ4TP6U0pslUtR1E2U4IKGCrXzC8GUzJBjwR15VMmbTfZKWLOubm7wvGf3SZk6c5XsOXJJHgM86+mcAEjpJKAcHBjIGVAYam1Dx3sIZKbZBspQbn3VO/dKafVpN/UneDKo7BcZtstlhf1v4PkawPMc+fCCfUZYFz/kcyjU7gJSpF8/md3s2CY1e5ngudXA84JVAM8XVX2b7v76OIO6jQ37nZtMjjPrFJaoDZkauP/8R/bZPLJZNQSdzU0ljhw7ZmsReEnZZoDn9xQ8M0bxNP2dbd22oBYNcTJZ3zyem067YhqDsVaHzfHYC/eJ1MGhMwAyfdrAs90X4BaMttiXAOYGz5yT1qhWKSjF7ekPq5lkKGh3NOwzzzdv8M7zdKlMA89+rnO75S+J0Ae5EFuMoMy+UKYeOZl1HVufprO6B+sxEa+AtPoD80AXrlyTGSVLZPGqCmmESzLbdEdlCGBc8OdGfuTnF+8684IN5hltZHlavf4y4zn7ziKqxWn2t/katyzW5xF4Poz1ZsIYA8/22UCOhcEEO7uwlK1zfszZSuZn5Nm7yJJmTCoDz8vSwDMfC7bvXWGvcGjQT/jPkUt1PgeyYONgslQpbYe9z1hkK3qqnO25el2diEEKhOkb1BJQF6fMmVsm80pWS109I4cjbYRyYBHO8wsRszXUxZn5qgPbj4FnlPWXKd+v37ZzoGxOChayjvk9/Yk9oOB59UF5Z6qBZ5qu92d5N5wmuL4oJCXpnQ+rr8EOskUtkeqbMfBcw69D53whiLD9C0fb4puV6NrKXBhrY2Bj1l/WfmP/aR/yjYFn7m3saT/uWFCMurzor6dAB/s4Cd/xM88x8PyQc4pjY7tObcQyrC0/Tjp36Ies7/uGZ9mZPJecqW//mJbQl3HEe9VJ9WI7vkWRJsSykvlrZOr0pQDPVoUjqH3Djy8QPKfJLQSjFd2jcIzZB6ko43yAjDz2GUr4iL0Hz1Rn/brtMndOuZw+U5O686z9xxcayIdtLhrzbSEYSpkxNJd3uPnotgJnB55RpxkTfv3G/fImwLN/bFsf0abdqEWPbMd73d+zTOcDfYl6Mk3OsCVFXolcXEDKaIou7/fHjH3atahk3s7RZX+gc+gLLPQO4Pg5Lqq2GVdX0FO94fHBQnYWZ3aInlOURL2otLc+w5AYJ9mEv2xmbfxjx7NvtfeZCX5/y36ZO3OlHDl4Rq9CUbIGO9ZnNY4aJ6aebOcwbf3eP2awixYGyqRssDdddQVTD7wMUPn69AGeAOI5oN17TsiUWeWy9/BFaWpFG8ij+pqgMU4emtZ8fdRDFxwutGTek6Jkq66mQ6moL306Pa9P5O2CYLtKaBsWW/hhO8rZxZzYrAb1U+D59HkDzzo5qBwjIuUVkNLt6slmHnPnqV7UUTsRdsEaZj9sbJWNVQTPZXLsgwvIwXmobBdmwLydTsPB2hdI2GUECqKEQhDluECjbVuO51SCNlAX9Xm0T5DJjRYUcypqlSXlm+WtsYvkei3vnBvxqq493ghBvqJnGqbjTgDhYSzyXLssjvo0nk7P6xPp7hIK8GeqIJx3vtgij5zfqhs/4NTpwfNjgOcjCp6v3bYvDOMcSBncx2b7Sul29WQzjz3lQU/ox6Nt3uwLdKodeK6KgWeb35znNsdpFr2AscgWHTcWfSBrO65H/BhLsy6YI2+ex5hjTJ2Yr3WZIFMpp5zOA5Qx+9yVqzJ9/mJZVF4hDShnFW4F1Iv5589jbGCajWr7jDX+Yg3TkMYyHsgpXePpnvJ4TKoHTaCExXW0gjyvkjFtZ9zm+DjwPLZMjgA8t9IxNRebOsw365XCUrq+cb0z83jsOY+kn7HTCYI5hel8cB/A85ilsh/rKMmeYrK7gR04R8GDVqcQ9AidlmYqp8u3YzwdP/aUZ+KVVTDjp8VQ1IjqsIiDg2MXf4qFXxqINV7vTCH7Cd7OBnjmR2zuPeAdREcqG/8Y3/TngiBA87Q0JZZs2fQExjgH4NU/Ij2ybUnK4zE7T32M/+n4ZF0/UKiN8x/15sUYgOfHnQDPB2QcwfNdA896b5bIgerRQXFqISlTXzsm5fHYc56thRwb2iVy68YjWTR/p5QtOyQ11RF4tgtXHG0zibXpopRhmx4y+yypzXg6fsydpx3JDtaYgzwk7KKFvxFhF40IavRjmjxF945MGd27y888EzzvlbqHPIN6u7imJzimMWoQmWWUwyhq+0GPDLzNbmr2iSK7ctnMthg73QcbmRnXzTqZouQJYllJyTqZOm25NCAusNhGBP7GeZbqiLj8eLqnPB7T80wWZcJy7j2QyT5gv8dmnjL7iP3K2NXJgATiNN64boeUzFktZ0/X6HsS6+lL20nmHonFjqNzIr3T0/Fj7jy11Tm2/4w9wbP5G70A/U97KvbLKIDnOynwzP+0yHqgDe/pk95XojaSOSKvRC4uIGlT+AemCkljSmt0d8f9s2fdq9IXoI9XC2+fs88TsqPsc5IMjnZFzVe2xrRhcoqggGvIswWjtEpFQtTJWQw9I+Z75kc6s1OzGFXSmHm+LkRw3dZRoDjwrqoDsmBaqRw/cEbXRJI/V5vTPkVFRdQspCCGaD8l82fegfVgmOFSicoyyba8DmwSCV+XrE6jlV0d0B6A56kAz/sAnpuJPkG6jpK93fQ+pnEOTaFUe1Cadz95dJo40SkFlF1DaXm+YmYe2dX3SbbLfqSTw491GnBAFOjgLfRU3IUkv/l81+5r8uprs+WsA8+pxZ6souNturbS8sikzDyyr99bHpmUSy4plscs9jNnuKI0y39E8Lxpt8ybXyYnThp4TlXWzSTq8a0fL3VAdgqZaTLJy4xkW1lSHik9L/I/xgBbaLQ5FvuqPFU3YkhwQDLAM81jFQXP7yySGwDPvjVdHJWR9r5GTtnEcY+BZ+YxG6xTC+8j9ptNHqN8Ix69wp59GdK8sqzg2PzZe5y6DquqISjhHSTUv3PzsZQBPC98b49crzXwrCJprDc4rU3fVjyPTMrMI/v6lk63L7LNONvmKC9eH7Iolvpp/9I6Q2K3rjfIKzHwjLNQlXGGAJvnamaM8S+eVsGkVKZjktcn0iOnLahtbTPSRBf/LIbZZibVnHcuZw9O17Fi9tmrV2XqgsXy7uoKeYgMrYay1FjSdDILnL+xfdrrvypOn3JBY7pUgik/XV9vQ66+j+eR4zazQce0xct3bNObc87uPPOx7YljyuTovjvSxiySGssT3HsVxDdkpknxPF8xM4/s61s6W984m33p55PiMlweD8z28xrU2ihyaG+1jHt7mRw8YHee7c4bAQ023bQrFQOQVvCJN3xPxmD0pltyXrw+05BN/ciqpMU6g17IYT6z+cb7CD/0CH0YCfnYM6s0wY9mziuT2QDPdx8SDDnysv04URaSaF5ZlzGwn47m3dSBwAOsOsdt8Tbksi+eR/b1yWjAlMEfG0eSipLVULbJGebB836981zNL0BTgpa8uMhrhxoUmcd/PNfJVYrnkUmZeWRf39Lp+sZtIPdkc7w+05BHe8hMg25ffyRLSnZK+dJDUnvTwLPFPY6jVdOqaQz9PKuucX3jTPJt96ybikjrc85v+j0/0kD4bJdO2lCkmJGnEGRrAgWg+wDPUyetkLLSCDxTClowdcyRonaYxvnUgXtAxlF7eTSQqpKhb6R3cl7meJDNZrZkTzW5LzrztnvdtEEwsnkhbf68jQDPK2PgmRVwXhp4zmzT92+mHj3rpuPJ/TnjSQw8s9+53tsu09+msRkZB89UaeO63VIye72c+/B2BJ5pYgJrkxls9iQxCsFxfbPt6MnmeH3KgkzqB+6GvfpdH7DQvpyVWMIu/Cl4fhPguSYOniELtVmHX4zMfmGaYnMz20ciRUynGZjBhSI2DnmMy9gbcz5wLvG2Cy+B81K4fdiRI8r9G5kWIZjxewd4s1O9gBZDDMQ9579ROw6eNTj7zk+NsJ4XI3acgWe/cSle8EyiXjTeRwvP7IpI5/SBzmBUVWba14UIBc8xsQTP704rA3g+q2s6SZ0txTgxDp61fwsHnjmG/mIGBOtf1LZj5mmNHODZHfbsBnieCfB86JI0t+BEinN2qs30KUYVplNyGVCoD8MLXdTOszISE14Rf1L8fa48zyhj5zOpfc80lFAnB2vgQ54bEz8GfHxm967rAM9z5Ow5+8yzBkjqT6a8tHbISXok5Xnua/2e8uJlSPMt+5nzmUe+BzU8bpNKgOcSgOcPTnjwzPqoxD5QP0MWx0pF8US+8RlOfirdl7x4maUj/6PP2ULjS/WfZ9UHJQrsqSPOwcRgfQ4Rqywpr5K3xr4nN2s4lsggcXxZgex9jcwT1SZmcsfmwrf3DTaFpC0UjGe52RpzJ2WxK+PiqHeemWfNczioSqpr4+C5ulHKVxyTd9/bKzeSwDPTudrqNc9zVJZk19MzZFGcN0wnD/s1Gzyb/r4X8Ibvk1jV8/ol6fmUuuuLm0GuP7bFi2KYbWZ0PKxbov5GWs1DGbU+e+WqTAN4fm9VhTxCRqoaz8V7XS8dq8sij5/n7OzmeslvuLXHOjWPZTwH5z61PT2wKQxGMmUPmNm6EYEmXP5JCp7fBnjee7cX8BxnFvQlz3NUlqRvJiefG5ePtH9LVyODFDzvuSXjRi+XQw4820WLDPCsIiiDA4A3XmzK3/rLTj8lJpAHtv9ohllkrz+HTMEza8BH3el89NGD53sAzzxXyZ/LjJQ9+MOR/kRcwJDCizp6txEFfERXvw0XnKxzPsz+srY1gTztTx97uZ7qRsdUvN/QIctX7ZdxU8v0C8OMUE6Fs8BznNlAX/I8R2XJeufDkMeB0cGh/EzwbJ959uBZidXi7FXTvvK6+sz4+ygvWZc4oy6rs0ky0zwPc5wxjv89eE6/88x4Rz1YH2NzpxfwrCeBaSLZvaeMzB29X9m1Gs61j3FCWhoj5mbkJdsXsd1g4XwmgGaQNR1S7PVCm3yKZkHJRpk2dYU8RlwwM/kfncR9RBZ47h/bph7MuKtxxOxnv3Nl9883ciw4JuxZDdGcKyCqtHHdHoDnjQDPd54KPLsmUypkM2xUnfriT70xG4Ni1A9daXJ5s8ueJqPH0Q1bYHjFxn0y+s1pctffeYYuesRL60B39o26bYZN6ex8NUVMU4lcXChi4zSS3kz7vPfxAxEGoO1bBWyW+ZE2ZpqdRKMNPDP1XLTp8HePab51LDvGJiVZz4uRlqK+TTc7184pXvJme2PibJQyN87Mzyzji0eI1DFRr7GKO6oOyvzpq+TYwXMp4MYJoeXK7iT1MrxXQehz9GEh2O5GUJ5TiG2ktW/Z/Mf60fjxHC1IET/zPG3GGtl38Io0P8GJFKcykPAAlRzvVs0wB0wGzySfkSfbIMTsQZspRgbzoBODDYM7UnqTee+uannttYUAz/ZTVSqHxV5/JSaKiUHUj6ZhDmv/gxoft0sVwPP8EoDn4x48g9R+1wdxVlHxN4VhLi3GNv8pncRS/efZrxY0hhNDJ0fKS5WWlVXJaIDnmlpuDF0mK6j9yPBjFTcjVYGMDOY5VjfBP1tscnPaSYmMOuxT3aCzfirX1OAbVQH/+HucKFXwvPyELHp3n9yqiYFnrYcE00pM9J+T7Hp6hiyKyzJMpBobzJdfnATwvE/fa71UZZfMyYXSD+xeumlxr8wYpnZ4G7S/TQ+cngq7569ck5klS2Vp2SZpxLxiFS6R6qKurpeh4pTRLmKMPVnDeIvNE/Mol/V4agFtVSW8LSrc2LJpKTcDRCsEz/y27dVyZO99aXXgWesw/lFGimKC+sFJ+mZy0nlZrLpBHueEuVoieOaW1X8poIJn1tUm+I/xBHlMal6hxoD6QV6K2OcWs1wzVq5vjHkHx8AzDnyPYyuWw9nzSmXu/FVS94CPqjrSSmAOEcOhk0O56lM4arc41jvZGRvgwjCtsrbxBv+40HBSsGG85VHzTcV6gOfSVXtkIgBNTQo8Qx/GR04inmPVQUz0n5P1zs3UNC3t3nOvhUTEoNobBM+7ZdWyo/pxG7OSW2rOcZCpEDGL9XzK0ze9stclN6Meq2p/u9OUfJTzOzwbjg44B1s28MyUEcHzlMnLAJ73SD3AM8X4890bY9+Oe8/mWYeea+yrWDvWXU8/DokMqYTmdvGTFoG8XmSvF9psRXhbWLJWZkxdJk38hEqKqDBkETybcult5Mk2nmAXT2gzc6gSNeUqw1510R//Uc6qrADi6RvW7ZR5s9fKudPRnWenYt+Y7SYybfScrfvTMRuCYq6vDTzbaBPV2WUBi12VG/cAPE9JAM92ehtksW/4XsXmZNM9IqZ74kIRZKnSNoNomx9HuyBFZh5zbZQtkHnme/YGR9tSaV8Y5l/2vm8UnWWv4qansy030VJzLUrjpIlPkG2bD8mcmat0M9PJKIdatuixnEcOGfipnKjv7F/23lF6lRixpg+tdAlPVmnPnlMyfcYG2XfgujQBPNvpeGGl188L8xTPWsh/7AwCCH/Fxp83AGSdykQGMxsWYXA69dFTTBiou29Xrbz+6hKA52qtQ818DxQ3sc/hdehOH6SbCJ4r98r8eWVy8vh5yySldQX+pfqI5AsKSV6myU2UzkyuMFrII/qbbO9StLK0UsaOXSi1t/k4rJVRdfs8pDkZA39kT0/Ulzp9JcpyOsf0TrEpiYT3fdEvDCtfdkIWL9gnNbcceCZpPQwiTxwG5Lv65vUH8tJP35FN8DlSynbHRtk5A0XxlmwW88WxMdYxYaHP4lt2PdOgi5evy5x5/EmXzXp1nVX1c1t6Gl5akbl851PG/n86JeX1hyjPKZ8hmrZRPy7/fMyOdPjQBZkwZq0c3lcnLQ7P6CYBcZrboeIkbyM05R0rxghQCzbJB/fWyDtvrwR4tt95tqeq+JhnC0IJxpfdoptJbogw7/x4Z/RV/ylbaCrHJ3SSGEd33vCOpoHaEBJK5q6UkpJSqavnQ4JG3sVoR5c+QWX5Rr7WYBPbdes3FaROMb1Y+qihXVat3iVTpyyXOw48c+7xC5RSYb4IyOZJXBumueob+3X/1s0GWTx/r6xafkJu3yJC45zn5z85vyyW6Hg6NiMZw8lpg9Z/SjUSEd95Zmuc1/ZlVdgTYD2xb9JGAeguP/M8ZYmUlu2SBw+59+F51g/aF3484+zOJfl2MrmwRI2s/61/kcNGEnTilx8uLCmXGdMWS7MNTapM5w03dgMR3+Lt2AHEVKQ3vchy2LdaQV2D37Y9Z3a5nD1Tm/qd56Il9WX0I/1I91hppmvsqty4S0a/NUnu1NZpXtzlWa+TFwsLPQ8KTt4qGzMSj97d0i3PxUZMATwHenriVLErFBwGfbzKTRD64VaC51mr5PDhc9LRybo2xaz7OeHs0Qj/eaihJh9UNbCmyNJ79nwI8Fwh+/bfUPBsTuZt4IbFVfXepzI8gCAzTfu9xEJSvOFMYk8bcObDGdRDwfPOWnnjlaUAz7e0Fpcfu8pmY1m8hD5EcOrABisNPFfsA3guzwbPSvH+SeqjwaW4fyX7nEhpaYW8M3YBwHOrghivOb+Izr58R+EAjjGfSiXixIxC2+xlZss1W6hfBJ5rPXievw9pD55Zj/ozYGQpXTTku1QtdmreuFEP8DxWNm1y4Bn58XqcPzYunqOywSO2ZmPkfUv1dIpwfdc1HulLl27IPACastKq1O8868MNrIcX44fdX7DY4ETkIJZk+0X/yMvMkEv9YBD1SwTP++vlid2MhuasYXfle9J+aIm+Ah27YIvbgD1pIniulXdGl8bAM+9SETzzd5QZD5Cn/eDvIfQ2RvmSH4Nckpnv60AX93EU9TszR9oxRCVzViBWl9pPVTlR3hdZlxfao3jIY09tDgCxKW2O7bpHFhUcWn6qGNTwqE1Wr9op0yYvl7u3DTzrKMIg/flOzRlaspgcsSlPH6GmtovhDCJVIz4vWrBPyleclNoae2zDnnTg/CIwSJdlzHyyG+SCEeVljL1L8oCWVSf7IkDOG16wYJ4Rv23bwPNOefDABTaelaV/xENFbNo4UycWWh298zy/DOB5UTp4Bhvg45o7GAiVjdrYeB+CphaHWMpiENePtfypqjmlcuZs9G3bxUr0Ye6EeYOCbJkR8zfqKzfuBHieKHdux8CzrwMy8Ew5LuMZoACe8yJdJvDfNlUBPGtmLIIE8Fx4Qh8iYgXwHMDzYJDvUrXYqTm8wLNfzJGDLHUzHlHkF/4AnouF6CsBPEfg2ctyhYNFbEqbY7t9Ac87ZNqUZXLX3XnWUYRBATz3lxLG3iV5QMuqUwDP6KUhAc9+XbA1TuMQS/kGFMDzs0EBPOdFttgH8BzA8+AR+hARK4DnAJ4Hg3yXqsVOzeF355kThUfkOkW46PuFP4DnYiH6yrMOnrmP4AY0LssVDhaxKW2O7Y588GyrPm0VuXkzgOehIDZtnKkTC61O8YJnWxc0DrGUxSzFMYDnkU8BPOdFttgH8BzA8+AR+hARK4DnAJ4Hg3yXqsVOzQCe9bQcxJJsv+gfeZkZcqkfDKJ+trkP4JllvY9RvuTHIJdk5vs6ATwH8NxfShh7l+QBLatOATyjlwJ47jfZOhnA89NSAM95kS32ATwH8Dx4hD5ExArgOYDnwSDfpWqxU/PZBs+RPcnEkmy/6B95mRlyqR8Mon62uQ/gmWXmfwNhpR+DXJKZz3L6WwDPATz3lxLG3iV5QMuqUwDP6KUAnvtNtk4G8Py0FMBzXmSLfQDPDFogVrUCCsO/AJ4LT+hDRKwAngN4HgzyXaoWOzWfbfDMNF+5iCXZftE/8jIz5FI/GET9bHMfwDPL/PgU3ko/BrkkM5++xj4O4Dl85rm/lDD2LskDWladAnhGLwXw3G+ydTKA56elAJ7zIlvsA3geLuCZizuOGKMAnoeO4v6V7HMjBTxz49kdwHOsbPCIrdkY2WLOI3KdIlz0/cI/csCzgZfDhy4G8Ix6hbfSj0Euycynr7GPn2XwDC9DbBsZ4Jn1/E9V2bhkM/PJJqNwlDD2LskDWladnnnwDArguf9k62QAz09LATznRbbYB/AcwPPgEfoQESuA5wCeB4N8l6rFTs1nCzwzxhGQ2VjR78y+XMSSbL/oH3mZGXKpHwyyrX8Az8UFnmFDAM/aG0NNFpMjNuXpI/Q328UE8Gw8VMSmjTN1YqHVCeB5YMnWyQCen5YCeM6L3GKP4KWLOBwJGDnlS9u2EDyvHhbgOTNoRWTpYQmekU1b/OYygOeEPhoCivtXtr8ZlZVVytix86WmlhsXs0BBNOsjRzcybqxYphJSiTgxo9A2e5m55DKfKyWRS5fU3GyUsqXHs8Azvc44S+miIWrmOYBnMv3OfC6ZWJLLL/IlLzNZrvUxgaMh5QCebXwKb6Ufg1ySmU//4FoHHTuxNupmEme5WB3A89BQ9jpDH6G/2S6Go0by4Lls+QmpqTGERvBsc5/9kUQDNUYJcl2SB7PgacFzbkpah4eaVCWnVgDPA0t9Bc+j3pwot2sNPDOfsYvYh/7DeDwwF5KKlwJ4zovcYo/g1amTFzl0Jle6fWsAzwE8F5oYnJ4d8HyrBhtkvGeNAJ4Hn6iZZ7+ePnuPbfsNEpl+Zz6XTCzJ5Rf5kpeZLNf6OIDn4gLPsCOAZ6SKg7LXGfoI/c12MRw1UgDPxUWqklMrgOeBpf6AZz516+dYAM+B+kBusQ/gWetoVSugQPwrNvDMnWQAz0NNcf9K9rmRAp658QzgOV42eMTWbIz6D57jmySmzeeSiSW5/CJf8jKT5VofB/AcwHOBiE1pc2w3H/CMkUD94fXYtlk08sFzso6pvikyUpWcWgE8DywF8JwfBfCcF7nFPoBnraNVrYAC8a/YwDM3AjgG8DykFPevZJ8bKeCZft8dwHOsbPCIrdkYPTvgmfGN4Dl82zYtLLyVfgxySWY+/eNZB88YRRg0MsAza7aCOffZH0k0UGOUINcleTALAngmB/DcfwrgOT8K4Dkvcot9AM9WjWwFFIh/ATwXntCHCEwBPPuFy0ZLz04l4sSMQtvsZeaSy/wAniOOygaP2JqNUWHBc8zfEoklufwiX/Iyk+VaHwfwXBzg2fsb7AjgWaPbUFN8jdF+VeXpI9TUdjGc4aQAnouLVCWnVgDPA0sBPOdHATznRW6xD+DZqpGtgALxL4DnwhP6EIEpgGe/cNlo6dmpRJyYUWibvcxccpkfwHPEUdngEVuzMQrgOYDnwpAfg1ySme/9DXYE8KzRbagpvsZov6ry9BFqarsYznBSAM/FRaqSUyuA54GlAJ7zowCe8yK32AfwbNXIVkCB+BfAc+EJfYjAFMCzX7hstPTsVCJOzCi0zV5mLrnMD+A54qhs8Iit2RgF8BzAc2HIj0Euycz3/gY7AnjW6DbUFF9jtF9VefoINbVdDGc4KYDn4iJVyakVwPPAUgDP+VEAz3mRW+wDeLZqZCugQPwL4LnwhD5EYArg2S9cNlp6dioRJ2YU2mYvM5dc5gfwHHFUNnjE1myMAngO4Lkw5Mcgl2Tme3+DHQE8a3QbaoqvMdqvqjx9hJraLoYznBTAc3GRquTUCuB5YCmA5/wogOe8yC32ATxbNbIVUCD+BfBceEIfIjAF8OwXLhstPTuViBMzCm2zl5lLLvMDeI44Khs8Yms2RrYpgE7IUjfjEUW6viMdwHOxkNkRwDPPMVm9tzkAxKa0ObYbwHMAz0NHqpJTq3jBM4/od+rBUhazFMcAnkc+BfCcF7nFPoBnq0a2AgrEvwCeC0/oQwSmAJ79wmWjpWenEnFiRqFt9jJzyWV+AM8RR2WDR2yN48CF3CaK6ukU4dqu6zvSATwXC5kdzzZ4ht/B8Swe+vZ6anMAiE1pc2w3gOcAnoeOVCWnVvGCZ/oRcqgHS/kGFMDzs0EBPOdFtthz0WYgowN1uAnCCbR18yGZO3u1HDl8HhPHAjXrmS/yhU0CGZXpq37SDRVFzh9XxNIjATx3dHMn2Rt4ZgApvIaFI/QhAtNIA8+ZVFpaIe+MXSC1t1sNNCOP3AnbuxicMU4272I+lUrEiRmFttnLzJZr9lA/7/sCwNwoq5adkCUL9qeB525semyxz1K6aMh3qVrs1EwCz7pxINMu/R/nSMbgEVuzMfL+xYMmeUSRru9IB/BcLGR2DHfwbKsJ9MD85qZeY4I7tQP+VTJnuYLnB/UAm05RxnLvn7wIH5GXyeMgEZvS5thuX8DzTpk2ebncvV2c4JmUvc7QR6ip7WK4mpA8eC5fcVJqa+B8IIJn+pXGAScnnZlPThu4AhDlZYy9S9oYWGzqC3h++NAFtiIlqO04s29ZaHVa4F4LSkpl+tT3pPmxy3fchc03L1bZejrQxEZtbLwP6VhQD5ayGJQLPGfbmM2DT9BfN5QEz/AqvYCHXO9+OLYhDFRs2BHAcwYF8JwX6TKhwYuLeADPmhmLIAE8F57Qh/C1kX7neaSB53KA58w7z9xcM34kKF005LtULXZqBvCsp+UglmT7Rf/Iy0yWa30cwHMAzwUiNqXNsd3hD579+uLZlKePUFPbxQTwPLQEtR1n9i0LrU4AzwNJ0D+A57wogOe8SJcJDV4BPLuqVuCMCeC58IQ+hK8F8BzA82CQ71K12Kk5vMBztJBTT3UzHpGl2UgH8FwsZHYE8Iw8JS+PzPQgEZvS5thuX8DzSHhs2zo9gOehIajtOLNvWWh1ig88c56T6UfIoR4s5RtQAM/PBgXwnBe5xT6AZ6tGtgJnTADPhSf0IXwtgOcAngeDfJeqxU7N4QeebU5TT3UzHlGk6zvSATwXC5kdATwjT8md1GObA0BOJ2s3gOcAngeeoLbjzL5lodUpTvDMvucROdSDpXwDCuD52aAAnvMit9gH8GzVyFbgjAngufCEPoSvBfAcwPNgkO9StdipOfwe2+ZE4dF0ZRHXdl3fkQ7guVjI7Hi2wTPs8BMt1R7Z5w0COZ2s3ZEPnrnm03NIN28G8DwUBLUdZ/YtC61O8YJnWxds/UMpi1mKYwDPI58CeM6L3GIfwLNVI1uBMyaA58IT+hC+FsBzAM+DQb5L1WKnZgDPeloOYkm2X/SPvMxkudbH3P4H8Myy3scoX/JjkEsy81lu8z+A5wCe+0cJY++SPKBl1SmAZ/RSAM/9JOgfwHNeFMBzXuQW+wCetY5WtQJnTADPhSf0IXwtgOcAngeDfJeqxU7NZxs8M81XLmJJtl/0j7zMZLnWx9z+B/DMMj8+hbfSj0Euycynr9FPAngOj233lxLG3iV5QMuqUwDP6KUAnvtJ0D+A57wogOe8yC32ATxrHa1qBc6YYgPPXNzbAngeYor7V7LPjRTwzI1ndwDPrON48Iit2Rg9O+DZkPLhQxcDeEa9wlvpxyCXZObT1+gnzzJ4xkig/sgAz6zXgtIAngeSoLbjzL5lodXJCZ5BBH4BPPeHoH8Az3lRAM95kVvsA3jWOlrVCpwxxQaeuRgG8DzUFPevZJ8L4LlYyHepWuzUfPbAs98gkTm2fOUilmT7Rf/Iy0yWa30cwHNxgec2nd/PJniGl8H2AJ77Swlj75I8oGXVKYBn9FIAz/0k6B/Ac14UwHNe5Bb7AJ61jla1AmdMAM+FJ/QhfO1ZBc+2WeYmgRtlLloxn0ol4sSMQtvsZWbLNVvoTQE8RxzJGDxiazZG/QPPjHEEZH6TxLHlKxexJNsv+kdeZrZc622LbwE8Fxd47qIdcfCM4jTwXAfjnKIBPA8c+fXFsylPH6G/2S6GM4gUwPPQENR2nNm3LLQ6ATwPJEH/foBnnOJ0t/U2gOdhRpkOmIsLR7bY2yYeCwV8Lw08bzkkc2atksOHz0lHpwVq1qMGTBvwBFMvO23IKHcfWXpYgmcl9jQXGIBm4eLeG3i2sSxeYnAaeeA5k+LgOa45x4bguYMbUzdWPFslpBJxYkahbfYys+WaPfQmbuKJXLqk5majlC09ngWebaNNzlK6aMgilrPYqXnz5gMHnvfoe+b7OsZ8+XgXzXny4BFbszEaSeDZzxfPetEWm+covgXw7Men8FbaGOSWzHyb+1zvuJnnhhSqpWJ1OzagJXNWyHz4W/39RssEsZz1dEwDeC44+fkSEX2E/ma7mACeh5agtuPMvmWh1WlFLFs4v0xmTFskzZw6sTICPl6sGg7guZCU3V/Z3FeydZLgGbb4GMSD43a4UOXGnQDPE+TObQPPfg31zVi8oxyX8QxQAM95kS32SeCZvsc7zwE8B/BcWEIfImI9S3ee45pzbAJ4HjyyiOUsdmo+W+CZFsQ3SUxbnyQTS7L9on/kZdIGtB3jAJ6xBsGc4gPPsCOAZ6SGnjLnjClPH6G/2S4mgOehJajtOLNvWWh1AnjOpuz+yua+kq2TATw/LQXwnBfZYh/A83ABz9xJYuMVwPOQUty/kn1upIBnbjy7A3iOlQ0esTUbI1vMeUSuU4SLvl/4Rw54NqQcvm3bxqfwVtoY5JbMfJv7zzZ4xkig/sgAz6wZvm17oAlqO87sWxZanZzgGRzAc27uK9k6GcDz01IAz3mRLfYBPCNomVEWPVIRJIDnwhP6EBErgOcAngeDLGI5i52azzZ4juxJJpZk+0X/yMukDfSviAN4xhoEc4oHPHOM2Md5gGeI1jH1Ey3VXk9tDgCxKW2O7eYDnjGKMGa4gGdb9Wlr+J3noSKo7Tizb1lodQJ4zqbs/srmvpKtkwE8Py0F8JwX2WIfwHMAz4NH6ENErACeA3geDLKI5Sx2aj7b4Dnqj2RiSbZf9I+8TNqA9mMcwDPWIJhTXOCZ/hbAcwDP/aWEsXdJHtCy6hTAM3opgOec3FeyuBXA89NSAM95kS32ATwH8Dx4hD5ExArgOYDnwSCLWM5ip2YAz3paDmJJtl/0j7xM2oD2YxzAM9YgmBPAcwGJTWlzbDeA5wCeB56gtuPMvmWh1QngOZuy+yub+0oWtwJ4floK4DkvssU+gOcAngeP0IeIWAE8B/A8GGQRy1ns1AzgWU/LQSzJ9ov+kZdJG9B+jAN4xhoEc0YEeEY9HVM/0VLt9dTmABCb0ubY7sgHz3wBMmjd8JnnoSGo7Tizb1lodQJ4zqbs/srmvpLFrQCen5YCeM6LbLEP4DmA58Ej9CEiVgDPATwPBlnEchY7NQN41tNyEEuy/aJ/5GXSBrQf4wCesQbBnACeC0hsSptjuwE8B/A88AS1HWf2LQutTgDP2ZTdX9ncV7K4FcDz09JzWba69zyQ2Ueun1LHFPk3aZmDT0mOk8SFIi4NBI+dGlixdKNj2t1qQd8z8LxawXM7JzdenG7WfzxyoW+DA6JySi0mBpJJ2fkM/HE28uVx8Hw9Bp5pDRaW7hh4TjH/8Ufr3eKraZPLkojSTuoH28RPKuNk7oSemT9V9SbA8zkHnrmt5MaSG7AkGcXDHB9oCmfzGzIFz5V7AZ7L0sFzitjvrGyjliyX9DR5/phU1nOezUErM39LzyNF4JkXZ+Kac5HiRgHzBvMnfk5EXha5J5v7w8n+ZvZwXlA/IheC58cAz8cAnvfGwDN1SpZRTAxrUu+oManv4Jn9QI7K4qko3Zc8f/TpTPJlcWbf2uaG2tPF1M2QE6VFLl+6LiUAM6Wlm6WFYQqUDp79BonseyEX+XGl8EIxZRrHYzSZF5IUPKfiG8Gz/6mqujTw3KHrVDHHN9gEHTm3ewbPtDUTPHNNon2cd5RjErPb6A/7cWA6iZhPf2cfM0ZxbYTPIDsLPM8DeK57bJkgbA+0HuOgbVxNVsS+3TgnUWadfNgT2+XaTSdyBqA4XisFnicDPN/24BlexjWKtmiOJ39moZjUUx6Jc53M+RIdjegnXPe5jzP7biE+L1bwfALg2S5u8CKo3STgWPL8TLYxt0sFvu1CsBtz/5bkjlZq2nNe63/swzjP3UgBPD+WKVMWS1nZ+/LoIcfRUVyeks9IZ/5Pz2OL1CnJF/vHUV/68YryPOUEzyCd/4gbnHdxuWmV+pTnORf5cvayzXO/LljPUG8kmMZxHcEz1hbepPE31oy8nP5x1G+5Oem8JDbQy34kgPbnRYd2dK+B54kRePZVNMHYhbmgclxBsVO6iTnIbFNOqPic7kPNF6JYDWJdho0mLALkFuR4F00RK7G+PzehgcGg9ImXm1PkkzzG0/EjKZ6OEcNUBxaWVmxa2tCBbajXjn5gV5C3bj0ks2evkUNHzqOModfgsnUvdPEdzV0a+07b4T/mF5K9Rkx7+T7PmLroIqALQWY9kd17TgE8r5f9B65Ks4Jnhgs6DRaW7lZURz32LU/TI8/l1U4uqGQuwGYkq1hF1ukvU6bnuBNH3N3FxaUFzIiLjRey9+2skTdfXSTnU3ee6eW8wkydeV5SW8XB3VwkOxHg+BZk4Hk3NmSlcvKEbTAj8v3MvkmXE40/06zn33v25yblZdbvKS8uw6etzHzONiVRfYLnyhR4Zg69xrwOswj+1tXFzUAcPPN8P+beDzLbLQT7Nnw76eVmCxfTVjD9vlNqsCErX3pElszfI7W3PHjmuYykPpqmyykWtj73vc+8OHjepe/tyRmLCL6uv3jAjadtLuwVH/tobDwzj2VJefH6TGcy803nzDGyFcviml/Y42vB5UvXpGTeMiktq5JWVgUxJJtdjNocS9pD9mOeqYdvP9kv+svWh863lM0WvZCEeGDxze6U2Z3nNQDP9x14puWsQzvic2MwOT4muZl93NlFUEw9I/A87u1SOXzwrOZxXnUpw7e0LziW7CM/RpRDH0zSoxAcH3tS3AfMBt01MU7BDuqnsRpVePemZO5y9bf6eh8L6GvQV5kbV/YFT2AfePZ5mTrw6Dleni+bXLOItjSBG8H0HfaplfJIamjIBs/sd/VJjYOF1C2TM+0nM49lUZvar7RFj/QTX25jZcDYJj5j9ZIFuwGejwI88+IG6zeDbe5E8y+DWabj5HUrABPA+L2hH35nIkeA0ZlwuRXzoE3/cy+KfSjy2Qt37jfI1CkLZVXZFnn0wF1F4/meKbsTCeivHGuI42a9ZfDc2PZItq/zCvWXrU3uaYzRqrLP8+sjRgD7zoXzSwGe3wN41k4A0xDuCaCb7gnieqUMBbNyPI+clEf29T3Hy0xfY5ubNvZ22cLPERKXl/UAz3MAns+dq46BZ8qPy0li1umds/wwgZPOS2KrCzt40c/tr3S9dOskwXPFBoDntybFwLP1STcxAOrzAobJ8b1QhETVvNlOTZ9F/MaboCntaR/jMW3yfcE/ZuPIKfSczgeL+W78kItSusMTZDyCcz4EP4ZzMJSwGmrYP20V7M/n++FAaoA7xtPxIylHHidLOxaXZnmEPmIAc91mxbJt2xGZNXsdwPMFN738NGM5a7hRYkaq33xGIZmCyUxTu3iesS0ujrPq8c7zBzJj+lo5ePCqtLQwQCC4amDjBtkBY70FgCSPOoE4AQlYuanjwsr6tI/Eil6n/rDfXDimTgi6EWMy6x0AbMiEmxWkcdr+nbcAnt8DeK5GHqoh364we1CW2U7xMBcVPqKlcQvUiA3MpgqC55Xywclc4DlJlh9/pv14xDnuA5l5mfV7ysstg/5mG8x4fdFHaMeOeVdqazkWJPqc87dubJw7MU6xYGZyOXb+Qo1f4FlI9roxrz9MfeKcq5zt0/c7FDCvWgbwjE1Z7a1HyCOZv1m9JDnFwTYuNl6cI6TqGw/k5Z++I1Wbdup725Q64MI0xsRAcwP4cVp+NAZ+POLs/SIpL16f6Uxmvtfbj4Gx+Q31p5+xHPpRR9WH4PmqzJvHOzSV0saqIA1hOsFolx8nssnK1oPv4+16XfrPtjHjXVXPtlHzl2ONGbvsTtnhQ+cBnlcDPN+TFgee7QkpD54Lq19f2Fa+3ph9y40bdhi6GUPPY+k4BPA8/u0yOXLIwLOtJzSM9WmL9wu25e0bSDv92Jv/ZPuAzW3OF4tt8H1XpQMql8xdBn9bKnUPfCzAmZhnfkz5CH60W4iz+YIx12zOO1u7s3XMlyEP88KWcvpVI/gRmOsn9WOrdiQZeN4F8LwiBZ55Ju32diS3Uwj2fR5n5qF/0J+pvtI0xyE7z8bKmFRT/QhxepesWn5Ebtdwv8B27KJ7sj95P/OcWd4P7oA93M3HRTsT6VMEtG14NeP1BC/uRJuhJ5/LYC/cvf9Ipk+ZJ2uwljbUayCIdRXGjyihA4LplLxrq/s5a4jSzRv5IkRvAzPGcPdPWYWylXLYt4yxfp2gd9HfOYd8e53S0twpC0pKZfpU3nn2c4/nwzcRMzpT4NmzN5Zp84soj5yUR/b1Pfs8MttLYvMp/IO+RlxeCJ7nzgF4PhuBZ/PB+LzO5qi9wWSbE13dTWBeMLM+tXUQVmKYNq7fLaPfmoK5Xq95xAB2kdz2+ATdRQ+eaY4fNg4tVKW27fjXgvetKLdsJAgWOjk3UJl2oS+6MHc4lpw+rPccy6IxgxSUdHfa5OGyy+va6Ep0kS3Bqe7hP0pgRlyhkUhqsCOkGWAInp9gcWnBi13AmKT10LE7Nh+TeTMq5OjBy/p5aI5ZBxcmHFOV6Ji+77TfXH5BOaaUUjzPOBW0HBv5eiJ7d5+SmdM3ADxfd+AZpeo09AYGXdSl/mQVyXMZFDPBTJxUSj/ZN+pYHZxHzwhUXQhI3X5z2ebAMx/bXhIDz7aocsNgspLaKg7m+HRijvphMvC8Rx/b/uBEXz7z7FkHyqVJ/r1nUrxePI8Uz+8pLy6D+kdltMUe9YnXB3heuVnGvr0E4JljQaLP0c/gbxzLTowTz+EpKp7nc+zoa2TnkyQWKfk2+sPUJ5OTytg+fb8LgLlRypcdl8UL+Ni23zBHC2i6jOJiGxey6UuqvvFQXn5xvD7tQNKY4eYP6/MUvWuA+aZ3rjgHNU9rgymbxHScSSxLyiPF8zKJ+V7v+DiYXszXDbObNJE+dud5HgANL9i0MUyBDDyzgt9kUwbZy2UFOyjrv3i7nr1O+TNXDAMsnpljuVEegQ793j+2vU4/82zgmVLsbiDBViF16ytb3/fCro/t7gXnjwPPe+7K+NGrAZ79hUE/v5NsiefF8wvJOuAJ5H3A5oquJ2qbi9XgDvgXH9vmZ+zr6qPHtjsZB3GGjqj2Bd/xmMl+9Plii3zFdesvQx4EG3imX/EOP2+Z2P1M+0yt+SCp4VEHwPN+gOfyGHhmPfqb6Zsuv5BMsl6ImATt2OeMS8pMQ5eEvGhekwGebxI875VVy08APHO/wHZo1+D6G/utm+sivytH7xCTUaRNmB0ePHPvSchM4MwbXYQzpHv3HsuMSQtl3crt8rgOjsdsilc5eENwTuBMVoDgbTRfZMrDaIPSlExAG9XrP1MO46vJxLAYM51qj0GZ4LlbFsxbDfC8xB7bVuL52A90PQHQo5y4bBrsjSbF88ikzDyyr4+0V0jzyGwvmc2nkCTzgOrr120HeF4F8Fyr1yk0X/2P9XNz1N5gMlXHOPNGUzcvWgD1dXG/ZWX8yMnGdQdk9JvT5W6tB8+MdcQAjMkcB8Zuq1+U5MeHXeymPdXluPEhDL3z7Io1dit2oB/SPzmAmAmoyP237hGQ81w7P0Pp36nDsAM4hQxQcKLyChRfNrVihDc81c/xIu66AhImivZLM/43Cr/ASH2ePe9iwe6Kk/LelC1yct81iw0cJD8vtAddRT6eY91t2UPA6kAxTisH7d11WmZO2yQHD9zChoy2Q12tyMnOkzQZsZ7HROR0msn8gWRb9VPMz5PbFyBwI2NXJhlj979/W958aYWcP1uDvNjp/O/fFCmzuxU7sktBjY/aZdPG/TJ/7lr54Pgly2Rd9kHGucXAcf9imo80pvIcla7YKmNGr5DaGlayori/dflHPNgHZD2ftVxE1AyQnuiOhWZPiflUin4vAMxNUr70lCwuOSi1N92GGfVssWXC3vfGNL8vnHRuvhzJsw0bqfp6g7z8wmSpqtiv79UElmOepfTAP7/xied7uQPKaRT1cVyHePryxZsyDxucspXbpI0hAqSfQfV1eX4mMYvlnvl+gJjNa1jriVHRLvwBPB+8JBNGV8jhvQ0KPkms08kx4hv+KyD7vuw/UyB0Red362fusB3DJvnQ7gcyftR6OXLwoubZvLLyLH0yKbO8H5yscwazLquzr5H2fqSxGtwB/yqZXQZ/Wy11dR5soghlfiz1SVrkPQ0nZubJ1Fe3JDDAQDM2xcjUPM0HoyrrNjzsktXlh2XapDXYUEf2mL+ZyLjsweLUePTCKeJ5oJobj2UJ4vSqZR/K7Vtu8qT2L6CMdrIoszwPpt9wBeMdZHsMm3tv23VrLPKOgsEgeOkAE9zyo4E6M1BEun+7UWZOWCFrlh+QR3WmP09Xu3WAkOBn2LghUkYdVtCK+qds/0jM9Gxv+81KqpCmOE+U8dbmkAOTqMtYtmDuBpk+ZYU0cxlNnQ/Ah/1dp3e4QrJXLamMTHLplE+5+lR7/dqdMnfWejl3+p5eo4jX64m9zMFmtt0Fn/CPX3ciMHl92oGPN649KqPfmC13ax4gE3XhR3ahw+YI78pq/X4RBWRygQkiOT6qNicb08jjFNCYrVm8OWqXp1q7n2jaLiKhHBW0Ls59rgWSOFltknKaUhodF6CQVx/YmfosPNNoUVtmcEXbkES/8ExdipfYLdTa7Etn7ZaMdJxJ8fe86sKFhXfCcA4Hgh3AC2XgPRtPymKA5w/2AjwzzzWrsQAeZlds7CF4uqC2EBc/iEyHj3NaOWj37jMyY9oWObi/Vq8AqvNoGdN8gyS7zbOXoQn3hu9jbwvKXm5cBzD72iaEAWhW4hNK+9+/A/BcKufPZIDnuMwiZY4P1zzENqXGhwDPGw7K/DkbAZ6vWOZA9XMBOO5fTCeB55Urtsvbo0ul9hYyUab1WAek9vsQxDx/VJlOMIl5cfZFg8FKlqi92SzlS84APB9JB8/QKaVuH1jr94GTzs2X4/JUV1D1NYLnKQDPB/S9xjPfPtP6nnHB3YFj2tXxsgaTfbteR/qC15PpyxduAcysBXjengyeefQUk5vmW57j5QViDa+QnZNZTlYFPHiuAnhuzADPJjJTfn/Z92shmKQbMioMUvC8q0HGv1UhR/a7C4PasDsMImfp633d+bbneF0f29TXwAaey9Xf6uqcs4EUPLM+zu0VPONfJidXzI+93qoPlNanGpCZ6W+s2/CwW1aXHZNpE9diQ+0ecwCpHbTd1Rts9v3fG2tdx6Rb1x9rnF619KzcvuntcYU8DBJzK9mIvm9AqhH7zCdI81YNd43WuWQYwI2AdrQddI7TLtD9200yfcIqWb38qDyox5xCHqro6XbDg+dxIfXsBowV40x5ZJ7sme8z6+XLnpBOmk/ehxgLFszZJNMnl0ozn6j3OjAJo9gVKZmFZLbjOancse9S3z9Mr1+7C+C5AuD5/jACz5zrdpOCFyTUJuS3NwM8rzkho1+fJ3dvOfDMscIA+Qvrqb1cv4gCMrlwRGm898Lpo29onzLsaOdd5Q5p7wRoxpzgtwg04j+5mSAac5G3jzsRCDvaO6SztR3gGRl8NJsPH7d0t4Kf4GTm8HEPjjqnswFo/Rwp2HA5GkAjfLjHvh6mmMEzPUS7Dkx7Mpn57MV4Os7+fM9ODqMWvy3MgWYF0ODdlcfkvakVcnL/ZRNJJ8Mk5xVdfplGlzSBH0MyH4jnkFA+6w0+0+HjnFYO2r3rjEyftkUO7K+RJ83QlOdoGScOEjwn3lVeRiqDJ+AvSX4hmDJjOqSCMNg2Aunged9wB8/wpxR45p1nBc8b5INjIwc8jwZ4rgF4ZpnWYx0Q030Cz06+ZqXKB4mV2GgcPB8O4NnJGkz27XodOSxeT6YNPK/JAs+MBRTh/U7JyUxjJ1M5qbyfrOGV+uRilpNVAQ+eN40g8PwoAzy7ihl6DDiz2b4w6np7fGxTXwNH4HkNwHMENosXPHOf0ht4Pp4MnmmHqzfY7Pu/N9a6jkkGng9ngGdWBDnZg8HcQjbAYerR948wBvZxSYJn6MKO1c8r06G4/8RGAAakfM2pexfgecpEPlFzROof2I0u7jLtPrWNqz0dxKDHjavJUR1YGfKUuc8gcw9LZprlMX37xZ6Q9nE5Pkbehww8bwZ4LksAz9YNKZmFZLbjOZ5Pir2P68y6tGP92t3DFDxj7YYBfERZYxfyc4Nn4gFWinwwJTMvooBMLhzxJ/RaoCRv+irxwMWRP5XUjjmBgWoHzm0G/n0MVNuA+dGA+fEYs7IJzI9HtAFEdGIT2g1+joia3ILZwZOaAZ4JoAmLed2roxtHflEPatmXj+j3S6M+hAFIN+EdJzjhNm/iFydpL4EZARzCTbGPDPEIkckcRJ5PdmnOWlb38cfFIBbt2HJISmaslqOHz6KaPdrA3mHKPklO4NyAdBPYf80DiGoOMtPh45xWDtqz6zTAc5XsP1Bt37aNfF1AobNedeI5vmt896gg359MIwvn+GA4IMxmwHFbbCOA3uXVVfYyhnvfjtvy5ssrMsCzXdhIySpSpk26XrKfQY0N7rHtOSPnse2VK7YCPK+QWzW80IQ6yqwAf8ObZPDM8tQbsGUNqL/lYv1nA6TgeemHw/yxbfzxCMoCz/H2OZZkvLEnaooQPPu0c5Xose2tEXhGGX2OIszvHDGZyZTpOam8n8zmzf97Ym6OufDEH9t+PEzBs81xUvTY9gY5csCDZ7MzSZeiYB4wHrTHxzb1NbCB51L1t7o6/1gwiuhvrI/zewXPCZyYmServ6ku9Cn7hmV+/k/9zOmowwPWx7bLjgI8r8kGz2BWi8seLI77VE9Mor1kkoFnPrZ9Wm5X+8fQB9ffqAu3kfyk+QO0/QiOw5233l6hI9FZdKMPvVKfV8b4EOjAJh0b0O27TTJ5UpmUlh6Suge2u+RXf9mD4Nzt8362fZORfekT5bBjUJGV0YSa7rdwZG6Vmcdyp2+/2RPSNE+ZavC9Y5YZeK7McecZ6lIvV7egzHY8x/M9ufdxnfU97DDwvAHg+e4wAs/wFT5pjP1yJzrV62OPbR+T0W/MyXhs2y6S02HS9nLkvIgCMrlwxI83PMHgUGslThh+AxiAsw4S7KY9/Bq+h5gbdeB7emwGWuMX8z2RVj5t7CbFc62dwNTIMEisT3lj8jZJfUed3HlyW2oeV8udxhp5hPcNXQ3S2M3v9uMXFPDWdruCaH4+g781x0BbnMTOom70Yo90yXzvo4NnzsRMzhxQdjoOPJ2bLh7x3k+grdv3y8y5y+TgsZPaU7w0wb7l0DCE8aeT/Few+YdyTMfBZ7+RT23o08oBnnefkunTK2T/wRvS3MKHudCTGGe/QVaDmZnqGv7zHeP72C6rmESfKhCzfbJb3eO2GHDmBoC6dOjHe+x3npfI+bP2U1XcJthVdj/OMdlFxrQp9TgNyD7zvEfmzy2PvjDMV4+dVywc9y8bn/Q80sqVmwGelwA8w9eQZRecGO5aUbcN4Bk5iqpRWYeL5/nJ6OcvAZwrSpM/GOx16Zba6kaA55OyeP4+gGeu+iRuhHh1t+/+Zld4e+ekc/NlBTHad+hv53DV1x/Jyy9OlKrKffpewbG2zfp8z1M4VvalI1rm8vGG/waVfZ+YfsiL6ckqly5d1y9wKivdHH1hGMoIHnxcsPEksw+cbNqSxRQaq1MANh14wRKpXAzd7Gdk+IVhF2TC2+sAnuulxe3/eb79dFBhdSN7v+s/Uze/cTNfM/B8D+B5rRw5eEHzbD0pvB1PzfG3qYSNv81t2gK7OD+oLopyfmEY6vix5COBHPWneaUr0z/mf9OFXsNv2eYTcrEvDHNM0i8MK9sv0yaVxz7z7O0ovG59ZZ3rfWDzIzc4oJobDbIEcXrVspNy+xacT/MH19/48tGT33XOI/eM2udEJ/ot3Fjj+NtBvBrTxYsW2Mx3YR8Jv/Njc/teo0yeshzgeY/UP6AEWsF9JsEzb4o9dsxWOMYE0Fw7UZOVfShj2GO2Mgr0qggrFIrZEBmWoz1lvLUxcnEB1ewzz+sAnpcbeOap7nzu8XiXVN8WVDcw5aXY60pm55CZNn8yvfGWOUivX7dD5s5eLefOZH5hWM9MeYPO/IPyXdgg80vD+MWsnZ2IxVwMUWbg+RDA8wyAZ/eFYbxDzT2ZzhHECADvNPXzIgrI5MIRNSZq4chRSd491m9D64QN/GiyPnXdCJz7SGo76+Rye62ca7khl1qr5XZXveJi/jCc4bkmea7tyUPp7DAgx2/vq8eJ157ckg/unZVDN47JgauH5dDVI3L81kk5W3dRy+51P1QkjqYgCArwzh6vgunjsXn33AASdWKXpUUD9z6T/aToYQApjlW5R6bvIM2F0k+pqt37ZOqCRbL3xFGEKt7w5xP0BM8sJxyg09kG2wgTB6WFY7pJ39iua0YclVFb+6mq6TPWyv5DV6W5leCZzEd+GNoZvGG8bky1Oogdw8WUCxCvsDNNl+WL1Wh/pr75sx/L1N2uFGNCEzhDB97ppw68QrlvV/pPVXFz4J+9sHGJyygu5s8D8Avq7Au0RB4/bpPKyp1SUrJcTp70P+diQ5G7n9PHfzA57l/+J018ns0ckRUrK2XU2wvlVi2f0KA3cdnn4t6IoI6x7CQos7rIBPFcXhzxvmYXSqwPyEzH7S8kR7ZFedSVunRKTU2DlC0/IosW7pIa91NV6pfQkVzM/sZZbj5k+pLsd57fkU3up6oMuLGczBcWYNjEn4aLvqnXl8T7qtCcywaLCfHYZsDAYtGly/ypqiVSWlYpLQzHahNtiOy28bRNqgX8pHXDLwTkbD3yZ9+3kQ0R+zL6EmNttxw+fEYmjCmXw/vvxH6qihdoacPQ+FqkZy6mv9hc6MTmxS4EoMcxlQ/uvS3j3i5Tu4x4pyxuR+8+UHimb5iXGPM926evmS3kTl17ePEW1oCJd/gzVfS3ugcPnT2IEohlNo8Ibnobo7i9npPq5ct+tnJcOH/5U1W890n9/Fy32Gs/VbVTpgHQRN+2TXsRt8HJ8vvLSfanc/Y8SWIbK2Ob+LeqH8lixOnyFUektpYIjfKGwt94qdiiiq7y/McuJ3j1d5wJnDuxxnRxX0MdOUYcG0Y1kbsAz1OnLJJVpdvlUb3FbruKw9jF+cX6/ES1gWiLHwwYLEeDFMN2fdt6FRsJveCbpHM+7MeAR5snyvriOHL+sMxiwfySVTJt6lJpoqogvzbxJ5U6eNENtdPHp/9so+D3mD6+pzNt0Xmu7Rtxvq9fv1V/5/nsuVuxn6rydufmqL2eOb0v+8O01frcnkbg2g3f0KeNTXFeWN6wfq+Memuq3HE/VdWpd2B54cV+WYPj4PelSuwMz30m73RxLgxRDUpTd2YaWLUT86jbXYDqBGh+3HZPah/fkAv3L8iJ2x/K/upjsvPKAdl97ZCcvHdabrTekofAvo2Ii4/lgTzXDeDMK1hcYOs76+X8w0uy++oh2XBqq6w7WSWbz7wvm05tkzVHNiK9Qw7WnJALTTfkTvcDdBmvYqFn+TysPkbCzn6q3hokok7sMj8hPGs3gv0o90F3X42nQQSvGzAuceL7gdm8c79MB6DZf/xDuCcnuYOO/lxPqff8R0f2Ab2/nDlBcrMF3YijMltUdhE8T18D8HwF4NkePrfNGCeXA896hdAbw/O4mDLKeQBNuXwxwFB2ks75cRTE0oMQOQLPXAyxOYOa+3ZVZ4BnA868ImufA8puo1hYddUnPCyoROB5qZz8wG8wOQp+IbFxjGT4sR0ajvsX09ws+jybjyLLSzfJ6LcXADxz089cPnBm3xHA3yHs6ITv5QTPZPNJ743WD/E+KBRn22fMuUG/B3iufSRlKw5ngGfaTJBAf0uSWwxsG4KnB898cVGNg2duLDzASOqvfJiyMuVl2+FBmdeR5+hjqNCHRPA8t2SxrCyvyADP5jN2fk/g2W9mmM9yD1ILx1H/5mLGYW6iHXgeC7CZAs8cDw+eC69bX9j8oXdm3SzwvK9Wxo0pzQDP3o742Me58HPddOSR84JMv6cfebBmdbh+2HhgPxUHz9CcNwwJnPm74tHvPGOG8Y6hkxOB52wdjON2xudAUt2nZfYbbaL/U3fO4XowY6+3m/5Gf88FnmkHP8BnMd24UOMRl5mbs+dHMsflklLgeaUHz4xZBAaD6W/UBXHF7/LjIYasPzCLhN4pw/qBDb+td4w9ticgPbrdJHMnLJXKZXvkyT0IoSyyVlFvxH8+EcmPDRpz3KxBVOT+IrWA0oHTlSmszWT4DZrJBs+cU5hNKfC8JAae6fvwNWCXdPAcH5v+cdTxZL/XtDhvTN3pT9SX7RtF4HmFnDl3U5+0p8Zmq8WJXBy10zNn92G+zD6zPrenYT14tnlPMvC8G+B5CsBzneYZeOaTC49xfgZ4Zkckca/E8zO58MQ7/PSZDujMCwbc+zd21cvNR5flxPWjsuXEVtl0fLNsP7NLtp3eIZs+2CZV4N2X98qZB2fkTlcteumhPCdYsAQd1YZOuNxwRbZe2CWV596XA3dPyglUPPvoolx9eENO3TkrW87ulNUnKmXXzSNyta0G2PsRzsMk5peJ8Ze0+aFrPnoE70nioSUOhI8ivY8qf8+rtRVhtg32cFaTMk5pa8XWHjODT9O0IbZwktysvi/z562RmRPXyvkTd6PxjzfPNLqr9uI9qb1Wh40OAxMd2C9SEZtzGyeVJ7EFkr6x39x6jpeRdu85JTNnbpRDR29KS7uFiA7eMYTf6ATqgv3+UVolGsgJ7gOMBWXrNkjl5lUBYM8ct7tntkBnG33PVmb9QcDJzaWB5707b8krP10oZxHUSHYxwB5pSpdbPMz+6MAcI3DWb/tDX3M6NTS0y+aqvbJwYZmcOBn9zjP72V46WuDMPorGuCfu6yvp3CQ2H/OvyN/44pG0smyLjB27BMCT5RwfjCIfI0KM4uLS0dGKOQdb/K5Ua3HT4X2Nvke5VmzSe587mX3eO2fa5/uWunAz2SXV2JCVLT8mS97di82ZPbbNtnhnpgM22Zgkyc6PM21K4qTzspm97jzI6Uq6efOhvPjCO1JVZb/zzMcEI7v9i23wwgA5ns9XZp/lx9GLetLuTNs5lyNb+bMuBlJwvuqsjgPwfE3mzV8mZas3uQ0OYjiK2lDXfp7CNnAEdbZhpDz6W+RdxozfHHdupOJ65Oaor3vmyD6bL+k2k7kBMvBy6NA5eWc07zzf1w0PHyHuwEY7AgvJbWRykr5JnHTu0zPl2Hjxt0X5m9SkVrjc0YP18vabK+XQQQPPvDsQH4d09n6YKb+Q7NuKv/gefaZ3XJ9Iexc2nQDO1IU/Eca9AYl3n0rmLQMvl/oHFgtIXgr9kzE+Wvt49Ozb9zbGdeibzUnjl86sQ8kWo2xj/BDMCxqxuYaNJ9ce7o02bjgok8Yv0y+oYp59nItzDXsCbE7tt2B752xdkph1TcP+M/WETF7ggI4kXtxcNH+PlCNe367lfoH1GMMG09/oLOjIKJwYc0owTz+uhBFiPzNGYfPf0PRQrl27Krex73RhQNpvtUvZO5VyaPFZGIYMLwNm3blyT6qv3ZLmZgKkdmlua0bMY9yytvXFwcSfMohl/KSofVq0UDbbvLexxYumkZFr/mbjTiX41Mb8knUyfcoSacUyzy6gH/ICFeMb90S2FvGVOU75M7XhXsKYupDTB8bmPfvEzuAQtaHaxopdsmDhGuwzq1Nri8nhQPafk/s0HzbdTX+uFfR529vzN+iJhxmLN6zbJ2++MVXu3XV3njG/O/U3oZvRB4h72Jd1KPZDIc7heWRUSOceiSeQfZ8zXSBybXd3wG9abZ3hjV9+n3YDkOyNJ1flwNV98v6ZbXLo2iE5fee0XK6/LNUN1XLp4RU5cfuUrDmyTirOVMqFduTLbXmuo7UeALFOHnfVyZFbx6T86EY5UncGc+4hRDbixd8z5lcMPJGbLTWy6/ohWX92mxyoPSG3Ou9q03xGXh/b7sCE0A+dsxMxHBk89NT7CLa1Egya03RgJ8U0f1uWN9V5c729DVMes6G1C30CewkoeUGwpaUTi/0F+fE/jJY/+cjX5Xt/NlnWTTwoH669JCdXn5Ujy87I8bILcmrDJTlRcVo2L9ouP/m7N+V7/+slALoj2janLBfcODMoeM4sy8UaXPrI/LiI51QAc2WknTs/lGn8nedDNdLSyilGt2ZwcxOP7aF/usnwd2UAan7pgAFh+kNMJ9ZH5/bMZm+fWGWTI719nvUHgywDHYI/dNu78zbA8zI5fcbuPNsURX2+MmUXEevjfbAFSbWRx4ZHbdjA7JF5c8rl+DH7XCCqRP2g48nzM/s1VqcHjvtGT5x0biKj3dQ5qlt6HmnZis3y5pvL5Ga1+Rq5Q23nwgW/gqBO7EiT/c02d2oj23ByM+dHEkd901dOtyHKpyFc4Lrl5o1GbMY+lGXvHpGam3bJPPI12uTPKQwn2ZXJSeclMfuNfa+66iwRuXG9QX76wmTZXOW+MAycOsf1t/Y/NxXcGGkZ81xZgdj7S5J9Nt/BqJj6PCmPYOqLtykZ589fl9mzl8uKlZvkCcEmyhHOAZ65tWOUg1/pkRt8jpnZQxnpDNlok5ysUzan+q0XTp3jbVaO5aNN8zeRA/svyJg318jB3XW6yeQTGh384hdagnrqezinN45k98xJ5+bH7FuOl8U4Ej+zfXR/o4x6tVwO7rePpPi7G3YOxjGNM2UOAEO1ZGY5+5fAkaDA5gtO0TWHxPGYPXOFzJ1TKnX3AUxxHsupu9bDv3ZU5jjRU61Nb2smx9pOLM/mzLHLYgiN/Iv+wqcRm3DkRQ3mWT3VG9zc1C2ryw/K2NGL5W4tL2xCF/2PcrxsvcrWI4mzdMnBKZt7YFRTLXpmtkt/49xgjsitmw2ycO5+Wbn4JIC0xWqCi8H1N7RJf+FSx2vAZMNoOsXZ7wRnNtuBheFUFZu2yTe+/G357ldelIr578uZzVfk0PxTMuNvFkv5t7fI6fcuy5kNl+Xwqg+kfPom+cGXXpaffvctOXLwA5XR0g4IgQHGcqqytR+hA5njznx6tL832pGod75scUn9i+25NpVdHfwJcD7mznqZOmmZfv6Ze3EdA8ZmnM86+LO8vjBt7AOzv/V7C5TRTozNL4y9D3HocIquJevW78HaslpOfnBTb6yxiuqpNvXAqfZ65uy+zJ/Z7zggzfHg2o04BgdgPj+J24pYvH7tEXn1lWlyu9Z95pm2qycaDtD60EuJsnAusRJvQjKtXeSKcxN7j8wTKJvHAhHbhrjuVujdShv5xWBN8gj49VZnjRy8c0iB8d6be4F7eXed6z4nHk/kZcRHcvzOB7IBdTbX7JRTclGeawd4ftx6T87XnZNN59+Xrdf2ytnWG/L+jf1S+cEm2X12h+w6tVV2Ht8iF++cl0vN16Ti3PsQsk2utFVr4/pd2x3N0tmO6YWeKl7wnIP8wIJbW+E4HLdeiN3KYfZVOzCpy0u2ye/++8/J7/6zL8l3f22ajPt4qSz6qypZ/NlKmf+ZSin5XJXM/9oGmfWtpfKTv35Lfus/f1I+/fEvyc6th5yU4qMD+68iCOyXw4cf6BW1YU0Y38P7G2T821vlwnn71sDhTPyug00VR2XBvCo5e9rupA93Kl+1V8aMWSe1tS5jGNPdmi7ZUF4tq5ZdkrrbfQgqRU61t9qxWV4uu3dGHxEYznTtSp0smF8p5eW79er6cKcTx27JjAl75PjBVn2yczgTv6Tmg8OdMn38Ljl5zC50DmdirH53wSZZuni7PI5uPA9ban4ssqb0A5k+aaM8uj/8Y9u92+1Suui8rC+7gXQBN+0FJm5Tue8k1Te2yOi3Zsmv/cePy5/+1y/JxK8vkcXf3CIz/rRM3vqluTL+196V2Z8sl/lfXyvTv7FMvvWJ1+S3/sNfyJc+80PZs/2Uk9I7eTgzVL3yBL727vwdUjKnUtrc3fVip8rKozJnzhb58MP7LmcYE6b3tqpLMm7MUrl/lx+Ny5+AuYEF3Zssoqd5b2NMIees/HREMVwT+YAixPNp0wd43ZV6OdN8QTZcrpLKy1vkdPNZOXHrmOw9uUMOfbBbDp7YLXtP7JCj145INUD27rsHZNGZMtnTcYw/VfVYn9/een6XlJ6qlA86r8q2mgPy1VF/J3/5zU/L1/7xf8oXvvZp+V/f+pyMnvqKHL15TA7ePql3n088uiD3ux/pze+WtkfS1tY0PMAzVcnB/Oa+h/VNcvXyHbl4vlqP16/elVs372DzeEdqbt2WGzU1cuVOtZy9fVUu3KqR6uo6OXuoWhaPqZIff2KKTPn0Rln0ycMy7zd2yuqPH5JNnzopFZ/+UJZ8Yp/M/vR6mf2VlTL6q9Pl63/2vCyYuVauXLgrNdX35OYN4+qb5PtpfKs6/X1PfPNG39jXvXH9nrLP8/m3btXJqvJj8uYbm7HBvCjnztXJ9et1csOdc/XyXbl+BedeQf2rdVJ9jYzzUVZNW2AH7WH96zd4LsrYBm3shX1f9MSUdSuDTb5jteWeXEPd63h/6UK9lAHIPP+dctladUFqaurlGnS6chW2XKOeye0MOaM/r0O/a1fvY8OPvsfxNsbm0rl7snjBDhk3epVs33xS7t5+gL6vQ32MBxk2Z8vz+b2z94XeOOncJE46N+7Xt2vqZOaMCvnxj1bIocMcm3odtyuw98rle8pXL8EGvFc/S/I38A3YTj8lR37QM2f3UzazHvVVZjqTtQxj5ebSwT01MnPCMZn89j45duAW4ke93KCfoZzHpDb6w5k2JXFK/x6Y9a5jPtPXrmFuUNdbmL8H996Un3x/nqxcukdtoY+lZLOvyUyjD6qr77p5aPmRP/af0+d3Elt/0A/4nmOSii3UA/rUVNfLvt3nZczoUvjcRrl88SHmGHwOdt+4Cd/BeZcR9y9duYsjZOHcW5Cr8l37Udxh/8TK+8CZY5fMyeems+l2506dbN74oYx6eYtUrbktV84/gD6whXMB+l/HPGE6uZ10Tm4nm5POzWTWS/KxOLMOYxt1pJ8wvl0880C2rr8jb7+8TSrXfyi1NZzTlJc+Bmns9PLjX3BW30lgtM05cg2+wve05arGKuh8pU5uIY5dxnhMnbBapk3aIKc/4NxgbIKfoS5jRw36gW2or6qNCe0rW3tR20l1sjnqm15Y9cKRetyCnjp3mM9yk1N7s14unK6XhXMOyZjX18mHx25LLebTDYzfFewHaLv5rtnRO7Nu75yyvTdm/O2BGX+5lvg5UYt5cvxQrcyedEzenXlOThzGXg9rEdeSlH6Qm8Up3SA3oc/zYcaoGsRO8i3wTYzB9Zq7crUWcej2Xbl4557yzbt1cuDYZfnhdyfL9780UZa+uUcqXjst7352p8z6zUqZ80tVMvs/V8qk/14msz+7Tkq+uVFe+PQ0+fHfTJdlM/bKiQN35coljHUt7KxBX6gN8EXHtO8Gxv7qrXtyqRZt3r4nl3G8hnqF3Cel+tevH65t5ml8wNhcOse5U4l9TrlchN/dRJxmHY4lY9tVrlPcg2IsozHJzVn+koO5VujewnGS/tzbXoUfXb5cB99HX2L+3LzxQBa/t0PeGbNBtm+7Ah97gPmBNQdt98Ta77H2euIkXfJlzlvGIL/vvoUx177Stbsea0mdLFl4SF594V05dfxGaq5H8wj1oTtjIPEAY1r1zbuYQ7eBl2oxjrV4f1tuw9caHjVLRwfv1ifRQINn/GsCt/NeeTtg80O5IbdlT/1hKb+4XvbUHZTTT87Ji1NekD//0ifl7779ZfniV/5KPv/Vz8n33/iOvH8RILrplJTe2CAVj3bIcw+670NIvWy/ulfWXt4upyBu2al18ouf/hX52Gc+Kr/zB78q//k//5/y53/22/LxT/26bD2+Vaq77svGSztl89V9cr3zjj7S3cHHfPhY1XC98+yoqbFVDh88JXNnL5Hx78yUqZPnK08YN1smvDNbxiHv7fGTZczMifLqlNEyfvZc/Ur6MS/Mlx/8+Rh5/ncmydzPbJeFv31QZv/idtnwOydk2yfOysY/+FDm/PetMvG3VsisL66QN74wWT79sS/Kj743RmbPKpNJExeBF8tkx1MmLcmbJ09a2ieewuPEJTJpgjHTzPP5U6eUy9e+MlF++2M/ka9+ZY6MHbtWJk9eBV4mEye+J+PGLpCJ76DehJUyZUIZjuTlMhX6T530nkyZDJ60SNuaNKkU9q2E3GVqX6+sdvTMtHXqxKWO2e5ymaK8LGXHlEmLZdLkhTJ5ylIZP3a9fOXzC+SXf/4f5fvfmSdzZq+XqVOXywS0R473f4+coUe/OEl+Bk+asEgmjn8PafQd+nf8WNg3YZVMemetfP1LY+RTn/gBFtGZMnt6JWzH+LCfJ6FuUnsc2z5y1Ic9c9K5SZx07lT4Eo/0t2lTyuQzn3pRfuOj35PXXtsgEyasl/GwdwL0njKFc2Ix/A19Mg5jPL402d8mw9/gA5MmloNLcQ7lR3MjFyf3VTpbXad7ytcS/G3iQpk+dZm89ONF8ie/N1o+/rHX5I2XVsicmZg/sHOiH88M+f3lTJvyZozJ9CnwowkrZPy496DvYrxfjcVzsXzkl78kX/nCKJk1fT1sWYH6tBn2s68nltn7yQuM2S/MQ5n6LsoKwVFfkxP0xxhMVkZ8mGx1tM/HwX/GQQbmx+wZa+XFn8yU3/vdb8hf/vlPMV5VMm3qBsQp6DtlJWLGUnln3Hx5Zzxi/8R3YY+PyVHbUeyh/5l/puuRmzPHLhdb/ahN47gs2DRhAdagMnn+u7Plj37rdfnhtzAvxm+SmdNWax3GkGmIf/S9zNiSxOnyc3OSvpmcdF4unjZlmY0Xxmfi2Ar58bfXyB//7ij53j/MkpkzVui8srqsE59/YJ3nfh4m69J/pv9x/VoeMduEzpzP499ZgDVzqfb1JMyZieOXyaTxZQDMWGew+f/LT78on/mT78tbry2UaZM5L1ZiTwF76EOQwTg/GfsAi/W5xsH5AM4hJ+uZzcmyMlj7Ems505y/U+bhCN/Xecy+ZR3EhslrEIPXyde+MFE+9Yevytg31sNGxjbzMe4lsv20/xyPATkZOvj9TDLbesrjdKz97PcZU1fLqNfK5XOfnCJf+txcGf16ucyawX6A7do2+3ow/A1jjv6eNKVEJk2dKxOmzZPx00rkneklMmZGibw9Y76MmrlARs14VybPK5M3x74nf/wH35Ivf/INmfej7VL6vaMy70/flzkf3SbzfuF9mf+LO2T2b2ySuX9ZKVP/tly++uuvyVf+4A0Z92KZzJ2+BXu4cpk4tVTeQdvjNTbQliiuTZ68RCZg3R07bZGMmf6evDMNawHeT8rSOx9GrMHe0PaI6GNdP8qR5ppC30cZeCre84LTZz/9snzi978vE8aslRlT1tq+AWu97i/V72x9sfHombN8JoFZz/qBe0wydcrmSfT3SdhvYH87flwpYvFqmTF9E/bNY7GXeUF++hOuQRWY7+UxWf3ngvkcZE0aDzthg9ozCTHWj8mklWhrnYx9a4389V+Mkt/9zX/QGzUzpq7F/GEf2dozFT4xfeoKxC3KWyQz4SvTpsKHJ86UMW9PktGjxqOtmbJ2TYVcOH9VOvit8Yk0wOCZ4p5A/hN+70y78KenrnZVS1XtTllzpUI+6Dgjh+uOyie//kn5nU99TP7ybz8tv/rfflE+9dlPyK/+3n+RksoSuSbVsuH+Vim7s0GeewjwzNeuW4dk3dUdcrDtvCw7vV5+/xt/JP/rxS/L177xF/Knn/iIfPcf/0Y+/qcflYojFTi9Xqqu75PNNw7Ija67Cp7bO5uko+PJ8ATPMeJVkcuXbsqmivdl/bqt8v62g7Jty35ZvxZAeO1O2VK1Xyo275SVFWukfMsGqdp5QHbtOCvrlxyQV748RT79b74h3/65iTLjN7fJwt/YI6t/96BU/OFxWfsHR2Xub1TJ3E+ul+U/qJTR35wuH/uVP5Xf/Z3PyDsT5kvV5uOyYeNh2bDhkPJGpPPlioqjfeKN4A0bj6A9x0gzz+dvqjwtb7+1Xr78xdkyatRWKS8/KxXIq6w6IZWV0HX9Aalcf1y2VJyWqg1nZNP6D2XThuOyCTps2oiyCjLsp8yNp5QrNp5w7R/pN2+EjhXQ2/h4jI/FGP1RCT2qjsr6NZdkzOv75HOfmY4Jvlu2v39ZKjefsD6opDzY1AdO0iVfTpKfxfAH1q1Cv2+qPCnr1sBX1p+BPfyCoFXy/e/M1M1/VcUlqdx4Bn38AerD9oy2jLP9IBezf/vCSecmsfpW7By+p558Tzsr4VvP/2ChfOHz02TxonOyZu15WQf/qsDYbNlyVLZijmzacAK+dkqqYH+iv21EX208DpmnZeOGD8FMJ8+TOCf3VTpvJDv9VW6KYYNnyqvcD31PyLsLDsl3v1kmf//VZbL0vQ9k29YLei7Hc/16zovkdvLlTJvy5YqNx6RqE/sOvraOefC9TefkvfmH5G8+O0pGvVkmWzZf1LlsY8o+5vzGOdSjcg94n8tHHv0RMjP9IV9OjUGKM21g/DyoaT4+R53WrTuExfuwrF2L+vChbdsuyLsLt8s3vzFOfvyjhah3FbIvYlxOyaZNH0jlpmOyfsN+nHsQsfmoVEFOJeJM5UYcs5j5aKsCvod4k61PNieNXxaz7noydE5jnw/ecADr1C7ZvvWEzJ62Vb711cUycwJi7JqrWKsQq9nWhoOwyeRlxZYETtI3iRN1zuCk83JxZSV9hPPoA1lbfllmTfpQvvU1AJxJm6VqC/Ir4FOUqT5A30pgnp/ylWSd8mMvEzqinRRrnMV6qev2Acz747IZccr89CTqIE5tvCQb1l2S579fIj/47nRZsXQv8rAWrmcs5/gcwzgdQx3IWMfx3Ie8Q86vMjnd9/pqZ1J/ZzFiGXXSNbNiD3gn9Md+R9dRMmTxuO6UrCk7JW+/vkZ+8K3FUrr4AubGBeyZjts8gV6b3DjYePXCSbpkMe3w9ubmjWi7Z2b8hZ+Dq6qOY84ew9w4I8sXfyg/+e5Gee2FrRifkzqOQ+FvG7GGra/cK2s37QLvVl5TtVtWbd4t5eCyLXuktAr+s/uUlK7eK5//qxfkk//Pt2TyP66RDa+clpI/fx97z82y4L/vkZJfeV+m/vpamfWXa2X219fIjz+F/emv/YN8+c9flbmzt0jVtnOyHvufdYx1bBvju4mMGEOuZD8hlq7F/mn1pv2ypvKg7ZMydM6XGVs3bNxn47H+A/AppLG3QbzSfPiejte6M/Kj7y+Qb31jupSv/FDnFMeS+7pNmw6BsQfA3kjHvw8c95eeOH2u+flncV4Z76lfZSX2JFVcLz/E3EXMrbwio94qlx98f57Mm7MP2OE8+vKUrR+wtSfeBHl94QpyQp8+LW+AbevXM6ZhLUf76zfA59GvnHMViF+c16tWnpeXX1ghX/nCBCld8QH2oOe0/xUDbIQvVh2RrVuwF6uAjPX70C+7ZDP8dkvVHvTT+1h3qzC2m2X/vqNyq/qOfmdNMmUCZ6YLCJ4hrgvgub2pXdq7+R3zLXKzu0a21eyQtZc3yqmOs3Lw3mH5y29/Vr76/a/I8698X/7oMx+XN8a/Kr//ud+Vko0EzzdkXc0GKbu1mo9tN8i9jjvy/rW9UnZhs+xpPiP7GxBMjqySnWe2yv6jVbJ752o5fmy7rNm0RD6496EcrPtQ1lx4Xw4+Ois13fVQgd/O1ixdna1F+tg22yb7KxtxztbrSXOb3LvbIA2P0L1P2qWxoU3q7zdLwwNY2tQhj5va5M7DB/LwSZPUoexxQ7fU3WiWBWNXyX/7J38sv/zcp+Qf/8MUmfSxNTLj/ymXkt9aK3N/e4O885GlMvoP5snov54qX/zDb8rP/swvy3/8hf8uJYtKpbm5Sx41tMuDh23y4FGbPEQ6xY8cx/N64EePO/rOrB/nWH5jY5dsrjov497ZgYlyS6pvdUF+lzQ0dkrDY7QFPRsedkrTQ5HGB93S+LBLGh91oL/a0Sfol8fGDZT3CPaBGx7z3I5e+RHk98b8tunH6BdjjEsioy50edTYIffuiGzdWCdvvbJNDuy/Jw1NIvWPOqXuAfod8pL6MomTdMmXk+RnMsfiYQP7pBP+0Sn1dejDR91SW9OBwHRCZs3cInv2XEF/8Bu4u1G/E3Vz9SHz+8ZJuiRx0rm5WM9RX/Z5kZzH8Lcli/fKG69vkNOnu+Te/W7MBTtH/QJ2NTzogr91KzcineVv9EnKhp8+Qp2H7vzeOLufkjl1DuVmMtrVMurR1ClnzzTLopJLMm/Gh3LuzBPoJOprJgM+mSC/P5zSrR+scjA+9+FjdfWdmra+Fzl5/LG8/spKWbf2lNrCsdExpL+xv8nUpbEVDPtS+Tz68e4/J+mdzoyfiKMPaQ/PQR7seEDmXH8In2kU+Ng9mTlzk7z33i6pvS1yr07k7n3Y7OYPYzHHlGPZyCPO15jCdBajDONuc7V39mPWI6NeA3RogB05mWvFwyfShPi25/3rMmnMPtm5qVnuVCMmP0a8hc6PHlhfsA80xvfCSfomcaLOGZx0XhZDr/v1XPd4Dvu9U25eF9mxuUXGv71f3t92DbEa9R7Dr1QuxhR9ns70MRu3iNN16R/H5MbbTeWhDphrI/WvewA/xXrIeMzPONfcEsTpKpk/b5vcutEij1Gn4QFjOc6DPzZwLmGcGh7CxketOAcxBPKU1e88w9dibO3H9UzmxH7PYOpAvbSdx9CR3ABdUu3iCJsf1nfI9cvtsnLJBzJ9wvty+SzqcA/AtR22PEA5bSqkbuRUX/eTKet+PWXiPbjhcbfG54Wzz8nShVflzGns9bDPezQk/ob5jHYfNLakuL7J+D74Ho+Ir49bu+TsxTvyvW+Pkv/wL35T/vAXviRv/tUCmfznq2Xsx0rlx/96rrz279+V8R9bIu98skRe+/Rk+eJvfF/+0z/9Hfm93/i8lK3ZLQ0tWI8Q2+5A93owfa0RcaIRMVIZ6ceIP+yHejJjeqLO+THXyQfwL43L8Dtl+NkD+P8DKMd+YBy/ebNT5s3eJdOnbpZrVzvl/v0urE04h3Ee5z7EHk6Z45I2Hvkz17y0+K6+75jrOxlpxtV6zOOH2I/5PW4d1pHy8qMyY/p27DPvyv17jAFYQyCjV+YY9MBeB43rCX36tMw+43qo/Qdb2Pdcu3WtQF7DI6yL2DevLj8jb7y2Qs6fBS5CTLP9Trvcq2/VWPcIeQ3EBg9bwM3QtUWaG9uBl9oQF55ATiOOzdLW2g7IlYQFPT4bQPAM8d1t3dLRym/pwvgBPtfJAzkCwLzm7BrZe2+/nGr8UMr2r5Ltx4BvTx2StdvXywfXTsnqPWtkz9U9cvTREVl/fZ1sfbBFnuNvdDV03JezdRdk/eUdsurq+3K86wbwdb008rvt9fvv+RMRj5F6KGefXJHS01Wy7sJOudJ5D00/lo4u7EQ6UK+zrYjBsx8U//WFZD9AHkSbjvxQu0sq6Xuyp1i6pRWSIKqzvVuOHTwvP/3OBPnTX/1f8o3fHi0L/qFKtrx6UHa8elTef/m4VL5wUNa+vkNWjF0j4346Rb7zDz+WV0aPk6Mf2hfwsMm4JnEeKtq774JMn7ZT9gJsNuf6Up2M/uoLxe2KH59SzFMRf/Jg3846GfPmJjnlvsiBo1/AKTpgRP3Ug5HwujZiw8yrtnPmVMiJk1ddbvFTT31dWrZL3hq1Rm5g8++nmbddxyk+D4ucqm+2SvmKa7L03TNI2zed0IZiJ3ZxC0Ijv301TpcuNcurr7wrmzadcDnFS95nkohl5EuX78rcko2yovR9aXpi9sbnl6/n3xc7Hdp/TSaO2SYHdjbqt9LGqdjtyPQ1As59u5plzFtbZf/+4RPbOHfoQ+Q48fdpZ81aKwsXVAFYRkFsSLdFvVJu5RoAlstXHJMp49fK/dv8Fp6IisUmr0ZcHabJ9Ld4PuPzeyUfyPLFF+TG9XR7ioniOt+rfyhLl5bL9/7+p/L819+Q2S+vlIoJR2XNSwflxx+dJlM+VSpbXzkq20bvlvLX1sjE787QX3iZNvU9+fDiNeyA7QfsGrEP5u8JpIiNDNI6y6ZysSdeuF2wYJvMxT7nMeYRv42b6rEOj57j5wwWsU3O9Xj84q/vrFt/UGbO2iynTt0t8jme3Hfx9x3AN5UV5+T11xbKrWpMfEeso7EOAshpMviGgjMJ+YCICX3CymSu2gMDnvlN9mybXwoOGA802wD02iCXm87L5ksbpOpihZxpOq2AuhVtUwP7zYE2vUt9DvU2nlsnm66tlw/5hWHS9RjCGlCpSQ7XnZGFJ9fK2lt7ZF8TNnxdd9BIA153pKbpGgD2Gdlwbpus+LBSDtVfQCM8q0m62uDdT+DV7cV855kDQeDMr1yLg2c/SGTqHY04O5qO48E0jxwA/jRgN38QFEf+Zj0f4ae0JxiV6zX3ZeHC9TJx1DI5WHlR2m+gLrjrMvgSKgEUdNZhc3C3SW7frZf6J08wLPbzKG1ooANHBrU48wdT/C+yRczm7ZieRysiizwn5ZEpQ9sEMx3Vs/Hatee0TJ+xWQ4crpUW2MzyduqJGugtrYXhTgM1zPUa8Qvt09pjt7GtNE7P058p0PpeSjqzrC8c2cevpsdkQOfs3XVb756dPssfQGS5qxOTn9lWX/I897V+T3nxMp/m4qb9o++NHje2y4aKfTKvZDXA80XN43hE/Z0kP537mkf2bWfmPY3cTBnxPNKK0q0yavRyuVkT+U0bJiJ/e1f9EwaiG+xEHt3BfI420tb0NuJ9YONsYx7PN33T8zxn2qKLZUZexDzHlLt+o1HKVpyWpYuOyS338ycs79B5TvtytdV7nufMMm9fPM842+YoL17fxqMNguPnkK5eeywvvDBFKjfZT1WxbZu7caYO/HHDNj2XsuJjbvqmc095SWXcqMTfe/mmK/uV8anLxSmWeRtj50DG2QvXZdbcFbKirAqxDZkgWxV8X5D51SK0h7JMDnVKZ44DOXtM/TnpMnsfUy8z/lM9iYwXfxaMdOjARRk/ep0c3vdQ2rCo6E+PYO74uZHZTi7dkvNy+1aSLcn2ebnxsqgt38cYGmkGfjmw75G8+Wq57D9oP1XV4WKAMc+LM/Lof+69l99X3XxeepnPi783tnpxZjl/3MRGhOU6F9zPtzzBeMyavULmzi2Ve/exZ0IFFCsQYA3+ZEwH3vCY/PJxLp3T9TVOyqOOvp/jbHlmA8+juuZ7LWD+hqvBqhSjnHo3N4msWXVAJo5bJnV3mzWP/mZa2X8vP87Jeb3rFme2kjMPDafHI8rOfm/yLQ6Tqm89loUlB2XF0lNSU8MrTyy3XzY2dnLAbEePXrbqaWx6RO97y4uXmSYgCuWU9vd5fKOsoL9lxT1si7R1Ppb79TXy4GG9NNQ3ycNbzdKM/eWdY62y6LUq2T7jA2k6ipMuQfaVdmnGevSk/onuMzm6j/H/If7z1Yax5m5TN710SjMs1i58EMyk1zeud1/yPPsyzuZ22MLoqgAM/cn9rvU7f2efs8liwbyStTJj5jJpQZ8wj7MMuwIw93aR7Gi8jJPyrP1kZplnqBPj9Fe8TZ6n3YWK9Ik2ZGyo3CtzS9bLqdO3Ur/1Hj/fXtl5RlaSzfxvL9++2RLXpee89DKmnd48ap5/WR7taUHsWr/huLz22iypvW0/VRVhANYlfrD6qikSXXAl/rQvf+rKhwV1LbznTwAz/qUTM0w7amLsJRaG2Cb9jFOqBfIb9Lei6qWuq0Y+rDssW85ukB2XtsuZB+fkTjtvC7ejRpvc6rgvV5pvyPYLO2TViZVy8M77UsufqpLWBhjbCGHNAMv3ZM/dkwDHm6T89CY5fOe4XG++Jtcbr8jp2x9I1cktUnZ4veyuPSbV3fyasWZpBPDuajfgzJ4pzt95ZtscCEajJPDsGYsXRpj62++fgZHNwSfzN8t04HHsbEYdegz+OCAEzl7q1l2HZd78tXLsMAANm2PTRMi8+cQj34OoFYtbIZwBhJs0/j4igwr/W4ohng5qR8+cBszjMcq3/5YXvXye1Uh/sZVObkrANg0iSaRdez6UaTMqAJ6rpbkVAJ+2Yla0d/FR/TbUB/GfJkhMMATymiZ/dJ0B0KRFbDlkb0Mu++J5ZF8/Yr4iFdLZZLTy8/jQheO0d3etvPryYjl/wX7+hNKs7xmIrc8z24rnkZPyyL5+b3nknuTG61seNNQfpWd99B+M45GPrW/avE8WLjTwTJtJLItGnOeYXSY3erE0M48vf2b85fP6IsPn5ZIRf8XzSKXlW+TtsYsBnvm5FANxTzpasSA90Zq0MQWglTj+lMMySvKtm69p/VR+f8bUv9iKl5vOVo8y6PedAM8NUr7ipCxdfFhqa/gUD/wN87u9sw0+yd+std9UzGzr6XXrOY/ck9x4fcsjW/+1Ix6SSTerG+TFn46Xqi379D1zLXJyU+LTtAhzTTnKp2TKtbbSX77N+MvnZda3vHi/R3LNvojZusllv/B/dB7p0uUbMqdkOcBzpd5pp9xWTC5erPEXAHTu4WjvvTy25pkvtme/Hck27b216Ps3V9/H88i+vvmzyTROrxcxdOu228yHD12Qie+sk+OHHuly3N7ZKq3tTyAH7WisLoxuveWRe5Ibr+/zyG1dmOdcf2ELn+g6cuihvPX6Sjlw0J7Mau1sZi0wxyLyLbPKJHumZpltZbaZlJde3+f5uiyN4krkT2iPayj0p37mBxg9gJAW7KTVHqz78+Yul/klK6Sunk/yGfGosjQu2PofWRFn73GZ653p6HX2NuSyL55H9vXT5fI9wRT1tDU+zu0IzE1wOX7nyeQJS+XenSb9TVjqH9fVWuT6b6PDdGYeuTfd4i+WZObxZTLiOVFevL7Po+w2rKmtfFoSNlXfapBF7x6QVaWn5PYdbtQwHt1PUIu+ZpqQrScjK72m9t/ra+89W5vJ4xGvbyOgTXMLFbEFUHM2IhNdX/gb3Ni740go3IoJ39GOMoiou/ZEFk2pkM2Lj0jTDZzMG+m8dks5mF9PsJY2dTeDm+RBV7086X4M8YwTcFLECUU8BNCeFf2wXdPX22spn/d0/mZpxlfOGdSD3myBuZZv84gtt0KluXNXypQpCzUucB/H+cZzyYyTvq34izWYx2P8ZbqZP8RfzGNZMlNvzxHE9xLZte3Qi8CZAL+yap8seI/guVrfG5mFxjoY7hjPT8oj+/r23myN+jLOzPP9kZmXXt/+0+tMMt+x33095KOQsYvfITLqzRl6w4/U0oH9GeaP9YNJoRzuyzxesgxjbiE8ltK8RGKht11bBxeWaA8vFnBWt2BSNOtd5kdyv61ajtzYJ5XHNsimY1Vy6PpxufjwplwAn6w9J++f3SPrj2yUfdd2SU3HZZxxW57rxOLa1c2rP+0Q1SK1nXVyqu6C7LlyQDaf2irrDqyTDfvXy87TO+Tw1cNyDmU1nffkISbtY0w43jflwqy3YzHRusHFB55JbN87oh+YTCZl6Bl7SxPUDB4dgqEz6BUNe6vVt20/KHPnlMuxI+fNWUj0Ce//WsucjW95B4GuSle2fOYaW9rn8WgvkuVFuZY28kdST3nq9FAy/mPv/O/TewCepwM87ztwQ5qemIYEAAxaDG5KrGrquX/M18sCeMdAQ9leLtlXZivehngej1Gef1na6ltdpj1HZCWsyUlNEMaNAAIy+n/frlp5/dUlcu78La3LsEJruEnmGel6mNz0PB6jPP+ytK+fnMf/vtTyMmX4PDvqmHBs4Di6TCPdwQs6HARQ42OA5017ZUFJuZw8cd4yQSbJS6Y8b5eVReXpR1JSWV/zPOXK0zhgb3G0l6UjKi3bJGPGviu3alpgsY1sByYYF0vtE+Ty6M+OzrV3kdSozGz35VH/RnlW0+f5l6V9fZ9O70tPlmYZJzl9v1tuVTdK+bITsmThfqnF5oykUgiaweZ9cT283HieSfZ5/mVpXz85j/99qeVlyvB5Ua6lI6ZFjE+kGzceyEs/HSubqvboe42HPKYxz+BcIpvEOJP8kZSZl1QvV56nKI+2GPu0lUEPJJjm0V98uXTpuswBoFlRWpXa4PCCDUfFtsW2STL2fpdEbIveah5rbbMm5TDNVDzPpPg8/7K01be6XibZyiO2dqhbl+6ODTxPGLtWjhyolxZkMXbwi1H4iuJw/3XLlcf/vtTysmXo/NW1xrdpubTDLhCavCfAL4f23ZWxo8rk0IFzmsd9it0zwwYPA2hjyhfHhjb6Vnz+0+jm86JcSzMvU18jf7QzqIPbTAKQ2UV4jBz3CSD+znPJnBWyYF6pPKiHccwGs47agX/cN1mBtZnOuSnSjXpY3fQ8HqM8/7J0TLZluX+8yk8QyXgGQpYvpr78Xok1q3fLtMnL5e5tu/PMsbOnaiLp7Bdvg6Uz86z9nnSzd0aZR1JSmU+zhfi6Q6JcAgl9OX+rrgZ4XrhPyleelNpau/NMXzO/opR0uXY0/U3PuC1Rbd+yldn79LwoN0VMmsh01ir8xzGhr3Gd4QUXXkCjnkb3axtl1uSVsm7lXnl8D+sMu9uWG+2L9q52acNcasP5rbCRd3/t6RXKdWNDYXHWf1SCqaggssErGNmSbTP/RzK8H1gZ8+y/xTSLwiSCt/klpTJ96nvSzKmDbBtTSMM864Q9PCeSZezT2Xn2zh/j6dxEvck+1kRj76VyXVFwhmrrNrwvc+at0icc29w22c5nTa3NDHf0eWRSZh7Z14/y4n0Z5fHIlMnwrygvyrU02M0PvWmI/vRlSkjyQmzFxj0Az1P0JxFJXTCUlntpHvPlJBT1VByRyRwQ4uBg88wbvFwPeZOjEzGOyLcJiLau/Y5UN96Uw5eOyJaj70vlwW2yfv8WpHfK/gtH5Pz9S3Kv/R5qNyg/5x/rYkfwGgKnU0P3Y6lprpGzd84CMB9S0Hz+3jmpbanBSXzYw16sy+vA3Gbwimmnu+tcnOC5kERb3MTHgOjFQO/boK2b98ucGQDPhy+ok7G+B9voCPzjRMcE1H5xWUNEucfI0inwvN/As01JHu3KoFYjsyBlH6OFgWdL+2nmKUr1j+INxwjZtIUBmDryZ9R0kUG379tZK2+8slTOnssEzxzEQunVf8oeF84pbEw6YBdVBTUBPFdV7JX588rk5PEIPEdmxPsno4+GgMwOo3TbIiorq5SxY+cDPPNOs1mgU4d1kWOLavpGOUrEKZ6ZVZgnUU5Pfcl8zm36vQAwG3hePH+f1GJzZkSbqT/rFUqvwpPvPbXYqXnjer2B50179T2HLl7PxoRz3XNUNnjE1rznRKRuBuZeWffLSF+6eEPmzl0hK1cCPNuQIVb4s2mBjVOWvyUSS3hmIcnLTJLr+5obTQIdB57HrJXD++vkieFp1ZxX2WlLT9oPBtl8ZxzjkewKnB3cBNujvwDPwC8H99bKO6MJni222YanGYzNvsqxXmAE79sY5Ut+DHJJZj71YWCOwDP1UzwMisBzWTp4xilqR6yuESv01OYAEJvS5tgufQpMm1x+qhjEL6pbvWpnCjyTdBQxLvwIWJopQ0SRnxmb8vQRW0f8akJS8LwA4HkFwLM+ts2avPhPv8plDfP9GPmeKQQ5eV7nOCsxEflbRxfnN3vf6N6dRozLUllVtlO/hI4Ftk+FJThy7nCPzj070/q0g867VANDTBwvPSi1IpYtnF8mM6Ytkmb79JOVgQ1vcI85GPGN8m3M6RPGfKXUUeJ+Zc36rTJrdqmcAXiOfpnJ1ygusrFnP5p/WGbEBM+VG3cCPE+Quw48x8tJhvmKyYcyCXrxrhM/h9vFC0X0GTKfciCWfaLM170ndXL53nU5df2sHLtySk7XXJBbjXekETjCardr7efYVzSXbkAAwcdU2rSQn2d+LI+6HyoTND/BwuUb4RWrNrwUOsPTOyGo45kBz3QSzggEHditMYxZjrZuPiBzZq5KB888qm/xnw2c9QuyhrBrco+RpZPAM//3DzwXiuINxwjZtMUWyJEOnvcBPJcH8KyJODGj0DZ7mbnkMp9xwYFnd+d5xIDnG8MNPEctq5uBGX79Gk/wPA/guTQnePa+1hdgxhKeWUjyMpPlWh8ngef6GHjWCAhLht7f4nPe2BU4O5LBc2nqznMEnvm0G87B+RyVogbPLlY/HXh2hT22OQDkm9V2+wKed+hvc9/Vx5x5FkYB40Lw7MweUsr0N1OePkJNbRfDHQKp/+C5kOTkep3jrMRE5G8Ez7zr74vvEjxPMfD88IEFNgXMjnXPmsGR7OIgmu51ygLPvgycDp4HmtiojY3FHOvzFPMfKAWe52SC5+Ik8yNiN1hEX9DMiEcMeMa+Sz+Mzaf+mFafsfVdcW93mzzpJpDmsxgd0ox0Y9cTeYwjYTPznqCsqbsVQLpFnuOAK/iFI1AEATFfBMg8hYC5GTDaMDnS3U3gRk3zUW8/ZRn4O90j2wE8B/AcwHP/KHtcLDgF8JywUU4l4sSMQtvsZeaSy3zGBduwBPAclQ0esTU/RmRrXd0MzPDr1/gAngeX4nPe2BU4OwJ4trrWVm9tDgA5nazdAJ5HEnim1Zn9EediI1XJqVV84NnHGx5j6vAfKIDnYiTqxTmFwfCsPmPru6Ffu3HM28K8u8y7zPw0vb/bzFvHzUgRVJOfY8BWxsjrl1YAlRM68wvEDDY36l1nfqt2I0BzU1ejNHc1SSvQN5dk31V0HOt8OjM7svgnaP5EJ2HHw37YrL7HLEe5wDN9yxwsgOfCULzhGCGbtgTwHO+fjD4aAjI7jNJtiyiA5+Ig36VqsVNzeIJnMvtcD2ng+SIf2wagyQTP9DezxPtahr8lEksouJDkZSbLtT4O4HlkgGeMpp9oqfZ6anMAyOlk7Y588Mw1n/ODdPNmAM/FRKqSU6t4wXN6zPHdGMBzEZLqin8azzgg6cyxZDTgix9G5p1m+2pK+0o7AmoCZ4Jrq9nJn6pyMpXpCAwqhsH54k1s/wln+5Qzb2oTizPscIFghzud4DUBPAfwbPYxaJMDeM6HssfFglMAz37h4suZmkrEiRmFttnLzCWX+YwLtmEJ4DkqGzxia36MPLPP9RDA8xBSfM4buwJnRwDPzCT59npqcwDI6WTtBvAcwPPQkark1ArgeWDp2QLP0FGDLsYQ84Y/rUz7LRoYYuBqSdDM2GDrJ98TExNa+3oEz74DOFcx6uwA+xp4Q+F8NJtoOzqZ4nA6GuSXjemj2ux7N9dtANiR0cQs1gmaP9FJOCM4ALDN2e/pmXpsm8SqVuCMCeC5v5Q9LhacAnj2CxdfztRUIk7MKLTNXmYuucxnXLANSwDPUdngEVvzY+SZfa4HDb8agpF+use2meYrF7GEZxaSvMxkudbHXI8DeLYx4msgrPRjkEsy86mDbeIDeB4e4NlWE9oaHtsuNlKVnFoBPA8sPRPgWQm6aTzD+ClwxuroOA1AI23MecW108oM8wIL86d60Slp4Jm/X9zRgckIlNHRzZ/4MfDsEbf+7IX+zAoXBjgtgHNnBzqNfe/megDPATybfQzaZKYtsMelF4biDccI2bTFlkaCZy7ubQE8DzGZHUbptkU0MsAzN57dATzHygaP2JofI8/scz1o+PVr/MgBz4aUDx+6GMCz1is0+THIJZn51ME28c8ueMb6hPojAzyzXvRTVck0UGPk5Hqd46zEBP2fvZwbPJcDPD966ALbMCOa7g3KCZ5BATz3n54d8AztdN0AO325jnjd9T30J/sYERtdnqzndfGLsYGTn9Mo58sw6gTEyuhQ/Qy0vrj4MigipSidneTPwRHOwSOzuyhDlUFDGTxyiPZzRmASwdm0D1yXkAJ4Zn4xgWcuhgE8DzWZHUbptkUUwHNxkO9Stdip+eyBZ79BItPv+MpFLOGZhSQvM1mu9XEAzwE8F4icTtZuPuAZXsYbLrDFmT2klOlvpjx9xOKTrSa0NYDnYiOa7g0K4Hlg6dkCz46ZtiwlHyN0XXF5Vgn56BPDb2DNAyNt4NnbHGc9eGBBgRTMBcEVknxdxtcUmxJJPHKIHcYZgf5gxzrblWDm1s0HFTwfPXweC6l1UgDPXmIhKd5wjJBNWwJ4jvdPRh8NAZkdRum2RRTAc3GQ71K12Kn5bIFn+hpitPoamX7HVy5iCc8sJHmZyXKtjwN4Li7w3N4P8OzH2bfXU5sDQE4na3fkg2fuDgJ4Lk6i6d6gAJ4Hlp4l8JyLUnGCeM7PO6Z5I7nDmGndDDnWLwxLY55EdpTxNiJmJp2XWHmkEQ3GxMFCgX+6AHY6HMmibZsPydxZq+XIoXMAO66D/IDwqJuyAJ77T/GGY4Rs2uLBcyc2XL2DZwuExULZ42LBaaSB50waGeCZyKVLam42StnS41ngmV5nnKV00RA188y1gpQEnlNrCWpyfNI5kjF4xNZsjGxTwKPpyiKu77rGgy5duiFzA3geVEqe92ZHb+DZYnkTGLEB9cz32AtmpR+fwlvpxyCXZObTP7jW9Qye588rlfo6GOdEqblIs086O3kOC3x7PbU5AMSmtDm2O/zBMynJ32xuc0Zw3bcyD57Llp8AeDaEVszgmbGNn9XkDOcToro+uvJ7dxtl6uQlCp6H62ee41Ts4NnWP5Q6nbhfWbt+m8wegeD5zm0Dz1Hc0rc4j7GLclxGkZIzKZl8IdlNwZ44GzyTe2ohVwO56o9IosGYOAngmU4VwDPzA3juD2WPC0FAuPMcwPPgEDXz7NfTZws804L4Jolp87lkYokTXDDyMpPlWh8/O3eehwd4hh0BPCM19JTua84A5kPTAJ7TuZgpgOeBpQCeHflCN/16ZNSLvjCsUPxMEHsPEyeAZ62jVZ2ZZgzziwk8cyeJI4YrgOehI7PDKN22iEbSY9sBPEcyBo/Ymo3RswOe6W8EzyP727YDeB5gYlPaHNvNBzxjJFB/ZIBn1iveb9sO4Nk4gOf+07MEnt3MSpmXRj6zLwwK4DkvYvdj4gTw7GzSTOeVfMPOKCbwzI1AAM9DTWaHUbptEY0M8Ey/D+CZp3kePGJrNkb5gmf6m1kT3yRF9iQTS3L5Rb7kZSbLNZ0CeC4O8Ew/Yx8/y+AZowiDAnjuLzm5Xuc4K9GeAJ7JATz3n54F8OxMcaMXvU8jn5mLM8iBZ/yLV3oqxr/4+2eCOASYOAE8O5s001hlBPDcX8oeF27OAngO4HlwiJp59uvpsw2eY/6WSCzJ5Rf5kpeZLNf6OIDn4gHP9LcAngN47i85uV7nOCvRngCeyQE8958CeHbkM3OxIyYp5zl9Z0NvSVL8hJ5Y//HcZ41oMyZOAM/OJs00VhkBPPeXsseFm7MAngN4HhyiZp79ehrAs4rIQSzJ5Rf5kpeZLNf6OIDnAJ4LRGxKm2O7ATwH8FwcFMDzwFIAz458ZiY78m+9DIBnJjM4fmJO5r/Mc5n3LBBtxcQJ4NnZpJnOBfgmgOf+Uva4cHMWwHMAz4ND1MyzX0+f7c88x/wtkVjiBBeMvMxkudbHATwH8FwgYlPaHNsN4DmA5+KgAJ4HlgJ4duQz4xxL+nPJHNLnvBNYFoufnk0GHcq1NuKJdsPmAJ6dTZpprDICeO4vZY8LN2cBPAfwPDhEzTz79TSAZxWRg1jiBBeMvMxkudbHATwH8FwgYlPaHNsN4DmA5+KgAJ4Hlp4d8OxnPiOVsY1cz8x6PIerjK00hn4AnukI1nlJJ/aFvQwq92wQ7cbECeDZ2aSZxiojgOf+Uva4oA/hXAE8c8RsrFimZ6cScWJGoW32MnPJZT5XSvp9AM88zfPgEVvjOMBP3GJOPdXNeESRLvygAJ4Hl+Jz3tgVODuebfAMj+2kDJPVe5sDQGxKm2O7ATwXHXhOEe0h2OGcDuB56MCzeY+tfyjlG1AAz8VK8HWMFF882rzunVkvEzyTAZ7tZUbnx/HXs0HsVHRjNwEwhgI+Q2BGolNt23JYwfPhAJ5dmg7oJRaS4g3HCNm0JYDneP9k9NEQkNlhFNmVTiMNPJcDPC9ZsD+A50EjtsZx4GJu40Q91dV4RJbLDuB5kMnP+YhdgbMjgGfrFy+v5zYHgHzT2u7wB88k72txosdwbtvLykYSeL4L8DxlJIBnZ3dxgmeyrXG2/qGUb0ABPBcrOYPA/hXPy8V8caQ9+5F3XxgW6OmIXdchHV1tWPDpdHQeV4L+3r71iMydvUYOHTqLieO73A8VX+7aBTyP9Yc6diUHUUsPS/CsxF7H4tiNMcJma7iB52xCHyJiBfDMESs+8Gz2UDfv+wLA3Cirlp3IAs/6xIou9llKFw35LlWLnZpJ4Dlez8bEx7tozpMHj9iajZH3L9XTKcJF3y/8BM/z5q6UstLwhWFDS2ZHb+DZ1s1mtTcbPHM9sjw37AUkPwa5BDOf/sbAXAjwTOKxpzYHgNiUNsd2+wKed8q0ycvl7u3hBJ5tZpNtNaGtEXguX3ES4BnjAyJ41n0a44CTk87MJ5uMwhHlZYx93ATVnnsbi026B4U+Xos79xpl8pQlWEtj4NnpHCefRwCaWTbY5HWJGHmuG1r6CJ6zZSRz/sRzTSnvQ5BocYilTnQu8JykSyYPPnH8zY89eKYa7Hvf/4xdIwM850+0KpMDeM6LOGkCeA7geTAJfYiIFR7b5ohlgJlUIk7MKLTNXma2XLOFuqWD53KA58zHtgmeaUOC0kVDvkvVYqdmAM96Wg5iSbZf9I+8zGS51scBPAfwXCBiU9oc2x3+4NmvL55Nec5jaqreAj1p6/ABzzygZdWpN/BcCvD8IIDnLM6feK4p5X0IEi0OsdSJHk7gmW12YmNMP46DZ8Yt3/8BPCdTAM95ESdNAM8BPA8moQ8RsQJ45ohlgJlUIk7MKLTNXma2XLOFugXwHHFUNnjE1jg+fjFHDrLUzXhEkV/4A3guFjI7AniGj6nyvr2e2hwAYlPaHNvtC3gejp955jympuot0JO2BvCcWTbY5HWJGHmuG4oPPPt1gX6EHOrBUic6gOdngwJ4zot0mQjgGTY4o5hprDICeC48oQ8RsQJ49guXjZaenUrEiRmFttnLzJZrtlC3AJ4jjsoGj9iajZFfzFVPpwgXfb/wB/BcLGR2PNvgmZtYyjBZvbc5AMSmtDm2O/LBs636tFXk5s0AnoeSvC4RI891Q/GCZx7Rf9SDpU50AM/PBgXwnBfpMhHAM2xwRjHTWGUE8Fx44gIXwHMEaGy09OxUIk7MKLTNXma2XLOFugXwHHFUNnjE1myMbDHnEblOES76fuEP4LlYyOwI4JnnmKze2xwAYlPaHNsN4DmA58Ejr0vEyHPdULzg2dYFjUMsdaIDeH42KIDnvMgW+wCeA3gePOICF8BzBGhstPTsVCJOzCi0zV5mtlyzhboF8BxxVDZ4xNZsjGwx5xG5ThEu+n7hfzrwHNmTTCzJ9ov+kZeZLNd0CuC5eMAz+ziA5wCe+0sJY++SPKBl1SmAZxQH8NwvYpsBPOdHATznRbbYB/DMoAViVStwxgTwXHjiAhfAcwRobLT07FQiTswotM1eZrZcs4W6BfAccVQ2eMTWbIxsMecRuU4RLvp+4X868Mw0X7mIJdl+0T/yMpPlWh8H8Fwc4NnP/QCew2ee+0sJY++SPKBl1SmAZxQH8NwvYpsBPOdHATznRbbYB/DMoAViVStwxngAUSzgmYs7jgE8DynF/SvZ50YKeObGszuA51jZ4BFbszGyxZxH5DpFuOj7hX/kgGdDyocPXQzgGXk61gUlPwa5BDPfz/1nGTzDyxDbRgZ4Zj34mfqcjUs2M59sMgpHCWPvkjygZdXpmQfPoACe+0dsM4Dn/CiA57zIFvsAnhm0QKxqBc4Y5gfwXFjiAhfAs25k3FixTM9OJeLEjELb7GVmyzVbqBv9PYBn46hs8Iit2RjZYs4jcp0iXPT9wt8zeKavteNoYxXA80CS2TEywHN7AM+0RXOGlvz64tmU5xymv6m3QE/aGsBzZtlgk9clYuS5bgjgeeCIbQbwnB8F8JwXucW+2xZ7rHnKJDrTti2HAZ5Xy+HD54oePOeevJYeluAZ2bTFlkZsZkYMeGagQ8r5WnNju2yu3C8LSlbJByeGJ3jOpNLSCnln7AKpqW0x0Iw8cifmWRc3KhgpbpZtTjlTU4k4MaPQNnuZ2XLNHupHf4/A8yqA5yUL9meBZy72Jq84yXepWuzUTALPunEgo6bFBY6PY1QY/PjGxmyMbDHn0enAI4r8wh/Ac7GQ2dEbeLZY3gR+ovXM99gLZqUfn8Jb6ccgl2Tm+7kfwHOxgGdS9jpDH0mPVqRc4NnmvtXJpoEaowS5LsmDWfB04LknSu+fwSU2bWzjFDELjVv7CJ4Hntgoe5lz3a8L6Hdk62g5nXKB5+Ik6O+Ab6rfmevdD8d2uJAHz3fvGHjWMs8guwDjT3o2KIDnvMhvWmzyENB0uAlC59u6+ZCC5yOHzwfwrGna7yUWkuINxwjZtMWWxpEFnrkZ8xuyOHg+dXJkgefa260BPA8h+S5Vi52azx549hskMse2pwjBkmy/6B95mclybQ4E8BzAc4GITWlzbDeA5wCeB57YtLGNU8QstDoBPA8kQX+NVRZ7vA0+LtGwAJ6TKYDnvMgt9ghe/s5zAM+OVQbziwk8cycZwPNQU9y/vL/F80gjDTyP9Me2DcCwRzgifHF8HKPC4Mc3NmZj1D/wbPEj2iQxzVcuYkm2X/SPvMxkuTYHAnguLvAMO55Z8IyRQP2R9Ni2zX2rk00DNUYJcl2SB7PgacFzso6pvhki0mFRNj0iZqHVCeB5IAn6a6yy2ONt8HGJhgXwnEwBPOdFbrEP4FnraFUrcMYwv5jAMzcCOGKMAngeOor7l/e3eB5pZIBn27AE8DwU8Y2N2Rg9O+CZ8Y3geWR/27bF8gCeB4zYlDbHdvMBzxhFGDQywDNrtoJtrUmmgRqjBLkuyYNZEMAzOYDn/hL011hlscfb4OMSDQvgOZkCeM6L3GIfwLNVI1uBM8YDCDLTtN9LLCTFG44RsmmLLY0BPCf20RBQ3L+8v8XzSAE8Fwf5LlWLnZrPNnjmS0/LQSzJ9ov+kZeZLNfmQADPxQGevb8F8DxcwLOt+rQ19+8829y3Otk0UGOUINcleTALAngmB/DcX4L+Gqss9ngbfFyiYQE8J1MAz3mRW+wDeLZqZCtwxgTwXHhicIJN8DW/IQvg2ZmaSsSJGYW22cvMlmu2UL8AnlOMCoMf39iYjVEAzwE8F4b8GOSSzHzvbwE8B/DcX0qQ65I8mAUBPJMDeO4vQX+NVRZ7vA0+LtGwAJ6TKYDnvMgt9gE8WzWyFThjAnguPDE4wSb4mt+QBfDsTE0l4sSMQtvsZWbLNVuoXwDPKUaFwY9vbMzGKIDnAJ4LQ34Mcklmvve3AJ7DY9v9pQS5LsmDWRDAMzmA5/4S9NdYZbHH2+DjEg0L4DmZAnjOi9xiH8CzVSNbgTMmgOfCE4MTbIKv+Q1ZAM/O1FQiTswotM1eZrZcs4X6BfCcYlQY/PjGxmyMAngO4Lkw5Mcgl2Tme38L4DmA5/5SglyX5MEsCOCZHMBzfwn6a6yy2ONt8HGJhgXwnEwBPOdFbrEP4Nmqka3AGRPAc+GJwQk2wdf8hiyAZ2dqKhEnZhTaZi8zW67ZQv0CeE4xKgx+fGNjNkYBPAfwXBjyY5BLMvO9vwXwHMBzfylBrkvyYBYE8EwO4Lm/BP01Vlns8Tb4uETDAnhOpgCe8yK32AfwbNXIVuCMCeC58MTgBJvga35DFsCzMzWViBMzCm2zl5kt12yhfgE8pxgVBj++sTH1GB0PzfE68Igiv8YH8Fw8pL2dCZ73Vcs7by+PgWfG6SfgVq1nvufXojbI6G2M8iU/BrkkM5/xmf6WL3iG38HxLB769npqcwCITWlzbDeA5wCeB550WJwO6cxCq5MTPIPSwbPvgYEiNso2/LpAP0IO/uloOZ2GL3hmDDMjfFwit7f1AJ4deRlpmSOcAnjOi+hZmDwIXvinC2Qn5y8JRdsInmetkiOHzmFBZF0wnVIdjhOOCz3Yz7YhpPSAFdfH0sMFPGfaoRc1MD6d3W1Y0Lm49waei33i00bARuzu/Yas6XG7VFXsw4asXE4eH57gOZOGK3g2Yj5Xygg8rwJ4XrJgfxZ4tnpZShcN+S5Vi52aSeA5Xg+W4cVx8RyVDR6xNRsj71+qp1OEmwIy08MJPPv54jke3wgoScMbPKPfuRHWgQJ4xlpzcP8VeWfMIjl08Izm0aM6uxHHYbe/MGPgGWBagU5vY5Qv2Rjklsx8jhEDc+/g+QHBsyOWqz+CnOk6vr23OQDEprQ5ttsX8LxTpk1eLndvFyd4Jvn5EhF9hJraLmakg+eHDz14Hg7k7bZ4521ufdIN8FwK8PxekYBn8x9j/Ec2c72bDVfwzKPdQUYuDNK4hLSC54rtMuqtcQE8xyiA57yIXoXAxU0wgxZ8xoNnOlwAzwE8F55o48gDz/E80kgDzyP9znO8HizDi+PiOSobPGJrNkbet1RPpwjjM5npAJ6Lh6gZl8oUeG4BeD5wAeB5AcDzac1jTzAOaCxgXa3PeNACDuC538SmtDm2O/zBc+acMeXpI9TUdjH0HlIAz0NNtMzb7WK3s7lH8Mz53wV0p/HN98BAUaSj9yEdC2QzlyqThhN4Zj93YmOcCZ5TcQnpAJ6TKYDnvIheRYfDrGDQgs8E8OxYZQTwXHiijQE8B/A8OOS7VC12ag4v8MzF3MZJ9XSKMEuzkQ7guXiImuUPnp+ARxJ4ZgZP7KnNASA2pc2x3b6A5/DY9sCMUYJcl+TBLBhp4NnbbByNV1/AM21kfPM9MFDERtmG7UPMj6iD5VJlUgDPzwYF8JwX0avocJgVDFrwmQCeHauMAJ4LT7QxgOcAngeHfJeqxU7N4QeebU6rnk4Rxmcy0wE8Fw9RswCe/ZEnkXtqcwCITWlzbDeA5wCeB5O8zcbReBUreGbf80gdLJcqkwJ4fjYogOe8iF5Fh8OsYNCCzwTw7FhlBPBceKKNATwH8Dw45LtULXZqDr/HtjlReESuU4Txmcx0AM/FQ9Ts2QbPNq6aUjnmu7nbHABiU9oc2x354JlrPucH6ebNAJ6HlrzNxtF4FTN4tnUhgGfUxwkBPAfqA9Gr6HCYFQxa8JkAnh2rjACeC0+0MYDnAJ4Hh3yXqsVOzQCe9bQcxJJcfpEveZm0Ae3HOIBnvNf6jAcBPBeE2JQ2x3YDeA7geTDJ22wcjVcAzwNJ7OcAnvOjAJ7zInoVHQ6zgkELPvPMgmcSqzozIQT/AnguPNHGAJ4DeB4c8l2qFjs1n23wzDRfuYglufwiX/IyaQPajnEAz3iv9RkPigE80z+41gXwHB7b7i8lyHVJHsyCAJ5JATz3j9jPATznRwE850X0KjocZgWDFnwmgGfHKqPYwDMXQ2wyMVwBPA8dxf0rPlZxGhngmRvP7gCeY2WDR2zNxujZAc8GXg4fuhjAM+oU3kobg9ySVXv8f9bBMyIz6o8M8Mx6LWBba5KJ+QMxRglyXZIHsyCAZ1IAz/0j9nMAz/lRAM95Eb2KDodZwaAFnwng2bHKCOC58EQbA3gO4HlwyHepWuzUfPbAs42TMX2Pr1zEklx+kS95mbQBbcc4gGe81/qMBwE8F4TYlDbHdvMBz/Ay+GQAz/2lBLkuyYNZEMAzKYDn/hH7OYDn/CiA57yIXkWHw6xg0ILPBPDsWGUMPXgm0HyWwPMHJ/oGnn3/DAXF243GKV2X4Qae43Zw8eAGulsfo+3qM3hO6gdSrvzBILbqebiC564u21Cpnk4RxmefvnjxuswFoClduSkBPFuMizZJHFu+chFLBs7fvC/EWTeO3e0oHbngeRxiQV/BswIInF54K20McktW7fGfa1173uCZG1dN6SaU3FObA0BsSptju30Ez5OXyZ3U7zwH8FwYSpDrkjyYBQE8kwJ47h+xn3sDz23o3pECntPiQZ7kz38uLoyci/pbPlzI29Ez00nocJgVeE9H8+CZs8jA82o5evj8kIDnbH1zMyeLZ76PyNJ79pyWGQDPe/ddl8ZmLje0hq/iAs/Z5BcYf2emN/BsgbB4iWMEPWPgubmxXTZX7pcFJavk1Ml08Kzjm+obY+bRH/0mbbAp7l+qX+y9p+EEnql/fP4QrHXB37r0Yk2n1NwEeF56vEfwzC7w52f2j88fCmLvUhu12Kl18+YDB5736HsPVCLmi2d6jsoGj9ga+xJzBUHZYnWMYspcuHBNZs9aKitWVKbAM2vrCPN8jiXil22S6HvWJ8lk7RaWvMxkudbH1M2Q8pHDAM9j1yl4bkbI49kEz20A2AaeB5/8PO+Z2d/QleuoczaC50MHL8r4dxZmgWdazXOUdVxa8B+MuWIAXKsXkPwY5BLMfHoO+zgdPHv3a8MQzZu9XObPXSn1BM9OlN+gsh86O3kOC3x7PbU5AMSmtDm2a+CZ84c6ktmvLCF58Dx10lK5Xdusp9kqGoHn9DHOzYWkJPnpTP/hGkJt+bL2PXguW34C4NkQGv2K8591k2Uxn+x7pVBEeeRY37gkD2gZL7OD8z8TPN++a+B5ZekOefDABbaiJ2+zMftXjQW1YN+5oGSlTJ/6rjQ/dvmujGtu5zABz9n+k82DT9BfY5X5sepAezCB/bxvbemWio0Gnu/cNvCsLs+qqjJloC802A2FDX0j2ub3VH6/FWdPmfmZ7M/v851nf2ImxQUmlQ838vb0zLZQ6iYYXkRHG47gORfFy/bu/VCmT9+YBZ7tDpuPCppprOcG8Fx40s5NBTTSkyaA500Gnvt+51kPQ0Jxv8rlh8UMnm1x4dzPJZf51I3+1pUTPNPrjGk/5Wb3w1ATe5caaS861YYbePZ3njUX2drFMWX0zvPc5VJWViWtbZbnR9csiW+SmLY+SSZrt7DkZSbLtT6mbsMfPKulemQKG+ZWA8/jxvYNPNuXO9nZJqGQ5Mcgl2Tm03PYx9jMjyDwnHTnmePEO5qry9/PfmxbmaMSUfpYZ3MhKUl+OtN/AnguPvI2G7N/1VhQAM8DSdD/GQPP8f72HKekvCTKCZ7jguMcJ59HhRj4eRzuFLc1N9NJ6CxkBDG8HQng2edHizjApgPP+/ZfT3tsm/oPnzvP3Fz29m3bFgiLl7RzUwGN5O88L8wJnhkofGAc+sAW9znva/E8UrGD52iRSCLqRH/nxtN95pnguWQfgHRu8My4WWwXH2kJtdFedGoNJ/CsFug4mQ9waepK7XI0Sz/zXDJvpZSXbU6BZz62bVVogT30bI9G0/esT5LJt1tI8jKT5Vofcy7Q30YIeOYbUOozz7HHtlnCOKCxAF1i53FcAnguCLEpbY7t9h0837vrwTNmDAzq7bHtaNyNC0mZsrOZWvYFPNPWVtQbKeA5rnc2Dz15m41VJ6dWAM8DSdD/GQHPpL70dV/qkFLgOX5CEieRLwvgGRNmGILnTPabeNvI21jqneekzzx3E9zABmdeiiEngOdCE8cHOmKO9frYNkxwQwfiOGL7zAVGH2Hle1c0BEQf8xT3uzgV+2PbtsiQ4w16W7iJIQqzDUvqM899BM8277IMGRJi71ITMjcHpOEGnun3lsZ/HAieOTd0fqDapYvuC8MAnvnYNs9sZyxHwiwx8GyPb9P3rE4yscTaKhx5mclyrY85F8zfhv9j25jdHChQU3OnHNh/Pu0Lw2iPB88IhajL8xgPos88D91j2yznnB454JlPNHTTDrzlsLBvbW64x7YJnidHd545Q9phcBsq8yKUikqg9LHPVSs/ypSdzYgL0FT3Bvqy9ocbeFb93cd/cn3mOYDnQhMbZRv0Gut79J7GG+b6bgzgeXhTX8fjufimrSfORSyLb/6GO2Xancy2SI4E8KyAzF348Hlexv+fvf8MjyPJskTB/L799v2Y92P3vd2Zfbs7b0f2TE9P97SYVlXVorqqurqqS1d2aa21yKqsykrBFNRaSwDUBAktCYKgJgEQggoUoFbQIEhoLc+eY+YW4REIiAQCIJgZN3Dg7mbmZvfavXbNrruHh+jMmcjB8xCD50E6LdMVnogG5rxY8Bxdkl6kp0EMDlh7E0UKnp3TsySdWsco52Z17GU9BXI2JXK25k8TPSvfeRbfQb9n921fO9sP/Z3n8YJn1w/B+oJ4WqTeFadGYv0jPYvfeda+SF0ZHjzrO8/bGNCkJBegp9eW7KePkMu2ktjg2d55DsoTmWy70SVXZ+R6bR9rLFh7e5aDZ/X5ACOuQc/mIwXPIhMgU4H6frT5jrR8mxc86/vSSov+sHE6GEv7fj29s4JnyWHWN15/DyqL1NnB4DnjlAmeG7wXhpnRQoH7qIBY8DwdiqB7b1cbtmz5jwXPtM9Y8Dw9Iv/GV1k7NjxIHo51mbUQC54j05jB89uhqZ43F8kvy9iQkchYBPYfD5/l4Hlw0AZWkej0afvY9tmSKnT3indJQ9ftBc/Wa5hEb18HseA5+qQxKlsjl564kR7blhpdvr9/rHMM6v1pkL/dsXh5VoNnK4fyNFPaBctYwbPxG6ZcKNOhdVqE989skXpXLRupPBae5ReGqRsNpCKPoWDwfDgYPMuXqxw/ZtFsbM36Bp3mnRqBlDNz9haJbB+LN2tvz/ydZ4rpXhjW3TP6sW2R7RF6AZU1uooFz1EjNWWaU7v2sW0zb/BQkGo89ZjgOZPB83oveFayHS0KnOWlI1Oo3i2iSZHqDwX9qplD7KwvnkXvtOB53fpE87btWPAcTVKjasNaugX7nclKdd0YC56fXZqMDpyuzNu2J0PuhLFoovxnhZwc40NGImMR6Ix5+CwGz6KJFumnT1/G+vU55jvP/uDZLFb0iKqRySRamHpiwXP0yXSu7V6PTQXPhw8Vc0GWiksXbthEknF6pqDrGwebPpauZ5r87To+wnl5loLnIEwmSXmaKWX3I6hj8JzO4HnfjrO+F4ZpvNEWhzX+I/MX3i+hbY2NaJJ6VzUaib2q50rwLFEtgrIHId3YxYAmdKuT4Dl+Zm7frrI/VZUSfGGY7phZu6P38BanbpEUdnoYKWfm7C0S2T4Wb3aB/Kx/59n0uw5IgReG+d+27ZUTFCAreLY+IfidZ1uHKR5FcjoYq2LDkYdnO3i2c4faHfs7z6L2du9t2yE/VSXvLGheZVnKMhlEkyLVHwozsg3sx7b/LAfPgwogjVyWYsHzTJEaVRuymuC8EAueVQf7wji7pyHD5Cm8v/14uzcsIn/nmdbgKnKPJJpHexkIKo+FQsv78KxTJJlGQ0YiYxHYRzx8VoNnRzbN6txO4uJbP1V1BRs25OJsaRV6+liGaSxFB9Fr7zy7ajwxeSL/xYLn6JPp3IDTEnV3DprgeUd8Gip8LwxTGdmd+/0+fx9F0v1skb9dx0c4L3P9hWHB/gySkcM4XdoRx8TwiOwNDJ67bPC88ywaaztMmh1jtMWhPvPER3DBHCR/37wdRJPUu65bXTDyrAXPTldMZj8rOGG+VOcxdOduNeLiFDzno9/z3zpDdqfHhweHGQQx8IwFz1OnyDoKhexIgbC5a+x1cC/nGv1u9coVO7kNfueZZ1A/lJplB6izQU6+uvMcC56jQGrKNCe7Up/ax7Ylg/h0nGlrvvOccZIBzX40NVl/p3RZoyxNYhvdeusJs37kvuD07hBNCq97NMzqxcB+bPvPXPDMdoc4j2gunEzwrPnJ9X8kSJ6nS05mC8OPx1IseJ5J0hgN2rHhQfK4MU+8U4Pn8DHg/JTxVRH8Vbhoz5kEwn2XqJ8DUpNtH9HPT99In/7ThfTxwxQGIwM0GkGuR+e5Tlb9c5s8YceBM6DxISORsQhUAg8DwTOrOXYkGDzrgoMZWm6EcavvRZqfeuK5M0GhvFqobf+xeczHjQBCAygSnS+9jYTNx1BxrskWDZDO9Uh1uy85qS32DZcLHkKDZyG6pBp9vPiIpk+bHh08vzVv36jgWdYcfd6iQ9LXABdk4TRMsU4fvoD92w/h1pWHXmokos71oYD2YtjTkdTYoUd+W/RTcvIhLFu2k8Ez9SZ+mSYEg2dp1U5aOnN8ScbPfbtk2xY3wXrlL/R48NCgcwAim/+kYQC5STeRuvsi2hp1JycyyVnbfrD9obFoHbfd+vtqPESTnJSCM5ea6tYJgmdBH433mRvzEjUUwT6QfjSi/dCFJOPqwqj2wSPsjstGZuoJLyUSaemsi52R/aOhgICBnSiS6ozAPMn2tcbC+MHzgAmeI9cx0+TXTSTYMmYTQhwSuHS+DutWpaDi4h0vdTTZwKGLsupnhdgbFNNMuVElVSiMpV+nI4H8eMGzkjl8DdngOYnBc0rk4JlbY6emM1xdXuYskVqyrWvc9LBfuzFIv8Zlzijqozx52WWI35yJztYIBTySPLpI6L4aFu7Pok3+useCfISb8yWpaGrBs2RxOosWqS75GkH6JykprAkz73gBy1jBc1raSbS6O8+yLUL9r/OGqVQD7asec3Y05Xi75IS08PdpH32ZgucN63YyeGaCK0bSONN4s/0VPGdmSPWrn2Q16jNrPZoHTe95zQeD51QTPOs9GqJQ24mMp0HBMWnt2aaRX4HdasZ67kksWrAqGDx7rNotrYd6cOdOTH45tT8eokeUjhrzPhovxh9p/Agc6RwHg5wre4d6CUa73FcUrGhXH22d19DnOcLw2McFYBdP6GaBFnTgQW8NKhoqcK66DBfry3HjyRXUDdWi2Xza+enhZxB96jTWIQdrnCzrelpGMD5JsWJwfNiAWItWdg+jLQvrPEXaytm4waqAbID+aaCP6V5fHisowbbNqThfdoNBtZeo81UFR5qCZzllU1cga+KPrWBi2IEQCrHrP9Z3xQZ0IWSYQcqweBlGedk5vPLyK3jr1fnISsrG+cKL2L8+F4t/tgepG0/j7KHzKDldhrMlZ3EgbT9+99pLeH3+G7haeYMDjW2oea1cFEiwXmFEV0eNw7ZZKhJ9ilyrNK6Aa9g8gkbTJ0tFJxqwZEEqea41Z9m3g9rFpbppUuB5k8FkKNJ5foh0oaO+pQG7Uvawv9/EzrjdKD95Hhfzr2L7/FSs+vVO5CacwPlTHK+F51BythgJu7bipVd/i7Vb16Ly7i1ZtukPfS/QXPDi/qxD7XJHsBdvnD3afFFq6hEsW74XtXV0WirHNDtV0X0N9xF0YnJ8Sme+DbD1oQala+WZutUGCwmi8H23jZTmyJemXcuL3VqyKfIH9+/fxopVy/Hii7/Gju3xKD5dgsMp5Vj1u1ws/XUaTmefx6XySyg6cxK5+elYv3UVXnr5N0hOTkHT4yemH+x3NjVWglC6u+AxJoy8mhqi9KGwA4xCVK8j7d2904Q3Xl+Hw4dLAmkqYuCOzUcaE4LpkyZXOHwr8ioLtBmAeLawlqApjvZC/6bj/oFBnC0uw/Ila7D0zdXI2peH8uMXcTS5GMt+lYB1r+3HxWO3cb7oGkrOXEBGeiYWLZuPNxbPQ+6RXHT0tLFh6loOXlEdA4EA9HQH9cQ/A7IzKUyWrFyRfJNkFVca2S54voPVy3JQUtiELi8+kxY0ZuTjaComcXRdYbDFogNWOB5EnR3tSElOxGuvvoQVy5ZwoZaHwpNXsGdbIX7y7Q3YteUILpbcxKWzl1F++jTTt2DBy6/hwI49qLl/j2rRY8PSNbUu/2Am4miS+FRvW35Hk8vXmKHf4jpK30M1Od4pvWQxYVsKdm7PQEtzd8BeZELGbgiZVnAsqz6dPFabb49cTWNBrcmS1It2maiLEQSZqrn/APvo0xa//jK2rVuDY7nHcPb4NaxfnIGXfrIVx7OvoPRMBcrOlODU4SOIW78Br7/8Mg7sT0R9fT3lY50UtK9faw1qiXWahWtA1sl+IvMeAs+uxoZk1Xxil8HaF7ngOWX/JdTV+oNnBpcqNaoeW5dD9EgcaTxrzaKtZyBmsuOhwMNh+p0BLTxN+REu9gfRI2MiNTzuwMo1O5CecQIdrVz0mPMoxYDWYtIug4PhTqKD+2YVzyL2hk6wAbYnowgHSeJOhOmSv0872oewe2cW4ramoLOdeR4fsh2NM3e3cLJ68PM5FiKTctS4m99oHWxfc6XWtu5ELfmzc09hW1wGrl2vNceiyDYUismS4zMa0EU7o26zfpId2LWHzI5JJng+dLAYixdtQENdM89wxJJc+wwM9nFM62IMUwwki+sQC9NfqswcK8/2o7HvcaHy0yfVovFOTk04rMvhJgojTz0cEz0KnHncxQi4pqsW1xoqcf7heZx7WI5rjVdQ3VPNmLfNRL366Ebyc4QJfHoG+9HCSah+sBmX2q7jRO1pZF5PR9rV/dwmIe9WOoofn0ZFVwXuDlWhCZ1o40TRzo4b1ipX486rK3glIxRPj2zXBR6XDsA6DD9MOd8VOV15tYOTBuVBaeaKLGVS8NxPPzfQTxllD6TTx89h+5Z0XCi5juFeGgibH5GfoxHClBMv3ogiiTs5aNY+LmTUE0E1mb4Od35qjlujCx5o6tCTBb1DdJ7msRdgy6at+F/+L/8L/vu/+0O8+pN52L10PxZ+bR1+/cFlWP+9/UiYl4wti3dg09ot+PxXv4B/9X/7X/HHf/k/caas1Jxv2hlgu7rUZp6pYx9pUNHxy4EMMF9FJG+0MB7ZMuo5TURcQFLMohONWLE4E1eu1Jl8+3ZQ3Z12DiR64N+EiHSeHyIN6or71/CRL34c//r/82/w5U99BTsW7UPK/Dws/NxGvPKxVdjww73Yw0B6z7o92LB2Ff78ff8D/+v//q/wL9/+AooqLqCXelf/aw5WteHtzAb4N2aatqK0tKNYvHgfHlYzUGaiRsoAx6MWc/0jvUZXcjdyqyZfY5D55gkDA45XTarMM7Iam/e2/v3x0rQNSxOPGkJ0cRrClmfjI+zYKS4+hd//g/+K/9e/+X/j61/4BrYs246Nr6TiN59JwAuf2IgtL+/HnjW7sW3jevz0hR/gP/z+/4l//5/+HRYsWIS6+kZTRz8F0s/1qO4B+hkbwAb7amzIyt1ntN94e+B/1tdPYzEXWswiV74FuHWzCW+9sRlHCsoMv6LRvKgGuwS3i2PbhwEF+7dhaa6vI27dPuF0G962XdJouUvfRoerp6Z03N3bx6BsDf7Tv/19/Nl/fi9+9+23sP2tA9j0qz144SNL8MqnNyNx/insXpZLve3Glz7/Ffz//tP/F3/193+ODXEb0dLZYhnU83d6vltfkJbTN46/jzzRn5Iv3fUM52ks8G9yoOAB+UMgnQuS2tpgedkdrF1+KBA8K1+61PjRlXTt69xI/DwtiBob6vDVL30W//r//q/w3v/5p3jjpbewZUUGXvvxAXzu/Usx70dJ2Lf2JA5sSMemhcvwsff+NX7vX/8b/OZ7P8K9q5VUPOdyjn31w8AI5zOzAGQfRQmWqFzfkdu1ZfQxvc0+pn/SfCL9MNP4IKKdi/6tWxg878xESwuDUtmx5kSa1GhbVm2u7uggtP7RkG/r5bjpMp5W4ZQdw6KSk8fwyQ+8D3/wb/83fP7DH8KqV1Zh+9Is/OrLm/CVDyzF+lcLsHNVDnasTsAbP38RH/jTP8cf/of/gF/94me4fee2qUNBRt+A+oUhOSfigUEtpiW7/IWz5QkQxnMk8G9CqC4XPMs/KK2awfO+nSVI3V+BmmoOHlNWNqXPxOSvf3oQR3pkXrdY9fgIx7ZuRJjvKbCEnRS55qaP66OmtD5lR/bRmLq15iI1PenAagXPaQyem+SrmGhe5qBZ085iPQwFOodbqOdOosukKLRQz5iIyThZFlWVgneqdBap38PBv0nAfbxj/vPnOWptHcCuHbmI35aJVrpijR2NkUEGPeaFgSzqLvYGzx8b4bxGgngZTUrUyAxa5cDQgLFl8WSySX3sr9y8IgbPmbh0pSpw51mkItFAJJ6nCntDRSrXOsp72kIxkPqT6Vo35x8qx6KFWzg27FxoL+iqTD/l7aYutFJzxPp47J6MYCuE8tUR9rwA2NZ4sOdOn6Qt3SLTpSLdIO7mHEGu6es4bshHx1AvmnpbcOPxbRQ/LMHhG4eReTkTaRWpyKnMxsmqU7jcfBl1/XUcOR0aPQyedceUylf40DDQguLa80i9koOD9w+j5EkhLrQX41zbaRQ/Ooa8O1lIr8xg+gXUoxXNbLqdjQ5xoTWioJADe4SD7tkOnjUQFCxrYRzkeYCzXB8XTYPsK+X19tLZcOBILjuYVWoE3R19OJpbgsTNuagsuec5LkI3L2R3dp1jSI6vj4svGZ5duGo7HlRmEqAxmLskYsqMCjbmbFhGTznNJE/osQQZNTWEvbv34DMf/Sz2bNqLcwXncSHjCnb+PAMrPr4bmS8Wo3DrFZzeV4qjGafw2mtv4Wvf/TayjxSgrUdv5VTdXjuS144TkyYW/D5YyeIiGgi3scCH+7aM7lTqbaCUlwycPdWARW8m4dq1OnJh+dAkqgWmqY9pE8F2K+s2Wz/8aa79CWDOGRsiXS07f+8KfvS7n+OFF19EQfoRXD14Cxe338HeH+ZhzfOJSP71MRTGX0JZTjmO5BzEF77yWfzoNz9ASeVFPO7tRyc7vpfya/509mrbcPvhiJQ3VtpkELkv/RAlJRdg4cI9XMxIb7IZLraGe9A/3EUtyUtxJLC+oElLZ7Jh99IgjWOlevVSVmMX2vr3Q9LC80anmT5jfQqQFD+Z39vmzkCvXWhduHgeX//aN7F+5WacyjuDivwbOL7+KrZ+6wQ2fz0fGfOO4ujWAlw8Xo6tm7fgox//CPYk7kNNbZ25M6oJrH9AgRDbJJTWx1lXQZlLGx+SOtxfTBX0IqZd8dRLH6WrflxgVrXjtVfWMHg+a46NXt1H+wY6v4vo4b5LZ10GrDGwHw4vT+0Gtrbvbb5NU33OvQSDDtu25d5dFlTwbP6ji75647ot+OHXf4akLVkoz7qCCymVSJ1fgEXPJ2Dj13Nwcu1tFO6uxNncCrzy4jx870ffx8EjB9Hw5JF5KkvtG4MzC1gyors8grnjYe1R/i1iIBSy9UE6M1sPYWnqf/23GE02Jxg8l5XewvpV+bhQ2sa5Sn3E5TB5t32ikRNa41iw/EXgNyRN+9OHqLGxHi/9+hf49Y9/hPTd+3DhZAXOpNzCxt8W4uXPZSLupVKcoK8rSavAwR0peOWHP8KqefNxrfgCRnrY62RooJ8BqS6cKXD1FnIh/ev4dvv+vAnSrG1KzzzSvknz+spAds4epr3ZuVRz8DAXzfRK8hUs1No+go2bkhCfkIonTzgf6WSSNqYe/jMXN7yP4SUSWG4UdH6ksn6w7vEg+7ULSa0INGvSZtiPouLjJ/C7n/4Qm5a8gRNpmbhy+CqOxFVg8bdS8erzychaeRNFB27gYt5F7Fq+Bb/9zk+wY+0GXDp3Dj0ce5JnUP0nPtlWD4M+3Yk2cqpPJ/kJ5zkiVG4S0Hiwc4n+A1XVHUjcVYKM5CuordGTDGpRgYQbN+N/AnU7ffh1Y7a+vPHSjAzSAPuNgYwCDC7QOZipIRM4Wxifw7Surh50dvYFvzZI6nrUi93rclBw4Dx663me1MjT1Mgg17B9/d2cT3X3rIf61r22LuMnzb036UOMyCB0nuoVtM+0Uf09Flx/jAv1rWZ428eBPhEfZk5Xw7QXTj9x29KwZvUedHQwheX6B2lDlMGe769zEgjndQzYce+g8e/B8GvBHJZVv1iIdKPoYF4htm5Lx8VLD8HllyFTNlrweIwOnHmo37WGsh5A/Ir0gMOhg+ex4K3NDJ7tnWdduDA/VevpyfYDwcq44Za1cYy7x7kF7ZvHpLkQt+mC/IDOjwxxFQ1Sn8mn6XI6rR/ttJ3OkV6OAD2QPYKmvlaU3D2H/IojOHrzGMoay3C54zIutV9C6aNSHLrJNdxFxr61pagbqkcjP8+ZR4iJ9uEOVDRWIvNSHrIrD+Fi52U0oYHxXj0eowr1Iw9wsakc6awg78YRXO+6x/wOw4i5YsEeHjKPhaiT1FnqxFA8VTI8hClKx0aBQX5FUnpPdx/6+5RvkoxDsXfVOXS4YNLjLwODdEA0BPm0fhpDY9MjZKRkY8GLq7Hl1QO4WnAPQw0sW81hVk1nLTTSeBjJtNY+wZHDBcg9nIuqugdsQYPRBrXRgPgb0cJOl7fNbRHyz6256838gWEaziCdJg3ItMtFR+KefZj329fR9qgNQ11DqDpdj+zfnUH8Z/Jx4JuFyHujDGV7r+NeST22rtmN+fOXor2bgQ2b6NftOL/D9ZytbF/NK1tLPPWVvTPIvogC7IC0gzQctgz7g0NEDDEJJWfq8dZrexk81zDNOg1NpP1adPFjF0KeIzD7EsFLY2lNLgp0TN20cyuL0jyZTJ63HwVQa2Zau3zvFl5bshhZmQcxwAVj/40h3NrXhKQfncK6T6ci6WencHRlOUpTL6KmsoqObj52J+1FG8dkk+yNXaD5d1AXogkt1Ewbjl/x7+SJKF9YeX/aJKA+lCymL30ff5ooJfUolq84wLFkU3Rmz7Am+07u9Rtd6Sq72pbuyAEhB65FmgJo7SvNmxBYztoD6zPQfniaEClNsOUpggnejF3LkI19syVvZrx47hJ+/bNXcb3sPgZ7BtFxuQclS+5g1/NnkPJVOt8XzqBg0RFUnXiAI8nH8JPv/RL37laZc91dmQFd3SEZvj0btHJM/KE2yE60/If8pO39PvmIQfsYY319O1767SIcPnzaHJs2NR2ZczxdmyU4/Qfaeaw8pYf25eg+jtT3Li20vOobYL8MsE59Tykw7pROpWgq1PK/j3zIbrTVmN0RtxNbVsahv5G81gyjvugJCladxY4f5WHv908j/cVSnNl2De03u7F7814sW7wKD2tqTC8YHTjdS0WT8W9+3iiD3bo0bX1pOnbnBMpTXu7bucltQ2E/YkYtA2eLr2PN8oMMnlvNzXE7VrRk0MeV58ezLbs/Hf/my58iRHV1dXjtpVeQnZiJvpZuDD0ewr38Tux54QJWfO4Y4r5XjLTXSlG2/zou5Z/DilcWoiDzGPra7XjRk019vZ6t6OI2V69GDj+/4t/JE1E+l+bkC6a5p9CsPTqwrUBZ2t4Qw48BXaQVTzatj3xobhT1UkXxCWkmeH70qN30u8jbGH4Hhqgxbnk2t9r3w9Zp5WC7fri86cD0hTiXN7GmPegxWXDwBJa8vgi3LlVgsI0h180hlGy7hy3fPo5NXzuD1JeuIHd5CaqL6nH+0DlsXrQJR7MPo7vTXlhU32ixLZJ0fQP0EexPoV9PLhrrnBhWzijBV7Ooqqode3ecRdqBCgbP8nfqB/Lp+cNQ3Y9GsB89fUzV3vygQsxPUxqQI12wpbOx7Q3TpvpRXd2AsuLLuFr6AG219Led9LxXu3Dg9eMo2nIX/bdZtpW+kmOq/vpjnD5YjBNHzqCmroGWOoxO6qaXlZsQiD5AvozVB76GGYB4Mbyq7WjBhjJmztCxqZ92wbl8CJ2E3mWgdTqwY3saVq/abvyaqHegg2sCzTNdXNpqnnFjJFoI17FiG9mB4qXQeVJ6DTy6TVLwnJdfjITtObhWWUvbZ/8x3crsxvN04O/DKID9Lv5MHMC+19c1JJ9Zf5D3vl595/kcFi/cgkeN9s6z+Bg0sYMg66EP7h9AT08fBjgJ6jzpTRWzexhL0R/2coamf7ZxFsuo/hAoLxTRJDWra0+ye106speNumhpnbjddhv5lw7h5I0TqGy+hrqRejzhp42fFm6vPrmMIzcP4+C1XJQ0nsVDPMBz3UMt6Bppwe3m2zh28yRO3CnEna6HDJsfsVr9vIoWpAqR1UQrrrfcQH7lMRy5dRo32u+jeaTNLFWGdbufAYg1NE3uozvnadPoBYjjjXlSNmHLeU6Lx7pT19NNk+ri4OC+n3q54O3V3QdSe08vMrPy8E9//xn8wf/zffjKn/0aG761H5kvHcbRlwuR/+IZpP/yGJJ+m4Ptr+3Cy997FR/6+4/iI5/4JAPoQ6YOtjwD8DaSzRzadA16fQ+ux0xe7Ati/64ULHh1MUZ6aLR0UjfzqpD8UwbPHz2BnZ/kAvNnJbh+4BEG7g4haUs2Fry2gn1iO83YuXYFt++RdjV12mVFtMknpyjsUAd0ydxSSqqq+FQj3nwlCZevuDvPFoOyA5PyNMlxEMqJuL9RXYXXFixDft5Rkzb8AKjYUoe93ziJ9Z/IxI5vHMXBN0pxI+8huuq7sXzBcuzalYiuvmF0E24RJz1pcpx5mlpvpqQcw5LFyailesSm0C9HzY/TZL8m8jAdBzU5tXYnRapeRqwJ3GvK+feSkgr84kdv4GZZg8kfvgJcXtyAAx8rR9LHSpH1tdM48Vox2grbcf7gJbzys0WoftBkzjXcyx+ZT1AC45fcwaTInT09mH42cqmf6c9Nr+uFYe343UvLkZ9fZI5teX+/C0ZDhAI67SstuIkGqTVfzQES3+pFTru0Fl1H1x1XLtZp/BvXxCN+7U57Yitw72gj9v0uH1u/no3dXzmB7V89jFOrL2Pw3jDSEjKwfvk2BnVPuEiQbkzlFk5cwSMnsTOL6FO4pH5yjNG3Fd3CysWHUHamLfC71WZBzG2k/por1FDfiHkMiM/kldvxVQvcSmzB3m+WY9MnzmD3Vzl+fnMed7IaUXu+BstfW4mDWYVo5fJEFyukH3PdSUJqOtY2quT62OtBMzCDh9qR5dlxYhN1cXKAxiP7EXV1A5s3M3iOz0JLs73Y4ScV0yJWsthT9N+P6dJ4dTDPZVMErpvN2sf52Kzsk1gwbw0a7zWa/u26NIKSFfex+2vF2PSpMxw7hTi6pALdV/pRefIG4lbtReHJcupEPps6MmskW5kdOnaUaHGuC2A2bzKIDqkmLaItF5aqqzqxd/s5pOy7gpqHNui3JSK0HT1WIpNr0naW2XeHsjBn3o9b27B40Vq8739+FJ9437ex/Ke7kLLgJJJfOI0337cL6z6Wg7TfnEbGsmPYPT8dP33+Ffz1f/lH/Ms/fxvHDtunh+Qre6gejSPXbGDHHFgKOwyjsXPGJp3jJHL9LNLWSWnz9BTNtq0ZWL1yD3rtQ1C0GwWRdtBr7E2Nh7dDqn80NEbMOHEgyfdm55xFXHwerlxpMA8oWfIXnC4c+fcdjZcWfi59l5dkZ371pa8/udENl7zcS3jz9S2orQl+5zl4A8ZapLlgqSsI3qmKlwT5EuNPFFO5arl16QY65r9wRJXEJk1G1Wo92cO4tnmkifHuTRQ9PIWjNwpws72ScW8Ho94ezudUJEkriW6m1fRVo+D2IaRfTULl0GUGz8OPGVs3ouRBEXIrclHRfJWR9y1sTN+M3yz5FRaseBXL17yFFesXIutIOqo6qnG+tgK5lwpQ8bgSTWy8mzX0MdAWO/YNfv7AdIY64m2T48MpivArz4PsQC//6uthl9Fo9DiMvjDfQ3+qrV7sp6+WaIC0dgAdnBT1vaW6+kEkbM3FZz7wE3zmT3+DF/9+F5a+PxPr35eF+PfmY9/fl2Dre45j5ftTsOoLe/Di55biw+/7Kn728wU4f+meuaKmr9DpKs+YoBOZECynq9yCvqugt3wKA+KT0L7KSIY+8t3eactKrvR9x7Hklc1ofcjpjfPkrdxWpP2oAns+fB55X7qH0lfr0ZzLrrzDspuPYvErG9HS2GfvZqod1W/aYLBGj9zXO4heLly7+kfQwTIdbEf9pn6MFtxXDwNwPLh21BdKZ/vdXGydOtyOBa/m4+L5FuPUOllW0KNBKhde/9OGdKg+u3qrBq+8tgwpe/KoNPJ6BTi3ugbp3zuP/V8pQcYPL+DcumoMVNAxcPG58o01iNu4B+1t1rHp0Ru9qVJvrtS+sacI7c0knE40AQrh+bKj5P2lWDz/IO7cpJjkt5vp3dIh8wQtQoWQ81Uvy4TYAdOD9hgFsE71m+rrbB+izRC06zb5AvbvqXM38auXVqP8TA2G68lPCYPnRS1I/udrOPDhCpT8shr1u9uASuBsxg28+MNVuF3ZaoJv6ViyS6YujscetiGZOil/O09x/TUeAv0QDbCuLtpYN3mR3OJtgNvblYOY/9p+5OdWYlA25NoVxLPg58OX58bkuGDZiaD6NB6MTXDr2jB5OiaU30Oe9d0z+dXW5hEGw/uwbWkKhh5TWXXAzYPUzasl2PG1o0jh+DnxmxtoyqTAD4DMLbnYsCQed281Gr+gOwnykcZHeO0Jvb0j5IO+jXntHsSXy58R+PrZ6J6yCpq3SgrrsWZxMYqP96ONaxzDM/M0hjo4fxm7cvVEA6x7ulDsVPWgFa+9tAZ5SSVm3sF14G58B1K/eAkJHyjCwW/cwJ31LRi+wIChogMr3tqK5NQiPGyiXPThnGbMuOmnzQ5zzAxRVmcr0cAoO3X27PpTaexrvZBS++pnQd87181X2c1j8rppw2Fsjz+Bx5RR40nnal3hbKrb05Eb/wHIpmbYrrQ2GGb7Q62UhbbTx/0uts2uRfZhPbIZjzsV9Rgh732Mu66tekz9XMC2fyhExtcvoyGJJ3DsXDx0ExuW7cPRIxfQ1moDH9c3euRWcMfaCiGyzgLU39JNt/bZvi4UVj0YQGLCLaTtrULVXQYB9B2GN4HlR+nff0yE9+eUobrIm6BvBMkWNH67yEcHedLDFm1UCg9RVd+JF3+1Ah9+z7fw00+vwMbv5WPT81xjvvcwFv9eDlb+QT4W/1U6Fn8yEUu/tg/f+9BbeP49P8dbv0jA5eJ6DKgN1u18hPyI83EuvYcNdVFXDlFbI6keP2Tzgi/f9e0T2lz8pkJsXnsEzdxXv2guNvOxt3XjaVS904BfvyFQO2xT0BypdvVghfgQb60cP9mZl5EQV4iLF9rMHK7z3DnTguoRXD9FAXqZoeGPkN79Y1K2rld+5GTcwoLX9+PB7W6zHpCv0i86GD/n9YEuYJo+4H5P97Apo3SNJd24MnEC81VGxwqyR8Vg/tiM26iS2qRMusqtCy+699w80oBzTcU4WJmBc4/P4kH/HezL2Y3fvPFrzF/+JtZuXIVVm5Zjf84+VDZdRfnjYmTeTEZp9xk814lHaBx6gOM3C3CoMh/3+x/iXMNF/GDej/Anf/tH+Pe/93/g3/37f4M//tPfx2e+/ElcuHURDztrkH/lGC40XMFjBt8tZKBj5BGD+i4Gz/bR7fDAWXi65PgIU1AY+rpHcOdWHQ4fKkRK0iFkph9DXu4ZHMw5jeyMk8hKP4WszCJkZ5cjNb0MSWnnkJ5VgR3bi/G7X27Hz7+0Get/WIydX7+FrR+8gKQPXEPW++8g70ONSPuHh9j78cvY/8NzWPfjXHzzU/Oxbk0uCgpuIjOjnG2VjYNSZKb5wbSQrd3PSC9BesZZosSck03+stPOIyfVIov7WUzLyihDVpaFyuUw/dVfbsI3PvUyMuLO4dT+W8hbeR2bPnESS3/vMPa9vwJHf3APl9bUoTT+Nt749lp8//O/Y8B9hgOL7XIxk51WiOz0k+ynAiIPmZl5yMjKR2oWF6iZp5GSUYz0dMrJ9jPZnoX2L4SlCZHSBFfe7melhoPyGaicoH4oRF4O81Ku483fnsQn/3EV1q86iYLD15HGfktJLkZ21nlkqP9SSgltx0Cq4//twPHrx1gy+7eUI+MiMjJKsS0+A1/8wo/xxgurcS7tBs5svIb9PziNrZ86gk3/dBh7vlCEY69X4vLuWyjacw4/+fwLeOH7ryA95RjyD1LPtIuM1DPUC3VkbGMqcowFvwwOoTJnpV9guxe55TH1Y+CluzK5nHB+8eMEfPEzq7Er7hr5vc6xVkHd0Eazi2g7RUiRDtIv0YYreM4lgu2nn+X4KWRdRFoxUU5dV1iksk2WmT44RrI5nnLpFzKP4kD2UezLPYrdh44h7cw5zN+ciA8//2OsXpmJE/sqcWJVJZK+Vo5Vf3wc6//kNI599z6urKzB5T0PsO6Vg/jsP72E7VuO42D2eaSn0v44/jNoq6nJlDP1LCdfysBxmZ5y1qRPDI5/5ydG+Q6HSHmj04yu0q9QR1c4ti8jL/sycjOuYtu6MvzLx5fijd+l41D2DeSYMtSDkHKZ0PFF6oT1UAeZqdSPSZcuNCYp03iI2O+hkL7TyWOafI7PhuXjjN6NPOwz+sDMzFLTvznp5/DTby7Bj7+wFEd3VuLMnttIWXAO8frKwycOYuMHcpDz3TJc23CP+rmOhd9biZ9//bfYsz0LOVnsWyKN4yeN4yaddpbOeSA98zhxDClZx5GUdZo4S5SyjBsTE0G8TwzbN5TdQf1o+pJ1GB9HX596GkcLrmD9yqP4+vPbsXqhxtdN2ivHTjZ1SaTRRtJTKUu4PwsH24vMbzhYLsxupoJDBy9i5/Yj+PLnf4t5v9qCo9vP4eK2Gzj1m2vY+Q+nsPK/ZiHxQ0U4/8pd3Nh1F+lrjuGrn/0lfvXSJmyn/lOPXEFG3iWkpZYi90ARCpLP4hB9eFYq6w/ry6kiVAfq/wsBWD/Gscv201M4v6UU8biE44b56ZeRSvvPSq+kbd7Gz360DT/+/gbs23WW+fJfF5F6QOfKdmnXKdQP60nTmKeujF+j3QXnd8eT+l9+00HH1ocG8/xpgtL8x35c4NrgHPIPFOLI/pM4klKIg/S5ydRP1tEreGXRHjz/+d9g26p0nNp5CefW3cbhH1zC9r87jri/OInM5y/hyjKuDXZXYuvryfjht97AvNe3IjlJ8+5FMwblZ5L2nzb+LFdzrZGPOvP2JwT7NNx2IiLQV+OA7WYI8rkcr/mHrlInFzhfZuCVXxzGgd0VOJzHeZfziVk/sC9D9J9K3QaOhVB7mTqoM/nMZPrRZM5/KVc5bi9z3XQJyeynAzklnHMKse/gKaQUnEXC3sP46Y9W4NUfJiB18SUcnV+DA1+6hq1/WYZdf3QViX96Hdv+vgRbvnQCm79/BPM+vwsLvpOI1A0XcSLjAXIO0D73a16WrVJe2qNDOucA+bLUTNoBfVtydjF9HX2N8bmj7SdyWrgNCs4+ua+xw760MnOekNycK8wcoj5muSzOLekHbuCFH+7HT7+zA+mJN5GRdBX52VdpoyqrMjzfzDuqexI2EG4zkRCic4FjwYC+xdiEypTRp2q+PI+DmZc4B3Fdojkz8ybeeDWV4307tm7UeuQ651ONd50TgZ+3BctbsD/H6vux0vx52ifYhzlcZ2WZGITrw8yzlIly0Q6yU68iafdlvPTL/fja51cgZd8lc/E8lX42i3NsbrbGZpHxX9kZGsvygceZd5x5Jzl/nuD+McZPp3C26AqqHjw2v9vtHjgZFYP5YzNuo0aszwTPDObRNcxAv5cxdAc68RgldSeQcXU/bg9cwf2+m3h5+Yt47wf/Cn/yP/8H/st/+U/407/4Y/zdx/4GqScP4OHgHRxtOIS8ugw814o6VPfdwvFbBTh69wSqh+tRNVyHnJKDWJ2wEp96/iN4z3v/DF/6ymfxkU/9I06fP4OHXTU4dOUoLtRfZuT+hAF0HTqGm2C+vzBng2efYpxyfDCPGhBS7KULtxC/LQkL56/F0sUbsXbVdqxZuR0rlsYRXJys3I01a/dj5dokLF+dzP0MvPX6Xnzpk/Pwib94ES98aC+WfPAk1vz1GaT943Uc/mgV0v/mHva8pxK7P3YBW798FL/62Dr87R9+DV/78jysWJ6EdapnZdK4WL3iwLhYRaxcmYiVq/cZrFq135y3dkUy1i230P7alclYtTyR5fdh48ZU7u/D8oV78bXnf4uPve+72PhmBnYvOY7tL57Awr/LwIv/O+v8/QKkfP4ijr12FSmvHcd3PvwbPP+B72ET69+wJpHts09W7SF2YO3qrVi7ZhP7ZRNWr92ClWu2E3ssXyvFZzLLRwdrKNNYsGUk5y6sX8u0Zfn49hd34c/+2y/xmxd2I27bYaxYsR9LluzFmjUpLEvelu8fFyoTrpexEM5rJKyhLsbFKupq1QG8Nm8dPvbRr+GF77yBjDVHsP+lAmz8XCaW/l0y3vqzfVj34YNI+XERst84jj3zkvH5v/86vvHZH2LFogQsX7KLNrYHG9btw9q1u7BK9ks9ROJ5aojAdxjWrkqhjaeabXi629+4Jguf/cQ8/O1f/RoLXs9nXj7WrM7E6tWy6V1YtnwXli/bT9tKZ13pWLMilVD7icb21q4UKCP7de3ydA9sU8csNx2skd5X7cPqdey/DTuxcuMOLFoXh7fWb8Pqncn43m+X4A/+5yfwm19uxN6lh5D80lHEfeoo5v/HLMz/91nY97EiHPwJJ6Q3SvDmd3bhn97zE7z58nbyu9/oZ82qRMok++NYXLLbjs31qdhEyIYnhh3r0cDaVanYsDYbq5enEVZHq1dk4dXfJOJ9f/5DfOdrq7BpXQF5z2S/pHnQfjbPpz6NH9jHY+mH6dTDmmWsezn7cBxE6vdwyG41HlYSqwM8S78emL+WfWnaJ9ay3HrK8/l//iX+5R9+ifi3DmHvgpNY+8MsLPt8Cua9dyde/6MEJHwiB4d+ewaZbxzGTz72K3zxn76FxW9uxLp1iViyfAeWraD/WkOfv3ovt9T/2gSD5eu2YyltYunafVimOWGV42l8+P32WJDNBeSKADtuZD/bEbclEy/9aic+/DcL8ZufZGPdqmP0aZlYxXll7dpU4+ci+bNwmHYj8DsaKifI7qaOjetTMP/NBPzzR3+I737lLWzjojPr1SNI++YJbPqLHCz6t/sQ91d5OPTtMhS8XoS1LyRQxi/jS9+ch3n0J4s3Z2PZetrX6iRsXpaIOPqHzZRjjSdLNGDtkzK7uWVZEBofq6mHlcuo/8W7uKUPog1sXJdBHWRi2RI9bnqIxyfxpc8txGc++TssfGMv1q/OoH5TsGKJ2mBdPEdzsm1TW/qalXsJbgNj3PEk+3EInU/GgvOxY2Ed69pE/uM4XySw3Y3rk7GQ/CzekI0v/mAJ3vf+b+H1X23EvreykfXrE0j8zFFs+tMcbPrDfOz54Gnk/YSL5jfz8foPVuH5T/0M3/n+61i6dDfnHPl3jotllMX4tBT6lmT2C+ekpeor6/MmguQPt51ICPbVOGCfam20kuWXU8YNG3KxiHJ9/uMb8K0vcJ236CA2b0jDimU7vHPYR073oyC7cHqZLqhP+tw1y+hHl+dxPwcrVmZg2eoU418Wb2Dwuyke8zdtxbJtO/DqwnX4xw9+FR9/3w+w4Ou7kfiTUuz8dDH1chLbfu8sdv/380j4h0IkfI2+4Jtp+NZ75uHjf/gD/Ogzi7DytRRsWp5JP5JEG+QaaRnbpx04n2r6h75uxZrdWLZuB5au384t5z6mR7KfcITb32g4HyidcX9ZFqE5Jz2YLp1yblm3sgBf+uwSfPaf38KqxUewYnG2mZ/Wc822kmN+FeeWVRqLps4wXUdAJLsJBcc76woZ84F5ivmmHquztVyf6bfoV3OuW7lE82A2tmw8hu9/Zy3HwZt49SXOW6sPs07KZcZ3NCAdhfb3lEEfJKznmmot1x+au9etsfPm2pXs+xW5WPJWFr7yL0vx0Q/8lrZ5iHN/HpYs3E39yE+wP1ZpbCdRF5yXl2ltuZP+bg/zVCaeMRRjgVUJDLILcOtGDQb6FHCFxl8RoZgsWsT6zFeCGDyPMMYbGuhB34jemc3gueY4Mq7sx73hStSPPEThlRNIyT2An/3yJ3jf+96Db3zvG3jvR/4aiQf3sHQDDtflIuVOIp7rRjOahmtZQTEKbh3F5fZK1LBA0/AT3G26ja27N2D+klex+0Ac5q96A2dvlOBi41XkXz+B6213GDy3oJ11dKGFvHXP4ce2pQw/Pz4lhaGjrQ81Va2oq2lFy5NutDX34nFjN+prutBY14uG+m7cr36Mhw1teNzaa952eOdGM9YtOIAP/P7X8f7/x/fws/8Rh3UfLMCeD5/EgQ+dwe6/K8S2vzmBzR87iA1fS8Jvnl+K9/33T+IrX/gFjhZcYDt9eNTQh8b6sVHPtsdDHVFL3uoedaGWqHvUjYbGXnPuo7o+NNXa7SMeN7BsQz3lYrv1tZ2outeOXVs5UF7eitqrHXhyvR+XUhqR9P2L2Po3JUj71B1ceL0VTWk851QvdizMwJKXNqH6djvaW8gf26lr6EF9YwfbbEHjo2aDhsZWNDR0ob6BPApsP5pooEyR0Kit8uu6UUM96rcbq+/3Ize1Fq/8OhNFp2soez8eVHXiwcN2VNeyr9gfrl/GQ6P0NBGMviaGX7+R8OhRH2rrenCm6Apee2UFUrbno/NOP+qP9aBo6X0kf6cMuz5fiJTvXMC5VdVoP9WNR8UtWPHiBuzakIL6B53Uby+qa8j7I/Z/I4/rO6mTScoxGUTgOxJk3w3cWr3YfaWbNKK5qQ/b445j3stpuFDeh4cP+g3fVbXSTytq6trZZz14zD5panT19rJeytzYxa3QY+zb2LmDjqcJtVNf04HamjbaeqdBdV0rHtS24BH9xaFjF/HjHy9C0eHb6Lvbj67TfTg/vxG7PliGhPcV4uT3b6Jqcwu6i/twOuECXvjaClSUVKPlMevlmG2iTI8pf0N9F6oethrIz9i0nknAjvOogHqSP6muajNv16ypaTHfCTxXWo/XX0kwd8geNfSbMdXIvrdw9qS+eUJw/FMf6rdGo2/a3wSI1O+hUBvyMT2oIwI2rLyArlUP+435j2nvddUdeHCrBesXc6Kfn4Tmyn60Xx1ARXINkn53Bus+nYYdnzqM0tfuoC23Ez3n+5C4JBXLXl6H8qJKND1mnS30q/Rv1WxL21rOBXWPOol21DZ1oLqpG9Vsq4Y2WW/6YGKE++5IUJ+o78aCHUM9qKpqpp304NSx+1i54AxOHGpHFX1dDX1aVXWX8W0PqT+NnXBfFgmR+A2F1UM00Nrah8tXavGrF1dj+9ajaLrShb6yftze8ARpnz6L+L/MR8GXL+HBmsfoPN6FeydqsfzNbdiXUozLD3pxh33+kGNHfLXW9KGjmn6E2wb6vPD+nCoCNho2xwjGj9P+1Lf1nGvcOJB/qiMfD+5rHPXj/r0BbN6Yj62b83H7RqvxhUI961D5BvZFXW0X+5/9QvvS2JGfrqc/kH8w8PEUhMfDBBg1xsOgcfOEY+XJnWY8ut+COh7frurDTZ67Pa0U897ajYtnqtB1tQ+dBf2oXNCI9E+UIuGvjiHrcxdQFf8E3dd6UZh1AQvf2o6ktJO4xbqkY/kJ9c3jJrZBf/dIawXKatMls+beiRFuO5EQ6KtxwTFRwzWPfMPDDh734UpFK7ZvvIKknfdwgzao/q+ubjF8q/8i6d5CdhFJL1OF82P9lJk+ln1Vw7VcdVMrHjY/xv2WBtxrqcXj3g5cvXcH3/7WT/DXf/AhvPDZt7D7Z4cQ/3wuNr4nE6v/cxo2/rdsrPjLPVj5fAI2/WQPfvrPr+ID/+XT+OpHfoScxJNo47jRr8PU17bRVjuMzPLfj4wP51z7iHbw6AlqHjeh+skjbp+QH+aF2U4k+G0vMqQrrkPq2wiuGSm782cNDe1EC9eOzOPccv9OLzavP8ggOgt3b/Xi4X363jrx2IZazr+1teKd5/PcyPoORSS7CYHGoHyl0a1Pz4ZHphubsPpyaxGN45qHHPP0P/V1/UhJLsX6tYdx8kQNfYB0yTqMzKP5eVtQ2+KPPiNSv79tqM8Js54yfof6Z9xg/BjzH1GW6nt9SN57CQvmHcDVS7SBmn7c5djWurqR6676Ova/5g5TVy+aeK6Zh2lPDdRTPddvDVy7PX7Ug65O+5WISHGXgeIyH6JGqkt3nvsIBdEjelOXfnTqMc7VFSGrIgmV7RfwhLFv+0gznvQ9QuahDMxfOh+peWmYt3oejl04ijvdN5FxMwVHHuXjOb0IrHWkCZcfVeDo7ZMoajiHW3330cpq9aPQ1R33cL/pBmpa7+Jm43Xc736Ik3eKcfj6KdzurUL9YCO6GMH3jnSif1hvNp2rLwwTD8G3uFmegkoKV6LpbI/M8/lKE3Gr75fpRTT23b+W+jpGcDilEJ/6i6/jj/6vH8bXf/91rPrEATqzFOz/ci52fDYL2z6bifhvJWP9j7bhxS+9hA/95T/jm1/9EUrPXvJqmR6JZbEpiGXx5hMj7MCS974vQ6l78zH/tysw2MZEGtmFtHuI1x2ADxVh1ycvIPMnl3Epvho9V4CchBNY9dYWOt9gpa7tCM0EadzMKZDqGwthNMJOKTvdjMVv5KDyqr78SPlZbkKe5wA9qH6C115dhqwDh83xwEOgZON9JHz1CDZ+Jh/xXzqGtBcKcSejFr23+rFu3mYkJ+RYR6HyFNKZ8dOW1Y25SKRHH5cvzaGDDpaZlF1FomgLqvpcndpqgIkx0oVzlXjhpwtw58IjM3b6KoZQvPAe4v7pJBI+dALpXzmFk6+WofVoJ84fuI7Xf7ASDVykOtJjTO5tnXOBxI97YZBIuqh60GVeGlJw+LyXOhZJkJkTxq+GcckV5BjYvuEA4pbvNy8L43yJ+0ebsOuFXKz9lwPY9aXDSPzWYZSsvYzeS0PIizuMbSt3ovo+dRmswsCp3FUtOGmjLnF45WEIH0fnSqqxdtkplJ/pMd9jE7ni7sVVc5HqGlvw8uvrkJvNeVB8VwO3dzxG4r8cx6b3ZSHxMwXI/vExXN9zC9XFtVj82hpkHywH426zFuonZK+Bg1ETX5RIdYYjAjm9+It0duqlR7nYueMwWlvcqiGU5sT4Zx/2d9l1jbpSSD1Ujjfn70LV9TYzfnqLR1D2+h0kfuIEdn3oOBKfP4Ejr5Wg/XwXLp+8jfXrEnGisAId3aM7SD/zp3fEOPLb72ySmlV3u+Zrqnqxb/tVpCfeYwDkTZp+UsHxMINkxi8b0a8JaMnfbwYJ0NL9BCtWLMc//OWH8Nn3fBFvfG4pNn9lD3Z9LhOL/8c2LP/TBGz+zF5s/P42LP7uMvzgYz/Cp9/7Wfzuh6/gQhHH2oR8q4Bt2f1M5AyLGpH0veId8YewbXOG+R6unwnNUTM2btSOH+ORz5j0PqHc3HLEbTuKq1efWN80h8nEO2MRZdL7TfJzb2LhG7tQ+7DdywiSf51giMd6l4vpEz/x2LTlbUOgcwxmMGaU39HQJsP6VRb9xnkvY9xbT67g0OVsFN0/gYc9dxj56h1ePWjqasL9xw9Q21WHK/VXcbf7Ls5UFyL1ciqu6YVhGhS9/FR11+LMwzLk3TyBwrpyPBiuZfDMoJgN6LvMXfSa93vuorCqFLlXj6Ko9iKqhh+jeVgM6LXt+rkjBaXBwHnukHihhkzvOYQtg9zGJXmkY/fGOJugvtc76bpYSwuDr24aCmXuHcGTuhaUFpzDxt/uxMYf7cXpredw/3gVas7U4cHJGtw/VYMHpdW4U34LFcXlKDx6ggueUjQ/toHcROSxOC4klV7FLijAD7g7fyFDelMey3BVpVfMi7JS8/DKL99Ar/c20KrSJ0j+XRm2fuEsUn98HSeW3cGtnMdouz6AxC0pWL5wjXkRl8jZpbauqwKkBAe272dlugiQP9FrSyZok6yudRFEv/M8/7UkVFbWMs32lzsl2uTYGQ9+GpXPf9qKt/t1jzDvzaXIzz7GI1Iz8DC3A8m/LsK2r+cj7VdlKF5/G42nOzBYNYT18zcidU+2LUvqY0X6UQH9OISWRqp3tsnI5EEON6ifIKUkH8eSxamoqw1qRKPN6dCdE3KS6SHl2zImU/khZaZPqtm8QVe/+cU/81Z6dSzpfMlF/OIHL+PeZfsWd9QDV/fUY/c3z2DvN87gyCtluLTlMvoZVJ/PrMBvv/Ma6h/Y4EzUP0hnrrfoeEzb31HUT+pN9hNdUj87crtV9zvw6u824FBeqZdiyxmwcwyUZvRlPY+pxyFKJD14Wg6lsHb004KDXMkM9Q1g15Y92LFmrw3O6N6aLnQib+UZbP1+KhIZmB2ZfwEVe+9h8A5QsC8fcWvj8PCB/Tk7+TUXl7mZwzbja9DX7mTInTkh+C+kf33QGOKGZP+Xnb1tHjktLWw1L3IRKcc3KqJMhsNJI2gXQYhqG5vw6oLVSEk7ZRZq6vDHJzqR9atSbHv+IHJ/WYzC5efw8FA16i9WYfGri1CQX2xeFGZ0QwHNAtVMQGzLGF1461NHgCJkut0g0T9QMcGff7Gkly9t2ZKKuLh0NDd7yiEZ3WpLuN95tkf+fnKfYNm3i8kR1wPD9ENUgpvLpY6krEIsWLgVdXeemEEwchO4FVeHnB+XIe3bZTj+6jUUrb+IzqtduFF6B/Hb9uNkYRk69dY+1cOJV3XqJ/n0kz5ab2jtIZo8b6JwqUZjsh83HgRRTXUHdseXI2XfVQbPXV6q+t4r43b88FGk7KlB/zViw2F/jnFYT3dyTa5fwOkbasODB7dQePwUTuedwqVjFbh75j7uZD/Azu+m4dBLZ/DgYDXul97HtTPXcO54OUqPl+Dm5WvoaKUuzWvVpWFp2nk2Bx1Lf4pWZa/6GTb9rq/4m5hCZZoEqBADHrgx4Ugv4doep68+pAYuCjpS4Gx/GcKSrW/8jys1NnwUdujIX9qtZRzphlRm9mls2ZrDdWZDILj3nzNdRJPEv9majzrT+hxD3OgFX3k5l/DWG5tRX8uFZ4BUSmtJ3TD1kkQ8xwxvVeFVY8gdR0JgRyf6ES1i3VISGR3iumpgRFGrfsqyC4/66lHBePbU9RM4ef0YarqrOMI6zTei++kJuzju6oYbUF5/DtkVuThx/xRq+XluQIsLVtrJQXS97SEK7hYi++YRnKovRkXLZdxqr8Sttmu43HQex+8eRdbVgzhefRY3e2vxmANLv66qn8MwVxoEwyOP/db01Em8OIfg4KYHayy2jI/ncPZ17BWTsQwxehlCI/f1ek9myAd5dO34TeRuOoL7Zfr95nBSRa5dP01uWE8EXR2UwgV9AuGzv5DZcALxJjDZgChuazz++k/eg6XzluPkoVO4XVyDLC5aln4pB4kvnUfJnoe4cbwOF09exau/eQ0f/OAHsHTlCty8d9uIr1oEDScrjUfONgQm+1mZLiISM2R/dukhXWkCoJ2z24tP1WP+64m4fsMFz3b460KD5Tqan1BeJ4JdDEsvwa3SZS0Vt27is1/6Cj73/Jexf9cBXDx8BTfzHiH59dNY9600ZL9VhhvpDagrakLlyUp85VNfxoc/8BFs37EHdx7SGQxyAUNJe8ylLvfzZNH6jJYlEpw8Zp//LQf22FFKylEsWbIftbXB8WG+CkJnZ3+8X2eRAifqn3pIFugWArTrQL7IHUwd+iiU7eECsHdIv6FOThg8j3jBc8nxs/jAe/8RP/veL3E49zBunLuJE7suYuvPDiPh5/SnG8+jMv0yakoeID0uFR9//8fxy5/+AnmHctHS+pg+eBCD+j1UQhci7W+jut+sngycPiNxPwXwn4ObXBU8v/byJuTnlZljk8euNqC6DJTGGgy8PJXj/6hAH7/EAfIXI+k3OQcGejCoixLdPVgwbz4+9vcfx+Yl21B0sBhXC27jWFwJtvw8Cbt+dQjnd903P/P2gPpZ+Js38I9//w949bVXcba8HO1a7LNON2NQJO+/jggnuBHU8hi1D+sMwjZh4fUxOdMlMVF52W2sWpKD8rMt5q25Iv1YkGYB9Vd0P2rdaWJysJd0/bDBVXVDPb76vR/jY89/FStXb2LwX477ZxqQuagUy76ciKw3z+Bq0i08PHUXF4+cxne/+CV8+V++gvTUPLS395rpV79/a54oG+YCX0EBa/dzO52PdBqER96uTdXHLjwlp/0ZHR3TZmT/3OqXArbFJyM+IRlPnnDN4JHWXlaPPFv8B/pL3sbBpfk/ru1oQXOg7mp28n+P+f1fhUr6CaPMg6fwlS9/F6++8DJStu7HvZN3cSu1Grt+mod1X8nAqTXXcSn1OqrP3UfarmR87rNfwNe+/k2kZaTjUVMjfRnXIxyHeipRfq63j+NSPtR8Jqunt29v40HWaCHpGTzXtGPPjhKkJV2BHiUXab6x7U5Efj6n+3GeRjbsVlQE54RgsGt/Pla/Qx2JBhoGkLwsF2WJ18xF9sik/lckKkehOlU329aa0Dl016Zpx5UTj/ofHWiMmDlDLlRwzTNN+SIFzDvijzB4TkeXho6XJ2jsC+44OnZibTKUgi0I/o/hn3ABozSYlXMCW7dloPJ6feBJC/850/84TqYP19f2N6Q16t26w2b0U/36neeFCzajocEalP1pTfv8rXyUfqJKNxUNaeNHOIWkuULqtUiIVMFUSNJovNMXcS3ZN9zDPfm7Psa+najrrMOFBxdRcPEIiu+cxeXGy6jsuIG7Pfdxs/0OztaUI+dSHvKvHcX1lttoYdz33EAPO4C9J/0+ZoWX2+/iSHURMm/mIetmDoPpPBTcyUXu9Qzk3zmEM40lqOy7jwbzWLd+bJoi6mSNcW0pq5vs5w455YhJOQMHx7TglKUREEY63QdrNB1EK+WkZWmGUUeoSm6Lcs5j37ocVJRc58C2P/g+YK5idHPbzmM9rtnO5nQu2zTPTkdnQMjk7eM9XDwaPm29gQIOJBl7PwNnF0Tv2b0Xf/ZHf45/+tt/xhu/XIC0bYex+sVk/OQT67H852lIXHsE+7dmI25jPH7x8x/jL977x/inT30YxRdKTA+qN+1Ub51QsCHCdS+T/GxMFxGJGcHFpe6zyvn7g+f9z0zwrK5T3167fxuf/+ZX8J9+7/fwhU9/EesXbEPK2gIs/UECXvz0Smz8RQryNpzBwfhD2LthFz75kX/Gf/yP/x4/+PGPce7yVXRx8aKLKfqKRc9wF+uNpryR5QmHc9Jmn/+djDp2lJJyBEsZPNf5g2ejHbOU41ZnkVxF5p96yI1p7bPXAvkidzB1qFUu0znq9YN8tCU9xqBZ26yOR3Dl7Hl87J8+ij/6kz/Gj3/5U2yNT8DqRTvx629uwq+/ug47l6QgMyEVKQl7sHz+InziIx/Bn//5n2Lh4vmora9mG6yOk1f/IFvRosW0yOUd06yFTgSVn7wuJgT/WUhHSmHw/JDB8yvrkH+oxBwr2TyFI7Ab7KJHGvKCIy/dnq5/04c+fokDxHbMoZc0pAW7flNEnPT3YdXyVfjzP/wLfPoDz2Ppr1cjaXUm4l7bh999cTkWfDsOqSuOI3PLIaRsS8aPvvEt/PEf/h4++emPYk9SIp7od21IsizrwtSYFpKsf4QYpn/Rb5Vo9cfcqH7YeUGw9gCs/G5siGzwnIvyYn/wLE1Yjxzdj7XPtwPLqw+0bVEdA6zv/vyn+JP3vAcf+cQnsejNpUimH1v1mwP4zoffxOpf7kLOlgJkxSVh34a1+N4XP4M//a//DYtfX4I2BqIj7Pc+rvCGqYuhkQ5CgYXajM5HOg3CI2/Xpuoju7djVU+MmOCZmYHgmSp6e8Gz6nJwaf6Pazs6UPtan/RyTdM90oaW/lb0GD8EnD9/CV//ytfxd3/+Z/jhF76K/av2InN9AX73+VX47vvfxJ75R5C97RAydhzA/Jdfxvv/9m/w/vf/HdasXY37D++zfn7YiHyDLiz0D/TRLyiQZl8FguiJPm/f3saD/UQIng+EB8+uxHjk53O6H7dQIhTMuqhST1QY0KA07zBtxNxypQwKXGhsWsapn5vrO7F15QEc3F+ErkaOscDUqDKaU+QR9Bi2LqLbFZtpTwarXQ1LAx3btgy8dSJTowRr96Hzh8BjQh+RDZ4PmZfNBYNne/YQT3JPeVhEw05Uh207SMEWBP/H8sxUZZH0FZlg8NzwDgmez2PhfAbP9f7g2V4AlY+SHqQzQ9r4MSbJnjzbY12joY6zNjddkix65lLBch+9XD/l1JHS+ob70drXjqrWGlytr8SRq8dw8HIejt87gaMPjuPQrcPIv34UhQ9KcaP5Hhr79Z6vHjxn4gryqLvHCuvq+b+y9wGKH5/H8eoTOP7wME5WFaCw7gTOt5zHraF7qEUzHtPRtvJEfa1F6wYjq/qAsrrJfu6QeBFz8iBaaDjo2K8owRNiXK3LsOR0WF4jRX0of6sqOdBP5VZg+4Z8lJbfNtdx9QiAvkPexg7vZME+FpIDM0G3zlHz3FWL04W419JE9+jEYUAS7fhB0iPbnV096NNjqKQHD6qRnJiB/TtTkZ2Yh5zEo1j80k688K1N2Lw8Dwd2FiBxTyr27t2JpLSd2J+xA9mHU/G4/bEZONZHWyM1fWPA1tWemhB46HiNBkLIJbI9+Xnj1NioJgrxwnkaxScbMH9eMq5ft4/XOrbEsTv9acE54QAog8xLvdjc24EjxccRt2sb9u7ejdyUPKRywbLkl1vw6rfWIP6tdOTvOoncfbnISUlDRnoyklP2obCkEC2dHbQF+wWN9qEWdA91RWx/piGZ/PsOOnaUmnwUyxcnob5GSrRp9s6z59CVFg6jQTeOua9CsjnB5E+fVFUnNdHCXtSlsD7d4ZJB6ccXOX5aHjUiv+Ag4hMTEJ8aj/15qdi2Jx0v/GojvvvNhUjYcgD5B3ORmZGIxKSd2Ju4A0mpSbh0uQJdPfIH9ChDGrnWDnWsCWmQcGLOPvSx3kRUVdWK115difz8M+ZYuRpfBuTX6JNl9VihfbxQemM5VRYlUlVuzEonhpTo17fXnjaDZoE+iFs3byEn/SDSdmfh0P5jyN9zAgkLD+AXX1qIeT/aiKwdJ+nz8pGTnInM1P1ITk7AoYJ03Lx7Hd1a7LMu26ZqlZ0pOu20GKHz14VQXVBhtmMhKuC/AMiEH7a/1f9WP+WlCp4PMnjm1O493ii/NsDC4t3U9xShvguHqL2nEwWnjyExPQl7U/Zif3Ii9u3NxLK39uEbz8/D+oX7UZBxEpn7EpGXvAPHcxKRvmcXKs6ew2AXF0H9fQzIODoZ9A1wltXzNa72aCBAETL9h2pR20EGHFrQy2ZCgue4FMTHpzJ4lt1YMrEJCwjaV1kLO7rs1p8+M7BW1MNRy4XhyGO0DbWij2sUBWUtj1tw+vhRrgs24WDqXuTs4/yyIx/zOfd8/7Pzkb79DPJSCpCeuA8ZSXuQlZaEowWHcPv2LcpNv03jHWBHDHEyM22xTl00GKDfFMJ5mQ04HyKI9Nj2nu1lDJ6vor7WBc8aPZ6VhlcQRuHZ00VgRwzK3WiIa60oaF9pWhjQZvq57dfWS65p6sSq9fuRknYGrU+YokRC16pkY4Pqe1burWCD7fnbcvDONVA+yznWpg9ZnXyrnScMzEdBmQ3iVEq/G7wjIRMbN+w3vyksMmsBlhka0ZMnkiT642Q88pdzvMtHi2zwfApbt2ajsvKR+Q60SNlzEYZ3bnUxSxfubd/aNP2zwfMFBs9bfMGz+ltrAxtl6DqO6gmSDmhs40IGJQsU/IbmoHSVmz5pFOvmkUJnffr50bFZvVCWPs7dbYOdaOxrwtWmSpTUlOJM9RkU3DuKI3ePmZ9vrut/xOhNj3FzlhlR8EweGXijh06snR3XykqbuCCoG36MB0MPcafvOh703kTDUBUejTQyrwWNDLAfsYwWkj2UTXGg6nGyzt3geSwlCU6JDirvlDwaxqlKRhXVOsoXPJ/IvYJtmwpQfO62+ep5GzMfE83cbycYrppFnWlW56gO1ugctXUE/o/SlOf/uDR/eXEtV6R7znJAkkGppHARmCw31W+e/9cgoLviIrGtrQPdHb3o5aKku60XBVnnsWZ5Lk4cv4e6ui50dHWhq6sZbd21aOup58KyFZ39HejjAtX2sIaeWbKZI9OP6ifXLilUFifDWPKFf/wy+wXyKhexgHQj+bUk0GJKnR288+x/bFulbH8F644Wwvn1f5Tml08acDzbIz3mJjtxTxJ0D/Wgo68d3b2d1E8v6u62Im9/EfZtOIwrp+6ip7kXXY/b8bixFt3dLXTaXeju60LPAF0Fddw91I7e4XbW6R7b9vM6XYTKEinNHtk8I5/52DRHqVyELV+yl8Gz7MeSDci0INZCTFZGcg2bf5pkpWNdxdK+bI4bn0lMl8Sn7jwrgO6mw9Nj1bqKby4rc3YcGdJ3BbvR3teKx72NaO5twY2aBuxLKsKWzbm4daMaPdRbc0cNmtqq0Nn7BN39rI0B+ID5vnOvuWOlvnB3oAdYp+2vtwuJH/5RmvL8H5fmL+/SBI1jfVPeRmJV1Y/x2mtLkX/4pDnWGLe6EeRDZLv6Xl4r0UboXFt/NMny6CMdOBdgMmyCLlD2Mag19s793m6Oj+Yu9DX3ofdJL+5drMOO1TlISihAN4+7u3rQ1ky9dDYxGGumXlqpE93RdP0i6L9sMyx4dnefPXmjA35o76EvuQzC+Tf7/JfuPN/CqqVZKD/b7LvzbB5U4/9gIDB96ONsZPKw/IZCtj5A/XT1dRCdRBvnlmbUNDbj5JnbWLRgH04eu0x5qJ8OytVehcHeegz0tGOgnbbWzTHCcTg03I3eocf0cy2sV74iuACcOqyc1rACxhVCwXKSR+N3kDajd8DwmJmhj20nIT4hKfTOs3fHxvQO+8L2lbYOksPfj/q4dh1cuj7aD0/TJ1KaPra8LjEPsN86R56gjWs/fSFPOb3s395Orlfoj3p7GtHJ/u940oTmhm6kHyg2FziqOQ/1dHNuan/MMfSE53DF095svjIh6h/kODQvR1F7XPJwPurt19dS1Gc2bXw4PqMB9adGBfVEie2qBaiu1p3nYqQlVXh3ntWmHo+2OrGc+CnULkbzPH2Yf1pCuXWipjd/AM08XUTrJXpY1s2AD590YvnmvUjMOIknLSwsFllW05VuJstKNbMIql49QBO0O2pLdQvad1BB1UOy/eg+2g9P0ydSmj7+8lqH6CKrXY+oejuPyPY6mC890G9TwB3bU7Fx4x50eRcFbeivn8btIpyeIo2XqcMK7KAOCMLZhWQxwTO3pg9JNng+jq3b0sMe244m/H0Z/lGa8vwfl+Yvr33Lv7b2zrP6UhcuJJ/NsMFzeYQ7z5p7VJ5ra41l0wGmJiK0v6YO9Ww0SBLpGVTdQmLwzPVAP3nWzQlzIY/t6E0P+n7zk+EW1A7V4+HgQ9ztv4cHg9VopE/kypvnDhKqZ4jBcz+7aECR9xBPHKDJ6sHifkJ3STmhcSHUQ/Rx36bo2mQPA0E6S5bVuDJ9pe/+CZTVTe5zi6SE8ZSqPFfGIVI5weYbObUrj6VBrc7g/vG8CmzdfIjB8y32o/qzj32m97rp4W06A37kuo0nk5PSaOOOXghhHXY4ZMzheS5N29A0aVLQvm2AbYnRACSDzEWmRI0OUaNDeo5Ai0Gj0QDpJTSbthTgzNmHXJx4iaafqP1hvbpWCwXWZXRuc+QG7eBznlepIg1HOT2/HE6GseTzpwl+mSWfH25mUZ6cstDBvhCfdLTkv/hMFea/uQPXb3mPyiqdcg+a/tJ5qjtaCOfXD6X55dOEYQMVu9VxN/my382QvWiBY526pcHeEZzKP489W/JQed7//Xrp3M6wxiHSO2qh0tZFPfe3+dr08zpdhMoSKc06Wptn5QumWX5HkJqai+VL4wOPzlk71UQqHWqrgebZtIHO02JU+W3evuqTsQqyP2cX04MuYehxHxM460qMGUY0er25qI88sa8lj0a8eGx41Irc9HPI2HsGLY/c3SZN9nr4u4OntXIMdXDs0AbNo/R63LSHbqGT/riNOtOLYdRfbxfqe9fvDuH68Kf5y2tfsIGA0sSXKBg8nzDHbvK0cAG07LeZUACtdOcHnE1OH5Y351ucHTgoTe12UTHkpkMAAP/0SURBVFdthJ6nUt/LSSvfGz9UW82dRuxNyEN2epF1iUo2Dl32o/K2/sFByuVdVrf/VVj5slEFz+wf2oUtLz/u+nC6kD5kEw5OR9JZ0L+pr9V2+bkr5vdOy0vq0SN2KPkgy2jWkZ8L1e904edlcrD8+mHnKfkB8TqkpzlYt4jLEly40oglK5JQfuGmSbP9rj73fAO7e4QF9VK4js5mM540rlSvbTOc56lAehZ/ziZkx9KzhQ1B1A9WHm0HzaPjkkt3N+SzeSaLb0vYi/jtuxjQPGGK9U9arNrgQW+ksOM/qG8Hfz9G0qFLd/oIT3PnhKcJtrx0oN897R7RLRHJwpmGLA72cTaXMoY5jrmoHB5uMnwrIMjNO49169LNz11akqRufHGd08exN8S6dHdwxPp6bQfo6waHJZfjazLw8ztdaM7X3GouhYpZVNe2YM+uE0hLLkV9g75WpzY1V9r+D+rf+qCgTdj0yDxPBZrvfHO9/I6bxvymp6HAdGUFe8YWqW5px4ot25GYWYAnbUol6QkmMz/ZS/HuE1xXSMcspwpVt1e/SdPCzvhF+XLxqD706yM8TYiUJrjy2tcY0XiVbehCij6aR2R/7SZfwvZyft2xI5nB824Gz9a+bB12LrVf03B1qv7oIFTHspMg/GPTznPyBeoj+z/rYAG2xu9F5c2H5gKaOtL6CvEZDYT3pR9KU16kNH957Wvsiy9dYNVauYX7dp2lPMmj6155eWewcOE6NDTKd0kana8nzDRGOM49fxc0Vj+cQfmhcn6ok8Kh9OiRYhTzJBphLnVyK2gEuBtUuiet4LqL8uuJYW272W+KlBRYd9B39XCuV289Z7wgHaOqU0jXwRNbWVxBsq5Emg4eptMbtA5PFcvt6F3TXObx4wWQcrBaSHKwz83gWSSeIilJ6eF5TqnhSg9CbxY3RWkfZu3k7R/Lv4CtW3JRcu42JyMzZbDP3PJF3zRRT9NgnWM0j2bKGDX5RoLOHCvNn2f3NQjklIK3w8mvlORg+Lft6TG33uFm9Aw/oVE8Qd8gFyH9LRjot4v9krLr2BiXj8Kyh+gaFJ/60C440Q4Ot3OC5YSiKgWfyt0V3uDgsX0aWc7x5IsElyceJaeT1Tk3mycHrME9BA14LiDJY/GZ+wyeE3zBsxwGZfGctXUw0cBovYRidJoWX/aRV7cVb3ockUN3WC860Hij5XCROcAx28cV2fEjZUjYkolL528ZeQbM62qtgxzgeNWdTZHGY7+u9ktfxiakh0h8TwWTl8/lWfmsrEqzelPwnMXgeav57UBLcu6tzJEO5dilc01mctSCzlPQrCuiggIJO+laSNbwiXAqUN/1sA8Z0Oqt2JoR9dhNALRxBtQqMzAifvvQUPUYuXuKkbX9NJqr9I4DlhtgPwyzniEGzxpnDJItv+oHBcu2X4xdcmEwTPj7cHKYnD6Caf487cs25NntYskGNwqe9XNpDJ7zXfBsr9daaGGmKUmLCXfnWenyGdbf2H6cPsycFNC/07OgY+lbPlCXgFt49AQdA/Xo6K+nXnRRg+canzWEB7erkBCXgQPJx9HN04w718Um6maIgYKCYi049Z1C5bFRCyOVvQhoeVKblgfLW/j4mCqkC+lfvkm24XTk7MT6t2EzNvoZPF9i8JyI8tJaL3jWkkCXb+UD3YIoUjtThd9uJkZwzPtsnNBi2fCqpy+GWG6kH61d/ThTch8Llu1H2aUbEgZ9DMQGpReea+ZMdTl9+jB1aV5CxUm4s68Z3f3yA5H4nRrs+HRzjNO3hS0j+aQL6amDfLRw7No3wkgDMhkbPO9m8LydwbPesq8xoXWXFt4W9oK3IF05+PUuhOswkg4mm+agPK73hnVBnLrgXDHEodTbwZErEyerw330fwP62R317SCaO/pwIP00Vq9PQ/1j8aFUysN5anCQC1I97TRAPevCEvtJFwJ7BhiYD6lflEZ5mTbAsRYqz3gYT4a3B2d7ggZ1TZ2C52MMnosZPOvXT9SWCySc7gXxLjib0HykspH4ffuQHWhtqOW8/KlxOOpct8YyfkhptH+u5ey6XTdktPC3gVtdcztWb0pASkY+WlvFp85hjvnqk0py/iHPWt/rLLVlz2TlqlttaG1qnJ7S7Xmy58nb1ni6cnl2nWrsn23ZJzAkt/pBdq9+VvA8xOA5xbvzrM4ga4YnBc/0IyPiS8fahrc1dQR1Lj2HwvpkOz7tek1zphyS7bGsg4cZPO9m8HzfLBXEsZ1Xg7qeOvx9+3b1EX6u1mKWL91kGsJj7ju71+Cn9ilWXt4pBs+rfcGzztc8/8Rsrb/znIXpBz+srwvCszWeOTGiSDJvNm/MmqTVip4+0fegFTLbsFn3n+W1+X+4n/6J+YM85om62NTLtbieHdaTOc+BCznj3LzT9Y3cLlNJPyclttRPQXu5MOqlcTLQNi99oFBaFmnQalE/ou96cTIzXM3p4HkiClecIEWHQwZAV2XeRMhBz6RBJemI+0cKyhk8Z5sXuChdTsF814TQIwLuZQ3a0zJMH7tQlRObPuzVO29hKacp3ejutuA5xSEaRv+gXrBieZEj7R3pQvcgJ7l+TqL9clzA6aKrWLvlIE6XPsSTDi2Q6eA4wQ71ceAowOZEaZoS1DVsSiQ3aBfUlhe77xbkkfl++3ANe7L6oDy7eJdTkMPTBSAGz6erMf+NPbh+0/4MjdOFnXp0nuNxuvDzOTkE+yoI6UcDd4CGJSc8qIWiHunlmOvmmDxccBZbtqTh3Hl7d6aPeX2DXMDpyj5Xl+YCj2xQaz3ujug7ZnQGkjwy31PBaFkiQfL49x10bPXG4DnlEJYv2YX6Wuu4xacWW24BY3VOgQIXgnSefJgWMXYhY+xBcgs835SfNrhMoSMd1O82mPHEP/0eqt64zWwliRM90i0Pqs5+VNWGvF1lyI4rRPNdBm4DHBX0obbnNT64yOQqdYB1amvGoh75pE/VY8b+/pldiEMz0glxKsn0wrDw7zxbGQy08BFY1i4mNCnzXLkbMxdESw+yN8tfQMeCmX+CNqGxr0ViL+2mnYv+dgZU3UOd5vH4AV38oEOuulePuLhs7E1i8EwRWQPHDWfCvjaWUZBAG/SqNexrXy5U5fhfE6xd5Fpt2v6K5rgSpH/5Jm0JLYAFYxvWv9kLpUOcbyqxamkaykuazE8jiVP5NS2t5eesbiO1MR2E287Y8I95wfheyqI3o1v9iWeWY1pHZz9Ky2qxdEUqThZdN75Paw09kdHPIE+PCbIS8x4LqVMkP9nZ24Zec+E3enqwI9vNMTp2BuHakHzShfTE4MR7lNRYCG1TYtnHthMRn7APT5p1gU9WxJFD47JjiH5B/trU5ek6gGAfhvMWmjcdsC525oheYKo/utT+dlqzngem2GbeoJ31DzWzZD8aW7uxN/Uk1mzMRG0TgzGKI1nN+pDKGuS6Ud9xHuBcI38mv6avtQxyIrJPQ3Hk6BcF9BRPiDwTIZzvqcHO+xYyvJraNuzZeQZpSedRX6cLmiqneUeBhdN9OJQuROJzatB9MP13VqGQS3/c9caHNvI0KmP9j/0Wp840pdH0qBOb1u5BdspxdDyhIzDnswLamtrQ2NPDp/aJNvWBzpQ9+xox+0pXzbrJYu/SWxsf3Z9Tg40iZPuaJwzMRzyq3+2ipbd3BDu2Z9nvPLtrAeTK8DZi7SnodyO1MzWM1rP4kWO1vLnxaec8ta0+s54hK/cYtsYlo/JGje+xbcfjdBGZ36lCtqStvcXnbiJJRklCySl63sESLFywHg0NLniW7PYmiLZ6akh9YKV3PtMh1GdaG3OYJVJTYkMqFEtUlbU0jR3GPPRt2iowHhiiTTJY0C84DMmP9RHaDmq+0pjRTeQOBs8SfkRvgtZNaYXPdnGn9QgPghdftD6V3ahhMmKGIJ39gB614kRhCzNTkwVXGHMyeJ6SvnSCOsMPdYK7AsQ+oKz9umjAVD2JfeRIKbZtzsSF0tu2W5zSBO2bHpbT0FVAGa09N9ow/8Su3561ZdoQI/meXrbOCU5JdljabMng6MSpq1i5IRfHCu+iqZmOgnkjg33o72zDYCcNQ4/qS0ZP/W5sWPcuW5Lzta59JuQcRV6GW+RqgGiCEWNaaBWfbMT8eUm+7zwHu8fV+bQQmEB80EUXQfLoznlvXx96GQDwEF1ckeXmncHGLckoPX/DpOkxlK6BDpbRApNa1bm0uyGqymwZ7A3rh1FZWOVnE5LHv++gY0epycewfHEy6qvFuE3Td791B5B7ph9sBR5MGe04TXrn+fOjALeri1/2hUA0ea4Y+zlY+pnWRUE07TRzkdhu7raM4NHDDhzaeRHZW86i+T6DZ53D8p0s61xpH52yHkvrZ2Ct61CaaPWCEa11BKN7r+2nA7ckYPD8oN172/ZZc6z8gB49fm0A7S0otC/+VUGwwmlDNiAYxhx86lcZbbQs6OUY6KXtaJnQPTiI9h76Lj0hxb87N+uwdVsu9qee4pixp/frSnMfx86A9MW5TRc8OG441ZlKJavKyRr9oY2OlS62ogr+CwF5MOC+ZJR/cxc3ykvvYNWSPPvCMM3XJPGl+WlGeHubCNiKB3M9l4yZoU3oZ98UpKm07nxWXGjCyhUZOHqi0nxlSHOUrvh3DXO9YnwCdUDd6OVosrMB6ld3PWV3zIoaAhQh038ofahl9z06yahYVHnBF4Zl4MkTTzkkje9Af0ivTHsaMCQ9yDGRVzOfa5+sat7QT/Pp6ySdA4+ZzeC5rRf7089g/ZYc1D7q4dhicSrU1Md/5r4L6+jmfNNvb72ZPMnp/JzRvZc+25CVOYjM27bNC8MqUV9r9WODHSuTIXdyBHJZ04X4kRocrE25f66MOLNhtj72iTRvbiS11nUifkUS8vefRfcjdbQ5yVZmSD7arsjsXTb5EO/kAClN9bpbaooRdBHOlowOxIc+bI3/7PzhwbRjGbYvDMuzb9vWdTGSPV/zsJ2Lg3VGD5HJ5vrLOZ5d/8uvmReGbctB5fVGM5+LlD0XYXjnNvjCMPW9Z/f8Z7/zfBEL52/1fedZWdKSZ420L6V5NRJ+K3bGJ5hCkUlZ4YgWqWn5NC3N5NfIluZNPYGhV193QV+s1dNqXfRXPZzzWUDlvPIjPZSS623dlNJXXfVV5ud0lUGPz/SP8CQT5KgzWFgRlAIj+RHBq2ikl2nqC5ayncwpjcGz+X1F3YV+FoJnx5p/f1xyinfQaLDBsxaKuuKqL58rR6Zy5EgZ4sYLnmmkOrDBs678eQ6J/6IC1mX+OXbVnNoV29oqjflyVnbxb7NMMabJbuxAAAqLKrF+cz6KSqvR1cPBwnzzRAJ1bW6rO7kkp6uE5xrHZmSzdz1kV15WVBExkTxqgSkZBDkFJQaD55QIb9vmOSwbVajOtwHHrx+aGMwCy4pAR6zHSNTZQDtX/AcPFWH7rmxcvnbPqLWfwcIgHaBeWmO+qymFSjjpRnrSVgWJiDxPBaxuMpA8/n0HHTuywXMSg+dghmxO7YikV1uBDzoOR3h++P54adqGpTk5+zlLdHEl3McZ0tlNFxXUxgWivfetBb5SgUfVncjdVYE0Bs9P9Ng2SW+2byM8/23l9yA5zZMqalf5GpscnC5/1kEeBPEossHz2mDwzPSAHsmzARM18g20r76TPIKpzLeNlKbteGmE2nX7Bm4Qe2NEZVVkkAUVMHfRX8nHSWfd1JPyRDdv1GDz1iwGzyfRySFlq1V/syITOPdiWK+y1Vzo1S1ZtSvdaRQ6t6djpYu3qIJtjoVA35uWFTzfxarF+Sgv6vS9bZv8scyM8PY2EbARD8a3kTEXPA92cjnvvVijr3sIxafvYfWKNJSfv210o1mkxzw2pwX/iAlM3aJN9Wvs9PdyyU99qXx4+1OFrSwM5F3bkCTvWMGhWdDzQFOlSAvQ+G2pSIjLxJPHGv2WDP+uP7hv2mR6CJQ2FsLLThHmH9s3c4TWe55Rm/fgMW2YDCqQ0tMcWiE+YvB8IKMQG7dk4VGznn6wdma2rEeBs2SSTiSXyMioOrmNKMtsgbyIJQeRfdv2OaTtv4H6Ghc8e3ZkD8ZFxHamCPEksxHUn0wKQMf2RocveObiQBdrTAGSgue4lSk4lFjG4Jm16SRV6iozu5q/pFPVI58d2o714qZ2moICaD3qrREY7JNoIODDyICBOyb4Z8j8VFXCQQbPyRP/zrPyooRgpWHw7QqOf/lkJYifrGy9bTsXlZVNweCZeVGDbSoqcOPRvAWf8OfJMEzwnHMBC99i8Fynr80E9eO2kln7lrTjrDccY5BOiYRokeqSHuR6Be7r6T4Fz7rr3MPAWe/1sl9VJp+a2Dt4Ujuh8kYc5ShK7kDXSIvuPLtb97r+pKHhCaiN8y4O/tEcIH9B79x3NEl4dYQe2xDofii2fvbJ5HJzrEDBcxbOMXjWFXTTLTpFUAHT57p7qDs09mLFjJAq9sPpzoFknA8P5EwtWIx5XjaD52vYuCkfxaVV6ObCxJ6qUpRBj9s5u3AmYE7UjmRU/+jejJXRIVo00UUa5eja2OCIlEA9ccDYn6oafec5wLrIz6h/GynNUaS0KJLEFAYZDOs7mKLOzgEGMsXYvj0DFRW3TZrpE7tn+0YHDn79O3L7/vTwrWi8tEmSX1VOnnBKST6M5Uv3oL5OCwLLsmDv5Fj7039zqv45TET+cv5tpDRHEdIUENo35NpkQbGVuwBlH4LS3ggaarqQtfcyDsSfRZMXPEuOfsphXIFJCSV/n2jffzybpGYd3KRY9bDNPrZ9qMgcizflOaiYNBP0Jl6a2xH5t5HSHI2VNhE80q44ME8KkDlnS2brlbt9uxrb4tKQnHIM3XIRJOVb69JFYSaaC28kpZu8IJxtCi4tQP4E/zZSmqNIaeOQiqmfg3ee3e88t/nuPHN2p73NFf9m+jC8Dh2zE/ViqhFvHu3tHkZJ0R2sWLYXZeXXTZpk0VJe8mjM6bqgvctswwD5O7cIH8WvtpHSHI2X5kjH4fCRnYvkn8mPWZHySAOdNMAFWMK2ZGyPS0fzY+/KBkkXRbXoFswF0rA6Q8i16Ue0SHWp38SD4UMHYooZ2g30sz5AS/sAUtOLsX5dGhobrTwab7pgJd04f2BIO96BqdbseBCFb0WR0qJEqtKJKYjsnefSsJ+qcisjj7gjFRs1j0UuT1v/vn8rGidNGz/cjjs2fo0f+9QiA1zduDH6sfSksROb1iQhM6kIHfqpKpE72UcuKSw5QFZ2O7bMk0SmP6JLrj/dGAgcqyGB1EdftjMhE5vW70e3Fzy7PI0zM9aiTb42IpHLFswQIQzPJLkw+zvPmSG/82xIZbxyIdtIaY4ipUWRHN96KaZ7MaZpy4O+qXYo9ywWzV+PRw32znMg3yPj7gLH2pkBnUyHHEtu0Bv2ZNH2ApFgn5hjpsqqjPSm4aOtyhv55P90EalfwbNSTKpH/v0YRSb1rA2eta9Jz11hlgM4dricwXO2CZ7N10tNhoP+eYElF2Y6DBrd7JMJtnwIkt0vLLzK4DkPxWer7J1npum/DfwpnIoJNsMTRkKrbwTt2wnI1hhNEs+sOzAjB0lTifgUj4Mj9lK6dDT6p6rs9CDMBIfRI6sf3VUxiyxSV8cADucxeI5Pw6WL7o20pBAxXM8/fdn89hXZ5hg8p+Rh+bIdqG+gg2KWM6sh6tg8vs0jO4nr40kV2PFTxMRpkqszcr2WJ+sbRPU1nUjfX4F924vRUG2DZ1vKWt1Y9cwF8kvq5tOqqhYGz8uQnx8heGZJ+9GeQ7CO2aNgq862tHFmZva9oX7nThXi41LMz6PpsVpRcOHv7MxBH3PaGDR+7tTI1Rm5XsuTFra6ND7WT1UZD0gJnr69+ce80Y3gkfb8dy96ONeUnr2D5Ut3orT0mklzfsDCszv5Bcov+G0uuuRqHatmm2fnIfb1EOdGOmmJ53y1DZ6TGDynMHj2nj0lKd91RWgMYOu0mCUKNKl/uprkbrlYCmQT7W2DyFDwvCYVjQ0ueFaYZb+JazUxF0ljJuihNLJFJngO+akqldSFf12ysfY6yn7NuQ7RpAj1ers21XknjW7dvGF/iydbBI+aOrFufSJSU0+jtdVzbNOiMF6iSOpGi9C+VZpr0gTP21OxacNedGvouDzCBs+yUW+gzSgFG/Z/7PzHVGWRbPB8jMFzKoPnutDgeQ6S9VvqR8riHLAV08AEzwdPY9GC1XjkvTDMny/SecEx8ayR1eOYvI9KtgkMnmP09kkDdbzg+dwkg2e6bx66Qfc0KNxpBcnujxU826s0cyF41iJltOPUYND0Mrng2X5mgsPokWyFU+UYwXNFxOBZO04xwtMlv31Ftjl/8KwXgQQ5DwbP0qkWND6bCuz4SQnRltnVOVa9SpcjsAsWBc9p+y9hL4Pnei7OLElm8a9yo5ieM+S61EjssVlV1TxB8Kz/fgTrmD1Sa8ZiyJ/Vk/g0ZqYtk0wy923wnMzg+XBI8Cy7c/7DLp69BbQ9bQxSjm0veuTqjFyv7ePJBs9P3978Yz587GtvrOC5LELwHLA7+gT70jT7uJ1O96qIIjkdjFWz0tm2mYcmCp6TJxE82/ostD+LpOaMXmRT4tMtYLwsuxsInjesTcWjQPBs7+NYewsIM8dI49j6J30cn5GDZ63xvLmGfTLadmdKRxHq9Xa1kQSWf+ufwoPnRi94Tkk9FaXgeeZI3WgR7FcLZdoyweB5zxjBs2zUW4DPKKlR6cWuQ5y/sfMfc3VACgbPKc9I8CwnRRuiIGMHz6cYPK8aJ3jWGJmJsTB3KRY8T4lkbLHgORY8zyZZ5xQLnqXTWPA80+S61EjssfnsBc92TItPY2baMkvQfix4nl3yj/nwsa+9WPDsJQbaG6/NGSI1Z/Qim1IQ6RYwXpbdjQXPpo9mSkcR6vV2tZEEln/rn2LBs2zUW4DPKKlR6cXNC9oyRXwoVwekWPD87qBY8DwlkrHFgudY8DybZJ1TLHiWTr0FDdPN2YEdPykh2jK7OseqV+lyBHbBEgueg3XMHqk1qyPrF7S1vCpL/lnQfix4nl3yj/nwsa+9d23wzKrVF4GFa6C98dqcIVJzRi/v/OBZc77Gh6i6OhY8Pw1SN1oE+9VCmbbM3A2e7bxg5z/mKlu53MaC53c+xYLnKZGMLRY8x4Ln2STrnGLBs3TqLWiYbs4O7PhJCdGW2dU5Vr1KlyOwC5ZY8BysY/ZIrVkdxYLnWPAcHXI6GKtmpTt7iwXPseB5uhShXm9XG0kgnpx/igXPslFvAT6jpEall9B5wc5/zFW2crmNBc/vfIoFz1MiGVsseDbBs0hFbUZAvljwHG2yzikWPEun3oKG6ebswI6flBBtmV2dY9WrdDkCu2CJBc/BOmaP1JrVUXSDZ+3rMxYpZyy7mCq5OiPXa/s4FjzPjeBZ9mEX8VN7bJvcO+ED7Y3X5gyRmjN6eecHz/o4PmOPbT8dUjdaBPvVQpm2TCx4nlmKBc9To1jwPCWSscWC52cneNbk3h8Lnp8y+e0rss29U4JnLTxHYsGzyniYPVJrVkfvnuDZRsrlZbdjwTPLeFVEkZwOxqpZ6bIPu4iPBc/vhOBZ5fQGd2+uYZ+EY+Z0FKFeb1cbcWb5t/7pXRs8k2LB8/QpFjxPjWLB85RIxhYLnp+d4FmTYSx4ftrkt6/INhcLnucKuS41EntsvvuCZ7dAEmR7+oxFyhnLLqZKrs7I9do+jgXPseA5iqTmjF4mCp4HGDwXxYJnA9cr0aII9Xq72ogzy79sLhY8x4Ln6VEseJ4axYLnKZGMbXLBs0sPGpv+xYLn6JB41iLFW6H4yDg16UZTeSx49vB0yW9fkW0uFjzPFXJdaiT22Hx3Bc/ycfLTbpEk29NnLFLOWHYxVXJ1Rq7X9nEseJ5bwfPAuyR47mfwXBgLng1cr0SLItTr7Wojziz/srlY8BwLnqdHkw+eV6OxITR4djJbnc3EWJi7FAuep0QytsjBs0bRsQIGz5uycZ6LGTd5GrsKjDAN9n5jbDp0Bvg0KNxpBcnuz/Xg2TUcLsewWWRxYhlh0IzJPLZtHeHcJcn4zguew+lZDZ6tPOJPAZcil2HUVXciNfHiqODZ+g9hFNNzhsSZg5tPIwXP/nIaP1YvDsG82SO1ZnU0bvBMUvAcF5eElOTQ4FnZ4n8uBM/Gpgy0Hwq79B8gbPAy14Pn8UicxYJnV79rb7w2Z4jUnBh61wTPViIXPKceuIS6OhuhKXi24yvy+AuOzWjLGkH33q7VgR37Wt/4g2fHhYLntev2meC5pcVzbOOQZJlrZFjy2IoFzzNLdp6kDVGQsYLnfAbPixeuQUN9MHiW2bP7feROendQLHieEsnYJrjzHAuePWh/phY1wYbD5YgFz6Jg/1g8XfLbl19XfooFz3ODxJmDm0/fXcGzJPAvkrSvz1iknNF2MT1ie2ZxLmg/FOIvFjyrD2KPbUeN1JwYmjB4fqd859lK9M4Pnn11+cjJMtfIsOSxFQueZ5bsPEkboiCx4HnyFAuep0Qytljw/OwEz1pJTvS2besI5y5Jxljw/GwEz1p4jsSCZ1/e7JFaszqyiwJtmeoxIj8siN45wbONlOf627bHI3EWC55d/a698dqcIVJzYuhdHzyrZB9LxILnp0GGJY+tMYNnIhY8T5/sPEkboiCx4HnyFAuep0QytrcfPBuYEabB/g4JnlVMsBmeMJJPfSNof6YWNcGGw+WIBc+iYP9YPF3y25dfV36KBc9zg8SZg5tP3y3Bs+zOSuJfJAXliUzKGW0X0yPPpgy0HwrxZxf3srdY8DyxjqZKalkYq2aly87Ux1MInlm10acTPtDeeG3OEKk5MR4LnpkTC56fFhmWPLZiwfPMkp0naUMUJBY8T55iwfOUSMYWC55jwfNskmSMBc+x4Hl2SJw5uPn03R0862OqGIOUM9oupkds0yzOBe2HQvzFgmf1wVwJnmVvseA5FjxPlyLo3tu1OrBjPxY8s5diwfO0yfot2hAFiQXPk6dY8DwlkrHFgudY8DybJBljwXMseJ4dEmcObj6NBc+mijFIOaPtYnrENs3iXNB+KMRfLHhWH8SC56iRmhPjseCZObHg+WmRYcljKxY8zyxZv0UboiCx4HnyFAuep0Qytth3nmPB82ySZIwFz7HgeXZInDm4+fTd/Z1nfUwVY5ByRtvF9IhtmsW5oP1QiL9Y8Kw+eMaDZ5Yz+nTCB9obr80ZIjUnhmLBM3NiwfPTIsOSx1YseJ5Zsn6LNkRBYsHz5CkWPE+JZGyx4DkWPM8mScZY8BwLnmeHxJmDm09jwbOpYgxSzmi7mB6xTbM4F7QfCvEXC57VB7HgOWqk5sRQLHhmTix4flpkWPLYigXPM0vWb9GGKEgseJ48xYLnKZEshsEvoX1NgKHBczniNmcxeL7lC55pVGaE6Z8GOxfZ3NeAe5q+K3Qy8DNi92PB81whyRgLnmPB8+yQOHNw8+mzFTxrUWv72PDpMSL3K4hiwfPcIXEWEjx3u+B5V1jwrKDBCxZYNhg896q3TD3Rl1ItW6uITEqXf5a9TTV45n7AfFx747U5A6SmTHP654Jnt7DxZZOCwXNKWPA84NmbKznXSDZi/ZM+js9Y8Dy3yLDksTV3g2drPYGlvQ5IseD53UGx4HlKJIvRItkuSGRAIcFzQRnitmTgHBczQ97kaRwU80zAzHPN+dyXrT5N3xWcCMKdqN1/VoNn9W0seA72j8XTJb99OT2F01wOnu0iySGUrCh2bMeCZ4dg3uyRWjMW4+mLKUwy+tGWSV5yLHieQ0SJGARQJo/Fnq4RBs8PGTzvY/B83aRp1jH+fIQyG38g21Qf6Pd4dTFbn5mQUnq1VhGZlE57N4tQ9jgX8yHBM7dvL3i29Vlof5ZITZnm9E82JSOSACQmBbJJNnguZPCc5Aue5ZkVPssy5yrJRqx/MvbkSRQLnucWGZY8tuZm8CzYOc74IeXqgPRODp4bG0KDZ2f61oYc3h0UC56nRBo0cqp2UaUr5oMueKbtHD1Shm0MnsvLb2JAI8mUkpPSQJPL1gJbsOcGDPYpUXAy8PNh95+V4Hk0uQmmnwtiTe4TBc/eKmeOkF8nVi9anMWCZ2nraQbPdqIZq17rF2LBs0Mwb/ZIrVmrcfZl+PQY0WQviJ6F4NnJEkJMlmzi71kLniOPe/UtPfAwufXyerqA0uI6LF+SjLKSGyZN434I3QSDZeMPmKat6YOnHzzb2UQXxRVAW/sztkYM0r4Sth0gJhM8i1ydY7U5A6SmTHNqVzYleJMN0wPZpPa2AQbPpxk8H/AFzxwpFHiAwnhnPXUabW+yEeuf9NEIErngOS2pAvV1uuOuks9+8Nza6jm2Z4woTkDmuRc8W/ux4H/xoVxlk96JwfMhEzyvxqNGGzwbk3dlSNbfhdnsO5xiwfOUSINGyxIveKbtueBZtne0wAXPNxg8W4MyH+bFgudokr/hcJJr0wQTC57H7qPZJb99hcoWpLn+2LZbMI0mL8+M61jw7NePMHuk1qzVONsyfHqMaH43czwpFjzPLvnHvIWXQR5tEEBZPOWY4LmoHssXp/iCZ/pwdBE9dh7l+TZosFJKQ6oy+lI6HYxVs9KV743/d1LwLF/npQeySe1t/QyeT83p4Dnc3izzshFxalcxseB5bhLFCcgcC55nlux6JhY8v12KBc9TIg2aWPAsOUwxwWaoMv6LBc/TJb9OrF6sc4oFz7HgeTbIdanpRY/NZ/M7z0xhkjEzbZll5nhSLHieXfKPeQsvgzzaICAWPFvyThq3zRkgNWWaU7uTCZ5PYsO6/VxQx4Ln6FIE3Xu72rBlw1MseGYvPZXg2c0Ldo4zfki5OiDFgud3B8WC5ymRmSb43y6qYsGzSbQwdcSC5+mSXydWL9Y5xYLnWPA8G+S61PSix+azd+fZ9rHh02NE87uZ40ljBc+yOyuJWyRZP+9VMQYpJ/r25mQJIfFHgezSPxY8P/PBM/NVNrgO8E4at80ZIDVlmlO77/zgWXO+LEdUXR0LnucSUZyAzHP7hWHsd/GhXGUrl9tY8PzOp1jwPCWyk30seI4FzzNFfp1YvVjnFAueY8HzbJDrUtOLHpvPZvCsLVM9RjS/mzmeFAueZ5f8Y97CyyCPNgiIBc9eqg/Rl2ZMUlOmObUbC55jwfPTI4oTkHnuBs92XjB+SLnKVi63seD5nU+x4HlKZCf7WPAcC55nivw6sXqxzikWPMeC59kg16WmFz02393Bc1CeyKSc6NubkyWExB8FEn92cR8Lnu2cqs9MSOl0MFbNSle+N/5jwTN74ulTqK15AvCfHctmdWAsRxQLnucWUZyAzLHgeWbJzpOx4PntUix4nhLZyT4WPMtpkVTUZqgy/osFz9Mlv06sXqxzigXPseB5Nsh1qelFj813S/CsbCuJf5GkfX3GIuVE396cLCEkOSiQ+LOL+1jwbOdUfWZCSqeDsWpWumxNdjKF4Jmnq2wseI4uhdqaJwD/Wd9kVzEaQaLYd57nFlGcgMyx4Hlmyc6TseD57VIseJ4S2ck+Fjw/K8GzJsP+WPD8lMlvX6GyBemdETwrchmOBc++vNkjtWatxupJW6Z6jGh+N3M86Z0TPNvgpbzsdix4ZrnoS+l0MFbNSpetyU7ezcEzrYyyvzOCZ5XT74fHguenQRQnIPOYwTMpFjxPn+w8GQue3y7FgucpkZ3sY8FzLHieKfLrxOrFOqdY8BwLnmeDXJeaXvTYfHcFz85Pu0WSdKvPWKSc6NubkyWEJAcFskv/WPA8t4LnfsoVC57VG0+bQm3NE4D/rG+yq5hY8Dw3ieIEZI4FzzNLdp6MBc9vl2LB85TITvZm0pbTos0oCHa2dOyIgud0EzwPMkNuTYPM5stlK/AkdC4T3aB7GhQ+IQTJ7s/l4FmDNTiB+Wrnro7tBPNOCp7JK9l0wXN35wAKDp3FjoR0XL70bAbP4TTXg+ex+tLKI/5iwXMQwbzZI7VmdWQXBdoy1WNE87ub4xU8x8clIzUl0nee5ePmaPDske1jzUM2Up7rwfPYZOWYKHjW2NKFAj2mrnLW/vSRbuxCVhJGX0qng7FqVrod+5rvtJgfppMWf8ZXczvAODRhWxK2095iwfPs0eh5RjYie7OrmImCZ2tXtsxomikdRajX29XG2rnl3o4bGzy70gqe161PNMFzS4t1bKP7YW6TYdVjNxY8zyxNNnhetGAVGhtiwbOjWPA8JXKLFjkuGRxTaDPObI4dnXzw/LRNzTnV0c7V7s/14Hl4mA5MQYufd+7q+J0YPGuxZRZkJH/wfKUiFjyHkhKiLbOrc3S9Vh7xFwuegwjmzR6pNauj6QfPboEkSLf6jEXKGW0X0yNXZ+R6bR/Hgue5FTxTjiHOjXTS4s/56ljw/HRo9DwjG5G92VVMLHiem2RY9diNBc8zS7HgeWoUC56nRG7RMnbwvHUzg+eyWPAcC56nRn6dWNnknCgT2XQLsndC8OxPE8WC57lB4szBzafvruBZEvgXSdrXZyxSzmi7mB65OiPXa/s4FjzHgucokZoyzandqQTP9Mws/056bNvalS0zmmZKRxHq9Xa1EWeWf2v3seA5FjxPh2LB89QoFjxPidyiJRY8G1JRm6EK+W+uBc+a3N8Jb9umTGTTLchiwbMnamDHT0qItsyuztH1WlnEn4JnLTxjb9v2580eqTWro3dP8Cx7U/A8t9+2PTZZOWLBs6vftTdemzNAaso0p3anEjxTC9TLOyN4Vsk+ws41kWmmdBShXm9XG0lg+bd2/64NnolY8Dx9igXPU6NY8DwlspN9LHim07JCWe9hxo4OYsHzdMmvEyubnBNlIptuQRYLnj1RAzt+UkK0ZXZ1jq7XyiL+YsFzEMG82SO1ZnUU3eBZH3PaGKSc0XYxPXJ1Rq7X9nEseJ4bwbOztykEz6xa/iMWPEeX/HOMYJmXjYhTszqgtiTr2L/zbO3KlhlNM6WjCPV6u9pIAvEUC57ZS7HgedoUC56nRrHgeUpkpgn+jwXPnlDWe5ixo4NY8Dxd8uvEyibnRJnIpluQxYJnT9TAjp+UEG2ZXZ2j67WyiL9Y8BxEMG/2SK1ZHcWC51jwHB1yOhirZqU7e4sFz7HgeboUoV5vVxtJIJ5iwTN7KRY8T5tiwfPUKBY8T4nMNMH/seDZE8p6DzN2dBALnqdLfp1Y2eScKBPZdAuyWPDsiRrY8ZMSoi2zq3N0vVYW8RcLnoMI5s0eqTWro1jwHAueo0NOB2PVrHRnb1MInllO/iMWPEeX/HOMYJmXjYhTu4rRbCKKPbY9t8iw6rEbC55nlmLB89QoFjxPicw0wf+x4NkTynoPM3Z0EAuep0t+nVjZ5JwoE9l0C7JY8OyJGtjxkxKiLbOrc3S9VhbxFwuegwjmzR6pNaujWPAcC56jQ04HY9WsdGdvseA5FjxPlyLU6+1qIwks/9buY8FzLHieDsWC56lRLHieEplpgv/HD57LIgTP1mXHgudoUCx4ficHz/2x4PkpkjhzcPNpLHg2p41ByhltF9MjV2fkem0fx4LnWPAcJVJTpjm1O5ng+dQ7PHjuJ+xcE5lmSkcR6vV2tZEEln9r97Hg+WkFz9pSE+JDucpWLrc2eE59RoJna2+x4Pnt0XNOfj8CZBL0j53iy3DlHOQoBXXd3CVxao1kclD5sUjOVxM5AzIajAmeCXWVzjxy9Bw2b8lGSfkt9DFBY8cONTvs7OKfqW7UPUUSz36EU2HhNWzcmM/gudoXPFsZhke84NkmWpg6JKkcmgIJ62CUbLIitDFV0mRgB60mBi9RxH0di8+hkUFO6JpAOMmQpeKTDZg/74AveLY60SQaRdamTeI/CMuZkYkMuwVZd4eC5xLsiM/ElUu3bKKK2uJzjjwxDAVl8xI8Sk7Ox9Jlu1Bfr0WBZ1YsM8SCZsHMFLtoCLOpwMHTISuL7FC8yfZhg+d9l7E3oRT11S54FolRSTZ3KdCl/CffJqp62GKD50OF5tjK7Cs7DqJKk6zUP27cvK6t279zp4bBcyqD5yMRgmdpSDZmbc5am0fadXiKZFnQeOg3x+Wlt7FqSQ7Ki1t9wbMNaKwMc5fEnwsCRDZ4bmTwnIaysy54lpdm4KwLt3QKRpcsLt2MmmdmglzlfvjI2hvlGOLcaOYlHnkLZxs8JzN4TmPwbINNkQmePTncOJsURWh/2hSoU/9kU4RhziYFskntbYMMnouwYW0yHjW44NmOH8Ff9mmRsQ0fHEPayJLsvG/JBM/bS5B24Arqa13wbANn77TZI8drBLhdccUZkp9BDNCIBimgk6WBwfNaEzyfYfBsfYNRjuCrKwCPxkiOkBAlGqtepjkfLZjgOSEDm9bv45rHS/fybcAnyZUQZfLaH03yM9YuDCviQ/teWRs8n2DwnMHguR4DTjFzlBzf4wbPucVYNH89GuubbXZYd7v4Z2xyFYp08mQRHXKtq0apw3IS3pZ0amFXmUEoLcC/V9lzNsTxJtmQgoRxnGyKAYjtLVuB/osBzQs6V+sOG57MVZK0juPJQuWdzOGQ1D2sVSsU9hiL6uqSWtHEcejoBWyIy0PRhbuQG/au4ZrpSGcbkpGqGiWqKR7q/NmGGfg+KM1BdPpMJTZsPILikjoGz9ZBuzszxhK0bxI9uBOZp3y3oFHdblEaTYQnaACHyzRkGGS4z/4uPNWIN19PwfXrdUwLsi2Ns+ichmSRnekOuqiTwXN+XikS4nJw6eIdm8gy6gN3zlyC+Pfv+48dpTCQWbp0H2prOa68/EGamQlquG8tKnheABETIyZNGeE8G+jYl2bztcfguaYLaYnXsHf7OQbSmvX9ZZ4B8J8QDJ7bGTyvZPBcbI7N9KAy2o8E/gsgUv5UwX+TqdP1s9Gbx6u2Zp/pd27XIX5bJlKTj6FfDlpllUeoQMgCwVQ0DpQv0nl2MzPgv3DZNWuLykvvYNXiQygv6kSvXf8b2XURyl9+rsJcLFNfkno6GTwXPsbyRVkMnu2FQbOgGdETKQpOObtQbKNPnux0PVnbmBL4bxR8+Y6HQfJlZOGB89Wyr/htqdgen4Xm5r7A+UM+Gd6WnvgvvP2ogP/MRUDOiAYcBIG2PKhge+swMtLKsGFNBh7V+y4GMG8u2Zv4cXrxQyPGQVRN/7xrxzmkHKhEXa2Vx61dAuA/J384IiRNCeafnzkH9qnylK1daWeAGYP89HKrX6R268u6x51YvT4JyWnFaGmmASrRX5ds0tU5qt5gttICGWFlZxpGZ95BL5fZOxKysXHDAXR5d56dLmRrM2Vv4Qlhh0Hwn8aw1rfqIvGTlX0KW7fmoLKyEQNa56vcHIWZ87ijp2gFf54Eku/Ky7mAhW9tZfDcolTb/9p6kMzSmSXtqCf8cManfWdlk4HKT59sqxojw4xVza0/8z+0LY0oPac1wHIDLCcMGuhjoh8tCoyyh/GcC3x1j9AFz7YpIhA4OyidG0Ld4AJnFxzq2JaYa+Q4dp00GThFR4LcVBf3tCBmz7GoAjORFvl5Rxg8bzvE4PmeCZ4VYssdB4NnFpKl6Rx1nJojicvZhtjwQ2kOIhs8F6C4lMFzb3jwbE8wZiEo051oS5pD41wIlx1NhCdoY9jhjgH3tdjS3iA3hacanv3gWQyTTPB8qAQJ8dnB4JkU7tjmCvz2FdCPl+YoGDzTG3l5ocFz8IJMOEYnWApPnir8duVPdzB5Zl//bfCcuv8a9ih4rgkNnm25ZwD8p7lCNCp4Zt5ctTXB6SmgM20pi1ksMP3O7VoGNBmTCJ51wI2O/fCnaV/w7c4WQoLnJXkoL+5ArxfPSO6ZWlxGG2YBpr4kBYLnxZm+4Fnzj4LnAZbjKPPKG/0yP7y+GQX/hacZG+N2kBOkW0w6Xz1m8Oz49/a5ebrgv5Dg2fS6l+6VEdnguZzBcxaDZ+8xB9KckYNw/eoH/wykFgeRDZ7LkZJ0jcGzu/PsyR6GyImRk98uzD8/cw5eAW1k61qra5mvT4+BggKbZ4LnDQqei0YHz1roCO5YeV69/mxBWYEGHbyyMw2jK+2QTPC8XcHz/tDgmbt6Ii084IsWwhPCDoPgP/EbCJ65zcph8LwtG5XXn4Hgmf+01VO0utHkt3sJ1M/+z8upYPAcFxY862PXY86PWdKOMxgHv8H5rWwiqPz0SbXYcCsseHaxrcm1wbMC516ih+hmmV5COSb60aJACuaC1HfnWQ3Y7jBNqVAgeOY28HwRs0naqCt0roJCQXV42XOQ1H3ieLJQeUkzGvb6RSflbeOWEyGL6pFgkYyq4Mg5bNmSjdJzt9jx7mqHfZhTKjO9pkeeFRUoUc2ZupUXDYTyOx7so6ZBhOYDZwqvYOOmgzhbWoXuQPAsS9HlFjHPcv4mzYEswV6WMeVY3nFmC7mjmYBPHh6LY/udQJo/2So63YD5b+zHjcBj23Yg6REolY9c59yAHgkepM0Ma/CSujoHcPhQERdkqai45PvOsyHXz+E2PRNwyh8ffvtyOrKPaQqWUlLzsWTpTgbPHDlessQ1j20bbTm7k435ZXL1OPj5ix7Ehf1epkOwTftYuXiSNxxBvQmeK7Bnx1nfd56dTc6kPqIFycX/doPqqmbMe20JDuefsQleerB8uJ0F+yaYFg1Mrl6rC6szQeUli1Ef6e5t953ngrDgWfXKHzgbkz59cplKIrQdYhczBbXrYNP0YiPRubJbWL0kG+eKW9DnBc/G1jR/h9QxF0E+9f4KL3rWnfOywgasWJyC8lHfee5h91NuFrV+3ulK54b2TXTh6vZTsD1rb0NcSHLG1yKUyeaJUpIefUygre2gr25p8d2p1cLfyCC/Mlk9uTZtu9EB63JVmn+yKQXF3hxvyG2BjtYBZKYXY+PaNDQ1uOBZskiPc8Pe3Nd8bN9y641PHVsPzHR+ROax7Z1nkZp02XtsW7K62x2Cjh1c2gwhvBntG7IZsjN7h6yP2370j3C5r7WBV6KewfOaDYlITj3N4JkymNP4TzARnsCKjbMzmV6twUsmvssmwXNNWcdUNODVHyHPrhUs9XHduXN7mved52C6SGPGfuc52jbneIvMn4OxLfPfppjS/Jetx7bj0lB5w/+d5/HrelqwfU0ZaEfDIxrLbr4jscgAkw7lnMOitzbjkRc823PV7/ITeleFrEf1OLJ1BuHa077qnixUfvqkWqQGSaY3GYhbw48ZB2zHBNCy+gHz0V1nBc09LKlRphxTi6uIoj/nFylITDEzk1eptnZVQYwqGYK5S57wbwuRSCbSz+7sYP+1cdtrusY9nqXTjheUImFzKi6cq6Sv8r4bbaBBpoKaPAkNep1ses7TSFTgDG9ijFC/fgTzrECFhRUMnjMYPN9l8Ow5ihEFxV2EBhrLBpyw5FD7kk932jq9cjJX+7F1h/MbTZBvDWTJY9rVtSbx0mtfGHa6Dgve2I2bN2qYJo6lS8E9+BSpzqcN8aW7FX0YHOrjWFcfKnjuZ/B8ksFzIoPnSpNmSf0s/ek8RQXSk2AvaNj0SO1MFc5mxoffvkbbnGxHwXMuli7bhtq6TisGSQsffb/e6rKbW9mX5JFsThZ/W6oznMfowNqUv/8c/0F701MpSquv7UDa/nPYu+M0g+c2polURuPHXtCZ25Bsmly5IVVXNTJ4XsDg+aRNMOluzMuuJJPg7Gym9BGpXtdmELaPtXU6k71JHvE8grt37iM+fi9SU/PQr1NI5sU7mu/Mec7OtFVd4bbm2la6a9elzRScvbn2xae9HXOu7AaD53QGz4+84Fnemv5ixOkkvK65AvHWw2mEY1sXlUkmeC6qYvC8j8Gz9W2aS4bRSrSxHHVpph3NqvoKlQSWHtQv0bY38Wftx9Zv7cdu/XpQP3O5RTm0EDUXjZVNssHzfuxISGTwrAtpOp9zqXnhpXyHFqBqZzw4fsJtIBpgnRroZkyrXvkw+SxvjjcZbsvZva2XwfNJBs9JDJ6NsZEkC320WYD7+X06cOM+OP7t+NW+bmdoWezeF1BL/7x35xmkJV1AfZ3WC64PnBw6FqJtW5GgNqQPtmd8lbM3f/uSyY7r4WHanvFZlh41dWL9+n30aydpa1rX6Gyd58mgOTcAW79WpuEfdzEoFOG8TgeOJ+1LD+prT0fizXDO1N4hBs/7GTxvZ/Cs8o7IpQI+jjdrp/bc6MDx5pfZ8RiEvaCnyzBufUuuucnJOYJtHO/Xb1SZr3FYUp3+NuYGbF/rST/5Ldm+608yTln833l+1GC/82z7QuUsNMfIhsYma4WW3P5kED1y3jqgDlXvhpeueJiFjr2spptp8hIaZfIYRjKbHVDjcyZhFFjUQJ3Hktr6g2d/WZHbvitIQ0SBcBf/t3Mr58XO1XOlInbRyfyz2LUpGRVlV9nZdkIN/uyBXewI9pqGVCMjHj0wp47QwTEeRk8wLk/7LnhOx9myO+ju00JFgY8GjGTQlmXNgseZpdrXYk4LBMEGrsqzJqiy4fxGE1YGK48GtO5U2EWAYs7i0zUMnncyeK5mmrSpMjYoC134zzXobksPBoe1yFQfKnjuYyBzHNsT9jJ4vmbSLGl0qx8kj+TSIkCQQxSiLaf4mRh++xptc+IZnPCzsWz5VtTWB1+wZa4uG+csXdqxY+Xx68zfluoM5zE6cPYSTHP8B+3N2nw/F2GtSDtQxuD5JANpFzyrjFvsh9Y99yDZtCC2vq26qp7B83xjc0GS3lRWdiWZBGdnwb4ZXfd0EEnPrs0gbB9rqz635yk4s/52GHfv3mXwvJs2dxD9qsqkyk9JJp3j7Mxva04mwbWtdNeuS5sphLcv+TRWBhk8X8Pqpak4d7bBvGTH+lwXzMwGb1OFeGNgPKKxrWP2aNcIyoofYsWSPQyerW8b4bgaRjPRSj1yvNEsbeCpC7TSlfSgfom2vYm/cN3LRsL1IBvpYvAsWWg/5M29gMcGz4nYsX0fA5pWpmiu1IJVfkM2qYscTk9jwfETyQanC9Wp+Vmkffkw3WWSTJLVyastc9sZPKcdZ/C83xc8SxZd4HBzTaR2Zg/OV/sRzNM9pW5CaQqeW7Fn52mkJZ9Dfb304/rAyeH6W+mh7UQX4lMXiP1+S236deDng8HbsMaC7MnS40ed2LhuH9IZPDe36oFueTSV9841a3rBW9MbvdsA2o9gmw7hbU8XPp7Msfra6siuC9Qmj3oHsXPHPmzaGI/uLpUVaVxp/Mi/OT8dXv904Np3citNvLmx6GDHr26K2T6znOXkFiAubh9u3HgY+OpG9PotunDxx/CI/JbmEteftq8HyPahg4VYtGAtHjXat21b2VXOwq7PJKj1d3ONxJUf5p/UJZYddMx0ZenQaT8glRsStrsYPLuT/PAHz+70QJpXu6Cygr8O08ocJce3H47cfnh6BJKR6En4fuN8NUFSdHWTiH1x+tBZ7NmYjCslDJ71mk0Fm+bqoAaYArUOntVJs+3jkf2CenQHluqbHPxBTDCQEbQPnCmywXNp6T309trg2U7yWrBo0mRZBXPmQgs7gosBO+FqUIUGz9ZAVHcknqcLx7d4EcSHnYhc8CwdnT1Vg4Wv78Std0Tw3G/uAm5P2DdO8Ox39JHqjQZ8fT8O/PY12ubsAFLwvHzZVgaetB1vHJq7S3TOsiu7SHbO3a8zf1uqM5zH6MDZS2h7tk2bJ57eTcGzf0yH25vTbbT1EezzYJq/XQvbx/5FKO1uEsGzXQjJJzg789uak8nPg19ux0+04W/TQemS7x0SPDPoVFAsCtx5XuK/88xFmrnz3G7KzV7w7ODXvfxVuB5kI+/y4NncvZIeIrUxu7DjPhTBPAWVmk+UxuC5utU8IZSedA4N9NvBPnD97vrbj9D2ogEb1NOGDLR2Ed/KU3vs+0Dgy2P35KJ5Qx3tzFPfk8ZObFqbGAieaWWUxt2okf5kexo83OgcQft+GHKZ1laDcqtvRvP+9jG2Hdt1gdrk0TMQPNt+9RRA1nJznvXgWbJZxiMHz5JFfa6yUwie/cW0PxaiTarTb9J+KM0bC65IQCL904EzV4r/XOjJOounKQjyTrd3S12tymMZVSTYIsHzdaz0uUqO74kwAenesxyRPlpq6dEsL54x/aHgee+GFFw9y4BGs6Yex9Izw+w7OYVBGl0/0UPD1ZfSlaJHu4OamS6klMnBLD58COZpHygqvIzNG7MZPD9g8KwrkiMcKGpDjoRQ0GyuHrDjjP71T4PSDSxNrCrvOlZ1+3mNFhzfHu+BAFqLGhvA2+C5jsHzHty6bh/bdgGcfd1GeJ1zBZJDCxM9tk1e3WPbHXps+xS2x+8f57FtPyLVHQ34+35s+O1rtM3JboC05INYvjSOgSdtxzMZfQfVlrOLC2tT2kpnTi7XjsqF8xc9OHsJthds0+aJL9m9e2z7PBdlZyI8tj2X7c1BcnHMe3qI/Ni2SH2g8n5bc3qZCX1E0nN427af7ZYwPkuyWIju3rkXfGxbp5D02Lb9/pYe6XS2Jjh9qd1w3fvb9fMUTYS36eTXokX+LdJj2/LWCsrkq2eSt+lCvNE/D9NXm3HOIwXPhTVYsXg/g+frJs0GPO1Epylng2fpSn0gXake1y8zAdWt/jcTnbd17Tnf1DvBY9v7GTzLF+h82tqox7adHUVCOB/RlJV1ubWdqVvztxbSkknHytDWCtTR1uc9tn0g7LFt2Zuf16cH56uDcHm2P126qK66Dfvop9MPXGDwrPHk+sDJ4mR3iGbfByF+FDRrjTjIbfBtOWzTGryF1lvmLU3eqWLHujU8aeg0eklLPY0nrX1GAv23v/du13CGtNE5ghPLHXtFLOkMjbNoy626HPzpTldWIPvY9gFs2rBjjMe27bgLHSPThXhyneLktnYTCurMjF8fX2Q7N/sI4rYdwI3rVb7gOVzOuQHrc3UhQn7LXTCSbDQC/tnHts+GPbatc9Tndn60X+W0+pqQZFuTRTRJ9YlFp85wKN1rcxQL7lxXll0XDJ7NW3mY6wXOMgb7GiX7Rj97RV4DyOsgV5mfER0HWpuDJN4iYVIUWti4Ezoxs9ii7OaFYcpmf5zKL8XuDWm4rBed6EfeNIN6jk79qrvWCpv14Lfco1yFcWh+5zhbMEGvD/48UtHpa9i84RBKS6rR2yO7UDH9p9AadMaJ89DB2AB3zELALTiN4B74b6ahhkxAr3Y1oWuQ04bJytmTDVg47wBuVdoXhgXs3fAcVs+cgeQgj5RnSC8M874i0N0+gIK8IuyIo61dDPudZ995QSjtKcJvX+E251Facj5WLNmJhlraDlmWLEY1KicDM0EQIdt7KnKN16bS5Qg18QANNV1IT6zAvoQSNLjfeQ6cP5ftzQ/yTHa1rXnYjNdfXYoC73eeXXqwrJPNwaXPBsLbFozhWBg7s7uOb70wTC9xSkkpQJ9clbJMUXljjjPamxZxgcWrThIitW0qJUblzTQko2X+fOktrFmcg/NFLejXul9E3kbMC1GeBm+ThXhToElfLQWQ+jqB8jONWLlId9LtC8M09vX0jfHnRlFMM3qVfPIJsyWjeHFwaWrb+qRhLgaMHF6Syg2S5e3bkrEzPhWtzVSOd/6Ie4ET6zDneH0RGbbczIE8sRmzb+ZuMm1k8vJ85TpbB5GVVoxNq1PxOPBTVVYGK4cr+zTh7zsfT26sGgVpy+C5qh17t5cgff9lzj1u8NCP+8+bDZAnfdvS/kCOHgfWmsvL87FtIJck9rzp0KSRHjN4Xr+Wfi2tEI/a+s1sZL/hbb2ZK+o1Z+tRoqB9r141a5o2h/KILmGmIaG0tc3194xgV0IqNq/fg56OYLphhb5NfsOe486bKbg2/GC6xq83vxiw/3KzTiB+azpuVtYFXiY8ur45goD/kd/SWtn5Uu5yM8hYOj/nHBa/tQlN3u88m/OMwXgXEMwcozSRtm7/bZA7zY9okuqjPCH27uBs3iNX1JdkE1XOgw2edWA60tasAE8hnn2fnxvGdkgrx1Tpr93fuNLfUeQE0tbb93Y1Z0vukOCZfXAivwzbN2XhUtlt2zdK98rKEepihN7mZq8t2qWZO3fW4fEVgD+PVHTqOoPnowye69Hbbd2nxpph2Aw87kpGB1eHsSUPsyWbn3+fPGZgc2eY64GzJxg8v5bC4Nn+VJXhTRt33lyEeFR3U4xh+ir3lEN3G4Png6XYsS0bV84Hf+c5/LwQ+OuNNvxt+LduP5J+XJpHaUkFWLF4L4NNZnh5Zv2mfZFz0K5eP1xdDkrzH0cDaiO8HX+etqZhBs9V3Ujfdw2J8eXc1xVdkr/8TPAXLfj71PNhNQ/a8frLK2lzRUwgub5wZSdCpHamgrHqjZTutp5unM/W/t3bNUjYloGU5GPodcEz89w6KFil/vvIJobCkU6aKURq10ACMXg+ewdrFuXjfGEn+vXwg4jnmWxXNrzOuQCPN7P+8njta1fw/BgrF2biXJH3SwJ00iP6fqcWy+HzjVnAqowP/jaigUh1h6dxq/WAkYPHLqgZZHy5fUsadsZlo/UJjc073+SrrE/2iPDKBzBeXjRgmJIgPAjPIzpbhpGVUo7NqzLx2PtdZJGKB+QIO2fW4fVrCJTuJ/FJqqN/3ptQjvTESjTUOHlYOJIcrp6ZgNnotpW9dOdUPB4furPp7E306FEn1q5PRlJ6IRoDwbN7DsdCZmfqdfVoTeGHZ7cqpGxnphH5mAk4eYh+qmNXfBY2r9vP4NlXhrzo4pP59RHxFS3eXF3iwcGf7ofSw8txm5t1CvFbcnDrWiOG1OEiV/9cgmTw+B4Zon81xsREn2zyXflZFVj8xjY01XnBs/IChXQu/wmGgumWdOzwlMmTyWz9MKxpvNmLRIKNhO1+YCQ6MYjnzB1ndpYeH7JvhrZ3m/WYh/udK07F6BzRvVK9dsDeiTaVqRJzx9ptCU5i/tfMz10Sj5Egcj0qYvdxhrMvZPB63QWNcjIcGBocg94A0Q3mIwVl2LYlE+fLb9mbnyzuTlffDLI+9a9eha5v1skxmaZV52zDieXgzyMVnarEpnUMns82MHiWbpmlPD+/EsDB1RGIRr2+mg34+ffJ44LnIc4exccbsWheaiB4NpO9h8C5cw3qa0I2FLjKTOrRneeDJTZ4vuAFzxHOC4E/f7YRST/+NFJa0hEGz4mo9wfP3IboaSyZ/HXNJMZqx6UbplzwfB2JcedQ/zA0eLZ3nILHcxKSR5C98bjqbhveeGUNjhw8ywSSy1dZvz4c/HXNBsLaNj7X5Xm8+t34nVsRgmemmziMGOQ/exea5/GfQ0g74XDtzRZMu9ph8FxyF6sX5uPcmQ4bPCtPMmtOnsv25vVbePBcduoRVi3Kwvmzt5modAXPAyzDQuHzzdOGJ4P6OhA8a6t1AdO1AN2xNZ3Bcw5aH+vOuU3XhVBnkxF9m4NXfkbh8WH2zY4E4IG/jIeu1hFkJZVjw4p0PKnzgk2mq7jkMTL5yj81OD60dfvsz5C+Jil43pdwnsHzDdRX6bFVkQpy4+pymEnZfE16rNkdf6LvWP7IW3YbKFm/87xqQyIS007iUZtWmRxPFFimKLggWmIE6lUhFzgLOvbaUzkdKpAIlJ9p+PpYT6Hsis/BlvVJXPOQBTFjGTJ2ZvyGykabN/HgoGPVHw6mB+xdUBq3B7NPm+D5+tWG4Fc6/XXPJXjyaY5QAO2XTXk2eL6CxW/GM3j2fqpKeV454/OczSjNO9HGTYoVXecoXeQaCMcskK85xWLaNYEyFRi8Zaz/+jqtvupg30mlH68yeZRnUE9AsexzQ4z6NCH1D/agZ0jfwtXvW/Whg2FzB7ftrKCFYXMzj9t43DbSjS5TaoiDldDLCjRq1encV+cPcwViGAvD06ZQfqTc0bBdKYXLGpgmSfXzQLrlx/TAqJW8TNITc3okSz91orN7aIAHj5Zg49ZUlJy7bn7KWXO9edSW++of/dxQP/vRXYrQlUZD6qJoQtUKbn+8NG3D90lFp69iw5p8lBTXoa+HifwzwTN1bgaahHYDx3Yfy6ic11dmX2lenr/+8eDKThZjncN0XRgSc9JT0bFHWPJGOm5fr2eadEMNS0mi8HNnA36ZJ4L/PFKvfuc5txjbt2bgykVvgSkdOD3MNvxt+7d+fpwckcqR0pMLsGzxXtRW0aiU5skuM5KuBjmYjC8x9fCfO3csKD+aULsOY+Xbf2io7kZGYiX2xZ9D7X0veCZpkhoaoBzcRqxjDsC4Qj84hB7cbsaC1zfg6KEyJpBU1uWHnR+SN16ZqWAS9Yp/+VwjB7tZW+OSfMe3b1YjflsakpOOokdPq3nZwgBtq4+2NsiVmbRpTM2DCRAiwRScQTjm/FC6ERK4UHobqxYcRPmpNhs8M1mub5h+eqCPc1q07U3yRgn2rgd3VC+pt3MExcfrsGZxFi6V2wuD9tFATboSjGWdPg0/3rk6dnB8Rgv+usMhGchDYFyLHbkwRSrc59IKO7cpeM5ESxNXo16duvBupieWCYG/3Ujwtx0pPxJcvf42/G2pLtOnTDRXaQlN9hHa6W4DMpPKsGZJElq87zxLbnOhhvlGJl/5WYOTbTywnB5ekMk4qqvqROL2C+bOc+1D99g2hfadM6qd8LSJ4M6JtPXX58il++B2zSqVHd3PsaDVanDFCtQ+6cDKDbuRmH4Uj9v0NQeuT6kQW45ji8fCAKG6jL0qQxUIWup6lelcrVC13tdtNZW3J80wfP3S3aHHtjOxbdMBY3daxwXMk3wbe3O+w50/Hlw/jwVn735EKiewPrmlQfGjckrm/qHcIsRtycKViho7FkThfMw0IvEbDvLs5kU7fr0ML092oeD5cE4FlrwVh8fe7zxrbtW8os5XDDjUz3NVj5kEZSe0mOE+g+A7EFShYkPmRwTrCEM0SdW5KjV+Bsiw7LqX/HUOdzPu1Q1j+1GU241OpnXzqIufDu4znXFbx3CHKfNcd38XegYZDg/3shIGzSNdaBpswaMRoQ3VA02o6m9C03An6gabUdv/BG3DNsjuY8cMylKM9VJYQoHznAyeDQ/WxRhF0SrMfhhkLXq5zOCQXvwhpdtjs/XOMTOeviSnXz+nPQzRC/X06zslupMM5BwpwprNB1BcXolBFpFRmSrUVX1DHFx6iZXFEGG+9cw+NH0ke/S2/n3/dvw0d57dTpRmSPuOuG/yvLTCMwye1+fhbHEVuruGzTWDIQ0wIxShOrgx0NgwTkx57CPC9Kv6W6c4qAGd59sfL03b0eW0dftjQ20Ped/jkNqKjzdg0bzkwJ3nQcriFsj+duy5dn+8NG0nm6ZtpDRtJ0zjnyEeG5C62vXCsELsiE/DpfO3bBmV98pYmzJe0W41RgP1jm7Tv+/fjp/mzrPbcdMEEbfWDrx9bVWOlJqSj6WLd6KmiuPDSzMimPL0LZ4jtmNRdsYMlYsIVsyt49W/P16atuOnufNcO/40DQINdqCxtgfZSdexf0d58M4zSfWYicenA3uuq3/sNG0nm6ZtpDRtJ0zjnyFtPdQ8aMFbb6zGkfwSm+WNeRU3shi/7+yNiaYul6+tS7PbSGnajp/mzrPbYDmVkY0rgXxoTLOPNReJdy2uhhRM6xwRt3dvMXiOS0ZS0mF0M7hR1gD/6TqnWTDSaWvZqKvMeohSFzlZs2k7CMtbOFjQwO2Pl6bt+GnuPLsNTSNfJkIDys/ewqqFOThX2AJOMabQkIJS9o0J6ox+bJ32XFf/2GnaTjZN20hp2k6Y5k0g4lWk72yXnKzDqsXpuFBm3+cwNCg59XIw+gDp2/ML+md8gbEB1ce0sLa0jZSm7cRp3jH/TBrh35p9Yxeca8z3nVWQ/NIN6GU7Iulj+9YUbI9LQ8tjrkZVRFV7LownB9owL7QzurIItD9KPrdVXuh+II0bsy6T/Q/JVmjJHuy+0jQ2WNyNZ/Fv5m5FKRpTSrP1C1rydTKIyU4txdplSVxQe8EzyxqeTXtWl+PyFiFN28mmaRspTduJ0rSG0bw/JFlJ9dUd2Le9DOn7r6C+RsEzZVAfePKPDdU5ui2X70+zOnB97/ThTyPMzajQNtT3nhlIPcY3ae3dOdiJbi76zV0y+qoeKlGnNDZ3YN3m3cjIOYmW1l7ThtELc3W+NOutOunrqGWuZeUfTANqX/AMQmtmfWFTb+vWf92dG0u+sdK0HZ1mEUxzZbx9piuPLJqXB26PS8HmDXvQ3U72tLQki65fVJHVU7Cd0LbGTtM2UrnRUJ7AA39bIiV7/GhfYz7v4BkkxGcyeK4O+AB//ZHaDE/TdrJp2kZK03bcNMLwzsMR6tv87JksQ/On5KUZDHB4H8o+j0VvbMEj77HtwQFanRGMcyQdgrtgaP+xQuPPNXdqLaR9Cx2bceXlhcLmm63xJaonmiTe3DjQq/gG0DXSi3bGvJ0mWOY+P419DajrqcGjgQY0DTSirrsGLUO6fawguoslOtGCNjzXy0HYwwp0t1k/m9Qy3I4bzXdR9KAcp+6U4uDlY0gqykJ+xSlca72L2qHHaObJ3RpMHLAD7LjO3g70m4mNbNG45l7wbBXq3q44WmlBWMXLmfUz8O0j3/ZY6TISve1YUdiInh/p4QwywMmcZfqZZ90Lg+fDp7FxSwouXrpnxpmpUhnqol7WZfpKb6hrY/+1Mt7UT23ojc/kgc7Kbf37/u34ae48u50ozRqsZdJtTR4hKi66hk2bc3G25D66etgv1KMe7w9cnpSR0+mbwWOcC8+jPdmfD9E3ugmWl/qN2XK0hvIRKovjydTr24anueA9cI53XgBemobIoPkpgz7DWvGpOsyftxe3btgXhg2xjN6cPhQY0K7+0PbHStN2smnajipneJxIp5Yv6ccuqAzr6Ozox5GCM9i1MxWXLnov1SFxtPGfelvnSU/W7k1/mXrU/mgew3kL8DhumjuPWw9uf7w0bUeXA9LT8rB8aTxqa/WzCayaacanGH4lTy91pdfs6YKIZCMfgfNNad9xKN/+/fHStB0rzeojdBuapm+XafE1iPraTmSnXMH+3SWoraK/MMRyTrdmf2w+IqVpO9k0bSOlaTtRmpFLW7NIsJzX1zZj3muLUZB/2hxz7cfysja1o3P89sa6mB6q59A2w9sPtD1umqvLboP1qoxsXL6JfBifI31YXhTUDCqwccIw9e6dB4hLSERS8iH00CUrZ4D5uqNj77PoNTv6Yo0g2Wy7Dq59C/LgwfEaLsNYadqOn+bOc20F9yXzCOcP7ZeercSqJZk4f/aJWbDp/EFdAFY/mH6JLm+2f10/222kNG0nSlNQLB8tPTER/Qw2y4vqsGJJsnmLuGhwWHJ6P5Ho+UHj61QPz7U2IP5c34TyHS6DX5bx07xjA/lVtan/2moFqnKWB/PGbNPXtKFBStYvf8QRweT4bQeQkHAAzc3OF7CUGT/8sA6rI9Vl7djWqf5w/ITLFypnuAwmTfk8T/umfrNln49KU3+aDuWfeNbFfTtvKsXIqvrELzed7cPIzSrGhjVJaHSPbRs9SqeaT7V2Ev/j8BYhTdvJpmk7qpxkIw9+24qYxrIDXPvqApmovrYd+3YWIT3pIhr0Sw/sN/1clPHnPMdA9Tu4NNN/k+NN28h9H0xTnZzwZBgBSC/Sj3ySHiTVF/76OOZ7uFbvNs+G6idTGd5y0A8MDKOxoQ1bN+7l3HMErU2dGio0J3qzrk709+uJx0Fzt62b6zTVNjBE/6aX8JkxpKuIBOdYrVHNOpXQG3rsFw2D/SiE9OkYadqOTrNw++pHm2dhfvFA9kjS2EmIT8SGdfHosUOf/5Qjq2R/6XxyF6xjbN7C9aFteJp0z04w9QdgOlH5shfrU+25Ok8wI4RtsBfJb96h09ixMwNXr1VRJ8wgha4XRvMWnqbtZNO0jZTm9w/+bWCfGNJFF25l60NcK+t32s1PgOlcdoV8cV5OCRa+tRGN3gvDdHNxYFDjxPu5N7Vl6lO/Ca4fCa8dw5fRr9rnNiLsWtUd82QiGqR6tI5kzErb1xhQtNY20oEWxmEdlPkJQ+IH3Q9wrekKTl8/gcyiNGQXp+Nk5XHceFKJ2223UM2gWqVbiOcUbSsQ1jBqHmjHtUc3ceJGIXIrCnDk1mmceVCGE7eLUHD9FI5ze/r2WdxuucdTdWafufLV2c/g2VyxUHBFJczJ4FkKC1WMHajW6Bys4nmGnJWMSrLoQ/4HBtjhGgkqJ8Nhf40MdrGclBFUdPHZK9gVn4+K0vtmnBnoxpN+oUJb3dpQeRPU0TLZj1qgacLRYs9t/fv+7fhpNgi331+3cPtjpoXBpYmKiq9iy9aDKCl7gK4+2xcKNu2Ckhhm+UH2k7m6SegqlLmu2UHYnxXRoNQiwQTe+hgeR8tgtqaslT1kG54WDh///jJa/A6ZTme9HMfFp+vw+ms7cN37nWf3Zsu+IU5A4sFff6Q2w9O0nWyathHSQvUX3Ab2jW1ogmOarg56Y0nBc4GC511JqKiwC0zl6PKE1bPO9/Rk4LUZzpPbRkrTdsI0r99Nm779sDQ5bKufYJr/WJSSdhDLlsWhrl4LFzsaB6g4BQF27HIi56JBF5ysTLaPQsey2vL4C/AYtj9emrbjpI0eYy7N0xXtXvZWXdXKxdgF7N1ZiKqHGvwiyUA9etf+A/X798dL03ayadpGStN2nDTZ3cAQ+eOx7o4M6sIYqa72MX73uzeQn3/CHJubJLRFqz+d67c37Xu6dfnhbUZK03bCNFenv17Xtrb29TiygSEuBlVGC8QBXQzlkUh3nm7evout8XuQnJLHhadJNndiqFl+nC715g/95irrNnx4bRPW5gTZn203hNcAbxOkaTthml9m7Xt55MterBnCWc47K5em41xJkxc807fp55+4NfwH6vIQUv8YadqOkxbutyKlaTtumulnBcVcUfRzn/OJFsznztZh2eJElJXan+Ezizozp2huUdChNC36JJsW+azP043qHcV3pDRtJ0wTn6pb+/Rhpk19tNWxfIF8tPvdYI3xAXNnc3DI2lsfk+O2JZqfRnv8pIX2YpJNLbJJc2GeugrartdmCDx+nB2Ey+nfj7RVfwe2/n1tJQP5MH0qmTRvt/FY/erklV+lPCzT2TmAnKwz2LA2CXWBF2wp3/I+qJ/rkl5c+5F4ipSm7WTTtI2QNp692fnejoV+9veACRqB2rpW7Ew4ieTEMjTUa70gmTv43xs3rr/9MOm2foOJeDNQf7s+92/dPh2RrkrK52pNRYVIL26xr9V6L3WjL1b2c+t+0sqRLtg0P+zAztXJOHqgCL361QplD7AuPSnpkayuc7iLAbStw97soNz6qaJhD8wbIYbYjgJ0+8Oqwb4Vwvs5Upq2o9Ms7NjRVj5AfW37264xtdok6+wSjZu1a7cFfhXBrDVZwtYlH2fPdfWHtuVtpSvTFuHfhqcZyK/7YgMd83w7LtWWtp5NUWfiRrwqXNT7M3LzTiFhRyqu6XeemWHyTP1hPI3Hr6l7cmnaRkyLJF9Ymvn5U8qguW5whGsr2T3XV2Z9Q4F6GaIczC3Ggvnr0OD9VJX83eAw7cP4ZNkO26QPcxc9zJMdepxbT1fQhhVH2XhKPcS+8oLp0P4V5Dut/xRkqdEhqx3pQGt9PUmhj+4itxFNwy2obL2BM/cLcfzGUcbAR3HqxjEU3T6JkgeFOHnrGI7dLMC11ko8Yuhcw//PtVNwG3l340bTHWSV5eL49dO40XoXt7ru4f5grYmy69CE4odlSClkJH7tNOp76tkk43UOLnM1jEwpop+7wTOVRTcRAqNA8RqEHp9xrIpnimKPCfN4jRKkBC0uFXBxQTY4aCfKjvZO3Lp+F0k7CxC/5CAu5t0DHrO4oKeE9TVb7XMd3dXUhruVlbh3pxIdnS00EU1YutsRDdjpbvII/9ipUnSm+Bo2bclHSXk1evRMI8mew0HHATpEuTVAzCMe+lM/GsOXQ7MLGsuTJgF3bji/U4P6K6jLoA41gEPLaYKkc+C4LT5Tj9fn7cHVSvs7zyqpq8+9XFzrRQD+8+YOaF/iX1uNL89AO7v6kX+4ENu3p6Disn0jrbVO7yKFOSdSfdHG5D6yKf9x+EeUnJqHJcu2o65BE5SVR3cDBzRW2ZbsSYtMu+C2fSIe7Fj2wZQNYjTP04UbO04mf54uiA2iurodqQcuMng+a/ZFjq/Z080UwHEwMExfriNNghrbpJraZvzu5QU4XGDvPCs5cEHMnOuXSfv+j0uPBvwfl+ba1lYLL9vPbkzr60UD5rFGzkXkXTJdv3kfWxjQJKccQr81P5aV5qyPcnajuzPBOoNat3Ym2IneLLB950UX4Z9gng3YRnC25AZWLstC2dnH3iKTuVoAmXJ+3cw1aO1gx3NvP/XERZd+d7u8pBFLFyeh1Aue1ccKsvU7uEYDxv6kCaVbHUXqn+lD9frrNtr3tu4j36wFqfRhcwa1frBDBz10CVu3HkBc/AE0PdEFAEuyR0HrJt2AUD06N6gzPxw//o9LGx+yg3ExrDLiQ1ajj/pYgZPmb30klfiyArV39CMjvRDr16ah1gue/T5XfRHK89yA/Ygvcie5+RHV1LciIf4U9u8tR70JnqUX2aQ7V+sKu74IgOlOXquv8RGx38Og9ZR1rGSB0BpUFqXetC+Y1cfe7tL2cVsjKiou4OblG+hr4aDhOYN3BpD4ZhbOxFVgRMuCRwTXnN2NPbhf+RC3btxDU1sbzx9A54j9Tqe9eNXFBolh6tPcfbbBosaW1vj6WqLtu8jyvX1Yi7L7qtfB5Vhf3Uex4uL3Y9367WZfZJ+AFDRX6QKiq8Nf/9RhRnjIekKwPt6WsbyqP9yazK1XehnzZR88hW3xqVxnMnhmmuSwUo1u62lDY996MmlY4152T4uTXBRIF/4OHizH/PkbUefdedZ59kKArFLrMdbl9YOEDX4dIRhDmbjQc4g2JgwdS5Fgey4aJL7IM/2S1o8aO3oEW89Qt/L/7a4HDI5PIu/qIZTXluBh/12GavXMe4RGhsoX6stwuPIQTtw7iSud13EH1XiuhbF34/Bj1AzWo/heKXLO5+F6yy3cb3uIrJJsrEpegx0FO1F0rwgPeh7gUnUFCs4X4ML9c+gYaWH39aCHA7BrsNN8b9rc/lcnmc4JxdMl8eAGg09pAf6kUDoeBojm4oifIrCuoHlIj7vIMkj6An3J6Uv46Tdfxqf/6gd47V+24uiKCtRlPEZjGpHcjKacVjQWNOPmwTvIisvCb3/6O/zi579GUZH39lqSmnrasBJZKiy+gQ2bj+FsWQN6vAuXyje+XYXHJFubq8/VPVnonIkwFo2uT/+pWzJ9tqgJC+Zn0Kk1mDTVI1kUoGkb3sZMYzSvY8N/jqibCjmUX4r4+BwGz3dNmr/cXIWxnbA0QZSadhRLl+1n8GwnI8kjs3Nu1KWFyzkeRbNPXNsTQVRb14O0lBtI3FOB+jrdHbR5keqdi/DLIqqu7cQbb67D0eOl5nguy+J4k934j51Mevjn1u06LsoykZJ6LCR4dnU4qPzbIdfWbMHxV1J6H2tWHkVpcQd67Q21kDL+c6IB1RkNqC4tTbWv67OaVxT8l5e2YdXyXJSW2Zch2rL6BBeqcwVOjqA8duuok8N/27YMbN+ZiycMciKd43ycg9KiAX+d4yH0PPcJTXfU0jqAtPRz2LQxD3V11thUh+Qeu86Zh7/tsRB+jqimvhO7dp5D8oFrDBDcxQBrkw7jUaR6I8FfXyQYCjmwfap7cLoe5p5LUHZ7fxfyDhbg59/9NV78xsvI23QctSca8DC9Htu+moq0n59BdVIzHh9pxq2s20hZlYWffeUl/Obn81FYcsnYm+rUr+jYiwg+Ln3ta1e57j6gjmcDjroYxydsz8KmLQdCXuzouA23uYngzhsPY1H4+e7YP9719fGcvGJsjcvFlat1Jk/k52E24OdzPLj+s8fW6rWvNNFAP5CfX4lFi3agprbVpLnyusShSwranxR5Fbt4y4ItBqCYzMVprueiQaxbT8V6TzD2MWhuH2k3N41r+x/hbM05HL52lNtS3Oq4gTO3TiAhZzO2ZqzHoQvZuN97G1dbriDjUhbybhcweK7Ccw1owhPG15cfVeLEzVO40X4T9zrvY8n2Rfj7L/wt/svf/Wf89w/+N3zjpa/hzI1TaB9oRWllEY6cy0dDdw2b7kDbYAu6hjo4wAa8qxX+oDSIp01BXv7/7P1nYB1HliaIavfH7tudt9uzO/N6Znq6q+20qequ6fJeVSWVvPeu5B2lKqlKUsl7URJJ0YMGJECA3sARjvD0BiRBA9CToAEdvCG8B773fRGZ9yYuLkAQhCN1z8VB5o2IjDhxzokT8WXmzXSMRkMGsgzb0Ub1NnejvZWAihGjlfti6t58b2nh944uLri6zO1+ehBNXWULls9bg5/93V34/n+4G69+fwbm3pOC6HuSEX1bEhbcvAaL7s1B9FNpmPrUAjx/y+v41jd+im9/61dYtjzFnJ1RXc101JHmFg+bNEZU7esh1GvXHcWUaRuwdkMZqjhuTD7lbGIZBTWdldIDHHSbnfa16NHZwRbqUOxrh+k6xvf9YqyyF2HdHmPac1jfXXbrsfuSBaitBdbnVGL8J5nYvbsCbZwRVKaBctezL0a+kWZHzv5Ysss3dEZTk4f6pKvoNdUdSE7ag7lzMrCDC2ddrdGiWWWCtjUGuImyedmbp5MbK1ZuwOfj43HiZLfxL6Vr26hjHX200m7GVz3Hio3/OWz0EJA/JOzI0B+3tDN+UMbjhc1Ysfg4FkUeQNHJJpOmPpv+OH0bq9woHXKrsWzGFr8fOVKHTz5ZgPT0veZWOl1NG7O+JltwKz2b8eN8d+NDI9fHhw6VIzw8DUuXbUBtnS2nfrt16FjFBI09owfm9cvOcSPNTZyn5FtbNp/B9ElbsXVDC2qqKI/TZ3Gw8XLZrDqHiKVnE4+5baJtJH/u5iZM/2ojtmwqQpv8zbSpOYWsfep8VPzPbTewbfZDvqIx3sA+KN/4G7cV5UD43HRER61FaWmneUCd8rVVXBe7McG3DvDW7WW1Kw6W1wcbH74IS1Zf3dJxe5eVw9OeiQnk4uIOAs19mD1zHWNbq4ndyle/5Wvu3OqVYURYbfbDkk2+pjnfrGPUb/KJE01YFHUIq5afwskT+omHLRt4rBsPvRxUjiBsjnd0HYzl4/q5hR4uJ26jjCZWMb2BXEsd13ZxramrelybnS+pwYdvfoUf/t31uPkfH8SbN36JGfetQNQDmfjiu8sw42eJWPXYOix/PhVfPTQPj3zvZfzbf74O9970O2Rk7kUT62tgXfWss9E89NZZ87JtsSuH/Ffzb4PTD69OhpNdXVdU6LbtLMydm4KqSuZRJsUIV6+yp1kbBRzfJzvH9cfGz9lvl4OVEZt2uW2QTCrL75pbEpN2Ys6cbOzaVWZOnJlYPNIcIGtf7MYgjQezVnb65Maueq6bU5ML8cX4VVzT1Bo/NWs3ttFILFTfZHGQ0lXexUsWP3VbPCXMxDThJ4O8A/GXi8kMPhsOzMi6DIBjp4hTBZ/ruurMLduHq08g48A6bD+3GyfbTmNp9mLcN+5OfPMXf4+///Ff4bZnbsTq7XE4334WW4q3YfXBNchvPoRrygmdVcGGQ5uxeudqFDYcQ/b+TPzg9n/HP//y7/HezDfxQdhbuJ5A+sV3n8HekztQWH4QawmeC07vRlV7GZq69VIrnb8a6+DZYa/RXGYgcU+fVFXU4+C+IhwoKMLRQ8XcP8/9czh2uIzfy7A3/zR27D2J/EMl2LOvArt2lGNT+ilEfL4Gb98zG9MfTMWi+3dg4Q2bEHdzLmKu24qFP96EyGs3Y8E9GxDxQiYmv7wSLz48ARO/iMWmzaex/2AV9u0fHd5/oNrH3vSDh5sQFb0Hb7yRiEhOLLk76rB3X63NP1DO/TLs38dy+2txYF899hfUmu/795eTS81Zt30HSlm+EgX7LiCf5fbt79nG5bJpLwj7y1RQhhLql3ba2Yio8BN46fl4xMYex6GjjdhHve8uoE33laPAU+/Y4kpyOQ5Q1v0HLmAfbXDoYCN25V3AvPCN+PijWMTG7GNaM/tex/waz3Hsv48D6x15zqdtCjzszTt8pAFffZWCV363ENk51dizt5XlG43P5R/gsdRBAf3qAMeg7Gn7pD6yLnIP+3vZ08bwcwVlPk87lSMr4xwmfLoDn76/Geuyy3HwYB37pPhBLihnWSv7WOS9+eXIL6B+9zEuyKcK6pGSfAwvvzQL8+dtZFoj8vfKF11fE3v9rWd9I8Nu25YLOKbVDze2GX+jvPv3XyDXISO9EB9/uBJfTUzD3t0tKCigr+1lDDsgpg4YFwoY4w7S1w4cqGSfKxnnqjgXeFjfDSuP7Y6Cv+3h3HToSBViVx3Cu69nYdWSMs5JrYwXtJspQ9lHcX65ONNWB+yYPnCQ/lTQgB3bGhG7vAQfvJ2FFUsPMF1zRxnjteYUMv1yH+ccxULjdzx++MaT/Cmgbvm98X07nxXQ9vK3/fSTAvrC3nz5Qg19qg4F+U3YkduA8Z8lY+KXydi6lXMi5S4o4JyYT985eMH0O7/AHrvvgN+He7Kn/Utg1ZnPeHNxVp80f/A4zpn7Dp7jlnHK11fVp/1abN1SReCci08+yMD6nAscI81Ov2VHjoUx7G+Sc89e2uAQYwLl1LokJ7sCk77cg5nTDmLd2nIcOsx55KDWLr317p1nesw1AeUCOZ8+Elzvft6XX4mD+dU4xLXUAfpHAf1rL2PRHo6NvMOlyDtSjF2HS3D4WBW2rDuGd1+aiTcfno7kz7dj02eFWPYA153X70TE93dg3r9vwfyf5yD6viwseCodn92/CH96YC7CJ65H7jbakfPtloLz2H7gPHZznVvAsXVwfzGOMO4dpf8e3ltNZizMb6Bsmoc13hjzg/RtaFi69o8zN05v316FiROSOH7isD2XY4ryFORz/Bid2/Gy/6DmU29dl8/76fOW+d3Hki9wPFKXZizTXhw/BfuaMTd8Mz75JAkJCSewZ0+j6Ye37rHEBQXVJgZp3Gq9vv8gY6mJp4xtBU3I296IOWG5eP2PS7Auh2tp9mVvPscGy+zdV4zd+SUmfh04QD1w/O/LP0efOUvcxHlp/zn68WnDx4+Vo6aqxd7ZKxzGreFALObyUEJG1aUrlOaBxvZOC/1goRaN2H3+ANbsycbR+hM42VKEe8bdjb/+zl9g3HvP4KMZ7+CBl+7GI398EKl7UnGw+QjST6zDOoLoa2oInM+0FCPn0FpkH8zCscajiNuyAv/jF3+Db/z4LzA+8iPEbFyGF99/Ct/9zbeQtCUGlZ0l2HpwI7Yf2ULwXG4ugTd2NqDFPGRmjIPnQAO57IBnva9t7+6jmDd3OaZPjcL8uTF0nBUIm74UEXPjEDEvAdNnLseUWSsxIzwRM2anM38Dpn6SgtcfnoH37p6Hxc9ux7L78rHgZ5uQdNMepN5UgFW/3I1F1+URPG/G/Gez8NWLcXj67okY/3E8AeoWhM1KJ6di1lBwWNql8SwPe9LnzFmPl15aiJtu/AIvvrgMX01eh+lhmQibncq8ZMqbaMrNnpmFOTNzuM0mr8HssCTMmh1PjmPZBHIKy2ZiZliW014QmS+TZ0sOR24vh81ONrLMmZuCaZM34rknY/DTH36CP70ei0jqffbcdNqT/ZjDetivYHWPNoeFUfbpq6nzNISHZ2HmjAyEzVyLsBnr8LuX5uLB+z/DO28tw/zwrdRBDvudwePWkFPI7L+Pg9d/2RxE731xmJg+Ylhp9HvD3A8PX4dHHv4Sv7nuHXzxRQ77mcsyGzF7Dn2Ldpo5K4m2ol/Nkb3UH/Wvd/uzw+SDATIONQe06WPqefoMxgz62/iPU/DgXfNx9y2zMWH8WtpnA2bM0LhJYZ9Yxxj1N/HMGansRwpmzlQcWIs5szfig3dX0jav4aVxczF3zmb21/pamBM3wqhz9U060JifRTvMCpNtxfLH4G1dMvfQubder69TBsah6TMYi5zYNnPGGjL9g7Fo/rz1+PSTGNxz54d4/NFpmDtrB/M2Yvo0XeHIJtPfZjJ2hSWYWDdb/ZHdOK7msN2erLQU8siPMcW36TNWYUFUNj54L46+Ngtv/ZFjZ/p2+uBaxlzFD8o/xxkrY5Kpt9mJlDORes/AXPralElb8O4bWXjgrjl4640YzJu3jn3guJ8dg7A5cTyG82UYYyDnI2NrHm/igU83Q+hvvjgjf3brZ4w1zH351kz62vQE7ssHON9R7/KzmTNki41cP2zDE4/NwG8fnWhOEM5hTJs5U/n0ndmZhmea8ZZMli7kt35fDi6DwybWe+UdDCsmZ5FzOIZZH+fMsDmxTGfbZozbvmo7e9Y6zJi2Ab8ftxgP3zcLEz5njA7bZGQPY4yew9imOSt4O6PPMzWfTuN8Oo++M1dxKwufj8/BU48ux4vPxGHil5kIn8c4Mde1J48L1DnZrDkuQfcXX9/JtumYO0NMPc+k3vl9BtOnMQZNm7uazPUnt7pjZupnq/D83Z/gnQdmI/njvdjyyTnEPLQfUT/Pw7x/24nI/7kL8366EQsf2IjFL2zC+3csxBv3RSDss3VYuGAXZjCuT6atpsyj74bHYybXa3NmxSGc43AefTF8OufkGVzTcZ0RNnMDZeF4o08Pjb+J1V9Hn+a76zNWD7M4tmezTY2hZ56cgse4Npg6OZvrnvXM0/pAx3Isca6dRb/rWfdlsBljat+O8dkz042tbb/Vlh2TsucM6mkWx8RcjucZMzIZA7Jpm1y8/LtIPPLIVHz8IcfzjE0sw7lyyPQ2VGz1H2bmePZT65HZq7lVnLXjfhbtPunLtXjqt7Nw562fMC7n0EeIA6ZrjZ9EHdAfZ3B9PVtrUs2vnC/DhJlWcU5dSd0tx4ypSxjTlyMxYR2OHNKruwS2LOYaUfBM7uokbG5vJU7VpV77DPldZ/cho2AtitrOIvf0dvz8vp/h//jr/w1P/em3WJK+AB/PeQ//+pt/QVj8LJzrLkXOmc1ILczBNdWox9nWEqw9sgEbj29BOT/ZhzLxD7/6O1zzH6/BPa/ciY/mv4dfPfJz3PD4r7D5yHqcbz2LjQfWYe+pXajtqoZeHl3XWYfmTr2W6Aq48twHCzzrVpkTheeRk7UFa1LXITtzCzLTNyN9zUbkZG5lei7SMrYgLXs71mTvRHrWbmzaeBDp8TvwztOTces/PoUnv/UJPv1FDKb+PAmR1yVjxR05WH7Xesy5iQude1di+jOL8fs7P8G//eUtuPbHTxCkr0JOzi5kZu5ERsYQcHrewDjDbtMdNt+dNHFW1h5M+DIBTz81FxMmZmF10l72fRf7vBOZWTuQnrEdGWksu2YXstJ2O7wTWek7kJGZazg9czuZZdN5XPpup90gMl8mZ7HeTEduL6ex7YyMbcjK2YHUlHx8/nEW7r5tIgdzFjZs2o+M7F3sE/uRxeOp/0zWNdY4I2MH0tJykZWZh2z6Wzp1npWxG6l6995nS/GH389AOAPfupz9TN9j9OA/foeHe9Y7VByo8/440+Nz9jv9niy/W5u9F2+8HoZHHxmPFSv3Mn8/8/Lpa3voS7QTbZmWuc34VAb3bfu2TlOvw1mGKZfG0wBtGsyn+mVH/l4sW6UzTqzdieWLc/HG7+Lw++eWYuWyndiwvoBl2B7tmMX+jIa/Be1LEJaPrUlTX6hb6j87uwCLojbgvnvfxmefLsH6dfsoP+3CcZ0mvbOciSPmeNmJNmJflW9ZuunZxqBZdfnYm6ex7uf09O0cN5TDJ5/6RT1QnrU5+YiOysRLL3yFt96MYP4h9icfa9bstv3NUrzSsRx3jHXWVvI52o519WK2n2Xa9cozhMw2grHGRHrGVmzctJeLmgw881gkZk7ZxVh3ANk5e2ibnWTK7evDxTlo+8PKO4yO16TnUs5dyKGvJa3eh9lTc/Hck/Mxi4v49esZBzjnZmRuRlrWVh4je+4hK3bQzvI31eXVT692LpO9dXvZyML1QNo2o2eVlZ9kZypWKx7nc448iNdenYU/vDITcbG59C+mM+6lyR8Zy8VpHG/pnDtVl/U9rz+7MgSRQ/7t5gdhxZuLM+MR52fJK5/JUJzlGki6VRvpasPZZmXlc+7Zj08/isNLz83FquWc9zl20imn5nq1mc6+BMoxVlg6XiP9ZrO/nPezOKcuW7IDb7waj/ffTsPK5TuRs446yeYaxtW9V98Oa9zbead3G8E4uN69zHUU/SCb66nsNfzOGJyZpjjEMay5T35OVhxal5OHhEU5ePK2P+BXf3MvXvj5h5j9ZCIiH83BtOtS8fm/J+CrH6Zi0nXxmP5wLKY+vQIPfu81/PAb9+GRW9/CnOmp1AHttn4PUnJ2IpVrtTSt2RjvTJxjm1lq36zZ9lIGMcebmauD9+/S2aPPXumaMzgu2GZaaj7efG02fvfSFKQk7qXe95p0eyz1qrWb4luPOi6DTb3OnEXOog3M2tJnazsmNU7WrNG+2t+DVM4dWuNmZR3AJ58uxSuvzjEPoUtLK6BslNfbxghwYFzvzZSbrHk7i3FXaYo7mRrz3JcOMtP2EvTuxvvvLMQTj32M+Jhczp3EAey3nU8Uq+Qz9FONee5n04+yiZW82CmbsWTXzgM4d7YSba1Cxr3xVzAeMnLq0vvn9X5q+5o6PUO+BQUlB5GxLxsHqg+joHQfbnrqRlzzv12Df/rV/8DLX76I28bdgu/c9R2s2LgK54mPc05vQvqJDbryrHdWNSC3iJ3fn4NTDadxoO4Qnv7kGXzj37+Be16/B2/NfRM3PHs9ZqyejsL6o9hZtAPZBVk4XXvK/OZZzy4TC8nrp+ZjBSxfMlFk/X5ZZz0uRuqdt4et9W1IiErCXd9/BL/+bw9j3A+/woTbl2Lugyuw6Kl4LHs+CdMejMDkJ2ci/K1wvPHYW/jJN2/ETb98hMFgi1PL2KOtWwoxd+4GbN9ZYX4H4SXTf1cJgQoZo5S7uRKffRSLY0f1CMqe4l9p1NLUjRwu0BZFr8GBfUVO6pVNsbHZmDRpGUrLnASHNCSvNBuVnm/D6hVHsTx6D8rONzmpVy6dP9uM998NMxPu1UAnjpdwcZOIuLj15jeOoisxDriUt/MUpn6ZiV25jea3Zy5dKX3yyqnfGe7OvYApk1KwO++kkyoawOQ8Bkk/t4uKSEBUZDIuVOuHf1cC9a3rpkaYRfWsGUmoLO/Znytl6afeuT08f74Zi6N2IW7lUZSWXBn2qS9rwMS3p+D6f70VD//0aUx6LhxzX47FFw8uwhvXzsJ7N87HJw/Mx8QXI/DVH+bhqdtexc//9RY888Cr2JS11zfgFPpcPSjJqxd9d3m0SM/TWRSVgrmzV6G12UkcY2T05ihJdwcnp27D/MhUHD5c4Uu/EiiYqPqdcgaB8RfjZ6G8zH3l5uBI2KpTd067DjaCRGRncKmuOuvh1q3dLeZ524XVhcg+kI1NJzahqKUIH0Z+iH/48T/gRw/9CC9MHoffjLsR7yz4ADsr9mBX9T6sOZqNvOr9elVVMypQi5NNZ7HuyGak78tCYcsJHGg4hGmJ0zFh1USsOZCGzWc24XDjIeRX5CNjbzp2ntxB2Myju5sNcNaj7O3jy69g8EwaiOzKde7y9j1xuq2xDQd27sOCidF47d7P8Nqt0xHxh2TkTM/F2umbsXbGJiROXIP4qXFIi07EirlLMeXTMETMXobCI6MLfPrr89YthzB3Tia27ziHpha5n+1/t56z181RJSUoQVt332hHE5BY+/7jRpJsm/JIof4OM2BzN5USPC/HkaN6d5hfbPaG/10pxzC7u6Tmxg6C5+0Ez6uxv+CYTRQ5+W7P/OwePNQ8MOrpY8GPjYlJw6SJUSgpbTVjyy1l3kFq+sD4YuKMfT6vqcEt5CN9cfvuZl6Mh4rUbpvZKznXRPC8j+A5F6Xn9PoTlzTehtMe/fHASBO+PUIf9Qk4d7YeH7w33ZxddslXs8qbY2QfvTrEPhPWzR85UmvesRyEnOQTx88iMmIVYmMyzQNdRHoKt/xOvTDvuWQMM+/8NCm2P71Jqa6/jRypVX98A3buKMSUL5Oxc1uVeaCOSKNELyRRKfeIi/NIktqzutOc4ravd4vu2l6GqZMSCJ7d2KYyegViT9/ScXqNjDdtaEnyufoLRkp38ykLF2e+ss6mk/4VFRFD8ByLmir75H2RWUS6RZ2tTRD31+YwEJuyY1isp9JK13pljJtmWdTQ0IHE1bmYNTMBFWUuopH+GZnZKbfcWCQrm5HUeI7oHOPzkqjtiF+5n+DZPdHpjvsRJn8w7c2uK5LauebclrUV8ybMx5yPwrFyagLiZ2Qh+oMkvHf/LILpZVg2IQMJ8zOxOjoNC6YuQdiX4UhavgbnjpfKVQ0pNrgfRQrNrnaGtUVcVvOjQTqRtigqnuB5KVoCz0HL18x4GwYJXZ33IGsE6xd+39BWD3ET6eF5yakbMT8iAYcOF5sH744OuR24GLtOxR7pq8iz1UPsdPX4y8+nETzbV1X58h3SU7LdOvoiF2e4dyaPNKld895p+opu2tYL2PSsrpKm89hRRJx2OAvbz29DQd0+RKyPxBcrv0Di/hRknVyLAy2Hsb/pMFbvS0PygUycRqmuPDeivPsCKlGDg5VHsIbAeMOxjTjRdhLHWgvNA8TOtZ9DUccp86junP3ZWL9/HYounDLg+ULHBTQTxbeQ27o0qVnFjIZyRor0LrPmdr1suxPt7KYZtvS69rZ2NFY0InvZTiwdvwH7Us+j5UwrWopa0HymBU1cTDcWN6K5uhGNNY2or2pAY20TOvRs+1FUV3/22rqV4HluJnK3nyV4tsHChg29M+3KAs8645W7sQTjDXg+b8pIOrts8/vtWGRXuWbXUWRTQ7sBz4sXesAz8xTH7HHqkxZzLvesc6h4oOQt29exsbHp+GpStA88u25lwLP6QEtZUGMsZsai6a/ps79ef9/d7/3z0JGkFRLrJnhuJHjeT/C8HaXn7XueLanN4bNHfzxQ8oNnu6gSnT1Thw/fn4HMDAuebb7DKi82o6k3wBk5UmuS12VLPvmU5Agk8LwgMoY+l2meLCryg2d6mAc8Wy2Y2c1fl2FXt9bfRpLYvJHIBc95OwsxdUIK8rZVG/Cs/A7KpnekX0p8G3mSVvWeUHvyXeSC52kGPNt32Fsg5/qWjlGaPvK5sQCexeyDXoliAhL/lKRUmkjgOToAPOvhOa7K/ap36xL31eYwkOQVm4903Dd4rq93wPOMBJSXuojGeqPev+uWG4tk+6EZRItoK6nA89LoHUggeLavFVQfdALB+tnIUn+2V5rNM2vOpjbUl3IlfqYeDZS7sbwJZXuqsezLHGTMO4Dyg81oqrbcUNaIhvJGtNS1oKuN/aLvdRHZtXc6D/o1GrGxws6utjUvjwbpavNCBzw3u0PHEaibgEhXEjXuhlzCoJ1WgnTjsvV1zZcueDavqiLYjIhcPargOVhsD8bWn6hH6dJFz9o47ILnCV9MJ3iustmuezrFLSC29QRrI5BHgzppmA69BoAk2wk6t6EF9V21OF5biM2FG5F1OBOHGg/hSPtRHKw7ROxbjFPdp7GfaWtPbULK/gzsLN5jLjhf08AKdON1Lf+Xd1YSQB9G6u40xOcmIPfMNuSX78WmY5uw/sg6rD2Yg+z8LBwtPYLGrgbUsdEL7bVo7W5FU3szWtp1xYGCjaKCLpe8Bu6LNWRaicT0bmAF33bOgHrRuEtb0vZh6eT1OLKxDNBg1y10Fr9ZPw0gVjMgCibLULAdNH7B3HTRli2HzMMEtuWeRWOzpkYzPBgsGHB1L5pNEAK1zMGnM4F24iFrX22wOrGqdesfWnbr9rOR00wGMgDlpf63bSjBZx8uw+EjgeBZ/3nQmCUpmRJy4y7IGuvbkU0goyvP+/KDXXnWjmsg56BhoOD26M2BPmYDbk+dDwQ868SNLKsjzdG+HS8pYeB99so5MNYxgax0yajB3o3is41IWL4Py6JyCaT94FmTTJf7yMkRpt79CMbUN1VnxyxHhlZZpDOn63pceZb0dozJltw3x8g+zWQ9lIPppg61O9C2B8L91Sefog18bH2Mf0ZgjR2x9o8XnkEkAU0cwXPglWcewT7IlvI1sT7msD5IOW5bw8FsIYCt7qVvFzwfx7SJqdiVW2Ne58Iidn5ih1VqoBS8/eFkq2dzssIYB2gmHsvLLcPUifHYtdOCZ3sSo4nMxT/LWd+SDgS6nRMcJm2o++D6kvb9+resNL/PSeOdBCMa3ybfUTuXRlgwfxUBdCyqKxuYYdMNeJZPsrC7cO3pw335lMrZ44aGrRx2DEun1LF0rRMazPOxkRCoq2vH6oRchE2PR5nvSi2jM2V2rzwHb2f0WdJZr9H1J9ujs2frfFeeveDZhZE8LAj76xw6Vmu6V0Q+bdmuTWy6j7va6GdO0BJRHpdaS9uxZHIG1i87hg79/EnXMAKxpeSX3xl7q37bpv1oj/2mPD1sr2MMB5N7sNxXnVZGsa42Ry/Qw8yWoIlDx5VdW7t2tR3sXcdlsqMf7nrSaQfqy/qF1ZHE1HypK84i/QQoOXUD5kck4uChYgOmRT3qHgEeKNm4xb7QwGId6uqXnTTPgUpjf3Tluaw0OHjuNPFO9Qy83ZEmnSjqbJfg8mWigk5i1q5mzp4tqOyoIPY9hC0nNyN1bwpBdBZyz23HtqJc5Bxbi9R9Gcg4uBZ7yvahuL0cF9BA8Kyrxpy0Grr16+UGJtbhWEUhth7Zgs3HNmPD0Q3IKMjAhkMbUHAuH4fLDqGipcKg9iYe09LdwgVHuzl71eFOGJdovLFEXufrixVqLHDmQKEXCUi3MZhpAhdtyt6LpbPX4uBWAjTdrSnspjubxCqiGdO8rJt1cFdnpgairWCyXC67wNkFMn62TrZl80HMnp2OrdvOoKFJ4ULDTEHVgmczXlTUZsgreawC/BgCz906g07/pO63Ejx/SvB86LAFz3YqslMUazFpY5HchZS72BI1cAGTSSCzcEECCvbaBaYhXze0o8IuDw8Ft0dvlo+55H7X1ku6bfuKB8+MiWpb4Dl+WQGWLtiGEi7OTDv8aGF9NYBnk6/+mD5x3xwj+4wN8NzVpdjjLgqcYySjM4YKCZ4jCGjigty2zZrYB/mbjRD6zmTDwUk51p+Hh9lCAFvdS9/yt6sLPOs3tTu3lWLKhDjs3H7EpOlaQd/gWXlu2lD3wfqT3ffr37LS/D4njQvUuODZDHNSG+0ROW+lAdBVFcHAM2V34qO3PrvvlcVllRMHyxsMWznsGJZO+wDPZFFdrcDztqDguYMs3wzezuizO2684PnMGYLnBQTPK7g4Pm/Bs4lhZuToOFffXu5d9+Wyibf0Zd1UylWlYe1bOKst50UTW2kfrt07BaI7aKN2HutcoLlwrh6zxq9A2tI9aNGjXRQelKe1J/2tS+/fbWG/zKVStatxp59ditWO/fjit88vhqPffdVpRDPc3NhN8BxrwHOj1tOSxRk3ug3XnkRQrA+s4zKZ9RvuIZ8dm9Yv2DaVIr0EgueklA2YNz8BBw6e9z9Pw1fHyPBAya5F2B8auZOTnw5Vv43+uXXB8xfjp/YCz24zAs+jtaYZKLn2FClONXe0mLumdfu2fvtc2lGKE/XHsfPMTmw8thE5B7ORXpBODLwRO8/uwpGaYyhhmRqi5AvmynNnI8dWO7kN9d0NhpsZNC+gGidqT+Bw5WGcqjmJ4obzukkbtV3E3F0s09Vknq6t4NrWzgFNJxYNxnhjibzy98UKprodTj0WcG7p1KPSdANAA1oZwTZu2oMlUdnYm1sEqld+iW4Gry6Cz+52RTAtLpu5qFG4Mv45IJcLJsvlsgaMl715oouCZwkvthnc17Fasgk86/Y1LQCcIExWtd42ho7duv0sO5kAdxWD5yyB56gQeLY7XlLCwPvslXNgrGMCWemyUwg8jyXwrHTJxo0ZO2YMcd8Fz/rNc+Bt26yJfZC/2Qhhe6lPX6Qcte3KMdTsyO9hq3vp2wXPQW7b5v8rHjzvGAh4Fgxy04a6D9af7L5f/5aV5vc5afzrDJ41/jvUF+4Hb2f02R03Qa88jzZ4NnL1Bs+S1H5vJbeQm9HW1UgAUI82ggABYYMh6U+1ZQ2YO3kVUlftQlM1BWUaMTbXnsyXfQm0O9toV3O3JPvXTX/V2DPa0FhSnz3+zmMMD0u/+6rTmMDwFQGeyVcmeKb8JkixPxz8/YHnYFee3Wb8axpljGFy+qYYpzuG2+j3unm7mfBZP0MWxq3qrsSZljM4Qux7pOIwzjadRUVXhclv4Eel6vm5ppUDp43cQnTXyMGoV04po7arBlXtFajprDYV69K2Ac38aHg3tzehsaXBKKy1tRXtBIWDM96VSeqdutjGEWNu4aYBmqTUznpkrs/FnHnx2LzpAFqbrR44B6GjhcGpo4nHNnCCaUQLg1czDakF22jRxWymB4YFvW1bQdZEY5IOsxl2nx5iT3OKFTlYt/k/smTblMxaXDq3bW8sMQ8MC7xt24DnAF2MJXaVa4K5dklBb9tmUVPGHGcDvZ971jlUPFDylu3rWN227X1gmLqqbScDuwuex/5vnoXE7G+e3du2SwNu2x5Oe/THAyUtCFTajh/16VJ+8zwWHhhmdWz3rWzKcn1FdPy4bttehRiC52aGCBXRXV3BwLP1N32kR+b72OrVtelIkuS19rHIXw8Mu1p+86zfNhrwPDEeeb7btnVCtq/fPMtO+th+Dy1JJnFfNStdttdcJ1Bif/MsVbq+1uu2bYe03jTl+E93SDipHu6rzWEgI4c2+vT/m2fdtp2YEPrN81CTlUtAuS8WgG7hmr0RTR21aGqv4xiXnBznuvpMf9Jv6ufPikdS7HbU6cnuTOvgOlQAmtVbko3MiREBZx1v45wdS+qzW5BkFTZqpNu2F0bFmd8893fb9pBT0H4rwepHbNYfSuE/cyGfpNu07W3bq81t2y6oHmkKjOt9swSUHtkjNwZp4/DV8ptnkUTUOSOJICkUr1oY6xqFx4jgWsk17dWoaCtHbbduzq5DbWcVLnRUoam7gaNPT+luZblWXKMA0tJBSNxOgNzVwonW/oxaV5/1JDJVqAd6N3ez0pYL5h5xDbp2zgZtOiUhZVDhlvV19BU0IsTuyQgCZLoqJq21U1/SXeZGgucF8cjddRRtHp1IQd3dzRxoddR6kwmDzVypObfhjxr1Z69A8GwdjuUpuwC0IZto2VSjwaiApkWdjdhKDt7C8JFt0w4PydMfeNY4UK/GLlnlmjHm+IsPPEf19bRt7biGcQ4a4zRav3keOlKb8vmLPzAsiNBjhjSHWrXaj+jc2Z7gWWTLkFVebMbR2ADPfvZLYMaO89U8bTsypgd47vvKs40P/poCSTmqfORILdr4ZsHzUF15HnnSWLbziath72+e83ZcmeDZJDtqF3iOmq8HhsX18cAwyu6bg932+mtzGIhN2TGsT//gub5ODwzbHhQ82/XB2CXbDyupPEd07lydBc+rDjhP21YfRh48y+bSuWB9b9Zt1e6t27r63MSxrYtZAtVdaG5lajMI/hsQNnMlYldtQnUlYwM7oOnGsAFHbINr+M5Orlm59m/v0B0G9uqt9WPH96yievIoUDDw7Moy2uDZjhWm8J8XPNsHhiWO8tO2B0rW3hYH2BTTKYcFnjPSNg0QPDsJY5Q0BoQDbJwTa34kJCautciXsLhbAFnfLbd01TO1kfvExF3kTp28asE1HZ3taGVk7+gklOtuNz+i1lOzdSNyuxC2KiG3qnKC6w6ltRL4tXKB5EjQTfTX7VvpygCWr1pS1xRjNGbZZ/3Wu6mjgV+l7Dak5GzETC7K8vYdp9660Eh9tctiOqSrES3tlRzqjayCywHWZX7zLD06euuLh4NUrw1AdvD4ye5v2dLztm1jYuYN7Mrz2ADPneY2Wgueg922bW9WsovjsUr2SiX1T9WKRQLP5rbtUf7N80DJ61+uT/f0OYFne9t2aZlu0XQkZxF7K6FsdCWAZ/l9wAPDnNu2RfaqlGPEMUrubdvSsx31/ivPGVfYlWdXNmUZTKNs7tsHhvV127b8S37mso0PqiY4KcfqaaRILVo5rfC78obmN88jT1bX3ivPwX7z3GmukI1d8KyZxMwzQW7b9l95jul95ZlVKw66V33sItT6bt9tDgOxKTuG9ekfPPd52zY/V+KV574eGOb62ciS9TdrB/djx4jldsP63XM7F/NdXJMb76P/cBmHkrIGzAxbgYSEraiqkj/aWkUdHQTaBM3majPXb93c6ni7Xhub4Lm5qfdt23bMUFrPbdtDTkH7rATZwrJ75VnzZY/btsfAleeBkp0nOUPQf3QbuvRqOmW7am7bdl9V1dcDw64o8OzgNvOdne3s6jDY1z1BpRu5WzoFkpuYLsyrn6G1sRz3yRo7HR0Ez91yPhPo6QqsuZ0Dq0MPIWBlAsou24lL5dhQux5SQCkc5XbrfU3y3bGvu6Eh9VEG0JilGvR7k1Yq09xOQ8WnGvAci+35hWimQ7XqxISZRaVjGqTrAg9T0NPwY+oo6swFMC77ye67v3nett1eeTbDTGXZW7HIjBmXzWEqNfrg2YQ3+nSPp20HufKsnlwJV54VnDq5uncXZALPmWnbEB0Zf8WC50BywfOVduVZXbF9knHk83rPc1/geWRlGwxZ4CzWctjKOtinbQcx8zCSlcpIZmyhrSODtswy8Yr79rZt+7TtYOBZvwH0L1htfFA1wUk5qngESPKRre6lb8W3nleeBZ5Fknwsgefg41494cKlS4DAyqnbtndsLcHkL2M9DwzTac6+f/Ps2iew9ssnyeQ4TVBSuvzj4uDZ96oqR1Dlq5x04rtl0tdef20OAxk5tNFnYOB51oz4MX3bdjB/s/2wcU1WE+nK85gBz8YIYu277KSZL3a8CPQa5npd40E5ovLyBswIW474hC2oruGYoRtZiwgo0D9Z3vqq1m8mQvj27YrI8T23OS8PMfm6yn89WZm2jK6m68qz92nbbt5YuPJs45BksSV0MSwpZb35zfOhwyWX9Jvn0SAvePbFIG0ctleeBZ6no7TED55dNt8pu415TsJYJPaF8NXetu3EXbtukQ8pbukEri4it6Jdd2GTO80Y04kmxXRu5WusoJsI/BpjdaMkbVWblKhKNJH52QRRV1uut2iVYfVufVd6Y9JVT+qj1scWk9mzGURmCkJ6vEP6um2YHZmAbbuPoUWqMofoIPfARu5xgSnLjbK++h68dt8Fz7k77HuejblVVv7gBCwzXlw2h6mUAtrog2czIC4CnjWBXinguSMIeI4KgWdnx0tKGLk+qyu2TzLOlQ+eXZVKz/qIvn7g2cY4yzY+qJrgpBxVPAIk+chW99L31QuevwoAz53mji399EnxgGms68oCz3GoqSbYdARVvspJJyHwPPQUzN9sP2xck9VEYwo8u2bvi7Wh/+vKsfyuiwsb71qyguB55ozliI3bhOoLsqNKKQKIvTFN6zeNG9WjfbGNmY4j9OYhJtOMYWsnPyvTlrHveR7j4Fk5TlnNH0kp665K8FxS3BM8u/FNsl8p4Nkw5ZbsvnUL+62LyHYO8uBed6vL1fIzgYgOyxY892A5oxTZk+1gDShrde5n6Y3JVz2pn1ofa4FCx5IxOjs0kOyF/4x12zEnIhE7dh1HmwzEYhwaVjc0hAue9YJ3kzmK5B24xr4+svuXB56lJG2lG7fGkSNjkRB49vDokte/gvvc1Qee4wmely648m7bdlUqPesj+nqBZ/VL/uYuNG18UDXBSTmqeARI8pGt7qXvKwM8e8e8ZSfD9ORqAc/sRwg8+8qNJgX6m+mc0g3buCaricYMeFZjXvMHY1OG/xzn0Z2P5rfMyiMJPIfNWIG4APBsV6eKBOq1yxo3WsfJUbV1GtBBgTwM5Jol0FZKc9sMgefhpa8VeNaQ8bLTD8u0gfoQhBnUe3EQ8MwKNBgD2OZRgP6YRb4WpL5qvGrNIvDM/S6tupih0JS5dgfmzk/GzrwT5iSF0YtPT0zo1mTDg12djiL1PXjtfn/gWYsWQ76+kc1hKiUFibWv8m6NI0cKbSHw7DXO6JLXv4L7XAg8jxVyVSo96yMKgWd9+iLlqOIRIMlHtrqXvkPgOQSeh4CMHNroEwLPowqe5Td9sclnQbMu5x/3+wPPSvbDZttv2y+y5lQnTloe0d4ak1juaSuluaL0CZ7JIfB8+WTtT89gR6528GwM5chuRO3FLDRAvsZW2DujJ3hWWmAjPVl259/Xg9RRjVctuLjVb767zFMBtMQCsnJ2InweFzE7T/l/nK4BZIrwXzejQTcPlq5HWWl9D167f1HwrGJeXzCHqZQ6LjadNsne2keCFNpC4NlrnNElr38F97kQeB4r5KpUetZH9PUGz/qYw/og5ajiESDJR7a6l75D4Hn0wbPrbyHwfKWAZ3st1qaNmQeGqTGv+cXyIS+bNBbsFzwvI3je2Ad4Vt/0kc9yK781+mFBsYfcpCBZQ0KuWQJtpTS3wRB4Hl6ycYuewY6EwLOYBQfA1/hr5Nbs+jNNssYVt7LrQPhrQeqnBoTWyNSPrjp3EiVrMMmXsrLzMC98DXbvKLLv1lOiyos9V56No6muUdRb34PX7ofA81ghTXQh8BwCzyNDrkqlZ31EIfBsDuuDlKOKR4AkH9nqXvoOgecQeB4CMnJoo08IPI/eA8MC2OsOPmaGwDM3PvCssqTyigbMnLkMsQ54VrLGv7ZOET+Zumw9gQW0q2y5sMu9jr9Mcs0SaCuluY2FwPPw0tcGPJOk4ouxMaaHbZrHRs4+wbOnhAo5BX0e4c0Owr6izvevDUknGhTcyuHa9cRDDmAlZebkYf7cdOzZcboP8KzgrKeGjkJgDiDXIXyO4SO7HwLPY4XYGwamEHjWMkBLHjt2zNG+HS8pYeT6rG7Y/sg4IfAcAs/DSJKPbHUvfYfAcwg8DwEZObTRJ3Tb9siDZyuZnx0KTBYb57fOIwBp+shkUWllPaaHLUVM/HpUXdBrA91VmOUe5HUzTwFtlGw92rJbx1CSa5ZAWynNbSwEnoeXQuC5Jxtjqn890nvaSZYPAM8OG28Q91WRn+UoLuv714eoRAUtKkfnL/UObE3gmmouDp4VARrMccMRkC6FAp3CT3Y/BJ7HCrE3DEwh8BwCzyNBrkqlZ31EIfBsDuuDlKOKR4AkH9nqPgSeQ+B5iMjIoY0+IfA8OuDZSuWypDDtG6H5z2U5jkCj4q3WOGaMWyoheJ4Wthir4tcSPCsWu6swyz3I62aeAtroGHfZKi+w0gwt+btkbeRnZdoyIfA8vBQCzz3Z7XfP9J52kuX94NnD/kKBFTA3gN3B9XUDz1KfXudlX6rdhtZuXUlupS66/OB5O8GzFmVuFDIRTAO9nsfXM6mNrJpU3+iQ1yHEfrL7IfA8VkjjMgSeQ+B5ZMhVqfSsjygEns1hfZByVPEIkOQjW91L3yHwHALPQ0BGDm30CYHn0bhtW+1pTdnhsNYl/pWJ6xNyGvq7uTLDMubdtLoUY/tWXFWPqbMWYWVCDiprg4Bnd0fsdTOXnY31ZhtD7Gpv6HXhmiXQVkpzGwuB5+GlrxV4DuCBUOAx6qG6HRQ8i6wxte3JdsKyLCeRX7jflf91IQ0cN8BZ8Kwgpe+e27Zd8CyVSttGtZrk67nb4Bxvk0dLdd6BK/aT3b988Cy2Qddb+0iQWr04eLbA2U5RY5nYGwamEHgeq+DZ7Y+MEwCe9Z5nLs4s2TK23NglV6WU1tF0H+CZ/3qylqR6SA0BBPUx8vOCGjMe49Ox2jcyaMssM79z/8oGz9YukrF/8KzRYsfLaJN/jLjsZJiefN3BM/d9JnLb66/N4SErlj4CjrrlV2PATfdLU1fb4YDnuJ7gmXa5ssCzVboBz9G5Yxo8K8/6hFI0ViQfyxBEd9L3tJZUOT94XkfwbGODPd6yf4fUh5vpq1zXerRd7UlXAcUum1yzBNpKaW5jowaee5EatQqzfiHmf8mhXGWT/OA5nuC5OASexxB5umX4YhRYXqweqtsEz4Mnt7KvI1klaqJgcDOBSyBNIQbIyd6N+XMysGvHaXAe7aEoBeQuA54bzUQz2vrre/Da/S1bDmD2nDRsyz2Dxmb12PbbLo4ZtNy+2QxVyH8KZlqNiocTPHsb9hCTzWDmjl1waSUZAs+jTV7/6u1vluLi0jFpUhTOF9sz5iphQLTKM0VTeC8w49vxkhKGus9unf3Vq5lSft+N4rMNiFu+l+B5Ww/wfPE6Rp9clRpp9Y905nQNPnh/CjIytprvMp+3nGWNOtnHjieXR47UmtWv619GTkcQd9IXCTxHRKxCbExP8Kxs622urwX4W1BSzlDb1Eph2bbQmzXnuOD5GKZOTDLgucXBM3aOkvxDLdtQkvWZi4FnAxjMs0Ja7NxJBVi7BIkJQ0qSyXpFcFK65LFQoz/wHBUZi5oqgTNLynf90XFXbm19/bc5DKSmTHNqVz5FVp+cdF82yV553kzwvMoHno0V2ZkOyu+WG20KNs/YfthVTE/wvA3xqwoc8KwyOgkon5MtbT29WXmOAS+bJJm06GWb6pL9rhytOwWe7biR3h1XQ2llg/nNsx4YVnPBCWwkiuvIHLivWnuTUgN5uMivT5eZ5gyBlqsEPI9NovwmSAk804covE/3TnfbGAbSUjfgi/FTUVbqB8/Kd/ts453qcRKuclIvLws8f53J+hWnbXqPHTwaSjZ8rc3eg3kEz3nbi9DhwZcaaDYge8CzmzlKFBi0/GT3+wXPAsau/DZDFfLfWAHP+gg8ayFwMfBsF19jl+QrVx947ulzVzp4Vv5AwLOdrOz+2CRJ5rIPPJ+pJnie1A94tjbysz9v5EitWRu5vmXkdATRpG8mftKVD571GSh4Hsv+pv6FwLPjrtza+vpvcxhITZnm1K58itwneG4jeN5I8LyyF3hup/xOl0aVvHOM0akR3nqJJLSziZV0cODZ2nxor7ZJSNUndrVNcna1YctGJv1s0I4bMuVxpSiraMAM52nbNTUueA6UvSePNvWWiWmOGq5M8LyW4DkuBJ6vYgqB50GS9aue4FmDSdQ3eFapEHgeOvI27CEmqy92agyB56A6GgXy+ldwn7vSwbPSQ+DZz/68kSO1Jjv4F7VGTkcQJTnJVwF4VvpAwbP8UkeNRbL9CIFnd6sEHdhfm8NAaso0p3blU+R+wfMGzJq5AuVlvcGz0+1RJe8cY+YZI7x8RJLaVczlgWelix0DDhmpvgDbO7vasGUjkzuuO+lE9ucLlkLgebhIjUooxRux/IgpkkO5+kLyg+fYEHi+iikEngdJ1q9C4NnpmBlkhk0dIfA89CRfCYFns5AJXCj7drykhKHus1tnX/UqPQSe/ezPGzlSa7KDfzI3cjqCaNI3Ez8pBJ7HCtl+hMCzu9VB4v7aHAZSU6Y5tSufIksWJ92XTQqBZ7GNMSHwfPnUWyamOWoYm+BZuteWKZJDufpCCoHnrweFwPMgyfpVCDw7HTODzLCpIwSeh57kKyHwbBYyjq2UZ4727XhJCUPdZ7fOvupVegg8+9mfN3Kk1qyN7GSuLVMdQTTpm4mf1Bd4lr/Znri+FuBvQUk5ffnFYMmrT9tCT1Z6CDxfHeCZshsn5Z6px/pu320OA6kp05zalU+RJYuT7ssmXQ3g2c76Rvk4ezYEnkeTesvENEcNYxc825gTAs+ygx0L9qCvB4XA8yDJ+lUIPDsdM4PMsKkjBJ6HnuQrIfBsFjKOrZRnjvbteEkJQ91nt86+6lV6CDz72Z83cqTWrI3sZK4tUx1BNOmbiZ8UAs9jhWw/QuDZ1m/rsb7bd5vDQGrKNKd25VNkyeKk+7JJIfAsVrrY1jF0pPoCbO/sasOWjUwh8MzsEHi+TKL8JkiFwPOlUgg8D5KsX4XAsyEVtRmqkP9C4HnoSb4SAs9mIePYSnnmaN+Ol5Qw1H126+yrXqWHwLOf/XkjR2rN2shO5toy1RFEk76Z+EmXdtu29q3PBSflOBUPGXn1aVvoyUoPgeexAZ4lg13Eh8DzlQGe7WxilB+6bXuUqbdMTHPUEALPw0mU3wSpEHi+VAqB50GS9asQeDakojZDFfKf0scSeGb0pbwh8Dy65PWv4D53tYBnLTy7QuDZkzdypNasjb4+4FnxTeC5MASeTbmhJslkvSI4KV0y2EX81xc8c35i+asDPKsc/cz4nGzZsy7LShfbOoaOVF+A7Z1dbdiykelrD55JIfB8uUT5TZAKgedLpRB4HiRZvwqBZ0MqajNUIf8pfSyBZ03uIfA82uT1r+A+d7WAZ4GZEHj25o0cqTVro8sHz+4CSSy/sz4XnJTjVDxk5NWnbaEnKz0EnkPgeYhITZnm1O5gwDNnUfpaCDxfLqm+ANs7u9qwZSNTCDwzOwSeL5MovwlSIfB8qRQCz4Mk61ch8GxIRW2GKuQ/pYfA89CSfOXrA56LS7RwsT0IgeeRJ0nm8tcTPMvX7HtULcvvrM8FJ+U4FQ8ZefVpW+jJSg+B57EFnjnfDBI8a/Fq9ozfWt/tu81hIDVlmlO7IfAcAs8jR71lYpqjghB4Hk6i/CZIhcDzpVIIPA+SrF/1DZ7nz8lE3o6BgWc/u4EjOA8XBW/D7l+R4NmQtK0JhqD5CgTPXptYu8hXrj7wHEixsWn4alI0SkpbzSTkSt7JvndpoUJL2SuCHp/y7XhJCUPdZ7fOvupVegg8+9mfN3Kk1qyN+gXP3Bd4joyIQVxssAeGKcaFwPPIkO3H1wU8Vws8O1W5vqhY2NmpY5Thttdfm8NAaso0p3avfPAs6j3PyEfsmDJjw+mRC57jVuajuNgitBB4Hn5S05YDZVKmLdN6lYDn3n3szaNBdp4UeGZf3MleG4fb6ULpazYa8FxeZsGzN18kO9hx4CR8DSgEngdJchGF4KG48uzn3oPJy8NFwduw+yHwPDrktYm1i3zl6r/yHALPY4MkmctfT/CsHngXSdrXpy9STl9+MVjy6tO20JOVHgLP1jY2fru6GVqy/tR3zUqXDHYRHwLPssjok3eOMXo1wstH7JgyY8PpUQg8jw6pacuBMinTlgmB5+GlEHgeHIXA8yBJLqIQHALPJBW1GbYjJn0sgWctLttD4HmUyetfPfvmp6sDPGvhGXratjdv5EitWRt9fcCz/E3gOfS0bVc3Q0vWn/quWemSwS7iv77gmZGZ5a8O8KySWquFwPNwkpq2HCiTMm2ZPsEzOQSeL59C4HlwFALPgyS5iELw1x48q5jYZqgy/lMwC4HnyyGvTaxd5Csh8CxrjX3wLL8PgWdv3siRWrM2Glrw7O9PcFJOX34xWPLq07bQk5UeAs+KCdZG+gxHL60/9V2z0iWPdPx1Bs+0AjsUAs+XS0Fs7+xqw5aNTCHwTC2FwPNlUwg8D45C4HmQJBdRCA6BZ6eozVBl/BcCz5dLXptYu8hXQuBZ1gqB5+EnSeZyCDzb2OBU0Qcppy+/GCx59Wlb6MlKD4FnxYSB2WiwZP2p75qVLnnkbyHwHALPl0tBbO/sasOWjUwh8EwthcDzZVMIPA+OQuB5kCQXUQgOgWenqM1QZfwXAs+XS16bWLvIV0LgWdYKgefhJ0nmcgg829jgVNEHKacvvxgsefVpW+jJSg+BZ8WEgdlosGT9qe+alS555G8h8BwCz5dLQWzv7GrDlo1MIfBMLYXA82VTCDwPjkLgeZAkF1EIDoFnp6jNUGX8FwLPl0tem1i7yFdC4FnWCoHn4SdJ5nIIPNvY4FTRBymnL78YLHn1aVvoyUoPgWfFhIHZaLBk/anvmpUueeRvIfAcAs+XS0Fs7+xqw5aNTCHwTC2FwPNlUwg8D45C4HmQJBdRCA6BZ6eozVBl/BcCz5dLXptYu8hXQuBZ1gqB5+EnSeZyCDzb2OBU0Qcppy+/GCx59Wlb6MlKD4FnxYSB2WiwZP2p75qVLnnkbyHwHALPl0tBbO/sasOWjUwh8EwthcDzZVMIPA+OQuB5kERX54DhJEFf8YNn6zgWPKcRPJ8MAM/6KBg3kLkI0ALAzeO/YIPJy8NFwduw+yHwPDrktYm1iw1OIfAcAs8jQZLM5SsTPNuFrZGKScbNtGWWO8efKDyDBQTPsWMWPFs5gn/cPI0HK7wPPOcSPCvkkRSp7SLbCRpjkuQrwcBzMb6aEOMBzzpR0Gz6K7Bg/c8eOzAbDZYkk+M0QUnplMP422DBM/2uU3XYui7e5jCQmjLNqV0HPLt+w3RfNqmutp3geSNmzSB4Lu0JnjvYB9Uw2uSdY4xejfDyEUlqVzEa4aIrBTxbsrHpYuA5juD5ggOeKa1H7t48WqSmLQfKpExbZuyCZ+s9IfBs7RACzyEaANHR5WzmYwdPJ/+5brM2exfmzU1B3o7j6KBfuj5mWce1kLUAUBB30vkv2GDy8nBR8Dbs/pUKntkbpobAs18/vXU00uT1L3+/epILnotLWswk5Ep+pYLneILnZdG5IfA8YqTWjMeY8WJSmGRcTVsmmWTue8Fzq11jGp8bW+DZZVcOl139ak8x1gXPiQTPFQ54Vh57wQ5b6ccqSTrG4F7g+SzB80oPeFZvBGg495j4wTTTt1Zym6nF1dfQkmRynCYoKZ1yXDZ4Vp+UIb5Ym8NJalfAWU7kdEAy2o2hutoOgufNBM+rfODZjBjqwPrb2KDe84x8RPLZVYxGuOhqAs/lBM8zCZ7je4Bnci/5baXudjRITVsOlE2ZtszYBM9i6+eaH4219IUUAs9fDwqB50GRBo3Ogit4cRjRZzp8AwTIyd6J+eGJ2JVXaPLkTmayV745tt2wCXhMHKUxY6jvwWv3rxTwHNgPLcI0uVyp4Lk32eB0tYPnuLh0TJoUhfPFusJke2BAtMozxS53rK2UZ2rw7XhJCUPdZ7fO3vXa/kg21/dBwNyAhBX5vcCz+0qbIEKPGXJVanrsiHnl3bZtWzZyOoJofnfneIFn97btNmsy01cTk/mRr1k7BdhKu71Y/3r7xeWQqZH/7MJYi3gt5l3m/GPy1KptN2+HwHM8wXOpA56ZIzCjPpsSY5ek784u9cn2pbmpGzu2FRE8LyN4PmzS5FE2pluQbfuveVi3cgtA88M0Y4ohJckk7qtipcvfrL9cPngWadtfm8NDas3okeC5m3q1sdZN90tjwfNWgudYH3g2C3DaRgBaNYwF6j3PSDIbn+xsYv3NBc/xqwpQUkz7kEYdPLMNo0aXfWTb7uJ4Mf6mfSOPza0ob0DYjJ7guT9SX0aLTBcNe/Xq9MURSz9BiV4Qi9lhi9FU76Q73NXJ+MbxZmP0cJMatbZxfYiS2jikXGWT+gLPY5Vs3BoYeC4rteDZG7dENt6pHifha0Ah8Dwo0qBR0LKTPcdvT/CcJfC8Grt2HeOCQMNLA0z/5Vo6NgSeh4b8DQf2IwSeRX79WB5d8vqX11ZeutrAczzBc+Bt2wLP6kMQoccMuSo1PXbEDIFnh7Tbi/Wvt19cDpka+c8PnnXHknPXEmVyZbWaFng+SvAch7ztJWjRhUOmXzngmeNcV5HMAozguZngOfcUwfNSgudDJk3a1VVNO+9KJ0qTXuzvoI3/sSLX1kNHtqW+K1W6/M36yxULnh05jB6NPhvJWqtYKVwWWfC8jeA5LgA823WRtc7okju/uGyFV99sfLKziZXzigDPRn6RbfvSwLPv4B7k9mW0yHTRsKtTl5Vpy4TA8/CSjVsh8HypFALPgyINmhB4DoHnkST1MQSezULGsZXyzNG+HS8pYaj77NbZu17bF8kWAs9+9ueNHKk12cedzJnCJONm2jLLnfivLPCseKsx4fzmlzK5slpNh8Cz8T9W5Np66Mi21HelSld8tv5y+eDZba+/NoeBHDmMHkPgmWVC4Hm4yXTRsKtTl5Vpy4w98Eybsz3rR0yRHMrVF1IIPH89KASeB0UaNAMHz3IoFyirfAg8DxX5Gw7sRwg8i/z6sTy65PUvr628FALPY4NclZoeO2JeeVee7WRu5HQE0aQv1n4IPI8dknxfb/DMeYiGsvHQba+/NoeBjBza6HP1g2c761s5z54NgefRINNFw65OXVamLTN2wbO2irHOSFW2crkNgeern0LgeVCk4BsCzyHwPJKkPobAs1nIOLZSnjnat+MlJQx1n906e9dr+yLZQuDZz/68kSO1Zm1kJ3NtmeoIoklfrP0QeB47JPlC4FnH2Lou3uYwkJFDG31C4DkEnoefTBcNuzp1WZm2zNgFz3YdYmMwc5WtXG5D4PnqpxB4HhQp+IbAcwg8jySpjyHwbBYyjq2UZ4727XhJCUPdZ7fO3vXavki2EHj2sz9v5EitWRvZyVxbpjqCaNIXa//SwLPH5k5dPVn/evvF5ZCpkf8sUAyBZ2l3bINn6ysh8Kz4JtlHl9z5xWUrvPqmEaPRHQLPbl9Gi0wXDbs6dVmZtkwIPA8v2XkyBJ4vlULgeVCk4Dtw8GwHmP7LtXTsVQSeRSpqM5zOhMDz0JP6GALPZiHj2Ep55mjfjpeUMNR9duvsXa/ti2QLgWc/+/NGjtSatZGdzLVlqiOIJn134r808OxZGGjTi/Wvt19cDpka+c8CxRB4lnbHLnh2x34IPF8p4NnOJlbO0G+eR4dMFw27OnVZmbZMCDwPL9l5MgSeL5VC4HlQpOAbAs9XDnjW5M4tbRQCz6NHXv/y2spLVwd4FnLpDoFnT97IkVqzNrKTubZMdQTRpO9O/CHwPHZI8oXAs45Rhttef20OAxk5tNHn6w6erQ5C4Hl4yXTRsKtTl5Vpy/QJnkkaZyHwfHlk58kQeL5UCoHnQZGCbwg8h8DzSJL6GALPZiHj2Ep55mjfjpeUMNR9duvsXa/ti2QLgWc/+/NGjtSatZGdzLVlqiOIJn134u8fPMvXLBiy7FkYaNOL9a+3X1wOmRr5zwLFEHiWdsc+eG7/moDnNoLnLSHwbHio++rYnm1QiJ5syLYdAs/UUgg8XzbZeTIEni+VQuB5UKTgq6DFiVITPh1JCxSTw+3a7DxEzFuNvLyjBjzLoezi3+yRxw54DiRvABNt3XoQc/oAz53qh+2UjR5ikzC2wHNHtyZDC563bijBpx8uY1Cz4JnLMLI+skfPesYWGeX6F/+khjoLnqMXxGNf/pUJngMpNjYdEycuwLnzWhDbHnjBs+WxB54tKV0zpX4m0GXAcwLB87Lo3CsOPJvYJFnNvk07e7YGH37wFTIzrwLwTDLgmYAmNsYPnt0+2Rg3uuBZZKuXNgPAs2IbmxNbTQO7dhI8T4o34Lm5B3i2dhzLpD50cAHmA88t3QTNRZg8cRnydhw2adLu1QCeawSeHVK+9Uf2R4sH7TmL2f7bHHoy8rJJzYPWzxrI8julSRqrc1EtwXNC/GaETY9FWYkLnmUbrYnGBngOTv4Ypc/FwLOda/rqi9EMeaht5NRrnJm7XjYkP7808Dw21zSSy2Urn5+Vacu0cjpdGBWHObOWoKnBSXfyNGa6utw4PdykRmWbEHg2McstQ5Id7EkkJ+FrQCHwPCgyU70zUchpmOJzIoLnHAc87zxiFi5yKLv4N3vksQ2e7UCwQoXA81gho1zbZUe0qxY8TwiB59EmgRRp2vTYEfPrB55lI5dVl3KcTS/Wv778YvBkq5c2Q+BZ2r2awbMbD8cOeK4n9wOe40Lg2fJQ28ip1zgzd71sSL4SAs+iEHi+fAqB58FRCDwPisxUbyYKM9HQZ8Qmh77z9QDPrex/m5VdbDOczoTA89CTUa7tsiPa1QCeA/V8dYBnIZerFzxfFbdtk/oHz+qBjpedxNpXjrPpxfrXl18Mnmz1kuXi4DkvBJ572HroyLbUd6VKd8Ez7fK1AM/tBM9bQuDZ8FDbyKnXODN3vWxIvnKJ4NkcY3kskemiYb98lpVpy4TA8/BSCDwPjkLgeVBkpnozUYTAsw4yiZZNwlgDz5rcOakziIXA8+iRV6d96TkYeO7gjgUA8iOxnbSUZ4727XhJCUPdZ7fOvupVumZK+b39zXMIPFseOVJr1kZfO/Ds+c1zCDzriKEi21LflSo9BJ5V4uoBzyrZSu6vL0Yz5KG2kVOvcWbuetmQfCUEnsUh8Hz5FALPg6MQeB4UmaneTBSXAp7NIGP5qwk8mwQVtRlOZ0LgeejJUbRHkV9H8KzljjtpKc8c7dvxkhKGus9unX3Vq3TNlPL7EHj25o0cqTVro8GAZxujVVQ90PGyU4CtnLp6sv715ReDJ1u9ZOkbPHc6YygYeBaQ6eBqzpYYuyRvubLBs+tvIfB8pYDnTn40/4v6es+znWv66ovRDHmobeTUa5yZu142JF+5RPBs8nvyWCCJYTlQPmXaMiHwPLwUAs+DoxB4HhSZqd5MFCHwrINMorOvLyHwPPTkKNqjyKsTPKdhwoTIEHgeZQqBZ/VAx8tOAbZy6urJ+teXXwyebPWSZYDgeZIDnvWzex4XAs9DQbalvitVuutvIfAcAs+XS069xpm562VD8pVLA88WZMpHrZ95eTRJzVsOlEuZtkwIPA8vhcDz4CgEngdFCr6XDp6dPXIIPA8N+RvuGXilV7vICoFn1zDi0SWvTvvSswHPX0bi7LlGt8ch8DwK9HUFz26fbA90vOwUYCunrp6sf335xeDJVi9ZLg6edxI8TyF43plbjKYA8OzacKyS9B0Cz7b+EHgeTvLHKDubWDmv9tu2XfDsru0CebRITVsOlEmZtkwIPA8vhcDz4CgEngdFCr4h8BwCzyNJjqI9ivxagWdz9Ux+p4lL40cfp6u+HS8pYaj77NbZV71K10wpvw+BZ2/eyJFasza6OsGzBYp9gueJIfBs1DGk/bUt9V2p0l1/C4HnEHi+XHLqNc7MXS8bkq+EwLPY9ikEni+HQuB5cBQCz4MiBV8LzMxEQ3+h79gc7q9duysoeLakrQbdWAXP7kCwQm0z4DndB56VagJGv+BZ0YJ5hrXvHjfU5G84MPgGA89aqASCZ4VB3bw19sGzo0FnI2qsJ3hOzyV4TiB4PmYTe5Bb2HPQKJJXp33p2QeezzaaSUi57bSbeSUc7WyXOwLPHp/y7XhJCc6gHDJy6+yrXqVrIrILltLzjUhYKfC8zQOeWQsnK3ldEKHHDHnBs2siH3h2XlXlim/KOHvWLi5780aK1JobE6RjbZnqCKL5XSw6cfwMFkT0BM8u2R7oeLtAtfWKPbs92N0ZWrK1ShaBRIJm+pbZZ98CwbNu254yIdYDntkPdvbKAs/WOALPedtPY8rE5T7wrC6YCNADPOv0pwc8O+Xsv6Ei21LflVrJrL8FB88d9K+oAYFnbXWQuL82h56MvGzSrGkMeNZ7nuV3SpM0Vr+iuroOrI7bSvAc4wHPjGpXHHi2PRJ4XuqA51IHPGv9ojjt73UgKX04bGQ0bg2iqr1syPpIn+C5guB5Zu/fPFtwJD9V2Z48WqSmLQfKpExb5uLgWXpwBtqwkhqVbeQTVxt4lh6tj9hEP4fAc3C6xg3RJpw4jmvIUajJ6bHPrVuG5OrP5n5dSNrSJEEAyYErgKxFjPQgTa3fsJuAJgl79wQDNCId34p2ATuzP7Tk2sRHboLYNZQ3zSGZ1Q4gJ4GUt70QEeHZ2LnzPNo8QUDTTptOHrAC4w696vM2FJA1lORUbNxSrH3DdqLQQqujS5MggwPTc7dV4tNPluPwsWJ7PEl5HeYMO4Mhj3PrGFMURB79rjEnaw8WRadh/74iJ9VLdryaPvGb1YHAp8fAw0W2wR5y+yZF377HdxxKjFuLryYsRmmpziZb0lTVTvvoveI6ycERp575q3eP99QzPKQ21bLY07br6mKTqCjARUxZM/uzB8uXbOGk418wWxp2YS+LfIss57uotKwRH30yBemZW5wUP9kTgYpmOrFhTw7KXhpTQ99XV+meerXrspPvzlvqh+Jat2GTZOhsUQkWRsYQBGT40lxSPzoMUFXscE8Cqj7W7W3Ly8NAqlaiyefF9p4lfmdGOzM077iUv6sQ07+Kwe7txejwDx8T90xMHyYZL5cklrTbRkHbJay+U9X5u0owfVIM9uZ57qohafSp7+IOGrS927WT01cTVIaOVJsdCVKiyz3bsLk2PnR00fdNnGWa/onYn8ULVmNxVCIaLsif/GSP1YxqF+T+MSS2PhzIbgwaMmJlGhuS156YaGXrzWRJRfGZL3bMQxDTjZTEXMwNi0NVhb8/kteC57FLkk3WsVHKUnl5C1Ys2o7EmAJUlDpnnhwy5Z2+a99+p621M9SkOmVimd1reqa7u5Z1osKCuE76mz3xzwxSdW07wuasQkLiNjTQTl6yNlY8VHmx+uEpo12XR4DUdE+28mjflcGA5wUJmBO2DE31TrqTZ8GzNDJSpIalfZf5n0mSwMhMsuB5HcFz/BUCnq3gPXSpJIcteN5K8DwDZSUe8Owh60+2HnvgSNpkoCSLWbv5yBjOYYeMTfmxMUJsT7G5vmm+8LhrdF5Koa+1sxPNba0ESAzc1ExnJyckDUpyR2cLt3otEffbua/7X3U8K9D41rdWepA78Y1Ncno8JGx6zBrb0EbPaml3zs6SG1pbkJK+HrNnLUXu1nx0tElDDHFUcn1NCyorKlHXUMEJvwGNnbVo6dJZcx3pkKtCbb373q2ojzR9deOuydI/V2Sxe4eLG5jNKLDtd3RwymzhlMI8nSmnybEpez/mTV+D3bnFaKjvRs2FVtQ2ss+spJn+oOra6FC+6tz23ASHjc8pzwjlbL377jZYmkveNLduteP2xyeEh82mGw3NnSjjuM9cW4S33o9AwZGzpnhFUwOqmippD13p1AkReyLEyyY4DoID6wnGwY4LZDPhMSJrawOUeiQw046EhB2IjMjC3j3n0Ep71dW3oKa2hrbU43Y58Ol4LS26+m6WNWjpbEabrozwu8avrnz4tt597/YiaQo1NiBJKmejr14mSfZ2+ph03MHOi00e7cf1LzqbgJXRWZg2YQUqSrgc1phpbsSF1ho0ddVxtLVw1LXZpSXb0OE92qA8PfbJVmfO1rvfX5q2AWmygw2mzhKX383t5JJdAVSswaB2tcuYcPBgERYvycbSZTk4W1zHGMv+cOy0tkgwW7fXzpfFktUjr28bkOaayJC7H5jGgl2cD1Sxjmtr70Yr+3a8qAxvvTce8UlZ9CGgubULjU20BxXR0tKM5pYG6sReHW1HI//XU1eKb5qCTLX9yubb9psmT7MAw4IM6ZIZUgJ3fawDWEKl9Wlpa6c/0VjKU7xgfw7lF2LOtAVcMKcy1nWjubEJVdUV7Fc9s9mfLsbn7joW108IdGVTAE0GZyVG6aYJw+7EauR0ZTXpAVtn3+hZ5G5FvdK0o0lcp1o141DnTGIoQyvFkA1kJp0U6GrvxKa1OzBlwkLk5Z5EIxeZ9YwFtXXNxnZawBkf4fFDIZs2RgVDwDJHC7fqXwN9qpk79bVd2LL2JL76bDkKBJ6ZX11dR39rNuuMBoa3Zo45Ae4WKkGnahQV2zju2jtUo0M8zrf17nu3oj7S9FW1yePsqQv5gOZ+KlXghe1Lb1ow23IKBZ0mSplYwTzFsQsVwNzpMVgSkYSm6g60t3ShrraRawedtBX0b6PHNbFm9o//deJGtfQE0tqX39sWzOkUNu6LxWJ335Mm+XigpYD++bZklVN5xWfN7OqDekqTGF/T8JEftTR14VxRFWKWZWLB7HiUF1NuZmrctHZwfmHjLO5vyqnfUJCt63e+7UDTtA1I89UrcvcD0liUfbP+Vse40MyxX3SiBlFzsrF6eR7OnqhDS3MHYzXtw0m1Q/5GANfEA3RsOyeeRq6TWnkcs0y7fenem2bkc8ndD0xjWZ9wYrkZda5xzuZMlpjJLKr4Rl/SWp2+2MZJSeOisOgCxn+1GDGJO1BXx7hW24ELZY1mLaq6JEsnheroFOhmLdzvNgKyUm58rO8O+3ZVTN+19e73l6ZtsDR+TITmvtGTWPtsR+ncNdTUCERFJhE8rzRxTRlG79x11xLa71G/dz8gzVexuxV508TeOgwrtvvZldssYZytG3Y0RpKSNxI8J+HAQYJnGYukai/Gpv8XY69s3m2wNG37SyOrTv6ZkzEdXAMrHum7yminjT6VlppH8DwHpSXVTHSP0cdowqcHe5zSGKsUH/tglnZYR4wE6WQTx4q5YKk4aoXt5tqmW4s5RxRJbu9DtfGPsycaiNHMpYAO6ke3QcrOtOk1TTygmVpqpUXaOEJ165QWJB1czbZ2aaJqpmLsLbod3GqgdpurrVwicTC6dZn2yWOXJJxrsL45mKHtGTqHWaaLumlvr6cTt1APurKpdE4qHD179h/Ab598Cd/85nfx2CMvYtmilVgdsxoRsxbi8Yefww3X/QZTJo9HedVp6kxndnXWXG1QwiFgTeIaq/QJ49AUnztkN+o6AbmLwb+NC5FuBlAVUD876BydPEhBdlduPhcuYbj9V0/gwZteRdgXMfjq8wg88vA4vPan97Ejfw9l58KF/1tYofbVjAaj2TFO4eyTlS75hoxUl7cdT1uGTYTRjm00b/dRvPXuTPzy18/g2uufQuTiNMyetwS333cfXnv7ZRSdP8KS7AWLmwDlYf4NigPrCcb8uyjrn/TXxlVwN8dnJxHb9u178crvPsOvf/kknnr8E8wNS8bEL8Lx8ENP4JNPP8Spk/ZqjW5p0jht4gquqYOAhoHA/FaflXr95nLYvT1eVx7NYjKIXTp1YoYyaKKTj7bxe7uCB/db61uRsCQFv3/yLdz048cw7tHPsGBmMv74u3fx+BOPY3bkdJwqOcqqGJNMSPP4mph1+JXqpKmAuy9SGbHIuw2W5pInzVYp2KaPtkxjohYjZkyJTSLQWNeAVctW4J67HsXNNz2GN16fgMgFMXjr7Q/wxBPPYgljQn2tvdVRTfhE74P5d3F2d0TebUBaoO36ZNO4Pa7oVAlmhkXhrrsfx7e+9VN88cVsrIpJw7gXX8fvXn4dWzZvR3MTI4EWY1SEgGYrCHS6qrngq2cV1t+sAHZjtt5971bUZ5pqkgfYk5c+pStP8jos8N/WYReVWgy0c9yYs+osV3qqHJM+mopbr70b99/4CCZ9MAWRYQvw8nMv49lnnkZWTjpr5dzX3cj/tWjqrDH7NoDKZ1mJ25baNXIFkDfduw1Wtk9S3+wdMXIvnQ5zwbPOv2gcSZR9e/Lx2fsf46af34pH73oRi+YkYvLnc/H0k+Pw3nvjkctYYUC2U97EYrG7H5g2UKY8Q8GagXStr4EdUr927jiE1383Hrdd+xweve01LJwdg1lfzcITjz6O6dOnoaSswqw7GmmOJqpIc107B2JzWwPBc5O18xCR5JMV7PzmSqqxK2toImUJNufOuzYUdKKlWzNjBxqJ8Ddv3INxT32A7/zLjXjj+U+xmnPP5+9NxB9+/waWLV+B0ooyHtGJRvpYbccF2pgAlLVYEE2QzNhqb1WXL1hg3W5mXX0fQBynfFLJxdjvA+4CUq3TJqxDAFp91B0Nq5auxm8feA53Xv8wXnvuI0TTPu+/9RH++MdXkLMum8ewPNcSA74DwC3mLR6QpqqCyRzIvj73w7KnToXJXiVVNYheuBJ33fw4bvzJ4/j8zQjMm7Icf3zpdbzxh9exfv1GXKhrMiermnmA/LON7bRywev+HCJYG8F4QMT6aV7rXo6L6QStTl7IDvI+Ewc4rzfL1828Kyt1o7a2AStWpuJX192Pv/3HH+PFl77EpM+j8OCtz+DeGx/Dcs5BdVWMx6xHtjFAiSxr20mbJDnZP8MembVrvrppvoSAbbA0l3qlSWp9uMd/hk2qzbF7LnhOweywGHvbNsnmCrRx3Uo7mJK2uJtpKUiar63+OKD/lpRg2d0zPsdtL/CcshnzI5Jx8JD/yrP/6Mtkd0fk3QZLc6mvNLILfC2W0fzdE0Dryv+alD0Ez/MInmvMofIfC5xtZNSdQr61CpU31sCzpKWUlMoDnpVO2+gioRGJpNVCC8s08X8zuYEx+UJnLWMy4y2NrYtYZoxyXF6jSUhn0nQbig5sJiBs7NShbTxAVxi1Z6/51Hc2mDQFVS1GzFUkHt8p9K4KR0YPgyQJ5xoskJVnuQdQ9jFz3H2VkpMpcOlyMg83C2j2v5WjJGfdFnzn36/Hn/2Hv8Ej9/4OsydHYs5X8znJvIuffvt6/PpH1yNq9lzU1lSY9joIKNpZjz2jpfrddgL2zdbjgO5+QJrOHpmzJCxvbi2SXSSfZjSXaa+uNvahhaNCwZPBt72dQF79UTZnitS4NNxx3YP47//Hv+D6bz+E3z38MX79g3vwj3/9HS4wxyFvTx6lEphpZPWNbFFXnOhRxhvlFGLtu95pGiZLoED992bTr36ZZdSOqZ9sVof6zjYYAGAWu4q0mom6sXJZIn78vZvxl//5e/jeN2/DKy98ittufAh//Rd/iZdffAynTx9gOcmnYeXofEyw45u0Z2szF22yb2srVi6Kxzf/9if4r//fb+OOX72I5x76gIvnB/DzH1yLP736Ck4eP8Tj6A/Uh/y3jbZt7qznIqiOQU7Tb3C9XzrL53RyrcVsLYCW7dmoyww6AvztAjOO7dra6XO6VE6q54T+9kvv4d//6if4t//ftXjs12/grccn4Yf/8At871/+HV99+RlOnz3CwN5EMKY6WGcPsnL42AxYpYu0Eyjz4NiCQPm5vQpp2lIW3c80TRvpS8npU3j95d/jv/3ZX+M7//BrLl5exDMPv4Tv/+v38KN//z4WzJ2P5kYtgySd19aXx4HyBmMzdhQrxO5+YBo/oo5WbnnYwV3H8PQjr+K//t//jP/+Z9/Cay98hucefgN/8+f/hvtvfwIbs7axrBSgBYR+ymIX+G2yF+cSLdCGzg6Sz179c4KZSaPwlk071AZjgrkiwzzFRJ3sNRMf6dS+s/jFv12PP/9f/xK3fO9ujLv3Nfz2lmfxg3/6KW791Z3ISM1mDeoPj2MbrV26K0XtGSPbJlxx3CZ95M28HJZTqc0G1tjAXtp52FwJZBMCjJY6kJaQgN/84Of47//7f8ddP3oE7zzzOa791+vxT3/1z3j+6RexaZNus1edA5PN+JN33vHuO1v5utkfAta6Q8uZJtqsgSvlRREr8J2//wX++T/9BHf84HG8/cyHuOXHv8Y//Nf/go/e/RMqKksppwUyjbrSrBP83QLO1fQ1xXzprne/BseSUHsaFfI1jVvNLQLQ8j9rCP1Xbgv1otN7bQTAWoDWXmjAwvCV+PZf/wL/z//yD/jtTb/Dm09+hB//j1/ihh/fjoXzl6Oq6oKpo5Wxs1F3BlF+e4eL/E8gVEwJjM7tqTub4/ijI2F/7LNjn8x6fGNIY4zxnKyW1C9d9RTpDo1XnnkNf/Nn/4if/o/rcP8vnsbz9/wRP/nWz3HnDbchPSWd9qAFuKb0L7DduBKcA2Xti4PLHcCq0xvLvFtnX33SKlbr2CPHjmHcs7/H/3XNn+Nbf/5zvP7op3j85qfx7W/8Mx66/Q6kJ61GQ719XoWxL+OIRmGnsT9t1d7AmCefGJgdLsrsg0Ei5qoU96VHopJ26tJGPUWkDsrRSPBczRT5O+dzrq+Ki85g0vhp+Ie//J/4h//+fbz424/x0C3j8G9/9WM8f//LSFiUhLqKWpa3skoLLVzTK0b75jPlKduxt/vFfjxyDgnLHgJfspu3JX3XGBZTy1RvVGQywfMqA6RFtox+HtFmYrsVV/+DtdOT+/IL39awyrpSucdKP1Yu275GuORlLv9pCSqS6ZJTNxE8JxI8nzffRSpto13f7NZ7MfbLdDls+6er9xqrnVyna41l1zgWYCocWPCch8/Hz0VpqQueJYdO3tm1UCc7b/CGzSVLT7b+/nlkyLYmDQs6K4ZKfqbxnx5G2y75mebGhnriBwFnAejG7iYDpqURAWjdwdbZ0Y1rTB+509nB6bmzBXUcSNVd9bjACaKRSqnl/6quC6hBveFGVsGpilUpwLNl/bVQEJ0Wc5xkbJJUFeg8LivPkntbRk/2pPsO4T/qjYoA45iJrF38vnXDXtx+/bN44MbXsGH1fpzOL8aRrSewZEo8pr8Tic3J29FazcCrdRF136Hbgsx9Hf6B2RcrWNgQ2jcrtFv4rPKsU11zq9bWsDpkE7u5KOzg4qOtgwvETgtm2pvasCljE955+QM8c/MrmPzSAsx7ZyWeu+1VTHpnGvbm5qOxsZbdr+cCmQsWegvoKYRBZAE8BXMxR50BsZp8VEb5Am7qb/9s+9ofq78auI2G7aJGE5omE8miQS7m9852LA5fjN8/+jq+fHUWfn/3u5j97gL86bdvYfybH+LwgV1obag0MttgHtiW0rwcmD+crPZsYNfJmm5G4taaRuTEZuPZu17BK/d/gKmvLcQHz0zjonk8YiJiULAjD00N1DkXY+4JETmtQHNbZw3tLTsE1/uls70a4l4JFJt0nUQRU36/7ypsqRz9k8CmU/eT0hXryurw+etf4NMXJ+D9hyfji0cjsfKjDLx8yx8Q9VUkjh8+jJb6GpqxngFex0ofcmyRtlYOl6Uvd4oxY8DkDwVLdi00pD/5GH1LJ4V0ssAARPl2I86fOIpJ743HM7ePw4SXwzH+hVn46Nnx+ODFt7FiXjTOE1ybE0qyq9HNxTjQJ4JzcJl7smujvllXI3RykJGkiRpk1/ZtOYzP/hCGD56fgSeufx3zP4rH5y/NxYt3/wm56XtxoZR6UPVa5Jnbo+kTWk2QOjo50egk2hDawfqaC57lZ9I/ZfUFZ9fn2A/axTz3QJOjECezS49W4uk7XsC4u/6Iyb+fi49/Ow2fPTMTk/44Fxmr1qGymLZllTonZ+7GMfZV/axWrCbUHS8rzXRZX4LLfWmsvime1bJaxdgq1syxSx+z0V19ZDlO7Omxcfjgudfx+r1/wpdPzMD8N5bh+RtfxBd/+AR5G7eioryEdTi6GkL2+t7lsOBAG+cgXeesr72AxbOj8cJdL2HWn6Lx2ROTMeuNMHz4zKt4b9w4HNyzncOtiXZhafpYM/eb2supH91OeIFmoq7MhBxc5p4cqPNgrFgj08q4+q55RvWL6YM20+TK8voNtn0Lh/yTMxAXm6vmxeP9Z7/EE796FdP/EI2w16I5jsYhnoCg9GSVNTXJdSv1y0zRJpWkHZd70UD9LVj/A1jjyPi64lgd5dFPFhSz2Yrj313NXfjw5U8w7tZXMOXluXj3gQmY+MJsvPbQnxAbuRJVZZXm/LVIOhtI/AoubzAOkDcI2zqDxTU/u2sk9W3/3gLG6kl45raX8M7DXyDy7RV48/438fZjLyNrVSxKThfSp3T3JUvTtvLRdvpZe3cZ66oieK6gL2ouCCbvYFjOIB8T+2OcXdZrrAjY6IQkbdNVybhWSRfkfER/O3XgCGLmrkDYe+H45PnpiJ2ShU9e+Aofj/sc1YU1aKlsQWcT9UMbd5ifbxEc6IR6R4NZG9j2qUcT6+Rs/kDn2rG3vINl9Utx3N4D4Hdx12ckj/rPMU5VRC1IxJxZK9CkkGhSbRlz0p62seNzYGMhmE/0ZvmT7bv/WMls2ZbRyXS1rbUVS0pdJAue1xM8xxE8n/WAZ9lRx/TNVhcXZ79Ml8O2j/b5DNoS1dGX7AMY1T9+2K9WmmJN6naC51kEz+5t2/IJ64vGDlzP6CcksoJrybFH6pEzkrgmEAsym1Up13HuR9qo725AdXsNe6fLx63c2lNmzexnYzvTOIauMacJafW29mZz1rOBhc53VOFQ7UkcqT2FQ9XHUFC6H4drjuFsSynK2mtRQyXbX4XRkBpoOgV81YFn7ZOZHYzNb1AVZ+hYBh9yv6u5G3vWHcWzt72LV+6cgPyEU6jbV4f6PY3ICNuIhR/EoyDrCLrqWbEwnn4zo7pMe5qkORD7Y+l7QKyy7uBXJ7hhO/6uWifSFSH9RrGDndBxpgDz2y60YHvOdoR/FoGwlyOR+XEuNk7Yg9nPRbEf2agrZLBWfzsIvNsusB6BY3dB0cwqVJ8NjF1M0yTcyQnHvvpC+cFk7sl2YPfHGtzuE0GlTLWtyKqtbhW1bAI0QVpC5GrM+VMk1s3IxexnF2LbrF1Y8vYypISnoqOJeuKiv1u/BWbbvQOa1afLwcoML/sHVlcTl8/nG7A7aQ+m/W4eVn6YhozJO7HorRQseDcGO5P3oP0C9WPiI41Jk+rO/HaOc/lQp66idSng9dT34NlOIv5g3JP9OlNQ0jk92UwTEPsk+bipK6nD7A/nIH5SMuLey8byl9Zi0xf78dXD07EvdR86WliXfnBHUNYtUEd76jZwVsw+KWBLBvmc9TsbDt1pTUE+mNyDZbZlnt6uk0E1FIA+xsWVQIx78qiy6DyWTV6Omb9fiOzJB7D6/S1Y+lYC4j6PwVECUTPuWzkODOB2FyZ9c3Cf6M3B5b00ls30G7iWFtap+xNJeTkFmPJKNFIm78BXTy5G9tR8rP5iC6Lfj0PTCS5wnHUX3YsLZ9mHExOP1Trc3nwiG6kvwdu8NHYtK/9iAyYYy88tyx/sIoULRArU0qGrks74UXcobnFBBb743VSEvR6N+M/WIur3SVj8pwykh+1EzTHGD7qnzNneRI/ieGvXbwVVhY4Xa1/Ne9nJt1cvgsk9GHZP1tSRqwwrltorA1pc0985Z2euSMHijxcj5t01WPVqDmP1fkS8vATZ4VloOMu422EBg1/QQOEvnS/FL/tj9VM/EWvusK9F0j3pa6KS8eWzk7Ej4hBWvJGENZ+nIn78YqTOX4HOBhqG/Wlp5pKGftVqjtUVOJ0sbEBnaw062zQfBJfby731HYRlT2NXHmJ2tKDXeBdTXjOB23zDzO1iwLU/hwKqT1UjNSIdy79IxrQXo5E6cStSv9yMSc/NQdHOs+isoT3MWkAH2jpaOIb0O1tbGVkmC8amvMZWgMxBOFj/e7AZvKxU955yflB805ytkzXSlLLUXld9FyI/isLslxZgzfjNWPxKKlI+24SIN6KxN3MvxwyXnjzcHXJWUE87QTiYvME42LGBHOy4nuzED0e/hQXHsXJ6HKLeW4X4D9djzSdbEfXKYqz+fBnO7zrGIGDlb23jgrnDLLONXjpRzsP18CStfaQvjdVg7V0qu2NerDEuf1M6ZeZ8YfOVToDTVYvmhnL6u9Y8wOn8IiROTUTMJymY+/wyZHyRi3mvLGKcm42qg5T1AjtMNXa1dxCQNqCpVc+kUH/snOmLqzJeD7ayueN1aFhztu4Mslc5fSGcqTY22LlcKQLP0VGJmDu7L/Cs+oZyjiFrvS12dGLl9bNilWWVDwaeN2B+JMHz4XM+8GwugvjqC8627xfnoDIPiu1cKdkseNZ63V2jaz6lB9IMaWt24IvPZweAZ+uLsoMeyuu+KWGsk+Rs7SQgZqBqcX4i08xPXTexbWc1ypvKcaqyCEeLj6Gw5AROlJ3C+bpSVLRWmyvSAtO6Jn0NowKtzcFDENXAis62V2BH2X6kHszB6rxUrNmVjjRyxp5MbDu5HVtP5+FY/VnUUrm6YVcLlG5OZIwsNk6OWaIXGAEVZGVksdKCkJL7YpJuT2jSAlFXnhVrtHikGrWOPpJThLdun4Dnvvs2Fr0Yiw2fr8f2adux+OWVGH//dKRMy0bjKUYDzb0Up4XH6QKcfmvcyQm3P9ZE7pe9b9ZgsGyd3yQ7h7oLAf1Ou5V12rMvKmDzVa79Qjty07Zj+muz8Plt0zD/phgsuZMB+fYlmHr3LByMJQAwOJkVaYFtZlbLdunqhkZ7h4KcTbc/6EOt2YF3EbbC9M326iL1wpbEZlbgnrWvDTCaENhbFu/GuiWb8f5tEzDxxtmYdctCLH4kDtPunIPYd5NQWUAQJBuynICDruv4dWjZBmfLgXnDyzYwa42m9Q0aadPSbuQtLcBr136IibfPQ9STyZh4RxQ+uSsMSZPpX8epD/qiObFDFbTSVo311JiOZ33SUTCdXx6zXiOon5UuXdrfmeiMfSsXu7pvRYOF5SUPizYU12POO3Mx+YkZWPB4HCLvSEXUPSmIeHgx1k7IQbUmfplWNmqiDZyTAqzeLII0ybmTmep2LS+2YyCYvJfKdiyZRZfuz9IKsYsLJ13lMqtFDQhtu1Bzsh4LP1yNd2+YjYgH1yP8zkxMvW0RJtw1jYBmPdrLZRRVxjrNx+9bwTi4X/Tm4HL3ZGmkf6Zc+q9+au1C2r/uGD59cDY+uGkWJt2xEAueTMJX93AB/cxSHE87i64yW7aDwMfcvs1q5Gu6kcWcH+B3q7/gMl0au3aw9RpWt4wvcMM8uyTQOYouNLY1m6vOvnKMu6e2FuO9hz5nnP4csx5fwZi2HJPuXoJFr6aheF2tPS+i+Ex/M78AUZwP0p7PycT6zryh6ydt7/iHHSjyL13h0tZVLBsl0NoYk4vpzy3E1DtXYv6tWYi6K5v+Fs0FdBQOrnVf82Rr0l7PzvRkta1b3i/KZsz19sHBsfyccqm/1H32/A1447qPMeWuJQh/IAHzHl2CL+/6HEvfi0TtsQoTB3QXgRalZtQL0ArIci3TrR+nygku0k9xb50HssqwJtfe5jD+Mz8NIivDxDpmc1e/BzY+SDm6jByMbScbkD4rCx/e+xU+vnMmwp+OwcxHFmPi/eFI+jIbFw4yhgj3C4OpGzxe/TIuK2Y1xtTsXi9WOstbOYPJ7+egNvRwt+mA6mR/uLC04Nne6WBux1SeZCEAi/zTQrx/3ZeY/1As5t67GvMeTsDkR+YiPSwHFQfq0Mb1NZeTRjYe4ez0zcHkDcbB5A5klQvWhp8ZUbnRQ5Bkn5N7ziHi7VX47O65mP9oBubcm8x1wQJEcezkr9plh5yxBf2NetBM1mlOzDNDMV8Bgu3KWIHyDoY1HtwrYO5ayTzJWD7NONTNdWK3cyePTtK01DeiU2tvUml+JZa9wXnn55Mw/ufhiLx/NaY/EIFpz89A7ootaD9HWWVartk62zkr085tlF83sLuQjFJQDpbpobaB22jAzN75QShtp2EkNk1KD24UZyjmtBq1IAlzZq30gGfVwZmeg0N3FknkgcZet5WLsa3PZfd4tWW15Y9dtAYP0d32IgOeU9zbtos94Fkfle+bbZ0XZ29/Lo8lk2RjH9g3AWgLitVPpvLPfWDYl5/PRZkPPEteu8q3dpDsDrkVBrLI3fZLKuTaYQhJdiCrzy30/fqueoLheq7aGlDTVYlTjSdxsOwANhVsRNa2LORsX4fMLdnI2JKF7Qd3Yu/pfJyqO83IWItKVBE8tzSYM7UaskX1xUg/uhGpxzZgc3EedpXsxSEC6cKKAzhwbg/yinZg9e41WH9mB84TpZvzVnReXUXRlTvT1wEpZ6TJNYa0pwHpGiaIsErqi51DdKW4hSNFwVQnajsViDXxVXfjVM45zHwyCp/fHIaMt9Zh39Q92DVpO+Y/Fomv7puJbQvz0FFBOagyiWMGHdm+PkATAAdHUNbE4BVGJIFEPdM0CO3WSXOzydoo1ywyWZ9ClJ6OqYcamNutKFNHQwd2ZezGtJdnYeqt8xB/xwasunEt5l23Chl/2IKqHM70OunqXvDVcaqYpLqlYc3tUou6qWuN7q3+7AmLqpQjkNkX9UzzByzte9kOeBtm/DDXdyhZG9fShpidEb4Bb/30C8y+bjFW3paC5bclIez6KKybuBWtZyitFszsh61ZH2nPalBp7jf7CZamj9KU5/0ES9Onv3r95UXyEf1EtkWAWJMHZd239DBe/c47mHJDJFY9kYPJ13PxfHc08pccQ/sJHkDbdLCsHrotuwrIaI43ky/1aKvm1pBt0c8i5QVLE3nTRM6+m+yw+iLr6Hy9XQ7ocV8EMwrQWqzJb1hl0/lGRL+/kAuYSZh+80LM+1USfS0e4bcvxJHII2g7zsHl3IFvJn8ZV10Qc9c3kfpY07G1v/J79sXtgzfNluqdJnbKu7tq2ziXlCqwLIPIy7Wlslmu5GA9F5ip+PAXixB9yw4svCEXkTenIuKBFdi1pICYmxVJOG6sjtyPOzq09X+sJIG+ok+gr7hCitzvLouUFyxN5E/Tf91+ahbt1PfxtWcIxFZgws0R+Oq6KMQ8mY259yxH9FMxqN7EhWQlj5CvNdPSnkeLasGtOjhk+Y8SupO1byy7bPPMQR45gslmyP2qbE+X3CQT0wx3oZWx0/ymi/3QDQLqT1leJf5w83t47bpPEPV0IqbfshQTfhOFNe/vwIVcFlIscM+FcNy0c3HayUBv9E1Zfe26TiZ2fNKSRyhfojdNLApME9vyvhT3nwGIFMpc8ZRinXqp320x+zH1kZWY+Is4RP96G1bekofpv1yOlLfWo2a/7oww62Ujou2Dy649AuNsMBu57OSxHvtxfTbwozSNS+/Had9svWmWzHAiNs6ZuQ1/+P6nCL9zjTkRMOe25Qi7Zw6yvkxHy1HqQBOL+sS+N1MVHZKJE1pXPdvTCd2h9DduTFHXxjzW69j25B2zmaen0rN6e7JFd+JJvnPNyJyRg1d+9i7euXYix8xqzLgnClPvDcfRFUVoO8tCimsyayvXE6xDoVF1GhEkktu+mMV9rO8qYwp5DxB50yRjMD24zDJitaN6DTirZQ01/Kp4zTJO21rjRL+2FB//dDIW3bcGc25Iwmc/jsDsR5agYMlhtBZxPei4qETo2Y5rD2396ZZ6ymvZzbP7/jr8x/ZkYyAPi7x1OGncMCyYrNO7yhH5aiI+/NU8RN69EXNvzsZ49mfFcwkoySy26xyjE1tTG9to79JVX/qh3uHTwkwt4AwFtuVp0+QFSxPZNP2X2ux9JYKV9AUmmm5JBrEKOLrVAV3yOYqhvAv7GrH6zQ344HszEHlDClbevRaf/WwKZjwxHafWHUdXNXVUS27kweZPbejUtqCgrdbVoCErFln/1KCX3Uzti7xpYlFgmtgtr33FVCeuKoX/bCl9d6VhGGZciIrUbdsr0aixQrIRhnHZ/E5Xdbg0FLIFI+WJJZPaox/yuwWN/MYsH3im6PZp24k4cND/ilcbF93P2JjrRTppoW8XA89fjL84eDY25M7FWPX2TcpUIfEQkpxcwITVdnBQNfBTxzhXQyh8qr0Q289vRc6hbGw9sgX7ivbj2LnjKDx7HIdOH8HBs4ew/uAGrCtch0NNh3GWn2vQSeDMYFDHiraez8fiXYlYX56HUzjPQSxPdSFQPSpaz2Bj4WYkHc7BzprDOMdVRjVXGe06zWhW5hfVyiiRawzr+H7D9JY10MgKXL2YHqLfeXZx4dzZxq2uIgmcVHTgYOp+cwUt/OnFKFp5Hs2bG1GVVIzo5xYg4rlIBrFTdp1dp1UZHU6/D+SC0w4OOiwbsFuHfWmclLQNSPOV96TZPoopLFO8pF4rx/pRN+f4DrTQduY2MWWSzZXnpFxMfn46vro1AkkP5iHm9m2Y8vOlKJxXCuhBzufJumuVi5XOZgYALRj0x+N1ZlfBpCcrwLCcT27JK7ndPnjTdCZSZdVn7XvZ6kFBR7/7E1RiKhugPHJBbjXhaIxoTjGBgfpOm7kRX/5mNmLvTEXcDalYw4kl8rrl2Dptp73bVotlHiRZzJlQVugGSKtfdz8wzctKc8v0lyYOVoeb5i3P//Q3PelTc7UM11XegZ1zc/HWd97GkntXImccbfOL+Qi/fxFq1rIz51iOQ7ad3MK+yx7sGDrb27gu0spGHXUUxras8rysNNd/AtO85bUvDkZGcn50VtuCZt3s0sqYoluyjKOoOnLjCYLndxZh5m/DseShJCy5IR0Rv4jB3FsiUbauzN4ZV05D6ucOnqb5jSxdyQvc28/0sCr5hK3eTjTuQWK3D9p604OliZ3y1J9E9ifzn1b75veV9hY7TSSi8iMtWPL2Wky6LgEJtx9C3G/ysfzGHKSN24TzWeyPTMCiMoF8TdJaVj+szvxprj8E+oq4p6/0kNf33WXbP1PWGWO9YohJV/utaO7W7+DobJTzaHohwp+JxszbIjH7+mj62xZE3BqNiKei0H2G1Zppgsdy1awHNrXpd3StDewf45v8VVezqDxz26HaUjs9WGmKSL3l7dkX7ZOt4X1fDfG71YS0p5sR7akajWZTnP3okpxspmZfDV694U8Yf/c0ZLy9BWE3R+Gzn0zF9skFaDvKNmXSOh5lFpm0gW79pp3tb8FoawJYsTWiWMGf0dTXB68fuX3omebXPff13aRpa3WkE7Ru90wPTAcomOZa5rMQc0hM3rryIGY+shphv0pH7A37kXzLAcz9RSwKphwzsUAXEhUPpRtzxYTt9IilZmvTJAMrN6Xd1v2sNOVZTds4yWN9+162bRl/87GOUx/t8W6aZGjXTzEEfAmeMydtxns/nY6MF45g+V25mHdjHCLvXYRNMzYDusuBw053qtpXVVnJ9K9bd+WoDprB+B7tYk5Iq390RMNmX2myl6N3sc8e2rpplJPVGXVTLQLo1le5YHQWmeZhdCwk/OTDUCI9Bpx6ry+qw5qv0vHlXdPx+Y0zkfC7TCx4eDEm3DIJjbnsBMFZdznbbdBAYXtGRt3OqkWpWJYzjZPVWQrkztXc2KDU07dspjdNrMLaKs/Lbh5JX40L65+uPFdSgjomUVdqU2IQgEW8vBCf/3QGUp7MxYq7NmDij6IR/sASnEo9a2JbV0snWuoJARkjpcf+/E1sGw6UV+zmXSxN7K/DZ1fZqg+bmuKkk7klmDcuAZ/+MhqrHtiD1McLMe1nK5E8LgfteazPudlDJ6G5XGNt9G5jfxrXnDFhohYcrP1ishl/70s26YL5ql+epVW3rCC1O4fbBNtF2xzZqE+F6SbV+Y1IenMLviT4X3pDFjY+uR9f/Ggypv12CjrO8GCKDL33mWOkg4iujWtXxcpGBohmyqH1oKRzXcw9IWHimstGAFcIsfZdAd00cbA0sVte+2pRPi4dqD2y+ei7/F7tUf1N3VgQGU/wvBwNjOEqq3lRY0TP62nvVD1KDWwzmGxe3Tu2MGnaOvZw2B7rsuoQSyZXU1o3y4dpORZpN37AXBZJTF6P8Hmx2H/grLmzVOSd00dirg+e5i2vfcpOxRutMyba27btb57Vmmzi/82z/1VV5un/xlO19qEdzJimhKxSJ6YuxiZs9UmuLfstdGmkKmUHjQG2L83rMWC1RLBnO08h70IuMgpTkXU0A+dazpm+e6mqsxq7i3cj+VAi1hZnER8X4hopqo3R4fCFQqw+shZrzm3FjqaDiNywEAtXz0V21nKkp0QhNTkKW3avwd5SBhii79SizTjEmfkso7/uFzfnyczg6tno2CDXGNSaz4HEvWWVYQfWBfWVq3pd0nCJuOVI1n589OB4hD0ThQubOJOcZLxaX4XFv4tGNPncJq42Fez07gfd4mieYz+yOlNratXlXi5KkJKXuguTX5iF8TfOR8zDuzix7Mb4ny/BntmnAS2YNak4ZwFHWPwe1KNpzxeZUeHXEPW9MWI3pnPBv/yGBKy6NhHrH8rF4pvisXUywTPNNJbJtZeve1xwbQ/bgPe+8yZWP5KA3Ffz8NWPZmLWHfPQtIUrS12lVedpWM3vmvQtqRYneowgmQUy23bZ1xOJQdlazjQi8o1oLHhuGeKeysHSmzKw5MYULLhzMSrWldvxIhuJfUYNJNVp2d0bVjINSLHqhL9dUQPHx/J3N2HitXHIvPckUghoFv0sFet+twO1W7gSc2wzdklW0r0i9CXSqY3HMefJcEy7bhbCfx2FTS9txbzfhCP88TlcsZniZHVKZ6H029UGc3VmNEg2sFaxSw0fadeZnqr31uKNm97HV/fPwrr3t2H2LRH45EefI3fSDnQW0Z4yqYaJYrQWyeaLnE99EpsATlaF8mcd4PrB0JFq61mjehbQBpvPXXUYsx5LRcSNG5B6SyFSbzyIuT9ehUPTj4P4xxwiKcc8qWuMbWun7MTn1y1A2jPHsOSW7VhyexaWPBSPjTO32hMb7IzcTRpXv2QFQ9bwHgrQVQ/qL090sWON0/f41oO0kGZi08kGZEzJpn2iMenWcKT8YS0WPbYUH1/3Eep3cxKVO9WyrNzJ1KRxpC/yMdfP1MteLQwPSQRD8nfdW6g44GmbIs9/YSEm/nw+sp/bh5i7tmDqT5ZhwcOrcH5DsdU/D+1ynr4/1unczipE/T4FX/56GRIePoy0R09h9i+SkP7yVoJnKkP+JjOwO+pRr14NsVmkftene1StDCV4En2m0g65pqARCW9uxZc/icKiX6Zjx3PHMeGH0zHlscn2bhp3/lR5+qd5NRF3dcpZ7alvvjp7kNNAH7mDp4HV2UaZoxekEDyvAvG+h3SsFDLUcl0eSZqUNZsQEZGIw0dKx5h0/ZEklUf09ASdS8tI22teVVVRLkdySWVchxxgL1lMN7aMNnjWJR1dea5EOQ637UNOcTrST6ViT/UuJG1LwqL4xUjOTMWarHTEpMYhbn08dpfuxoaSdYg/vgr5XXm4Rq8ZutBVibUntmDlwQzkdR7H5tq9eG7iONz221/jxhu+i2t/9E94/uk7MH/RJBwoL8Dm0jysPrEOu1uPo6i7ArVddcSBehCROzLHGrnGkFO4E5G4t6w609LU2EYnqUFZcRUqyi6gsryWXIeqCsvlFTUorSxDSUUxKqsuoKaiCTWlTagrakLB6oN4/46JmHB3BE4sK0NNxgXsm1OA+Y9HY/aT0di97CDqT7agtrQZFedqUV5Wh8rKRlSWNQ8Nl2vbZJltWG5BBbm0vAUl4ooWnK1sxjlyaU0ryqqYVtyMstPNqD3XisrCRmxcno9JT0XjixuWYNWDe7H8Pg6eX6xCytt7Ubq1EfVnW1F3phkXShtRU9lAvTRQZ43kJsNqvyqAqylfhfo9BFzOusrYTjl1X1lGHy5uMlxTwvb5/Tx1erqmEcVVzaimrMlTtuGzayMQ8fM4xFyXicz7c7HwthRkfJKLiiONqCvvQFVpK8qdusUV1GUwdvMvxsGODeRgx/Vg+lVJRTPO17ThZHEdSs7WoLawAVtnbMG7//4eFt++EhvH5WHmtdGYevN8HFtVhNrjTSg71YCykgYUVzTi1Lk62rgO1TXVqKqsoI/Ip6U3x2cul0ssB9qnlP0roX2K6R/nKmtxjmOntKoBpSX1KCuqR+3pNrQQG5fk12LGC4sw48HliLg7A3N/lYVFt21A5D0JOBJVhJoD9LfzLbhwjno4yj7QxpXUSZnTRin7UsZ2DPN7WVkLmX5t7Cnf7ynbYFh+Uca6xOrrhWL6XEkd/Y2+zzFQyj6eraG+q5pwck8zZo1Lw/vfXYLUOwqRdP0+guc0pDy1CYUxxag5xePLOc44FoP5RCD38ok+OJjcgRzUfh5We7LRuepKnCo5x9jWgH3phZj12yVmwTzr50uR9dROLLglBpGPLkX1jnrUnW9EdWklzpUU4XRpEY+vQFkN42RZA8d8C8f+wGzgj1cX4T79TWOF/kafL67mfhXjAOOr4lJdeRsaSjtRf6YDBxNL8dp1E/DRjWGIG7cW4bcvw5fXzkL6uxtRtvkCy7QyDjJenbvAOaAc5ZXl7E8FSmrKUVJdwf5Vky8wXXNBPbmB3EimLNSfkdHVqbsfkOaVPRiXkYtZn4nR7Fd1aQN9rY5+x+151iEdML/qXAvSwgsw4Z7VmPXrdUi6qRCJ1+/HnB/HYsuHe1B9gAsExsBTpfWM/YzD9DmfHH1wOeeCizLbD/S/wbGdL2qq6UPnKGt+IxIZkz/8WTSW3rMP839F8HzHVix9NBNZE7ai9qjGncpzbF9owQnO0UfPlHLs16Oa6RcoWzV1V0UO1rdADqZ7Lyt+lJe2MZ6QOWbLNR7pYxrv4hL5Gm10nlzMfpQyXpczJlQzJtQz/pzPrUbsxzn45NYIjL8hGvEvbsK8+1bhk+u/QlFaKeqLWnHhNPvDvlefr+U8XI5zZSU4X1VKH6a/MV6XVlSxbfobfbm8jP5GX6hg/WI731+E1Q/Zqx+uoN6qzrfSt9qM/sora1BcwzFdXUMf5FzCtNoSzvlH2jD36Vh88dNliHsgHxG/2owJ34/HosczcTj+DC5w7qk704IazsGV1EUwnQ6WzRi6GAfrfw/m3KHxRLvV8vvh7POYPy4F43+5iv52GFG/ycf0H6ci6blcnEu6gLrCFlQXWX2XX2jFOcb306U1HEsci4xr1VwDVZ6l7rgfvD0/qw/BdO9yGbmE5c5yvIrlVzquhrap5dynmHTBxFrZox5nyWWM1VXsS11ZO4o21mLJHzbh4x9FI+rXOch+9DDB83xMeWQuqnc3oP4w7XeCXNxm4mEF6z59nj5cyfUf14DFzvqwlH0x82YJWbFb8tOWhs2+v0++/YC0QNv1YpZz14pmnjPzdKttT9+ZrvhWqbVqUQtmT8/E1ImrcZZr5yrNnSaPNtHx0r0ZB9xqfvbIEUw23/5AWOWDHGNlpN303chA+2kMUX/ltMWKFVsxY1oatm0pQSn1XUmZKwY43w+EfbJ5t8HStO03TfJSp9RzBeNaeTljMNfO2pfuKxn3ihmjVizejQ/ejsLh/eWopr+Ua3xX2vKGWZexKeNTRVmtwUnVlYzJ3ApwC0/VVNejuandgmdBrz6hoovXhgE8t3C3o9s8aFK3bJejGDvrtiH5VDxyL2zFya4T+HjeJ7jpkVtw3W2/wfd+9gPc+ejdeHvyO9h5ZifyG/ZgxfHFSK9PteC5vK0E6YfXIaFwHfbhDHY2HkLUpsX4bNbb+M53/we++U/fwOLFk7F11xqcbz6H3TWHEFeYjU0VBTjbVYWqjmq0dOqJoJKuT42MIrnGCA6e7e9wzC70cIYTx08jNSUbsatSkJyYg5SktdyuRVrKBqxJ3Yi4pGwsT87EivQNSMjYicTEPUhbVYD1y/Zj2YfpePkH4/ERF5o5f9qLre/vwZpX1mHufSsx5b6liPl4AzatOoz0+L1ISs1HfOoexPP4xPh9SI7b3y+nxB8YAKvcXocLbFrcQSTHH0JiwiGsJiesPoQYgvyY1fuxOuUIVicdQnwMj1t5BDmrTiI14iDC383CB3dHY+KN8Vh8Rx4ibtyMr34djyXPb8Da6QexZfkRrIvLR1r8dqQm5yIpeRsSkrYjPmkXWX3a24tXJ+YjOWGflekiHKz/PZn6Yh+TE/YgNX4PMmP2ImvVXqTHUperdyEmeSeWr+E2ZR+SVh7Dp8+sxBs/nIXFt+Rg+W/WYelN2Qi/IxnRf1yHlEVHkZ54gnUdRhL1N5Kc7OEeeeyfODGuAAmJBUjMPoAVSbmIXboeWdG5WP5mEt753ueY8avFSHh4M+bfloKpty/B6k82YCv9Ky2ONkjYgfiUXVi1ejsSaJ81aRuxJoW+vHordZzfS+eB3FvnQTiWvhV7qDfT5xJp64TVeyn/bsQk7MTKuO30td3s324kLMnD2lXHkZ9ci6xZhXhPDzy7ZQVm37UJYb/Zhtk3b8bs+zOQ9GEe1s3fh81sZ0PyQaxevgNJCQVIku9STxo3iQkcSxpPYukt9ij5BLkQKbGH6f/07cvk5LgDbOswxw99hP1Ki9uJjPhcrOFW/YlLysPKNTsQm7wHK+fvxnv3LcK731uM2FsPYOWv8rD0uiwsuj8Fqz/ehhz6Y9rqI7T5QWvrIWD5TzC5AzmoDT2suhIS6TOpm7AyaT3SVxcg+pO1eOc38zHxl3GYe30WYu7Nw7ybMzD3/iRsmHkAm5YXIDtZPpaDZQlpWJnIuSQll/razbF5CGuos2Cy9OIgPhiMrc+57Pgp5U5MyKe/0e9X70Z8suLQTsTEMjbRL3KSCrGJi/tNS88hZvxujPvpFLx//UJE/3YdZt+WiKk3r8SycTnYMOMQti8/jvWx+5Cxegdj/jYkpmziOGLcT9lM3sq6FefyGM92k21cW60xupoxKSG4zJfKyeS4xP1YmVyAWMbT5ITt9LlcE9/WxBygb7O/HANJMYcw+fU1+NMNizD511lYcSP97bpdiLguGSufz0DW/L0c8/lYlUj7rOaYT7i4nr3+0B8H+uDgWDrbyzlkJ1JW5SKVY+erJ+Lwh+9GYuG9RzHvhn2YcwNjAmP1olfSsGERfY2xLS2V439NAVYwli1fvZ7zyxbWtYtj8iDnVvoF5QvqY14O0vdATtaYjz/BWHqS+uM+dbg6kbanb8m/4mibuKT9tNU+xHGsyBfk9+lxe7E5oRCps/Ix4fFVePeGJfjilmQseHQzZt6VjAm3LkbmFwewY8kZZC/aj9RljCf02dSU7VgRl017raPPbaavbWFb21jvdsY8xhrG0aSEPPIu8h7KODTzaQrHUeqqQqxZdYq6OcIYwFiWsoXz53bEJNHHaavsmBPYEHUOn90ei/d/EIuIW/Mx+1e7MZ0Aeta9GUj4MJf2OchyXHes2sU6Od8HaWuwHKxfgRzsuJ6sdQP1xrGdk7wXy6as5TonEu/9YgUi7zyI6FuPcE5dh+iH12PtRK5zlnIuXbELq+N2IyWD9k/fi6Vx67AqdjMyUw9xTNLXVtJ+9Llg8ng5uDw9WXqOTdKYly8VsN4CZFCf2VxfZnONkxmbhzVccyWu3sIyW5Gwhn7IOJSRdAxxYfn4/KFYvPvTxQi/cT3j9B7MvDER0x9ciYwpBdhOX9u47KSZfzITjlEPBxFHfaxOOsy1G5lxenXCEfqv5ibF7EOUW/2Sj2m9IB7K9ZvWg2J9P0ouNO1qjaiYkMLxlML1auzSo3jr1Ti8/vIKxCwuZOw7zjzqnf5vYof2aQetc4PJcnksvxNrLe3nZK5BFOtXc55INHMQ19GrqLuYQqQlncf4j9Pwh5eXIzxsL9OKeAz7xvJDxcFlvVS2OkuinVNXH6VOqXfOnSnEI8YunLtT4k5R5yfw3uuJeOrh2Vi6gHGCvpPItX9qUr6JQ/ExjN2yAfWUGLeNaesYz4mXUteb7er4dPpVGjZu2I4zp0vMazBFuvos3OViLz+5eM2WGxJSlS54bu9GS5feGKUHf5ViY+laxB9dhcPdB3AKJ5GUl4ypC6fhujuux//7l/8Zb3/+LhK3JeN4/XEcbGGcP7sSK88vxTV6R259dxWyD29A/OFMHGNlx9qLsXDjMnww8w188zt/h3/85jewLCYMuw6vR2lbKbaX78OyA6nYULYX57or0aT75PUbsCsYPLvU0NCCfQUEk3HJWLxoFZYujsfCqFWInL+c2ximxSNiYSzmLI3H9EUJmLkgBeHzsrA0YhPiZm/BlJeW4oF/fA2v/WA60t/YjW2fHcT6j/dgERcy0x6LRdgrPP6LVETMSsPciEwsWLoB0Ys3I2r+RiwUz9vM7SZuHTb7SlPeJkSHb0T0PHI49+fxWLMNSJuX4zAnASc9inWII+cTaEVsRjjlnTN/A7d6pD6Pi+AiZEEeYubtxZJJ2zDl1dX40+3h+Oym5Vjy6A4sfzIPsx5MxrwXU7Dis7Xs61osC0/FgnnxiI5OwoKFSZgXRV6whvVlkrPJOYbnLcg2HMH9qPnrrYzqh+mL2wd/2kLK7O2z0YGrE5+OuI1YS87B4vk5WDF3LVbOzcHSedmIWpCB8IXpCFucjrmL12JRRC7++NAcvP7LMMQ+sQXzrl+NVY+sx7yHExH+pzVYtiAXs2ZnIEKySRdsy3AE5aG+7NZN09aTpu8mTVu3fB9pQepYSFssjCR70rzlo8jh7N+0+cmIWsVJe/l6LJ2ShOnPL8CHv5qCiHsTEPfUNix4IANzHovHsg8zETtrA+KW0t6LsjCH9ohYIj9Lo43iMZ9+HBmeiEXz13l06my9+71079pDW0+a4S1B2PZlQeQ6RC7IQWQ0bb+YbS5ajyULN2MJbbw0bCtWzyrAso9z8YcbwjDhgQTMeYS++QCB6EuHMfnh1Yh8Iw1x0zZg5ZxsrIheixXqV9Q6+tJ61k390H+jI9QX+oL6JN8JzyXvIuexn9to/03cbrZs9rcEpGnrSdN3k6atW36zaW9+pPqUzbQ0LJmfikUc+5Fsdy79e/Yi+lt0JqaMX40/3DkDn92wFGlPczFw/y5E3ZyAeQ8sw7IPMrCC+ong2Izi+LP2dv3Ctb03TVtPmr6bNG39viL/CZQ3WP8W8rvfzgE2ZXo0vy+grSJW0p8WJ2HZos344uWVGPeTKYjiwn/u7esR+3g+Fj60CdPui0P8+G1ImKM2UxC9NAmLYtYgfFEyZsxhfzUW5Qfsr9Vp/7ItcmRwZentg06a+93HSpMu19I29DXFmqhMxpx0+kkmx/RaxoiNWDJjM2Kn78bSj7fhuZ9MxPh7ViL6mXVc+Cci6qkMLHw5Eys+WI/EsFzEL9iMxRFpiIxUXEvEPMa38IXJ5DWYRxvPi2JsW7De+IPipzhS/qh4e5H41jN+O99Nmra2/ALKOy9qA+YsWkd9ZiOa43gp5Vk2j+MnfKuJCwsW0FY87s1nI/DW3RGY/QDB8727kPnkIcy7LQYLX4zDsq8YC8OTEb1sLfWylvIxxqntPmTT+FlEmy1i+4uob9nEsNl382xaoA9e3GfdNKe8c8xC2mfJogwsjmT/ZqzF+CcW49WfzMPCx49g0SNHsei3uxDGWD3l6UVY+lUKVi2g/sNTMCsiFYtj12FJfCbHXzzmzU3G0qhNWBa1zfEJ9cfv237fcv2e7bv69+lBW3/aAvru/PnbOU/mIpy2nheZRb9Ko23oB9yGL8giryWv43fGumhu56ZRP9lIWpiHJRM24NPHl+Kz++Pw8a1xCH+C9T63GZMfiMXStzcjZUY+Vs3cikVzcjjW1mPxUs6b0Zxn6WsRi7hOWMi4HZ1Oph9HyQ84rxteS1YMGYr5VPbdisXhO+lbe2mXHRw/2fT1VDL9h31awL6vmLcTMVPz8cov5+KDX8VzTXAc8+8qwMJHCzDhzlgsfjsLyXOp+7A1HDtZ1MF6f5u+tjxymDRt+5PNtZ+b7ymnrXe/Vx1uvW4dDkdIj0lYsSgN0z9YgtfvnIIPb1mG6N8eROKLxZhxezZmPpSI+E8ZL+iPMVHsB3VgYvyCVHIi5kelcW24hT67lTpm/YHtu21dimwcF1EcH/M4HsIVx7i2WRTONQ3XNcvpH8vncp05bw1jJf1jfixmRcYgakU6IhdnInxuBr58OwZv3heOT+5choiH1mPVU7sw+/4UzqtLEP1mJpKn7eZ8uwuLZ2xE5EyuDSM4Ty/MRWTUVkQwDkcwDkfSD6IYX6INK3bLp+Rj9DfDQ7V+0778V2vCjWwzl7yd8WmLiVE2nTJSJ5Gzd+LZx+bhiQdnITJsD3VO5hhfxPi7MHIDt+wHZQ+UI5hsPce6892kaeuU97GTZlhraT9LNjN/sx+LIrcx7uykXbjeiNjD/YN4ZdwiPHL/dHz+sdYl+8jq2wbbV7anY6OoD7t107T1pOl7r/L2ew953e9uf4L2z01zyrtp5CjaWX2IjqDeOW4XKr5wTaV5e2H4HsydmocXnliA26//DLMmb8PyhfnUP/ECcctirskWMNbJBtHSB2P44ugErsFXcF20DPPnLSYvwqKFK5CethaFx4rQ6jwd3gXOXvxlSd+HATyrWUJUXXkWeG4gfK5AGTaVrkfc4VU40J6PsziNpB2JmLNiDu545A78P3/1n/DexA/MW6f21+3Dgc4CZNZwnjq1CNegow6tHdXYcXw7kg5kIa/uMLLPbMNj45/Gjx/4Af75Z3+Dv//uX+D+Z2/BlMVfYmfpbmwq343UkxtR0FCIkq4KytREoZooVKsj5Vgj1xj9X3kWt7d3orqqFkWnzuPUyXM4c7oYp06cw4nCsyhyvhedKcaJc8U4dOosDh8/j5Mny3DudCVOH6zA0ulrcO3fPYx/+Q834s1bJyNz6jZkz9yOzx8Lx13ffB6/+ecH8e64L7Fr8xGcPFWKU0WV3Fah6ASPN1zlbL1s01Sm6HgFt+Tj+u7ZevZPnSg33DO9kmls62QlCsWnKnGsqAKHT5bjcGEljhdW4eypCzhPPrW7HMunZeDhn76Cn/yne/HH30xF1JvZeOHGD3HtP96Nt1/+Annb9uM0dXSw8BgKT5/GyTPncLyIujhVQj2VsU1yIWUQa9/97pPJYZ98PdOC68FlJ4+ynyGfPV6Oc8fKcZ58lu2cKirDsTOlOHi2BEfOluPEySrM/GQ57vrnp/DoN17A7/7lLSS+noXXfvMBvvmNH+PFl97Glj0HcbKoHKdpjyLqx8+0TY/vfaW5PNDyNu007aA2te2Rp+/s40nyMfZxH33v8NkKnCupxql9Z7Dks5W4/+8fx9P/9AfMeGA55j9FwHb9J7jru7/FH595HxvX78Vx9v3QyWIUnivH0dOlOHqiCMdPnmbdxWyPOlb7Ro/O1rt/UjbwpPvs4bWL45emL9r3MvNZ1ym2I72ePF2B42cqceQ4fZ59O1dUhTPHuKXfHd18Dm89OAF3/dNzePBf3sCkR+Ox+M0NuP7vH8Yv/ukWTP9sNvbsKMDBQ8d5/FkcP02bsr4T1Jvql6xnjM9wS186wzrPFFaTa+gf3KccPXmgaS4zjzKf4Hg5pn6cLqP+StlmKW1UTp1W4Aj7ePhMGY4wb9umQ3jlgffx4/98E37/L+9j0YOxCLtrFn77z4/gru/dh8lfzMfefUUoYn097e7qciBpLjt+RO4hb4/v/rRg9vOmqa7j7OOR86UoOHkG585WYl3sLoz7zXg8+Hdv4MG/eAPLXiBgfCoZd/zN03j13o+Rm7GP/ShB4dlzKDxfbG6j3X+M8YB+e5L2OMn4Iv155ejJjmxiyeHbOj7YI4/xgfsaH2bsuHkqSz51Sr5GmygGFJWikNsTlMPEFMafc/SL/NQi3P/dF/CT/3Ib3rzxC0SOi8PnD8zCo99/ES/d/iZSFq5nOcrF448XlXDskM+UMKZoW0ofUN3ljKEVThy1rP1Tvpjmj2XB4luPNG29+9IZ+3JU8Zlj+Cj5FGU5w7h6lmXOHK8ycdyMKcowY+IS3P69J3HbXz6OT385C4m/W4cXv/Uybvnrm/D28+8hJW0d/ZNxmXrxtR1MDietp48Eck9f8fpgT+4vzZ8nG546RX2eOI3T1O+p/aWY+dZi/OavnsaT/zYJ7163BLPoa6/f9Cnu+Pa9GP/6eBxUrD55HgdOnMXRcyU4UXKO+4WMk+dwrJA2p52NPwXI62ebNpD5VPG3kPIepX2PUt/G9lwDFJ4+zy1jKv3rKH3hKHWr2CAuZGwoYrp+YnN422mEvbscD//odfzqv/wWk367HMvfXo+Hv/0qHvrh7zHvk3gcYJkztPVJ+u7hE6qbY4l+Jj7OmHJSzHbl15ZZ1uFTGg9GVod79MWf1r9NyfSp08eryRcoRzV9nf5n/F39Zaylnc4VVePcgRq8fOtHuPb/fRy/++EMTLonCfOezcK9//I8fnfnH7ExcQvbK8FZyntGY7JXW33bIzgH5Ll1+uzr2e/VnntszzqK6G9nzpxlbCvGmlXpePrm3+Pa//ognvn3iYh6cRs+voNA4W8fxUtsv5lkAACt3ElEQVS3/hEpi9NwbN8pnKIODtOuhzh3Wrtw/LOu46zb+LF0fNmyqS6NacYvxbETlJPrmbOF5GPOlrot4jqrsOgMZTmFA2dOcY2jNWgJNubk493np+L6v3sEN/63JzD1kWX47N5ZuPlv78eT176MBZ+uxNHthAeasw7Tb49UMUZXM8ZVGfueoAzyd+M/LsuPyL3XlH7funR/s3nq6ynGZvnwKfqfYaaf4vFKV750e+RANaZ/lYZJn8fh0D6uTwsvcD1ebWLgKcOsT2voIHJcNE1b777yfOzJN333syu35rdTGjcnaygr+QRlO1aHaAL7iV8mITvjBL8TT1BG2y/p0t1Kdud7sDRtvfuevKB9CZambY80Z+vuk9UH6U9rKc2fWpeoHROjj9fgKPW/MCIXb7+2ADu2nMXZolrms8+nqXPGxRPUx2n5ENs7QR8t4prz1EnhpTPcar15BmfPnEdZaQUaG5qg174ZvEUIZnGXxWF+0ncXow0hOfBPD37UbduNhM9VqMTOKmLfgwnYWZ2LUx0n8MGc93H9A9fh+9d9D9/4t2/gpkduwlvT3sbak2uxp3kXUs8lIa08RU/bbmRn6nC6shA5hzYg48RGrC/fgTnZ0Ziychrmr56DuTEzMWfVTMTmxmJr+U5kn92GdWd34HjrGZS1laFTr9Bob0F3+1j9zbNIcl0cPIvN6yLsyZFLpvwdx/D0Q2/jf/7DLXjqjjexYMIKxM5Kxpe/D8NTN72K3978LOZPiUBrnU40jFFqB7al7cAzt4/D3/yHb+Pabz6APz75Be655Rn84Du/xMuv/hF7j+xlQftgIT1B2Rw0xkhPrnSHX3rCejzws8fwkz+7Frf/1d2Y9NRUPHvTC/jmP38Lr77zB5xvKHZKjk2Sp+reDkN047XL1+Oubz2En/7fN+L5H/8JHz8YhhduehN3/PR+vPnKOyg8XmSK6jix3FkPURpt8lvET5317Zj5QRiu/8eb8Z3/9Es8fu3rePeJifj1/7wRN/7ieswLn46S8mM8shH2qd16Qufo98VLrp5F5eWV+PKdCfj3//I9/PrPfoO3rn0THzEW3P8/b8JtP70e4fPmobZZD9cau6RnlrsR6sT+8/jkxTD87M/vxL9c8zO8e/tkTHwyHNf9/Z347a3P4tQh62t6Kq+ecC09KNKODfJaxlL50XI8efOT+Jv/z9/iur+9AW/e8x7euPdd3Pqdu/DKo68if1uBU1LjZvQ8Te0qql5sCZGZtRZ3Xncf/uF//yYe/tenMOPJWXjy+w/jR//tm3hz3O9x6OgB1jF2LBKcnPmjvQur5iXges45P/uvD+GWv38eb90/Ac/d/AJ+/W8/wYSP3kdjfYUpKr3YF+208L99QJ1/Vh96svWqBekyuFU051iy+m6rb0ZsRDxu/M69+Ov/9dt49rrX8cWzYbjj3x7E3T9+lH1NRssFrZtsjU3d7aPmb70peB8//+Mk/NP/+QN87z/ejGd+8R4+fZz9+d5dePzWe7BjQ7ZTaiz7mzQsf+nA+aLj+PSNz/DtP/8Zvvsfb8OrN0/E63d/hlu/fTuev+cJbMnKRnurnhpmybWNeiePHT1bKS5p9WVfMyuqrr2AmEUpePK2l/DDv/gN3rzvU0z5/Uw8f9tzeO2xV5G0MIG+ZseJKLh1xx4JVixbko2oyKSAB4aNTdKTynPW7sLSZdk4dqzcSb2Cif3ZsO4Ipk5ejJLiy1u36IHM7e0dBkCrXou5+K8H6bu8c4g9VItgDlq1p3mjhaOnDhdwrOEIcgozkXUsA/mVuxG3OQZTF07B3OVzEBUbhfmx87F07TLkledha9kWpBxPwt72Xbims0Vv6G9CKwF0wdn9SM7PwLbKvThHRK4Xy2gxpMfZN7Opoq4z2FKSh7RjG5BXtg+l7RWoba9Bl17s10EPN684CFTEWCHJpZAndg2jNAHnLseIzKVR29s6DYB2su2T4dx9FuroYLhqbzKPdtfrl1pau83j6UX1tc1YvnANPnp9FhbOSsDGNVuxa+1e7Mzag+3k3Rv34PSxU3SeDrS0tbAdLjZZh3mtBrXdH9vH+vfPWki003JiPS1XLz0weZqUzcSs6V2vcNEzFrnooO3NEzW7m9HR2UI5CLE6ulByqhjpcel473fj8cJDb2PSB/OxeEE84uISkZadhsNF+9HYVY2mrhrUtlWipave1N1t3lNFRchJdZbH4S69OqRLS1EtrnvLHcjB+t+DpS/Jqkil9gw6lC31yH8t4vUg+nozQAQaTx47jdXRa/DlywKZf0TEJ9FIXJqExIQEbCvYhMrm8zxKj+j3v/JoJFi28HNgvt6MzTFIuzWxr43UrfFeLjCLDp1GzOxEvPf4ZLz5wGSEvx+DtKXrkZ20DpvXb0VNbS06WL6JZZt5UAv11Gb0L0WJNeH2zwOyA2XsNDq2rGPsq7DoAF3yOfVLb660b6/UMxasX9LO3TyeZdoam7Bn006smL8Cf3zibTxz52uYP2k5EpYnICc7BXv2r0d57VEeX8taLqCurYr90SsVrD/p3bf6+Yneg9tNf+7Wa4PYdzOu5ZOmL5fPejGaoqFdsKte+Ru1SZfXa13VQ+VfqK1G3qYdiPwsGh8/9iU+I6+ctBTJC1chIzEJB4/sR30r7UMd9LT34Fm2CCZzIPe2X2/Wu111VrapsxnN7Z3mCtrWzN2Y+9Ey3P/DZziGZiKDvrZyTjySV6WgtuoCj2PE4RzS1N2AZs4HDe2N5v2wlqQpjcLgMrkczAcDWfFMb2js5NjWVq/KsO8+lt8x1plXCOntD4zP7IWe/K1y7fSNDvNmBB5ZWYOkZXH46p0vMe7ecXjv2Q+QujgdcQsSsCFtEy6wPyLNfg2dDWZrXy5ix5/mfbMl9xxJesK328+e8exSWTaVJZqMNfQ6E40l+rPiqoYWG7ee3YbT5xnb4lbjrRc/xO/veQcLP1mJJALQ5XMXYH16Oioqi2kLjZGByRXMJ4JxoA8OlhUXdGpQ64i21mYcLjiK5fNW4/M/ROPZOz7C7E8WY/WSeCxbEIWd29Zy8XXBjO92rjf02qAO+Wp3LXun+nR6TvrqLW8gB+t7IKsejWnB8xb6E0c326thei25jqy5k5GB3EwdN3IebOac2NJdxeMbuC6oZ3/2Y9HspXjqznH40xMfYmXYaqwKj0Py0nQc31+Ethb7mhfF5ybOwS2mTT0J2XqTRpHL+q50+aItEVzuQA7seyDrNTmSQb6tWqXTdvOe5wbua72gBQ6drrOTAHkHpn88Gy/e/yZ+/+BHWD4rBfELY5Acswwnjuahs6Ma3Z20kXntTfD2LpXVB+9I64sv1lfldzJGtbRXcVuHVq5/92zPx+QP52McweZH4+ZhWVgSkpcnY0NGJs4VHTMxRdTGubSlg9Gf3xu7mjivyv8U3cQXn1MHYge7DpAtOLfRHgqhftZ8I5+wMbqVMVA/uWyhH2ouaWptQsm5cmzK2IX3XpqE6e8vQO6aPORv2UXejvMnT6GD40sW1t2iZt3Ho9vpt50KKmzZNKQ1nAIM0xQz7BzvxlNnPXkRDt43L2u21HrL8RG2a1/PZ33a5tkTHC2cXCPmr8LMGQu5zySSxp1iu431klMjI7gsg2KuWwz70tRvP1v5ta+2FXMUeeQJnDfoCqnpGzB/wSrsO3jSrA+oTOYPbP4dCPeQ9TJYdXXq9Xjsh+Kw5lU7Z0r/wiXsD4deWlouPh8fhvPnnfc8m75wvWVsoPWcYpirAbmPcBJrIGu/ixUZ3NRKbqON5WMkrZ+Cg2eXh460bu5qM6s2epVWcUIJjajsKEd+2V6s2bsGG4+tQ3H7OZNrbSqP1Ev7KrGjZDtS9idjc/FGnMRxXNPWUM3O2YVFSX0JtpzYjjUHs7DhzFbsrtmHQ41HcbDhMPZU5mPLmW1IO5iDzUV5ONdSyoY1pdAADPi68jz2wbMMFsgcdOa9bgpMvdk4gRYrKup0TU7S0KonjGsA0W2Ybt5q4hTYsm4Pls9PxYEdhTZuasAr9ks9irGst5P6vtBYjcY2gQkbMAIHaCDrd+UXYwW4Ng4AsSZAE4SY3s32XO7qUn0qz0UHJ7rWLi1+GRw5IbRzwWzfcWdpz6aDWDk3DUd2nNcd/j7Sy9QbuYhp7Khl/6UHDTS6mvTAPoq1r/ff6R3S7axTDmkWNQEyB+Ng/e/J0pfsRmHEEtnsW3fXZCIwrCWPtMtkc7I5f8NZTH4nGkUFehmyJXMSwUxACgb+wDgS3DOQBeZTF9y2cxJr4sKqlXpUMHOpowHYuqaQIGYHDueW+Fy6pYX9Z8EWBquGJk4+9D29sko6sH7tTjSBOr10lt/Iz6yv6Qy9Jmc6vFnhk7U1rGBE/+KCpY2s8rpjpa2tHq3NBCvsn2hNfA5mfrEI5WdUj6iZC8pSLkhLuSCtJJip5PEucFY/NMA0yeruB/uqJH23/VOeBt5QsOTXaUSxFjecLGQPrScpehvjRJt8XH1lyyyM6lNN2LCygEBmA2pO+weP9VDVo0VJoM0Hx7JFcLl7cqD9grHqayWQqW8hcDR3E5HYpfITjfjynTnYmp5n05ww0UnHamdcMUCGsaCJgKGxVe+JlsPxzww+6SW4TC4HkyWQrb8pttVyXzp13iXj8zPra7Y+Gw8FAJq7as1DLbu0EFaZjg6UFhVjZSQX/SvW2L6Q9cujdgatNs5lreoTj1bcskCFcUTjh93RODTMw+S5WkJp+aETd8Hi2aWyjUmKYnZZo5pNsLONUQYtACSdBYyi3TuPY/bEeBRsKgYxv6HuNvalmfV1Ku5KNuowSHteDqb3YBzog4NhXz30N70bvEOTLamTJty38wLmTE3H7m3HTZolzU+cq9qpcerCgAnOZxbeUh8cgwICA4lvwfoeyFqka43TyvKaUzsJKLtAcEj/6+6upx3YDoNAB/2lpYNzDcdAU5fm1Cru1xAQ652O1j6L56/EsvB4tFZLcNlG/aTf0Bdb2e/WrjbGEJ0OUU/sYpzFAkhRTysGe5LYgIggcgdysP73ZAEF+ZmGgXxdD4CtIWtOlD4FJqR7Gw9amzuRlrQZc6atRPl598osZeq4gLamClYiBxy4L40sK94ofnN8U+9atp452YD4ZXlYE3cA5efcuUdBgeXVZy7yOgji2nRhhXay8ZtpHJMd9DmBieBtXQrLZzVGyQI0XEBpDeWuo1zWSUkTlziWm7vquG028VevnhLpic/R4clIjctFfZW1lw0cqlsgWCdG6nkcucuyuQBm3v/Gcp3sN5VifJt1+8ob/+fc6/hUfxy8f15mOa0BTJ2UiYNZ84j1aa2JGauZL9/T21wjI1dhxowF5rVVIgvueCz7oBODBlQOILYNmtVvD1sZNTZshNa7pjsUkEh0EaSkr8P8yBUEzyeYrlGrvvW80HA5HFTGQTFjFu0sn1N/Orrdk4JiptPf9J7ntDVb8MXnM1Fe7r7nmf1n2W5jP10400kp+qzWlpqbCJoFksXtAq2aLEkGU7FSF1+5PBLUSb/uoH8ryrUxTot1qlIX2IqbirH12DZsOrIR20/m4lDVQRxvOI4DVQewv3I/9pTtRvKeJKTvS8PxxkKUogTX6IX8Mmp1cyUqWipR1laBXef2IDEvBYm7U5C2PwPxO+MRuz0O646sx84zu1HUeI7qamKTXGRJiA4aVAtlqnDskmSjJ/RiATCxNaIU7HIHJzWxa3iRLUf1G0exee0cLG10CE1nCqTr12/HogWrsX/3MduEDlccZszubGTdbQwedFZNtC103nYzIUl/l89yYp1R1O2tWlAoqJs8s9IQa19pGhgEL52c7AyY4aKUg6mN4Nna0tLWrD2InpGAo7uLzQUeE1/ZZxMMFOTJWsbZTjobR7Vut+3UK/Asx/XLevms5YXTsq95fexkZgONJiQHPFOY/XmlmPDhQhw/eN4eQFIwb+m6wP5o0pS0Y4sVdtXTdgakDs2eDtVf6EZ6cgGWRW/DsYPOrYzUg1W/FpHyY+rDMbv638lA1kmf9q3CL5NN0DQTiSY6B8iobnfWdwXSAoO+3tbZiObOWsYNBecmfm9AY4teTC15gNgVaZj+1VJcsN3hofIagSVdzamxiwVjU9Yrm5vAK39W21qwiTXBaaKyi6ShYcknsC5LqEP67vRNTi4xzA6XVE680KtM0mMKsHz+elSVWvCso7VA1uLHXE0cQg4u96UyxyjjUjOBTGu7JlWObvkNu1t8rg4ffTAF63O2sZwluhMaWnXSTTZhrzqa0NJK/esuB8VK+Z/OMBh9BWvv0lhjtW9/465h6t8MePoOfU7nl208bDWLTLHoyOGjmDVtPuJWpjj2s6SrS7XNDWho06JOi2XFetVHUjm3HecYEwspg3jo7GCjpTxb2jMNytddVTp+rzEkcC/akX8ck6cmYl8Bx4jUIpJqWniQ8UkdHLytwXCg/w2GTT0cD+3UdXsrfcgZO42Uf+PW05gweRV27uE8aog67uRc1UpgpximbrVyjm7RfKr5twvNBNVtBoAPlb9pnLq2lVLdGONOhpRXpuFWsVYLQ3u/QD1aOLc2E0y6NHfWQoTPXISGahecWRfSGGumwWqba9HUrgWt1YHJlMnEPn+z85uVya/DoWF3PtW++ljPLxwrZmz5fUdl6lvasHrNBsyYswxVFwSWdJycjesBXd00QM5b91hiykaBNaQV10Tny2rNw+BWxe1CaaW1j0BpRwfnqTbGs2bGfoUNqsHe1ST90yNYgU60DZW/+Vn1uScz7Dex3x3kB/JJjX2u9Foa0dRkB31dbYt50GFs3BZUOn3REe2dTWiiP2oObSHwadLaj/0zwFkLBNnYna9lcy0cWL+NuRa0ab7vLetgWHJbEK0+qDfWh6RVzSU6Ia7+8BubnD8/BjOmR6OZSSqnyChw3dFNYN9F+UxMD9bOULHq97OVUcz4QN21dTCG0RckWwuLJ69Zj3kRMSjYf5L+wUSStZcds5fLwWUcDCtqSudaY+pEgE4IiGUXK7jOn6et2YbPPp2B0tIqm8Z1XLtORssGxBHmpDH/6wROpwAqfcnFVGKRYqPwVFsb5y3iq8D84SYzl9NW4hbinJZO4VddXOtAQ0cjTlYVYX/xAeQUrEVyXjIyD2QgNT8FK7asRFr+Guw8uwOnG8+gjj5Xizpco1uztayo4SCq4aJWkFi/Y95fvA9Hqw7jQFkBdp7KxZHKgyhpOouq9nLUc+AJOOt8r7mBhJOffqvT7i4wxiTZIReMLXi2bI3eky1pYtQtBwSn+uGFJmii5g4G1Y42G+QU0OTa6eu3YsbcJdicu4eg2jleBXhIF0dSF8Fzly5xmPpZL/VmrmJdhK2T9c9WBnv+TrBL300ejzcTvZnsOSy4MG5p5sTAwKngpUVmcwetqgWzOcYetmndHsydEYPduce5uKHsPN6c+WRgbedsYq/AsR+qX31Ud11mEqXmrmTRYlDBQ4VUf99sdOL0uT8WiLeyiGkSHqeTF+Z2enqoBrbOrrG0MVcT1wPbt53H558tQcEee+VZiy4Fig5OKDoT7dY7UmxuVXI4WL5+FiD9SrmasHXrvd6nrlBX29SOlIydmB+djp35RQwEdDH1X6OTk2RTcw1txtnGnddZjQEz8gG25+q7Lx6IHcwtiyYKcAKjPxigpPrVnlhzpFgyyM/JusVRJ410m6M58ye98yNauSILUyasQjnNw/UAJ0vFlTa0EmQ3tdXzeDtmfH3SVvdFqY5uexuYBRS688AGdJUfKjaqkSLdxrXI0FczrphGOTpb1WGg9HwDVi7NM0/jPlfs3ApM/ag/GhHmTLt0OAQsWwSTN5AD7dcnEzFrTKt7xCMyHUqqavHxhClIylhL7TqmZZlWTpgd7FenruKQzS1Z1EdbA31CT9ZkuzROL1kC2Sq3f5afCCzqjhJzhVFtafC7fuYws0ys0rjS8kAeplOJLexIM4+RyY6dPIPIqFjEJ2SjvqEbDc3sC49p5zHNnNzbNfZMq6xfO8bOZONzZJOpf4r6Wkj5EoeE3abUh275li7Hqq9yPe136aTSBTQqdjFp895j+HBSLLK3nGNskE5ZRPqQsVzRgrTjZdkhqD8E4WB+eKns1mUAidKof/W7rrULa3cU4sMpUdi4x/4G3Vzp6aqlTxE8t7FDmkJpM11dV99Un/xRd9145eyLB+pz7sc0IlAoNnYgO/4mm8jnOLWzfV3ZUFxjHGKsk9qra9sQERGHJYtXo6aK85IVmaCZvkzwpXLadirDacrYTLZ26jeKUTZ9Th5svdjK2B8P3KasnoeYNY8AFReY5rKf20fdgslCGhtljS1YlbYRE2Yvw6ky3d3B4zUWFAfbyEZett2rjcHxgG01gL5q/hPW6qCtGjnuZcbTZdWYuWANFq/OxfHyWrqW4rT8rYHlCfLkY8YOPJ6L/3bdWcMxadcbWkP0liWQLy6b9Cuj2+iqeOLCY5elVrmGUYfxFfkjYy5BiU6Mq6mSkgZMC1uBFbGbcJr7Da0W6LfRQZs17zIS6pqb1m+6I6W1lWslXQGSO6l5lymTGlLv5MW2Fn9/+uKB+Rv7qrnc1K5jeKTY1sCPhBFz3UYcHTE/BbNmrEQT1wS6fmBiIrWh2UCjQbW4Rw8JuwIFyyN7P+7aTf0StdJIqWlbEbEgGfsPnjPLE5H3mMv9BMozWJatrD41XGlhrenpabKNcS+mC+6sSdmFTz+ejZJie+W5w8z58lGtseSlno+ZE7VWVR0C0tqnhQwrTWsyl5UmWYab5FFaq9qP7ipr47gxP/1hR4Vd6zsbUdZcjuMXTqCgnLi3eDtyS7ZhT9UenKw/hZKOUlShBhc664mXL+AaXXO8wKGkX4fWdzUabvn/t/cfAJIsV5korH28f/99+3hv918eu4tbYIUeXgIhQLDsIqyQhIQAgYR2AQkjCQknCXldWeT91fWWq2vmzh1v23dP+2nvvffeu3Ld3/99ERnV2dXV0z0z1TM9uvFVn66srKyIc+KcOHFOZGQmg8/F2CyHqgUmynOYZ8LMPTqCR2sZ5QpW41rKoXM7Ogdgr2S080dHFeJMSt1N24q0ZPdLyQoEOSwYY7DHJdjYmyZxpnfRcgQO8rr1uZyBzlis0jAuFZXj7kePoaSu2aRw+nWUA0pCXppWusXjtkzww98xIZXTk/2omn1Jx12D1AnkYK37VYew+ynODseo4FjXW5MRyqTkhO6UfMmQzOHWb6GivAX33XMSJVdasMZAWN8puJQj1gyOOllCgbaCCf1GlYtcM5JpdTBZikzXOL2Apz0pVeY0ZDu76aIB2W11EBvIKmnWDBpDZrUz+VEeWVI6iI9/4lG0tg7zFyxDMseYVSvJpiwq95YSeUhSyneSL+mUaYeJuM7oaRm+0oAtLDJJO5NVjPufOIuatn6jbzulxV69uUCbm6dsFFqFS+cbPCIYYA9K6do+TOJDg6qGeRPM6XfODsSQI37WOG+WnZldWpRur+eUD1lT4Mj9x57Jx+c/dQwTVI/ml8x1MzSKSJzpkiJT8cQCmH/aOqziyYg4sR7JJvN6UZ/mB/w+k+QENBkaBdJHMwKRYV3KId9AjAwv4KmnruLxb5Wib0Rn2i3LprUogHgL6/tmaRefaSidDndRcKyWlOreDypbu3qGx/G+T3wKZ/IKTJM7HxPlj6QjExAxCEvoBhD8XWKdfTFIbAwF5d4MqRj1cBsyJXds25mYChhTHCpZdIh20XrsO/et8bv2nmE8/PgpPMfkeZV5gs4YiN11+jJzspbHmnYV9EHKc6Q6tU8NlqycnPH4TJHRq6qQnDJ4nfqSUHLO5myRlq5zXNZ1/jwuv6YdH/r8cRTWzGCZhxmX7FhTQhO0xzWJFR6UnN3dLKks154R2o8uT1min5I8d331QVypt8lzREsKdS1tnLIbRXGnFh9IPn40Z35VHj+m8ron6fh9yJRJMgWrE4tX1emMyhkW93EYNepRMBZhfxCb+sn8UgIPPnQST3zrLObmlhFVP+H+NUamG/RtHEEDXbM+Kk4+ztSTanP6EY/S0YYC3q5JYXmvQXJl/DPla7yh85UgVlYRd+mYKAudXIviyQtF+Mw9T2JoTtEfD+c//Sx5vPgNyr5ZMg1zQEr3+zCJr00Ni9RVLGKT586hedz3ZA6OZVWha2qB8a5GM8UQig14IOM0rPFAE+9RX7RBew8Z0zt5zMEoHT87iP8UL9mzvVqhZFefOBMLQkiFbbbBFYuahudnETExsYJv3PMsjp8ux/jcBmP1BEmRuyYROZbSuNbiTKIZG2hyPkFb1LNvd9iaSHWwTNUnVRp1qu79yMmyD1kLtmUa2xNpOyD+GVqlCh7X4+nuPYWVZbLGBtFwK97NpC0PUhOYcvW7TJDKukZ5jkfVq/6ufYZZQsnmhQsVePjhC2hpHqWt2P1h2W6WUvm5UVKbq5urTDOZT9vQyGraV2bF77SQ5OL5enzqE/dhwiXPbHSRdKgJvxh9ln6jMvmfL5s7mXxJhQTGlMyhTEKtfEv7zI8OGYpT4+xLuoOF4i/Kybo1we5WdEpyeyeBFTDrZbI8jtHEqLneWWeamfXytcYcjzkw4/AXaOHECgs0Vw1xgF6jV1EVJqw110eoE2/QYa7Rb9BJ8pioZqvM9b46f6Juru4edC7D6FGEFJSerAK3ye3T8gOR27eDZFnGwuxHGYCuW1pnZ865Uon7H3sW5bUtJmbRryNKnhXN8MOWfqcf0ug2dfG8Zv0OAGfw+5FKky6MPoJ9hgl94Uj7DMgXZYzRmBUAmz18U4fSMRXlzbifTqv0ShtWVhW28jseoLREhZrOwMHEyBSuQ9s82LadQl0zl8vPaltbx7XoINBhlgtH6rRiXNaooUZETgN55cRKSjrwiU/eh86uIe4kZ0xANfNqSzhakHzJppB+OGDr7LiVEVhYieJ8dikeefIc6lv7OZBIciWNkkfEIVcJnmSjHjbp1c1yR8EVvh8dAGp3URLadHbgbIHvGvDlrDXYabdLgrRyQMvftO/4szlMnp/E+DD5DKnEDJTsXwnamfRpggd9L0pWLT4UlLpXUIC+zySZcsmf2lb2bUY0vptkWnybgzA6Moenn7mCf/lWLoZGF8iP7Ttx+g5NOmUcYR73ooOAxymAj9NnaXAJdqG1cxDv+8gncSH/itknS4pRVq2uscuadTx1pAvT5Ov0I+0WCfp8s0SEizTQfu0wDRxQYCPOTZtr0smrDtGhG+SvrXMA997/FJ45dsEEZPI7EjfC73S8qUe/YSHmDLfRsy3bfkkyzko77E7nvzJBTl67IaGcTxOpf2tp4/aqjfzyVnz888dQ1Thvkn/5A9PdxbsmdLgvXT2pdMuheoOxUUGMbGqFWWcxk+dPfPFelFQ3mMPMjY0YtJjMUrqQa1NTBC5Ouroe/lPl3pNYtjFvR1K12lX1OtJnawK0JQVjtBv+VrJIDytM8u+99xkG1MfMozB18xwVpclqe62n9aGqT3FC0r/p3ZE+83sLbRxsLBVdHwxnfJPN8MeSzcnHj9o1t5bAM2cK8dmvPoaxWV1Cwf38XnxrniexQd6ko0xBRR2U9kPQrqaNebx+0jUwhwcev4Rnz5VhgMmzVGrjFdkb+5ochFY7mA4VagwHV/d+dABofFdErXBedqGakrWyDNOs+qeB0GRv/A0Zls8WpqeW8Y27n8Lps2VYWtFULb0F/XKEdmbK4buZjA4uyzFItTVRYG86xO0K29S16GCgjejFHxj3GqZQWQrPHn/0PB68/5hJTKUK0794oPjXsUreTD8N/e6mSGWlLc/y6yjOejVpF4hjfsNmxdkzV/DQg2fR0TphPus7o7KAbFm3n9TW7ppk05ZGI3a/SH1kg13g4vmr+Myn78W4u2GYvtfv+ZtojDGnKcN8xXJVis2bUnMnfXY5lSXbjocP9SP1BZ1SUf+yfKlqxZTmxmbBMbrHhVZnrPOl2w7r5ql6KbFWj7SRZQIvUDG2g+qjJduEdm8q6YhkQ/AlFhy5Jvr2B6V1EXygfHN2UN/wrZDJs24WUHm1wRwmpNgQwR3Ge4v05eHAckWE6w5oL8PVLre7vLTBzPjVVPaam4QI5myoMXzZhGaRmDwHbZFEclMbks/aT+iLjEClbZPq0fDgIhrLr1EVv+J4gbLSZjqBu9HRPmi+U6cxgUygv6OKpBNiGxunxk/LyzHk5FzFY4+fRV1dlwnSBKMbI7sbcl10Jzo8HexAeEfKAdqU091e7raNUydy8JUvfAsTIxxxyGrSifNYLffRNTU28eTvjKHaTQf70fmwoEEOBarJtWeIxFLA3vjoLE4cz8WTT5zF9KS9VkiOWgPuUYaa1Zz9UtsrSAmCg8HBSXzs419AVnax+azWVWJqlngxoZEvEJkGcEbqKINIW6TbEfpScrjgxlCoj+u73t4BPPjgk3ju2QtgbBnIa3+uY+0SWgVIsjmna7vPkgoK6DCwo2zVr/NPSphFSp7Vr4ngmIryDnxZ1whfHcY6v5Y8CjLNDY909kw7jioog9hTs2p7ZTWBqpoOfPFL93Mc3X50mPnS6ECyBAebH+v9kBCqZifxX4hMssg/87QOOmPt1oStSMtNH3n4OB57lMnz3PZ10GYM1nvwsvssBV/spEOFq0R2LtsK+rJhaPtrJclLy1s4ffoKvvLlx8yZTsEs0aZD2KTsaoNbExTfCNjStB+7dNjyODwyi8ceu4DnnruC8XHqx8ip79QObqJKpD6ovsjv9HWYMgZb4Haxbsvtl+0rnlI/4CbftKrRTXROji/ja199HGdOF5kYQdCx1sLCrxBc8WGEPqf7+uahEgNZuGn6f5gCdxvd2GLfeRb3fvMRMzEltyzdSH/2/kQuJsggdgnsdrBy0z8suQRQvMSVQHK36PzZAjzy0Gl0d0zZ+09IvhAdFYj3GJNfe2ngNtT+TmRNXly+WIzPf/Zu2pZNns3lf/yt+rxOath2sJT84RGDtXnqiC/DewrZHqJvXYqsl7a3P9tf29cL0hWyHz2/IfllICLrRBUQR3ShA7+S7RTml+PxR4+jobbNTN66/eanyeaTAuUAFXDuNNxbhb30Gd5fXlqPB+87ifqaPnNtt/hXYKAOF1c2atpAJBmckKnQPn0nOkyIB8ePyNantpdv0KxlRVkzPvWJr6C9tc98J0h/0ag9K340IRvjAKHBnnI4P7e+GkPWxVI8dP9zaKzvsDspguS1sujAIAgytLNdbjXC7attyZPa5qeey8JXvvg4ZiapD7JvVqWRZSeP+otuDqLrv60cO39voX367rDlVPu6Nt1uV3MGhpujw7M4dyafCfRlyqObotn9jo401IQkBSuRdcvs1MQiPvKhf0ZukDxLJWbGmk7OLmHUckP1IwUVapt0urm1SGdjgvb1dPfhESbPp09esoGa9ge6i0Xj1qfbvSSnYx2o9ggpUF8fhqg7ylXdisK0TlkUBPH6PuC9vqob3/zac6iu6MPqMuWWHMZPu+ODA48iKIeSTPV3+belhRgqy5sZMD9O39YeHOSgtld7OJ+Woo9MY4cewlCdalNr//Zuxxo79Z2Vx1xpwkP01ROPH8fjjz2L2VnrCwQF/7LR2w8xvS2PbVtHAX+uHUgLcxGcPlGA++95ErPTsi/pTnEQA00Jfpj6uEko3toeQyzGR+bx7NO5OH+6AhMji0Zf8n22PdR3NEGgJzlIVrUJEWoPQ4cCFSw+ROLXknh3CU84JtDh05MrjNmewZmT+ZibtbqRv0tHtw9OLmtvlh/u5S5D3O1odTmORx95Bnd/4yEszGu5vH6vvqMbpa3Rx2nt67YuDwdOB5bfbbIJtOLHjfVtu7h8sZDJ8wl0tA6biVmzO2jz29vuOyHe1Y7yX5LP6CDQg1ERoTPnly4U4bP//BVMB3fbVi6gs80Wtm10Ek1LtY8ywjq4WfLJ8w1BhmIdmCzMJl9B52Xz5GRfwYP3P4mGmjs/eS4trsE933gaNVe7bfJMSBY743dnJM+CBpf1NaCspAGf/uRX0dIUPP6ErNnZM+s4jiKkC3fTBclhYhNiYy1qZgQfuPdpNNS22p1GHv1Gsrt2kEMT7W6XW4mwrVmZdic2x54+h89++j5MjSvqtLK42FKOOWauNZPdaacondK0z31/mNjb3oTBgSmTOD/79IXktUKCEk6tdkiV/UhBrJFkay4wG2OA+aEPfMoEBg5mQsfY5tFKntW24cREn3e29xa6mTw/dP+/4Llnz5tVKWLZyCq5E5Qk5n4vcrrWu9sXIGirjGNHuapbQbyCYZcMcx+/d/FK7dUOfO1LT6GytIsBp/jkERRMzxq+E5Jnlzhre3UpguKiWtz99UdQX9uWPMZCba/2cD4tRR+ZhupN1h2G6nR24fjgf/ZvexaW3wa60fuD9z+Bhx/8FhMA3Xnf2qN9msch8n5gSMCwPGLcUaCUUBvMzazixLNZuPebT5gznYJ8tcZRd4PLowr5Jo0j4bNtI4PzePpbWTh5vAjDA/NWXCOvjjl6ybPIjvHkRn5KZ/z5USJNja/ikQeP49RzuUx27FMenP9LpdsHJ5fad//kWRNP9937KObn7GSAYOIhjj02YVM5hymPeN3m15Hqlh3ZE0r6zurgwrl8xmXPoLWp38ggHI12D8PpQCRZNPFl7ciYVsCmxsbzZ/Nx10c+g4nxGbNPMuokgcV2LmPLOroI6+BmySfPNwC1wfaF8CnJM5GdVYD773vCDPrBIdtOIdl8aksFmdtO8FYjnT7dPre/rKQW9979NK6WdySXbQv2GHY4JjJ6zqZd1rgXVJZkPGw5xZ/4UCfWe6g+srC+tkl56vDlL96LttZ+s1vJgV2edXShtk4mzxRJ1/zofWMthvzcCjzy0HM7AkxrZ5JdbeDaw7WJ2uj2yOtsSrAy7U6enzt2AZ//5wcwMbpmWQ2g46KxDaxv6JmULnneSw7t1/eiw8Q17I0YGZ7Cccrz5BMnmXjaQceA7KXKfZQg1kwwpn4RYrOvZwKf/PiXkXWpKLnfJM8mcQ4nz9LrYbf9/gjbl3tERjhR6e3px4MP2ORZZwjlq00SHRyiJEgJuBJQ6+td/9EBIflURaidMoZkufqnunXxnFs+qm3ywq/cZFpNZSu+9LnH6au7k6sF4gmbPOvOJDs61BFEeKImsh6lr66nr74PNVVNZp/9Tm2hDQnt+l2yoQ4HexavNna86J1JWSxOe+G4rq/0m8BMZF/33fM4k+cnsLhgk03B2aij2wvV7+Rx7SvSPn6nrwNaWojizKk83P2NxzAxti2PhWQJfnMkoXFUcm3zNzQwhyceO4fjz+RidMheYmMhOdTXlLQpgVbfU9sQofY4PKhwGZHI6cWRNS4lbSbpIatqdp15VuJ29lQBFubEL/cbn7xtZ0fH3iSDnUgWO+o3qbS2ksC/PHacMfWjWFpcp7wacxzveg8EP1SQkYDXsA5c8iw4ljQJqGRT12i3twzZHIA4Ou0ehnixstlJAE0YB7sD0rL5C5Tnkx/7ApNn2zckshtKNTZG6eBsnzraCOvgZsknzzcANYEGB9tp7FmkiO5kHCAv9woefuhJNNYzebaHbDuDUPPZ5FkUWOEtRjp9puq5srwRDz9wAtWVnVhfpTBGdnMk39kGDJhTl0Dthn4gGQ9bTjW2+FAn1rutzyUB0YhNnr/ypXvR02OveY5FGfLrDppGpqMJ6cIurbFBmbm5Ed+VPBfkXcXjj57cuWzbkGS3Dn6b1D7af3uEDduattMlz2dP5+Lur34Lk2Mb9m7bktUcon4WQSS6ys/S77Xk0H59LzpMpLc3+QNhcmIWp09m4aknT5ltQXev1nX2Rxlqb3PzEPabcEIz0DeJz33mG8jPLUs2vXygfdZ7avK8l25uD7R8ORKJGJtzMMu2H36SScBle5aDX0U2dL0mfVtwzHbfczp2fSikQx18GOImy9U/1a0xRtdfirRNHviVC85qrzbji597DPU1/abfSH+acIrrkUPu+CMM2ZraXirSKqf62nZ84XN3M3mut98bO3RtIXI6MY10eFDxaatQe4opTWwqHogbO9OEi/mWb5JHv9V1g48+fIy++hnMzW5f8+wgu9Tvbm+/Ud1Wnp2kfQFfEocfN9a2cPliCb7xtUcxO22vedYyZz15wx57VG3N8ab21kSH5VP3p/jW4+dw8ng+pnRdJw+z30keN2kVWvEhqChHh4ZtfnfqxNqc9U+WXKw5N7OEr3/lYZw7U8jE0/J6tJNnxxv38KMjJ49uXKl4+u5vPMBYjQmeru/edLxr215CeLjyWD5T+4d0YG9kapNOd91z9uUiPPbISXS1jxzpZdsWVjaN5dYH8aOIu6WHNcb9Wm32lS/fg5lpe8mJ7mkQDR5grd9p6by9XONoI6yDmyWfPN8w1OFt79bAFw8eT6OARcnz/fc9jip3wzA2WdIphJrPOj+RjPfWI50+U/WsM8/3fOMpVJS2mhlAIwvJzFIpqNyROOwsaxvar+8PW041tnjZmcyYu5eSBfXt4qJqfPTDn0F3V6/5TvrS86vdkpujCOlCgZmZ5QxmmIWVpSguni/C/fc+hYa60JlnQ5JdbRAmp4O99HS4CNualWl3knXiuUtMAB7E2MiKSQB0vY1mmq086itsg+Sy7b3k0H4n62Eivb25QUVLnJ579iKeePw5Js/2zLMmahQA3BFgM4pfJZTC6PAcPvC+TyDrsl22LZUc9eTZ8aGgwCU1gmyvo6MLD9z/OE4c17Jte5xsLbKhgChsO9p2fUhl6HPoe/30MMRNlqt/qlt2r+BdJJsjD/oqYKWitBGf+dT9qKnsYr9h/1LyHJVO+LvkhNPRhNRkgk/qQX5aZzuUPH/6k19CeVm1Pcaw79pC5PqdaaTDg4pPW4UYsj5AfsmuRrNtrOBe/Sai56Lxb311Ew89+BQefvhbmJqaSR7nYGKIuMo5ZFmuCdUteaxM26TPAV8Sh6xvrG3izKl8fPHz95rnVgsb6wyoIzqe/d/85ihCcoi0WjDCfiJ+lTzPMNk5gePPZGFibNYcsn3Ns/qdJqCUQN+O5FkkXpw+LCl2tGMouWRXcLnL9OQ8Pvvpr+P4sUsmRhDu5ORZct3zzYfxxS98LbnPkN54oPqdneAMdh4KVLZ4FQNhPVg70sSsudSHNiPeL13IN3FZS3PfET/zbNtQcpix3PmlQFy1t5Lnixfz8LnPfgVjo1PmayXPGxvyd1YW+1vZZPD7I4qwDm6WfPJ8Q9BMn3Ve1sq2ocC4IL+EQdljKC2pSiY6xqZSmu4oJs9CeH/JlSp8/SuPoay4EevBLKZgk2c96kDOWfv3sgvtl3xqiN3tdVNQUTuKU/niZWcy45pXuigrrsP7/+kTdGpddid/r+vTlDwfTdsWTxIgGCSCs5rC4nwU589oeZCS53byz52Sx5B+ozYIky3HlnnrEW5fbduBfycvzzx9Gp/42FcxMrR9Ux3djEOzu5b3eLDSQdvpoPL03e23t9GRKXMNt5acjY/Z5FkTOUrMjqatbcPxp5n0aHCvg/HRBfz9370fFy/kmM8Kao5y8iweXEISJtmdzhB2dnbhoYceNza3vCgdWvUqMNCEmo61kPyuD0nn+hwoWdBhhyquCnd2Jn+rM2GBvQV1i9XiokZ8/jMPoLy0mcmnvpd+qAv+JpHQTXW2fcdRgwJP04SBLBtrCVRdbcbnPvNVFHMMSqrCHOV04fpd8svDg6rYVY1swPoAewOnQCeE4oD1NfoqqwYsM4m5957H8MjD/4LZ2bmk73PBqt6PRvIsfkSujUUpfpSbywsRJmcXTfI8NWGvq5Vvs5dAyUfLTm+nLNeG4i6NKZqMFnRZzaMPH8fTT57j2GMTBMu+vpedKWlWAn2rk2eHVJ3o83acprOxImFseA5f+eIDOPbMOczOBNej87h0dHuh+iWH7QuG+DFMOmRtNY777n0EX/3KNxEJ/JpYV+Km8cfG4Tr4sCF+bX8P6yEWi5rxRBBfWhl49kwu7v76o6iv7TjC1zwL221oE+CgHU37ksi7Qq/Llwrw0Y98Gj3ddsWmoDjGTTJrzLeTh4GwRxRhHdws+eT5BqA2cNfB7QgU+aZBs6mxncaWh9aWTps8c79zBGHcCclzS3O3mWFube5nQCZe9b05iu+U3wTNchy7y7HQfsmnhggaI1NQUTuKU/lyaC6oCto1OE7N3Nk+iMceOUYnMGz2ST/p2uDoQLxJDs0MKkCzMollLcmqrmxG9uUSyjNiAzXJyS/tgOIcvCP99vbJGm5nbbsAMoyCvDI8+cQZzEyt2j5DaMLAPg5BMshBH/HkOThmZnoRVwqrkJtdirnZJbPfDEj8d/sD5b0hvtwSUkPBfunkgfseR021XUarWfajnDyrnRXUODvTu+RS22t7dHQMly/norCgDCvL9gyN4CY4HHYGaGG6lVB9ztZS/Buhvt/U0IfTJzju0Fe7IFMGq3sExM2N9iTD0YN043RijI2kyYv2tgGcOnmZ42mn9W1J6IPItcPtsjVnBztJpq8VG/ZxTVa+VdrXubPZyM7Kw+qqvQ7V2aLpYyTX524/JIdrY9FuP7q8tGF82+mT2ZiedAmaPUr3QIhrsuZIyLIb4iumZxzLd1FUsTk7s4SsSyXmMig9VWAbagvZmSasRPITQT+SeI4OHdv2ZWlnpeaRfFIVIX1cOFdgJp0WFuyqAGdjqXR7ofqtPEme+DGVVpY3cOF8Ns6cvoDVFV1bK3k1hmo1kW5ypTHnVvi2bX4duYQz3J7R6BYqKxpx7kweujsHud/sTh7jjjsaSJM8kz1uWnvitnRQU92Ixx97CiPDE4EMkkc+zMqz18nEo4awDm6WfPJ8g3DBlIJ6NwCaB23TmBbmlzE9NY+NdTpoHiaSAabalcqwpC9vPfbSp/apE2lmTzPmk+MrWF6MGtnMNScmsNTv1AZpOs2OIrePs5RBWVX0jrpcPSnJDN+kA2F1JYLB/nHjhAUFONuPpDmKkICSw5EclWaZqR8OmAtzG0Y/qytMXPi1IaPXcJtnuN1vEGFbczbm9pnPlEs3O5kYWzDBs5Y9ap+awPYRK5NNorfL2mkD+nB77U2BjPjW4L64sIqpyUX2m7g9o6llXZT16ATK6SHe5NfEp91hl2UOD01haXHFyBehjsyAy2D5KCbPTgbHi+zNyaR9y8srGBmZoK9eMH3JxA0krUKJJVd4hAMD6dfRrYbqdDbtKOCD4olvJWhTE9ZXm2uHybINiKQT2ejt4PtgsDqyfs2Mo9TH0mKEfWfJBM/bQ4z+Ofldv7P6vfVQe+6k7UDayiR51tekj4S5XnBycjY53sgO3eSOYH93VGIs8eTaOdn49o2UoFxzM2vmrLNuJCoRNC5Z+dVfJONRkGM3jF7idgJWl2mYGGAjbsYd3UVcnxX7WNcnGZytpdhb0Ba3RsxtGxPJH9m25ifxyv5ihkhCY+f42BxmZ1aMfPYMrbPLnXR7ofqdPI4n7hVxt/FfJN0MbXxsionbuNkWIhFNCFrfrrawPvqw5dnm15GrV31Z9z1SW4sN3dhscnzRvDsb2ZbxsPm8PrixzSXPkkExvtpefGusn5tdNivpJKMeR6c+Yn9r5dq+qebRki0VYR3cLL0gKNPjumE7T3K2Rp9odIJzYoK2zee0NmXL2OPL2wpjII41UbBtb2Xv+HaDq7ZD2CGOPqij7XHszcDxloSrxw1yQV08ZocOQr+RLDZB2FHQEYL4EvOObJDvksq0ZKANyeVIvz1akI2FYXTk2ORXWoZm9hloYw8b2lGMk3uPY28GKnpHXa6enfYm/WzzTQS/S97Bmh9u14TZwSE7C3xbwH9YXWI/YQIFBj7Jtk4JLo8AwjbmBj23zwUKSfmkEpIJNlN+Z74wFBx8y6G6U/tzwEcqS9yWLIakn2Tifzv4PiisEOofO3ybQ3JbG0fF3hyTrm23bctBsphA0+3mezJO4LGywdTfHA1IprC9hXjUZphlbsvWjKswnSjNb44YLJ9qf9mbGOdH7Qrg5LFfOHsT3S65xMxOcnajt0CcJGthkzLfH0kbE09OnhSIZ+42coU+O7gJUAvn4w4bYX4tuXFc/ViT5WEeBfPZsXlksS2L2lTNqvHPNC9JMoTlsicJdwpqJ8yOdp/PNHzyfMOwBrevsVzz6wOWcTsh1kQ72NSGOoobUPRlCDvE2efYm4GK3lGXylYdLqgKOVR3rDt+x+/0IYN8ZRSON8mi94BxvYVl2PFZG+43otSDjzgc+0loxzVsaIdo+xx7M1DRO+pS2arj28neHMRfwLSTw8kQ3jYbrq3VDs7e7kBck219GWqTWw7V7SiFB310lBb6Qr87ykiRKyzLDtm0EbY3vYcPvtVQ3Wl0korbyeINQQyL1J9FIRndVw47PmvD/SZ80B2EPeVJaYdbCtUbpj142ME7cTtYPTDEnJPnGrimPAcsIyMI1+VoF0N2V3h3mkOOFvaR5UC4RhnfpvDJ8w1DRuLoGrjm1wcs43ZD7O3oF9rQQOKCGH0Zwg5x9jn2ZqCi09aloColsHLHhikJfcggXxmHeJMski1gPCxHmAzc8Sm/uVMgdiVCkm1teHu7tRB/ISWE5XBkoA3J7dpgDxu9E3BNPm+3MOH6U3hI/Srl6z12HjHcqfZ2wEpvKU+ZgphO40vDIofJQBvuN8HxdwrSyiPs+cUhIbU+kesfro+I0iD8k2scdjRwQCavecgBy7ghhMt2lKoDUQrCX+1xyNHCARm95tcHLOPbCD559tgfu/qFNtIMqg47+s8+x94s0vLlAqtQfe64MBlowznEowrxltJ+qbKIkggfr/bY8eXRxy6ZtOHt7dbC8RgwHpbDkYGOkdyuDUL2tutYD4+94O3t6EENmcaXhts5TAZOP6HjPa4Tare9KNnQHocKtXO69nfk8XyHT5499seuAVIb10hQrufYm0XaulxgFarPHbfjeMH95hB4yxjEV5r2SyuTNnTcHRxc7uJTG97ebh3EV5r2SyuTO/YOtrdvC6iRpQtHdxKcDXl7u63Y1Xb6cL3+bQ9delwH1G570Y7G9jg0qJ3Ttb8jj+c7fPLssT92DJDacMF/yiDpjrvm8Rl2PGnrSjPYO+w6Xt8fEm8ZQ5jHPYLFYNf2sa4N9jj+KGMHj9rw9nZrsQePTpYdMrlj71R7CzMpWURHhWHHVwhu147d+pDaR3YddITx7WpvYiRsU0eKufTYwaI2rte/he0w5dgjCydEKoWQZpfFnl/cBJzNhMnj1kI6TdVBpvXscSfDJ88e+2PH+KANN6BqgNwjeAl22Y1DHFDT1rXPYJ/EIfOWMYgvx2Oa9t4Bd6xrgz30c5Sxg0dtOJ3uIb8jA20cok7T1uXt7c61NzEnGcJ0VBh2vIX40aajJPQhrIMUPRx5SMZvR3sTI86mHB0Z5tJjR/tpQ+3r2lrtLhlC2CGOO97pMuXYIwnxLD7Fd5hSdKVNR0m43+7YmQGozFTyuLVwug1TpvXscSfDJ88ZhTrXfnQHYgfr2tDgkmYwdcelPf6QBtS0dX27Dfbiy/EofgMh9LZDHsEd69ogzfG7fnPEsINHbTidpujIHZf2eNdeGdZp2rq+ne1NFAihtx3yCO7YO9XexJxkEN96Fx0Vph1vogCOtR3s6XvX/o5CejvyEP/fbvbmGHH6c/Z1JJjbGzvaTxviO2xTkiGEHeK4450eU449kgjzHJYzZFeCNh0l4XS7Y2cG4MoN0/ViF7N3EBzv16LDhupI1cGN1Hur+M00HN/Xouc3fPKcUaR2tnR0hxndrn6iD25ATRkg3bE7fqON8MAUOj4T2FXX9Q72h8hbxiC+xKcoNKjrbYc8gjvWyZTm+F2/OULYxZ8+eHu7tRBfYZkCIfS2Qx5Bx4ZlusPszTAnnp3uwnS7GVf9jpcArj13sBa2QUchvR15SL40fO+SU9CxR93exIDTmyPxHOL1qGJH+2kjbFuuj4SwQxx3vI5Lc+yRRJjnsJwputKmoyScbnfszABcuWG6XrjfZZq3w4b4Dcu9Fx020vFxvW0ZLuNOQ1juvehOs63MwifPGUU6A0ulO93gxP8eA6S+CpPBNY7PBK5Z1371HTJvGYP4cjymDOq7ED425Xi9ObpjIGb30FFYnqRM1zg+E7hmXfvVd8i8ZQxhGwrZT1qEj005Xm+OjizEnGRIR7eb8TSN53bt2K0PavfUJCflt0cW4jWN/aRF+NiU4/Xm6LZCDDgbSqXbzty1saP9tKH2Dbe3ZNgLqcdf69ijgjDPPnm+/RC/Ybn3osNGOj6uty3DZdxpCMu9F91ptpVZ+OTZ4wbgnMJBO8+tdCLhug5S363k7WbgeDxIm7tjD3r8UYfT0UFluZU6Ddd1kPpuJW83A8fjQdrcHXvQ4z0yD7W7An6R9HCn4Xrsxx170OM9bhxq33B774fw8XcKHM/h/uPtysPDY2/45NnDw8PDw8PDw8PDw8PDYx/45NnDw8PDw8PDw8PDw8PDYx/45NnDw8PDw8PDw8PDw8PDYx/45NnDw8PDw8PDw8PDw8PDYx/45NnDw8PDw8PDw8PDw8PDYx/45NnDw8PDw8PDw8PDw8PDYx/45NnDw8PDw8PDw8PDw8PDYx/45NnDw8PDw8PDw8PDw8PDYx/45NnDw8PDw8PDw8PDw8PDYx/45NnDw8PDw8PDw8PDw8PDYx/45NnDw8PDw8PDw8PDw8PDYx/45NnDw8PDw8PDw8PDw8PDYx/45NnDw8PDw8PDw8PDw8PDYx/45NnDw8PDw8PDw8PDw8PDYx/45NnDw8PDw8PDw8PDw8PDYx/45NnDw8PDw8PDw8PDw8PDYx/45NnDw8PDw8PDw8PDw8PDYx/45NnDw8PDw8PDw8PDw8PDYx/45NnDw8PDw8PDw8PDw8PDYx/45NnDw8PDw8PDw8PDw8PDYx/45NnDw8PDw8PDw8PDw8PDYx/45NnDw8PDw8PDw8PDw8PDYx/45NnDw8PDw8PDw8PDw8PDYx/45NnDw8PDw8PDw8PDw8PDYx/45NnDw8PDw8PDw8PDw8PDYx/45NnDw8PDw8PDw8PDw8PDYx/45NnDw8PDw8PDw8PDw8PDYx/45NnDw8PDw8PDw8PDw8PDYx/45NnDw8Mjg9ja2joQeXh4eHh4eHh43FnwybOHh4dHBpEuUU5HHh4eHh4eHh4edxZ88uzh4eGRQaRLlNORh4eHh4eHh4fHnQWfPD+PkS6gT0ceHh4eHh4eHh4eHh7Pd/jk+XmMdIlyOvLw8PDw8PDw8PDw8Hi+wyfPz2OkS5TTkYeHh4eHh4eHh4eHx/MdPnm+QaRLMtPRUUY6fm+UPDw8PI4S0vmpdPR8QTrZ05HHjSFdW6aj5wvSyZ6OPJ6/SGcPqXS7kI6XVHo+IZ386ej5Ap883yDSGU06OspIx++NkoeHh8dRQjo/lY6eL0gnezryuDGka8t09HxBOtnTkcfzF+nsIZVuF9LxkkrPJ6STPx09X+CT5xtEOqNJR0cV4m1zc3M3pdmfKlM68rid8O1/lLDdL2x/Cn/e3r5TdXbn8B1u62vRtx/Sy5RO9nR0tODt7ejj28Hevp30cmf1mZ1j5G66XTCxcAovqXRw3Mn2ZXlPJ386er7AJ883gE1SlAYlipPYxWg0CVpXwrxvYpvMdyR+od5ofxzYlzbjJP7S7Tp8qCIRedlK7EySE5sJxEmJrTjiWzHzbrbJoSPu5YvHG6nUWSiF5HLlhimENLtuHirQtacjfTb8kCgTxJ/daV7iXTJIFqMXkZFB7/y4F1z5wp7HBeUZulZhNwZrQrI3a3NxShKnFVqtSCJJmAL+Ztuf6dtbam22qjDtgJUjlcTjlqHwfvvNjiKuUXaaXZmFq0BMOcZMheQ18AN6SSt6Of9g7Iz9ztqb+5H54XXjxn51QCTZ0j/ba+KIcGvb3qwdBnDHBzu2P+446pYiPKCHJwG3rcp6hJ177GcniI6/fbBt5zgwrIRsTZ/tpjiWRpw/0MgUI2l00RH2zcm/H90aWM6TSH7UP/moGGVyoyy3OQ6ZsUbQmyMd6trEIFnQLUe4De2YamMAkbTjtpO2Jj/Bz9v83h6+t6H6g4YNs+QoeEtQD3ETF2zbm0YjEaVPHhhuj2vR9eCgR7Nk838b4c+Uj7oxZOTVu3iXnqxXsPsDcjFOOH4jXS/vB4W1j5SygzqTbAWfxcMm+UvalJFBslj72mFvZjsNQuWlP+BwoGqjAdmQjf+0kRDxWzNe0ofp3XBPybhtLI3vku6woBbTKOdGOqMRw6MlU3XQbuazaTi3U/w6cvvkv0Tapx/ZN/d7W4ZF6CtDhw1rK5TQMeHeDGPi12rJ+mKSOVbfW5KqpA29VNbzBT55vgZkPDuIHVsDh4aKZRrKEmmD2/FNDiLxDR7DgYTv8U0Sj7KvoPvJCURJMRoj7UtGFyGtssyIyg7qzASMjw+R6hIZu3Z9WqTPga3r641YBKuRNcQox0ZiA5HNCMPlGNYpRYQybHB7lbJtMLGWQ4lTpnicnckMRCxAsZojfVahwabbHezKCLbibLcoS3T1idS+UVKcFOMXcVJCwRd1QVqjJIv8v0KppCNQRlAGxGL2Nxoo1Vh04JpcMAyrEVmXcermM0nvouQOuVfTKgGxLPPdwbHL3sjLJusWS6oiFqG9UaYY258awiotcDUpzSrWtqSzYEgJ2ErEmfZErWM0w8FWhOJkVhMqyVTHf2ntTdWpadl+CfKvwFLQxExsU8GXwjC9otyipW3SBhNrbPIIorQ3yRvjsRHamwk3g/Yx5YdJdQabqvb6NXBtJChcQjYgqBLZxAZr2ZCdcYexF/KYYK+hXOr5pv+ozfluOIrzPSJbo41we5O+w+gjULIdmLYDnp2kl5XJyeg+i64XO22NNTh7U8ESJ8bPCdlTlPa1hKXNWfO+Tu8n65Ne4iYptccbMUT8LJVbz2eThhvjMD2S7aF2CsgZnzYNqYGCKuNs6xhJk4PiRbYkktU5smFSDJEE/QJ1J4F0fIx+wdiaoLeQGO4ja+XL8pQ5qDTbfuJaJcuV0VxM427S9mL0fTJBHROhF1ijbtboDyLUT1z6YT9KJHhwoE8WGfyzbbbJ/uQomZheD7YbIIX0T+Vtk6Qx4a/qNZ+tjzRtprp1mPGx2qfRZpn/F8x7nP5tI7HE4XPd6HZzg+0tvy81rZM2SEbn+ifLk8DiITMwIpECEzMkEQ2JfVYnvxCnD9A+9aMIx9IoYwGrQdoV/ViUfsD6ONoc+856nD6OvkLtoETb6EpgGWkphDS7bhIqTW1Pe6BAxmxIks3ohl/rCHG4FFvBckLjzjJfc2z+JepqFevy2bIlqZO6tPOD1NU+dFCIDafZnaSXtTGRbCzOMd+2p35lf2ltjscoHlhboQ3ReNTXOW5u0pA2KBGjG8qiSUJ2NOrIdDiVI5+9xmM5BosJjWUR+v24fH4GIf5kMXbSVe3DnRJaoqjvy+ZF0o18AP1TlDakCE22pXfJofe1xCpWEitmr7VBHsP+oVZKtj+NeZPxksoyzSRSnQG223jH7puGypIYK6RVkkQz5Wt8jai9GZdJTzH1EZLkoT9bjK9ilXHcQnSF8jHm1u8oQ4Kx2yZ1EZ4kDdP1QO2jFmMUYki9WFORxvbUPk4XfKe5m36/SRvZMuMhj6Y9JbY0jqyxL8k5SVL2/+gSj13jNgtROSqQ7/EIbZZjrSBOnbqttVqbNjDCBpQhWHtjXB+l3WuAsTtNm0Y3GLewjU22s7lAIv+by5SJNkQmRTL/dcq/Tp3ICo3lsv9lQg9HHT55vgZ2KV+dlL3HmtMmhwyXPNM9RVfZMVZpTGs0pBWskJbpGha2lowDS9C4FBjwYOOoonTC63QUa7Qnda1MQeapwV3dwPRNdQSzMyDtJG3FrNNMMKFXcKnBWwPfOjvLOjv8Bgd6Bf1KNk0Ys7WGhc0VLFK+VX7eUGehM1bybDyKylWlcioifVa9waZk1O7ADdw8VHao4OQgL+ergUBJdIRfRjhAMiCOinfqYpbSzFKqeepmZYuBGfeDMjMSJdFh0zGYBEZJg0ueRSozPMCItN/8szs0OCtYkjuyzJkDDoxd9kY+lMyYXJO0Sdli1JMGdyXLK5RiCTMMX6YZZs4rfKFeFKBKFNoqdWwSVjl348w4GNFilURfL297QaW4FlC9ae0taI5N8hFZZ49RP+CXaitN1GjQl0y0PG5puFqhbTFY5vuGts2Lg5iOpX6iGlRNZBaqQ+/6HGyqSlGw66ZhquI/YwL6YOyM71HWtsH2jJI4gGqwiZHEq5UmSr2EArKEbJI62ODAGmNb0HdIHzawk+1p4GE5eudLg9s26bUtsiN9vhHsaW8sNEFBZT9qZwUuCpCXt2bYe2Yozxxlk1fgcBnYm4IIkfqh9C9pNNmmwE2azpwmVJLaQm1l2ytt8kxSQBKNckA3ifMm+w5tx0xqKGF205uSYp0veTVqS0EPdacAQX49pslB8S72HQXY3qWX1VHmoGBNPKoNFUhTPImpNiaxCxiTi7Gxl+PLmE+EdTNv9BWlzzaJENshwsBf45fl2LbZduIsIv8h2Q6E7QZIIf1TW2yTpHErmTSRlLR38ULBYgyYt8wknwnlqIsFyjHLd8kzw8B5nvpj8kwZ5K4pIPtRQBoD1DaSh7rLbM/fFiswMUMS0RDFM3rhe4LjRYT2liAfImM/8gPUwwbtykx4JpaxFKVsSmooj2xNFGOSZuyYNW3JV5tKQpWLQkiz6yah0pSuST8a+9iKtC83WSN7i9AnaHxZZgygsXOR+pnBeGB3TKY5lkZlT2wLiWLbiPLsQweFLEkt5EifbTvoZfufSL0lTj+bENPuV7I7069pH/K5TMrApGwzsUR/vWj6y+KWiQpob/LX9F6bjOliig8UG7As+XkldkEcEON4FpWfvA4Z9oP4l2/SSyOA2tIIK1Fk2oHNb3F8j21QUo6lsp21LSWVSyTqxcixxH2MQUmrJorT+ElfR1L7qN3l2zUmbylxU5fZ2ahJaJejTEHFa95rkaQEWrHw+gb7gpyakjgTV8pnaRJdE4O0MMq2QJ0o0lnQxIAmn6hXdb64Ej0l0JIpZFvXa2OCrEjtJS9kYl02jJpeXXKHLtRmbBT11ViCo0d0GevsAzrdpF9ukN8I9aJYxmQMtLU4fXVCJ2xUmMohbUapC9qR2FTxKtaSvKOigEApqt9RxmDjsAj7RJzGFiMfG+vW7jThHKePStAXJ9jXzbtkitOXGV+3idV1TcposoHv6jPc8smzx27l00hkFAoH1zi6rDEZkdHoDJlm+ZWgqeNweKSpKZ3RvCwDG5MI2BlmWb6cVXSVv5TjNXsyB5WlfqnOZ3wht43NOu+nnSTjc2j8cjiavUxo8OYBmj1aphwaQDSEaC5W55kW6AzoGvhfyUCEg6cSNTpiFSQyyYSjoB7VG2zK18hXiIWMQGWT1MnNyTzWy3EgkF96ojxMTrbY0TUIrtOJzdFVj1Er03TXs6R5DfgccDb53ZacBJ2xSTBJCQ6YNsmz9SRlkwCmkuA9+UEuV4GHpR0NcEDsZW/mbKC+J+n82Cr5Xd5apB5kYzOUZ4KSLBjdmVSMB27QIcu+BJURiXBwUdBgjwhKu3k4viTtfsmzGWQYXGoVhiaTYrQfBZUrDCj1rhlznTnboGy0QhIHyE3pSFaoGWD9hgOZklRV4upRHUl92E1VKQp23TRcVbLjKOu2s836gjqKccCIMhE2QTAHFr4r7bdrAmwCrXOCGlKVOCR0djO6wj6nqTf1O01qBET5bIJhh031yW2ydiA+UulG5Nzb3tiklC1KAdfJ4+qmev6SkWgBk/w/Tc0o4FRCYAMLzVXpN0b//Ky2VwAi/yg5MguVpwCQ4QXba2fybEk2oUmjSFR2b9tune2+xj5uU3pNbtikWbKIFPAYK1OiQ3+uVRoJ+QJTx+4W1h5LelkdZRIKDCOsX+Gu2lOlS0zFllrEpJOvat1V+uvFLXm0OVrZAsmEl5RNZ21j1E0CGxH2O5PVkM+gzbaTZ33WflPtwbHdACmkf4ZbSyzbpDSUJzV5lq9UG0c5BsXkp/gyq2ioj7mtcUo0QWmmNIoae5P/08IiM3HANjCqDkgTOWovMyZlEEYkUmBihiSiSH1FfsBub7KddcbJnlneYN9Z49izwv5jQ0umZvRnSqDp9Si5NEs7ZBIXMTMCsiHqmomDykpW7OiQoQkjxQGm87A+k8Pwo+RT/9YimzW28TL1M5PgqJMY5Tg6aWyOEYHpUVGWoSDcXl7EYvS+Dx0UIYtKkm0avWz/ExnfKTuTXWufkSvChJppEN+32K/jHENjHPsjHGvW+a7kbIkyOFqklMvUVSSxwnJor2oX9RUmDZokidMIZGVrNDwlD5mC+A0nz/qTOmhANHBSMFlElswYpERYfWaFMqyYPq9keYkv+YAVymVf8sPmuDhHJk1CsWDFN1oJRgG369lu1CTcV6JMQv5rnSTRYuRByXNCkxSsKbbFvsNkU31mcVNxzhJ1smbiacWiGnmibIT1DcqzwoSUDiF5GeJN2Jgga9JEt1osmQyqCDWAlO50wW3jtxiPaFJiKS47sq8FcquXtrVKSxHAJmWJ8ZhofJWNSruMUAvSp8pk2XLPamt9tGQ9pF7mG/HgKGNQuZQhqviXVkd7NrEjv7Ekv7VAziextDnBPsExhvazzjZZY+6wwuR5nbGlHSd1xp3jrdpL8t2kHo46fPJ8DexSPnuQjEKdSbN9Oi+gwU/zVDqjZ9PmJQxsjKBjtR+DsUmMb2noX+A3GvitQzczZIoAjEdiuRr5MwSVpI6uok2X47ax2aD/2TqD7aBaM2jS+CMM+rU0ZkXBWILdn4PHbHweY2sTGF2dwGyUnYgdRMmz5jLlkOXkNxOaSWN314AfrtyVT3IOIdiVMahMDepa/r7BwjVFoURLYXGUvMr52eFkFRPURdvGIDrWh9AbHcPY5gyd8jxlWWQ5Oj50JkADrWacxbH+nJ6cXI5CH+RytynUAAfEXvam63tkabIgDRpyyAwtMRWbwND6IIYo09j6KGYic1jSqgHWa07MsAxxouvYNyJK7pS40dE5uTIAJ72klerT2huVZNqPfJhgnTs0OEo/CvznItPmTMZ8fA4jSwMYXRzAckLrAxgCxGaxxADGJs8a0DSwshzVGq5HpM/B5mHYm0TRWLdBATV5ZtPeOFbjDFNi9gy5pgC0pT4/xP4/Ep3BKGlwYxxTCdmaBiOt7rCJmhKJMG0nGEHgt4P0sjKlo+vF3vamAE42xL5DPhc4YM7GJ2lfYxhc6MLQah+DZybRZgJHMiuAs9MymliI8vd2ikblBLrKKKzCXRIocsanAMpcbqFtvmT7SmaUnKzFyS1tThzPbMxgYn0C46ujGF8bwVx82tibdBLZsquH1OvUZ8zyW9WRgu2218vqKJOw15ZaO1O7mmCGFW5Qtg1WpTaWT9AUjfif4LgzuTGMmdgYZqivBSbUSgqsl5YetttLdEuTZ9axV/KsccRMyHJrjonmNO1tnL6ta6UL/dE+ps+0PaZpmpDWlM0af7nMKpZYrs5emT5piCMx65H9ZhJOrMDEDElEkRnyRPxgzwIq2I6bBEW+Te2vic6l+AImaWuTa+NYiM5hkb5OiY68hTlbZSbSqCfFFfTP6o/Jih0dMkzwrBVYQWWajNbCGpcrqH1lTbMcRwfXBtC/2ks9jWAmOkGZZhg36JIOeTf2GembEu3yMWnooAg3xU7Sy/Y/kezcphy0a72zD5tL6TSmB+P7htGN1gYuY4b2NhqZpJ+ewkBkFP2REYxvTpuYQT5Q9infEVUCzvI26FPk/2VzazQG9c1MQZKorwatR8PiTrme7WzGnKvQfh2hcWfZTG4qodREID/T1qbXJzFBW5vamMAcx9BV+jONPMtMnlcTq/wtJZGOmDzL76sqU5fINmoS4a8yCXVTssCCbf2KDxSHasJP8Zv0MrnFsTM+hh766L61UQzFJzDNcVQym8n3jWUmz0tsDI0B1LUoxb6ux8YsdLwaWY1NUtnm5IndldQD+V6N0vvGZfWKy7TmZwnjiWmMJKYwGJ3E8MYkpmPs75taRcPEmXxHEnbptlagJnQJisplFWoL1ax21i55SGfJZq++dJQxSC7GVcsc7zbkSW3dK6xPU37qA9McS4Yi/RhY78Ug480p+q45xgXyBRG295pW0SmmVB4QZyRAPfrk+XmOdMo3NwFRwMFBclOzmOwScSZdGhCHVgbRvtCJgt5SZHUVoWSsBldnmtC63ItRBjdKPHVWKipDY1nqkFsbdGKa1s0g5IuMPwqR63/GEZsk0MkjV23Dq1UmzkscAJcTS+if70PLRAuaRppR3VODsrYK1PbWoW9ugIGa5v7kiu11Dko0db239QAqm5uqU0Too3UGyV0ZgURRrS54UiCl+XxdgWXnLPW+Rmc2i67VftRMNaNo4Crye8tRNFiFmulmdK31Y4LOTrPpmiPUQKmXuUaNclnHRRnYXlo2vUO2FGE0UG/T9UuaamsmmeEII560FkBTMEscBBfY/sO0tcahelR1V6K6rwpXe6+ilp97l4YwSee2Qn3o2qA1krm5Bj20ccVRJs9mdjdzSDYH/zky7SSSkmjnZpabdm+uCTIScZuka+eGmTAPLPWjcbiBdlaMqs5ytI82o3e2C4P8ThM4mjSwCbQuF1BSY/ViKnZ1aTvYPCx7c7bG4YLvDF44gM9ShrmEAjFuM1AeYJLZNNeBypFaFA9Uori/AuVD1Wiea2cyPcmBR3PSWvastggnzmofBXo2id5pT9amJE+Ybgbp7M3e00HJjEL7NSwkZGtDaBltQl1vJSqpn5qeq2geaULXdLeZWNPKGp3b0Hm0VepmmQOokhijFpYryiyswsOJoPyZyCXPyZsf8rgNBjerDBqVOK9vrmJ8ZRRNAw3sO1X0bVdRN1CD1vFm9NHe5iPTgZVpZY1WEzGZ5u+1DDcV23rQy+ook1CziVSqghQzaUOJ7PomcyUwJiMz6KOvbh5uRDV9QVVnGerpC1rHmjCw2Mckeoq6tBcOKCg1Z+PSktrT1ntgbDdACumf1ZFI5ZtxhjZt7XqblDDK706xR+jc+cDGGBrn2lAzQV8wwDFnrBaN0xyHplvRttiDodgUA1R7NfQc5VmUzbEkkfqmPJv6aSbhxApMzFBSNxRR9i1bc/dvUDubCTJypaR5eLEfDUN1qOgqQ2VXubG3zolWjK0MY4bBtZJn+QFNJupeI9KRAcvfQYcMLeE1k/qsSxatiUr1aU2OyVvNMvAfj02je6EXjfQH9UO1lKUa9ST5hz7un4lrwkapjyIDJWjSP0u7Bl0P3NGuSSzpZfufTZxpz8FnkUnIGKuZs8+aDKNkGu2nOU4OMVmWvZUwLpCvLuovR8lgJX11B8aYTC8wSZBfn4ktmqXCag9z9p0+WmOAbG63Z7hxSB5JoJeRS11I5hAMaDINxSLGr1EeTQIqkVRyPMlEuXumC82DDWjsa0BNZzXq+mvRNtmKoaVBM0Etu9wwE4i6Nw81pMtSZMSq2HVZ17AhpNl1c3AF6tIyzdCYwmVrZjoJ85RHkxh1c624Ot2EvP4y5PaUoGa8Aa1T7RhdHcEKx10t6Taxp/wKfYyJz2/Sxiwz6gdscPn9OLc1axlKnBXTKK5SS2qc1Hg+wb7Rwvi/guN+1UQzx/8mXOmpog9rQv9KL+OYCbPKQZGMvISqSUSoaZUtHYsIW/t24uzsOPmlKFNQWVrGtE47iNEeKJOSYl2IMUB7ap3rQu1IHSoHr6J6mPY0UY/aySZ0LPdjanORmpKXYNtzzDeXPcqeGOv55Pl5jnTKl1HoWppYlI40ssgBbwVT6xOoG6zHla5SXGrOwcnac7jQkoNL7Xk423TZJNM1440YX58yA8tqQh2eBqtrcjVYBf0iU0gd4EWmjhApwJTjjMXZ/Tc11Ols8ioHiSn0zHWjnAP9xZoLyK3PRXFTEXKrspF9NRvFLaVon+zEBINMJXP2ehoNkzYYsh7AVWShLecbxEqmoPMXWoCkAUykwUyLfeWetPBXi0sH41NomGnHxeZcnKm+gIL2K8hrK8LlxlxkteSjkINlHZOagagWdCtEkCw6C69AO1gtIDcWBAH7QUc4ul6k2ppNZpRq6uz5Gh3aHAbWBlA/XEc9FKGwNg9X6gtQ1FiI3IY85DcXopQJTvVIPfUzwzbQck5NJ1A3GoU1y6zrm4xxBJVmAEmZVWxAzghtMkPNa3Bj4BKJ0zWbdtXwvYqx1SFc7SlHUWshLtdeQnbtZRQ25SKX77m1WahkQtC30G8SNHvWnb9TkKooQrWqrjARh2VvmjvROOdszdpbjFrRQtk1Js4r6GDCktd5BRcbs2lfuThffwln6y4iqzUX+b3FKBurRutyNyaZKihBtZMIdrZd21qKJtKSXZPoGGkcpZHmJgRMZ2+ycwVYs5tzGEmMoZlJS3FrMfJqc5BXnY2yxiKUNl6hP8hCHn1DLW2xd6Ufc1qOyt8tMjldNDepkT9gmykg1ymsjCJoDxmas7NABhs8xc0E5Tp9m25qZpf9a0XNEhPkHpS1liCfvGdV08YaslBAPWVRR9k1l1DfX4O5jWnqeM1M7KzEdIZD53hdEHMTDX69UFUkvWkyYpk+SeGKpirUt0cZjDUy6S9k/8+ryUVhXR7yrmYhu+Ii8upyUNZZisapBgxFh2in8owM/dUP2UbhxHlP29oPAX+7Sf+sjlzivFfyrKRRK4PG2B8GtiZRM9uMy+35uNxEWVrp49qKcZF+4EwV9dNehBra40BiMrj0RldFa1JRC+5Vku2jpvpDgMrdpsDe2F/ki4xsphfblUGasFBc0DzSyP5TiAtV53Gu8hwuU47cuizuKzITNx3jLZinr9ZkzUqCPk6XdLCktCJop6NMQ2VKZcYcNO5oUbmZQqK9UT/xSbTNd3JsqTPjTG49xxvaWz59QjHtr7StBJUcezqYPExvzfA3SjmtnzZnA1OC6ZvCrp875llPoAuN2azZkMY/52O1pTFE/rd6qhF5ffQFvSXIbsvD+YbLxmfntOXznWNrbzk6l/rp11eNt56hTIot5Pc1qq6yHsUgN9h79kSyrG2xAr3wj20nGRSvycYWthi1MCHrXehBeXcZdZKLC8XnkVeZh4LqAsYJxSjtLsXVvkoMMuHRsfID65u00jj9dJwRlPEBhOoLUwhpdt08mIDaa8gVN1otaQyZ3JpD62IP8pkwn2L8fKLuPM7wPYs6ym3NQyH7TutYi5l4WttaxEZimUVtBH5mp53dkL0ZYfmPZUGrmEziLOJ+E+LSrliX7R8RzFEH3at9qBiuwiXG/adqzuM045dLjJuzm4uR38G+MVqFhulajG+MUMYVcx8ke+Zf46PqYrmO+JFc8yU/ILJjz6FAxUo28qBcYJl8TTOa6d4YQgkT5ksN2bhQfZH+6yLjs8soYmyT01mAwsEyxjFd7OuzHJvWkGA+tBVlZMRYzyfPHmmVbwcCdVIGvgzGFuIzaOYAmNNWiOJhJi4z9QyguzHApKBjqRM1YzUo669ATmsB6iaaMZWYpQNjAsGALLqxaq6XZM+wlCEE8ST53aZkxwy+UOfXGePYJpORrXUz3C9uLaB9qhXZDCjL+hh4TdajZbIZ/Qw4J5ZGzdnoq73VDDaLUTvYgNH1SePsbOodzEAZ7yLa2dnFgiiTkM+x1/3pDLSW0sY4oOlK2Ti7/zp6ouMoHa9HNjt8flcJWijbKPUyMN+NrplONFIfhX3luNR9BWXjdRiNTlIaSaI7i9tlOJJMTl1n5KT//eDk3P/I3Ui1NZc8iwedqxzcHET5SBnOV51BQUMueqa6MLUyQXn6qbd21I02IK+jEBdbstG00IpxaPHwAuXRKgnqe2Udm1rjLtXcCIN7ICkz/zlyRmiX8NgFzromeJ0DnW6ioSVzw4sDTJzLkNOYhStdReicacPIyiD7Ti/aGURXMngpbLuCovZitE51MFDQzLnSbrs6QAOLqVn1OSIknr4Jvs0YTBX8pxvErFOmZV3nxLbVYt8Z8tbBQKuQgcpF9p+KwQr0LvdgaJnyLFOexVZcGSzBubZLKBgpRU9syEw+2Z6jVNMm0S7Ec6GfldF13pA0hpkUuk7sbW9RzLEH1c824nJbDgrou1rHmjGyMIRp2tvgbD+6JjtQM1TNYCaXNlmBvlg/f6FltXZ1hPqMWE7Q3jYj4j2TCNqDPCftLJBBAYnOLilp1mUouvmhfJvC3p6ZbpM0ZzN5aZ5qQv9Srzkj0LPcgdqxq8inLJrAqemrwtTauFm6rSBTWrFhuPRxAw19o5DqA1cqDpYpiWxmkbKMxMZQPVGHAvb3opYiNA01UD8Dxk8Pzw+ibaIVBW0FONNwBuXj5fQE08ZT6yxcOHlOtuUNGdBepH+uXPnNnUmNTZzlD2jp7EO6SdMwJlA4UY4TLUwwGSTX0Jf1LQ5iYm0KI8ujaJvtQGl/JXK7i1A5VY+B+DgTGt1TRNenKh3SuMyqORgYsQ4BEmubbEir/iJ7U/9VUqKl2vPxeYwsDaOqpxJZdZdR2VdmJqSHlwYxtjzE7U5UcF8R9XOlOR+9M11Y3lwwq750HxEz3kgelq+WTEIfHGUaKlPtZoga2tT5MU1vrjKZmULLShuKB0uR255H3ivRNd+DUepldHEYw/QL9YP19NNFKOi5goaFJtrbjPm9xs3U5PmGEZY/TOaftTVzszZjZ7bHWk+q/zY5k5Y08dQbG0F27xWca81GzXQjutf60DHfgaGVIXQvdKO0l+Ns/SXkdxabiXUtsrd3FNBZ9QTjjk1EEixXRncY2BYpSbIHSSIZ5NF0BwpdCSw/ltucjdymHLQyFu2dVrw2gZnlWXTP9DCWY1LNPlXWXWJWB+gs9TpjPnMtPv2jjdlYgTFsbjoKIc2um4d5Mor8EXtOfM3Yvnpyx1IfLjBJPteag8rpOrQyju5fHcTwunTTgfqhGjNJUN1bhYn1cTMhoAk4rSgwJzlC48EN2ZwTVqS2V6ApSq7Y1BitxNk8gwJ9TJyv0JYut7KvM0nuXOhBB9u5f3kMw8sTqB5pYAyah4vtF9GywKRfr+is8RuGPybQO+92rn/OT9oxR6wcClSw1B+L057XTW4yGB1F/kAxzrdmkfdaDDKuke/SSqYOtn85x8pLPbnIHeS4Q3l0+WCC+RD/GdIJE588P8+xS/lBcGkujmcnl/tqY8Cvs82XOnLRyAFmlCmLvcJWVz9M8ZgpDC53o6ijCDntBew8XRz0bVdfjTHNYwIb9BhTZyYgG00l1zGtLBxYKIOWJisw1DlAXZc1RAdVzmQmqzkLLfPN5F/n0xSyLZI76zDkxPKaC5HVmIcOBqM6H6jlg0ozVZbm/60z1iisilMpc1Bpip0lk844admcHKjCj1kmMw3zXXQA+cjrKsbg2jC/0bCne6TrGme5vTm0LXUhq7cYWUygO+kcdEduJTRKnpVIq0QzACsIUNvZqi3SiOR2pew+EHbYmojCaTBQqjmUGEDlfDmy+y5zYKc8dGgK1gRpRkHOWGwc1dM1uNyTjfzhQrRutNPWdK3NOuJx6meJA+WaHJwqMz/NKMK8G8VooAmSZyXO5hpn6kX3BpiJTKKmvwr5LTmonahG11oH9+uhFVo2bBdpT29OM8lpxYXaLOQyQRhWQmO+tXrZOehLIEt6KdCww04GocI0yHHQV4CmR4Np2bYma3S9XElfBbKactE+rr4zSQ4X+ANdTKBlnAvoWWnnoJSH850XUTFRg6m4zpvJ2mzfseGdDfX0somGlJXsvE7E9HSdCOvLUODfNGk0wOT+fNclnOu4iOb5VswkZsiJ+IuZ5X+yqYnEGIPlAvadLFTNXcVQXBMCuqRDC4sVFLFMXdOlZ/LdAH97wrQDKbAxY2eBDC55Fp+uXyhxHl6mb+sqM2eZW2eb2fNn+K0WYcoryFvP0P8NoLTzCrKYQLePtxoZTUKUWKPtmvSML9YjFiwnhwuq3txUJmrPnunCAE1QTLNPN60040LbRfq2fLTPtmExMW9/EEA21TLfhpPNJ3G68yza19qpN90c0SbPSZtK0g1I5BpiF+lfqGzqxJyBJn/WpreTZ42ji5tzaFpqwrGWZ3GpNwsjsVHT7g4LGzOoaCvDhavnUdCVh6xOjk8rrca3KYGQhqV3yM504wu5BbGQYYT7iuzA+JjA3sSvztLqztrzm/NoGm5EPn2BJqF7VjvNOKpLM5QetHJsPV9/DoWd+chpuIzyzlJjn7ZfsaRgebGtISSINlMpU1BZajddB0UfpxuHadpJ7dsX70PFTAVy+nJR0F+Ewdiw0aSgs+x9U73IbyhADvvWudbzuNSXjYHNIepljXqhDOyfh5o8mzKtrZnH0QXJs/yovID1qNa7Skea9C8erEJ2TxEqxqsZs40aO9QV9Dr32TKs5OwScuqzcYlUO95IX62bJkUZJ7EE6sfUEaOOlADejEzp4OQKdyHWoTbXuKc217XaS9TN1NYEyvtLcbnxAurHa9kj5Nd0OsFCl3Kdrj6NK/30a42XUdJZbJY8m+XbRl570mNHUODqP1SwAvkhkpbUz2/oumAtfZ5B2WA1LjIusJMw0+RS9+OWDpfROVGPi2WnkF17Eeeqz6Ns4CpHWo065i43pj+acSewtRuxOSe+aXqxaYg2bOJmO3nhpmTnyJ/il6zmi6gcKcPo1nDwa2ELY3NjuFBxCafqz+BUyxlcGS1F91ovpqJa3aTOxmOVPIeXbpsJGekkRS+HBVa3vraKxdiSOetcM9+AZ+qPI68vH5Ob4/aAACMrfTjfeA6nOs7iZNdZXOi6jNHEOCWhz9KNXNkfUifLblQPRx0+eb4GdimfvUidR0OggrKJxASK+kpwmh2neq6RLlh3BV3mL90VuAvsF9y3NcZEsxmXObhcGarCyNYcnRy7HoNvDbtyi5nsILLRVLKeQNuUg/VpINf113KhShUVfNXQaeU156JushYXGs7jcv0lTG2MYXxlEBeKT6O8o5RJgl3Kmd2cj8rBWozT2WnmX+WYDsRyNWzZjh9UuoMyDMkmAdlx9WgDaWeNwa5uAFIz0YKLTJ4bppvNkqXSqhyUXDmL6Po4xifa0T3SgIH1AVylbs5QN7VjzZiM6u6hmtrQyyY05j/1fruSZ52Z6Up04HTvCVzqv8jgZcAE+pdLLuLU5RPoGulkfbrBUwSDiSFULl7Fma4zKJkqwQRfcvR6lII566z8NPDZmUaYdzviKHCiQ6VedIYposCD/UJXNQ0u9JngsrT7CsYSw6gaq8Aj2Q/hyfwnmODkmUSnY76LgWcfrvSUIbe5kH2oB3Nxa20mOTM2ZkYbVr7TzhSk65VRqDidRV23p7fMNYqkpa1VdMx2I7cpz5wtn14fQs9ILZ4+fQ8e/NbnUVGXhYXIEPmeQc96By73XMa5pgsYWRvjPvU+lzwrjFHvsdzbRCOQT6R2ld72outEWF+GqDO9lKQ1rjbhqdZjKJwoRudqD5rGWswjkRz6pntRP1yP1sUWXO69bOyyea2REmpBrU2uVZ6xNcVyN8DfnnDyGhuzZGWg3hnUmmSG9raxaS6SITeL5r4AOqvcsagVGSPIac/Co9kP4+zV0yhiElPeX2IChZ7lLuoxG5XdFZiNztJHa4kd/YFJnqUT2nRQ/aGDqt9cpz2s0jo2dcZswSSMw+S/eLoYxxng1E7XMdyZ46ExjM4M4bnzx/C1h76CooYi9NNPXF2owum+MygcKWDfmSHfCi5DNpWkG5DINcQu0r9Q2QpopRvTfi55tjdjUyiqm5sVDefjPPmsmCrD2bKT+MRXPoZPfe7j+PBdH8Tb3/VXeMs7/gQPPPsNNE7V4FzjSVROlmB6a5S2pnOCS6yGRrZCuVZZn9yCWMgwwn1FVmAkMvamkc96NgXEU5EpJpN5KOsqRftsK+4/dw/+8XN/j3/49N/jnf/8N/i9v3wdXv/O1+MiE56q4UrkNeWgabSBsgQTt5rUZrm2lpAgyfYNUaagstRuCl0YyCs+0LgxxdSkaaMBeSO5yB3OpX6q8I3j38SHPvlBvO/j/4R3vudd+JO//BP89QffhvO1F1A8UYLnOk6gZb2V0uiZsBoDWN4tSp5NbCOd8OUm0p1n1Yi+srmK7tl+nGnIRsV0LXI6cvGFxz6LD332/fjgp9+L9370nfj9P34NPvTp96CmuwzVA1XUTz79e49JnPX0AZ0lNUsczC3vWa/OSGYSEmVbJENqN8mkOEtJm2xlbmsGHcttyGq5iDomcJUDZfjyE1/C+z/3AXz4Mx/B++56H17zR7+LP//gn6NsrByVoxXmDHXbVKvxirJZxZ/Gt7HNbGWEa9dDBW2CbejiAiVu81tLaJhsxeXWPNQwBq2brManH/44/ukT78aHv/A+vPcjf4c3vfX38Vfv+Z8o6yzCFfrsc525aNscwZg5+6zLUjKTPMtDatgSaQhTlE6PZezJRjDSwBImGdsXdeegsCsHzbO1ePTiA/jk1z6Gj33mo7iLfeR//dmb8Zo3vxpPlDyJnNECXOzJRs1UA6Y3Z9i71lkia9LZWtmRJuaNa5YepA+RdhyeMtg60N3jVzbWMRtfQutGNy4O5+A8x/OS0SI89Nw9+OCH341P3/UhfPKuD+Ct7/hT/NkH34yn659C7lQBnm4+jvaNXtrikrmcLh5n5CJf75Pn5zd2KV+DAA1DQ6UWKA5Hh5HXV4ScoWL0MKBpX+pB+WAZnW4JuntrUF5xDifOPojm3jKMbDBZ6ClGdlcx+hikjTGBlvtS+GA6UAY7iGw0lYxfNE7FBpgaHE2iyeBQyeIsA6v8lnwmzJfRudSBD97/Qbzira/AV499Ebm1F/HBz78H7/r4O3Cm8iz61gZRMVBDp12A7uUBBm8696xhX/LIxbiObypNoQxBMhm5+M89U0PBGAOZFQb53UzOinorUDpSjUHq6fGzj+JP/+IP8LUvfggleSfw9a9+FO//2N8gq4YB9cYgzrQykeutZFKqa1KU0tiXBiwlNnpGrFm6bSoP4HgI7Uyz68BIb2+6QdAyOuLtONbxNHJHss1sZ0VPKd789jfh53/1Zfi7D/8t8mrzMLqm6ZsZdG/14nTXaWQNZZml3hpsJYXOYGGVnOmkzo0wuA/CvJsBwATNmkzRGT4N0gwwN1fIwhK6ptuYpGShlvrpWerCh+//AH7pf/0iXv2uV+GP3/tHePVfvwrv/up7UNxfig71q76rqB6qZ8I5ySFH5Sm4DA0wrMsONCKbgtoZ9QwJqmJUnJJnPe9T9wsI7hWwtLmM+tEmXKy+gI6pZrQNV+NzX/sAfvcPfhm/94ZfZnD52/jCgx9GHQf7aYyhdKIUxyqPo29xgLrhUMwAwtgYK9CdxNViN5Q8i64DYX0Zkn/gay4xj9LpMpwaOIOm9RYU9ZTgkw/8Mx559hFUNVxlkjaCR049gs8//gV0rXaieOoKznSfQtViBSaYmuqMiK6DMmdlzJksVWaqzAycrOr7AVkZXODMwJ/1r2oZLPvyQmIOBQyAsxuzMJIYQsnAFfzhe34fv/jGl+E1f/M7eM07XoW/+NRbcLL6BLrWO3F1qBJX2q6gb45BAf2igkyVaqc2pJM04qTdeRNQWWw+Jc+JFZs864EtU3z18ZU3nouTLSfQsd6B6sGrOJV3HB//wkfxO6//Lfzaa38Vb/ibN+C5qhPo5siUNZWFU62nML4+xmIVXG7blFu+rXHhuuFk3kX6F9isq4dkrDoYezSKJhRs0fbH1odxseMsSuYLUb9QjU8++FG86Gd+GP/xe/4ffNd/+P/h+77/e/AGBqCXSk9hSMFd80kUM8AbT/TTs82wBy2yChraEg1tmfUp4hULGUa4r0gaySNbU4qmmEAvPamiZ7obWbWXUTdcg9bpFrzvG+/Fz/zmi/HCl74QL/yVF+Inf/kn8eq/fDXymLh1r3aisDXfXJOqJbi2FKV96v9qt5Agpm1TKFNQWeqrmvPXmWd+UHrASAWVC+U423sa5QtlqFuqxx/8zR/gR37sR/CTv/hT+K8/8UL81596Id74rjehuLsULZFWPNf9HMqmyzG/ucBi+dI4dguTZ73kS3XvCD26zCbPCeNn5yKLaB3vxBnGOc2rXThffx6vfetr8IM//gP40Ze8ED/38h/Hi1/yE/jAx9+NcY47A0vdOFtxlmNPnb1siIleNKZHDdHWdL+aCEn3ERELmcJ2t0mS2s0mz5oO1MpFJm7xMVQMl+FS63n0bnShmAnl77/99fjPP/Y9+JGXvAg/9bKfxk9Qlj9935+hcaHR+LaclizU0C5nmXhrJYrsVncRV9yUTNRcux4qKE+CnlWPzqJMGkm1VrOoW/LkoifC+K0zD7/xpl/B9/7X/4Qf/qnvw4+9+Efwkl/4cfzjXW+z4+xKJy4OFqJ0pQ09W7rpqyYBaAPJ8WCbrhdqCYVJIs0naXG7bhCqkUCT95pg1qV0Q7F+5HZcYtxfiJb5Wnzgq+/Gj/38i/Cfv++78ePsGy958U/jd/7ot3Ch+SLqNppwpvMiCvtKGcMtMA7SZTSMYxi/bsmWwsmzmcwQyQACHIJO1DZRjtMbrE+nJcpnqvFs1ylUb9SiZr4S//ixt+NlL/1p/NLP/jR+9id+lPb0o/iDv30dztNf10UbcKz7JAoYz4zFpmlLQcSiHMMnz89v7FK+BgET3NqzAINMuvL7rqBwrALNsW4cqzmBf/jK3+OvPvA/8Z6P/AXe9Ge/hdf+4X/DU+cewMBqD4r66BjaC9GbGMeoufZZKadcYqajywAqMumA+UFOhYGTlmTpmiZzq3+6YS0AGo+OIb81D7ktOWhbaMPbPvd2/Luf/Xf48d94ET7wxXfjw1/+J/zMK38a7/jUO9A02YrGiTacqjrPRLuXTk9LuzUnqplMnaHRWUEls/QEhjIwcKZCRam8hBwPHb+uHdfyYDNUxtA5040TV8+jdq4VY1sT+JN3vBkv+rH/gs9++j34n3/0m3jRj3w3vvuH/i3++aFPYxCTyBksRWFnCQZXhimFzptxkNK16aY8DsQJtZk8WwiGh4ACpNl1XXDtZJyPsbdNcy16/WodTvQeR/lsCcbjozhdehIv/61fxHf8X/8bXvDv/xVe9sqX4cvPfBktq20Y2hrB5b7LyGai3ZPoo37mTfCtIPwwlm0ndRvYmKFA9+4sk95lbwuRWQZVs2hjUFnQlovGmXqUDBXjF9708/jlP/0lvP4ffg8/9N9/EN/xfd+Bf/uj/ycey3/C3NylYqiax5dgbG2KSdE6y5KrVpRsJ03MmSe+y+5E6qU2wc6QoCpGg5sCJQ100XXagyZZZCkbaJpoxsmS59A924rsitP4rd/7RbyGyfMnPve3+IEf+7f4rv/33+Cue9+Lro021M3X2cSGydmKbmYVJM+6Rlezt7pQwAbOliicJbWx+LgWHQBOX0ZnIWwmOPhRZ+MbE7jYcwnZU7noZ++43JqNP/untzAIeBX++C1/hI9/8S783p+/Dn/wrt9n/6pGw3odLvafQ+VcOZPnUfrGOZMUbWmSQctoM2xvO+wsICuPGbqN3uXZtLhRy2UnN8ZR3HEFVwfL0cfk6+4zX8f3/7fvwUvf8BL8+K/9KF7wnS/A9//378M7v/hO1E7VoW2+jceXMEDrMI95sWdorF+xCbTVzI52dLxkCipK7WaiN/Ye2rbGHCXPXZvdJnm+1HsereutuOfEN/DyV/48/sP3/3v82mt+FZ/8ysfxgy/7QbzjC+9AG9qRN5eP403HzV3T3TXPtgIFOUws6Nv0mKVUe9gXOjwt6V/Ibk1rUS+a2GA/VaCuvqvkOcq+PLDYy7HzKRTPFmKYFpfbfAkf+dz78I6/fSv+6q//FO9451vx6NP3msekjUX7kNt5nslzLgZjnUohqB0lz7S1Zcq1wrq5afjIFAK5wvpWmOiSZ5OA8KVVKDPRaXPdaXlPKeomatG93oWW5WaUjJYguysb2d05yO7MRn5PHlqXWtAX6UVRR6FZaTO/qbPo9ux1cLEQ62DbBXVyczdlCpJRy96VPLMZtYx5AXpA2DTKJ8rwXOdzaNlqQcNqA+564C588u5P0s/l4KkzT+Oj9AdP5jxtrhtu3KAf7DuF/OECzMbmbNHsF7f0zDNfaj0lzvKn6rkmeWaSOL02h8aRVpyuu4jmpU4mPK345omv4a6v/hOeu/gosgqO4ZFvfRU5pac5/utSjn6cKj3FhLPOrDDSmeeozjwredZYsMa4Qze9EguZgtOtuqmI22q3cPJsJjZiIyjj2JnXnY325VaMb43hbOVZxp9/jfd/+oP4FnWT36qkrtWsQOta68Tlpov0g1cxtTkFPT9Zvk1jpUq3lVGQZLuGKOOgptT/E3YCWnfYntmaN/cMye4qxBDHEfWPrx37Av72Y3+BD3/2XfjMVz+Arz/0KZQ2ZmOCsrcsteN8fz4Kput4vC4xZPwnWwjsbC86CNQSLnm2tDN5lgbkj/vXe5DXlYWSgXwMxDqQ13IBH/nye/GXf/dmfPCu9+DJpx9BTVcl+hOD6MEATndcxPmWLParBZbCXi5/6Jb/O73fwuRZZSYSW1hjX9FJsOKJSjzV9hwaNpvQEW3FxbKTOH/uGTRUFaOtqRIl1Vl4LO8hFI0UoinRilNDF3CZOphgXKdoy/Q0nzx77FK+BgEahhJEXafVu9jNgbyAhlSBtlgPzrZfwIcf+jD+5pN/ifd+6u14911/iY9/6d0oarjERLsfBT0cQDuKMLQ5jXkGzbrXru6uGdXz0Q6jZ6jIZIfkB5ICJ52d0eNXVjYWOcAovFzE4NqQGcQLOvJRPVmNf7rvffjdv/td/Pc3/TJ+/lUvwYtf8WP4Ly/7Xnzk3g+jbbGTyUwNztRcpPMY5q91rtaee9biKLXQoSfPBixP5WvJNgczPbJAulFA07s4iDP1WSgeqUbHag/ecdfbmcR8N/7Hr70Y/+l7/g98x79+AX7kZT+MBy48RKc2jpyhMpT0VjI5G6METIkYCOmZ1xqwNBzHzKRDyJEJEidFJLcrZfeB4dppO3ne4qC9hPrlOpwfOovyuVJUjV/FB7/8Afz7//zvmDz/K3zn9/+f+N///XfgF179C3i25jk0rrUwmbmMK5MlGOWAqjtybsTW7NIgTTDLJ98og2mQ1G1gY4YC3cud2gVPDGFMcqihfwltky1mCZmWZlVNXsVr/+G1+LHX/DiTmu/Hj7zihfilN7wc3/3S/4hHch83l0No6XZxRznmoouYWps2d0E2QxydvgmcDzt5FjTARViP7h6tyQjZCS1fN3BqmGzC2atn0THXguyas/i11/8CfvLlP4A3/MVv4Qdf8h/wqj97Bb5y/DOomC5DzXI9zjVfpI32m+TZnmkyC+hMwKdgz87h2mCQlVlSG0ucveiAcPoyOgvBJc+TkSlk9efiMhO09lgXfdcw6kbqcDL3JP7uA3+Ll73ipfjO7/1O/CGT565IJ2qXqnGu8wyuzlaaM8/LDAzUNmaSQckzm+x6+NsXYTsLyMqznTybtqR2dH39bHwKV/srUDFQapY5Ppb3CH76d38C3/3y78K/e9H/jRf8Hy/Af/ql/4gPPfAhdDORa5/tRFH7FXTPdGN5S4sBpROrlyCdMbSjHR0vmYKKkurVX9lvlfRqmlPL4jujXcgfyUNWzyX0xXpRP1aHv//4u/D9P/o9+H9/9oX4nT/+bbzol1+Eux75KDrRhSsLxTjZcgoja8OmnPCZ51uXPKvdqJmU5Fl3yVXy/HT1UyidL0NHrB3v+/r78KO/8CL8r7e9CW/7u7fiV37j5/GHb3ktLlSewUC0G/m9WSgaykNvpIMBn5Jn+gL5gXXWZW8xYPnIFAK5wvqWLEYeYxe6EeI6lrT0NDFnbspU0JKPqoEqTG4xadlgH1moRRP9clu0A8drjuMLx7/AxKcUg4kBXOm6gtKOUtqpLubSQ99cuhdYW1AnN3dTpiAZ1W6yN90wjK26yNbVNbSVk5V4ru0EalZrUDpZjt9882/hJa94CR49+QieuXAMr3rj7+BtH30HKgerjHxnB86jjAn3fOL2nHm2tmYfuRdOnnWGdW5jAa2TnbjUlo8mXULTkY03vucNePWf/yYeOv41fO6ej+AVr/15vPfT78TgMtOdtX769fOoHKjG7KaW1Wsco2+TvekRRuZu0ZlUBOHEUTcNuqraTdZmJwVXTeI2Eh9E7VQ1CnvzUTddw1FyEll1Wfhvr/tv+KGX/Ff85bv/GnnNTGy4X9QX7UXlcAUaJxvNPSw0Eq9xPJa3vB3Js+qTL9Az0ZWM6vZnpb1XcbE9F73sF8WDxfi1P/3vtLdfwa//wS/hB37qe/Hy3/pJfPxr70P3bDu61/s5Tl1B2XQjRx09AT4zybOOUPOrRbZJUYWJYkykKx1opchIbBAXGs8grzMLrYsN+MRDH8Ivve7n8PJXvhQ/9fIfw6vf8Nu4dPUiujf70MZI80znJVymfFPmchPGqozFdYMtp2dDjJe3aw50clhge5jn03Ps1AWYBaNlONZ2ClfXalEwXIBP3ftR/MP734bTZ57E5DTtp6UA7/7a3+Gh8kfQstWBnMkiXBktZ/I8hQjzmDjHEvV1nzw/z7FL+WYQ0IBGh8ygaowJmh6xk9tRgNa1TrTQGZeNVaCorxBVfeVo0PMPJ+swsNGLjpUuZLUVoKC7FOPmRkFBQqFniOoZaYfRQWSsLqgLyJ151p22NxL2ikvNZc7EZ8w1z7lteaiaqMbxqudwpukMCul8n770L/jsQ5/APSfuNo9J6l0boMxF5lEiekay7rCrm1goYNVyL5s4s+Mr2TSk9rMsZBKa4VKwb4fKuLkzrpbCyInq4fS5umNmez4altpR3n8VT2b/Cx549uv45pNfxgPP3YcLFboZUieuMqA+28FgZ7gBM1E9NkR36aWDNHfatQGzveZZTu3akIiObgTO1pwDUp0KqLoZNF7su4DCkXy2fzfyqnPwkc99CJ/55qfxrQtP4JHTD+OJrCfMDcMaVptwuuUsCoeucMjUNdwrTP414LMC55MzqAst+TTLPncQnb5JZlRZzFwntrS2wFyKQ/bWIjqn2821zTUjVRiODuFE9Ql8+NGP4J1fehfuOfNNFDC4ebLoKbTOtOPqYC1OXz2HxrEWBmRLWIovm5vdmbKNnQWkgSigw0iet/SoL61yMDankCPGAVTXBc6jaa4dlxpzUDVWjc75NpwpPY6P3fMB3HXf+/HwpftQriWN001o2mhF/kQpTtSfRf/SEPveBnTvAReEa6mhC/a0ysXcCIm1WQrJos1Uuk7IzsKQf4uzHRc2F9Gw3IyTnWdRPFnGdG2ONriKuc1ZtPY141L+BdzzrW/iRMlzGEj048pgIQOeC2haaOIArAe6LJv2p6Nh8kzSzVAyicCXhcn2G+lFLWfWipCDDWNrU5EJsyy2gL6tfb4V7XOteCz/Ybz/wX/CF57+Ah699DgeLXwMVSM1GIoMo5CJc059DkZWRqhdpt8x3XVbN9cxWuHL1bdNSV4yBRUllZtHpCjItNegaul2X6QPV4aLkN152SzFnOOre6wLxy89g49+4UP44Ofej6dznkbDRD1qlmrN9Wu5fflsh0nj+zc12WgKl4+JB6TP1wnxmJb0z5YfJpNysm9q3FPf1TWPWo0ysjGK7MEC5M9cwemu83jl3/wuvvfnfgCfuOeT+MqjX8Zv/vFv4Cde8RP4+IMfQ+1cHXJ6c1AyXoL+WD8lV8K5zNKUzLAeNzmYUVjBnJ+zZG1N9WqaJkI5dK2yxkHdkCm3MQ+VtLmWmSZ8/LGP4zV/97t41d++Br/37tfj5//oF/DKv/4dXG65jObZZuS3FqBxqMmsdNJk2oq5QZ1CdWNppjn3aNLMQuXR3rSMNMpxVO0qe2ucbzQ3DiwcuYKsrhz86ht/Ff/m+/4NXvH6X8Vf/uNb8Lo/ey1+4TW/iEcuP0K/0YBz3efRMNdgnj8s/lOD6RuGVcNuMv9sg5hL0oxubKKjyUjpyGiKfnY5voKOmV6cbryM2kgHvnzxbvzIb/0oXvy7L8Eb//GP8MJf/iG84P96AV791lfiSmcRGqebkdWch+rxBtjn2irCod1yPJUNUDBWLxIfGYKTSyLJ/ZshwPQeY2322SgrmIxPoZrjTVbrZeqoAW2LbfjoNz+K7/zh78T/5z/+f/FdP/j/4MW/+GJ86P6PoHO9izJU41LDJdSP1pnVbCrH3HGbZd6u5Fl32k4wNtBtG2djs6gaqkNudzFqF5rxrYpj+IFf/S/49bf+Gn7udS/Fv/nBf42fesWL8Mo3vwKl7YVoGK83jxRrX+rGDOXRJHTYJ+9F+4KH6LAkORWbcUaWZCdm1T+G1wcZ0+ejdKSEfGfj9/7hdXjhK34Yr3zLK/FTv/Fi/O//+V/j9e98A3IGClGzzn7EJLt4oIK2pHu366x/YDtO19o2H6SPkE4EvTnKFCRThP0jGjE3y21d7TRnki/05+DqbA1OlD2Hd3307XjVG38br/mTV+LX3/g/8DN/+LP4UvbXUb5cgzP0C41zzYzJ5qnHdfoO6kA5Uqi/X1fb30HwyfM1kE75Sp4VnG8ysZpfHUdDTzUK6FxrxmsxBD0rWKGjznfINUX4vmqWbJQOX2VHz0ftaCPmEgscnBj8M4HVtZPmroOHYVfkV50jTC55VvCv1+omw+ItXUOzjNbJFlxuyEb5UCUD4WZoiaBchRaojMd1hnnBBCtXh2pwWTc5GW81ibNuDCJp5dpN4qxOr0FF9bFa43gCFjKJOAvW80/duUY9X3ZJCTQ/TW4uoHqmFWdbclE6UWueI6okR3dD1yynEmSl+iPcnzNWgeP1l9A81WEes6Ph1jw2IQiYNRCba2kkxD7QEY6uFzvtzAYcmhwQp1pAVzJcgvPN59A202I0MbY2jLnoNHlUC2xRA+sY2hpG2WglLrVmo3aq3gTWGhw1wxtd59DvlpjdCIN7wJzxUyCRhjQoi2IJDjYRPWpK+lkm7yMMLisYOOajbbaVfA+ia6WbiWcHdTdBjs0cP6a2ZnGpNgcX67KZ2FCLdPBmxpYvhUc2eWZdATleZLf6n0Ex2W9Ya0JWk8A623ONJG70yJzutSEUdJUguz0PPeu9TDhn0LTYjOrJGm7r/vrWJzRtdOC59vO41JmP0Y0JSkI5w8mzeZd0SphsIEjBAkojzU0I6GzNwSTPTKy02HlwaxTHG0/hfPtl9MUGTVKsaTaTFBPq7yOxYTTNNOJy82WUDJRSP/Z5wjrfq1UGxiaU0OiGOplURODLwmRlMT2VPKr12Jrsw0sMeHU/h7bJVjNZU9ZbgqGNfkzQI/RRT/JxanP5al1zVz/ZiNOVZ1HeWU5/omtQY1jV0kLKI73LG7h2C1OSl0xBRYkkG+1aAZu5lITamUxMonayDtns4+XDFewvOvu6ZlZDDc70oZljzNTWJD3dBMomK3Ch+xKqaIdzMQY4SpTNWeZtUvJsJr+uF47HXaR/zma3KTV5Nn6BLTxNvquXm3Cs8wyOtZ3Fh//lk/jFN/4KfvsvXoXX/NXr8LOv/jn8zl++GnefvQ/ZPYW41J2HOvatcfqGOXP+R71LZ7Hlc1iVKKMI+A+1mSNNaqjfKnFe1eN2KI+SgPLuShR3lqBssIx8fxP/+PV/xF9/9m14xxf+Bn/7pb/H55/+Eq70lCCrMRv5LYUYXBoxifMyx681lqXxjDVYcfhvjybNHILyNUGYiLB+8qCXru3sWx9AyWC5edzOqZozeMuH34I3/+Ob8Y6PvAO//ce/ide95bV4x13vwNnq04xzSnGZCULfep+xV42bqcmz6S83g10/324clzzL1qylycbkX62H1WTlEOO2y0yML/QX4qGyJ/Gmu/4MP/37P4efIb3k9S/Fb771t/HFY9RPXylyOgpR3F+JnlW7MFippm70qictOB+tMXo3TzcDFUZSO8l3aghQFWxLeQKNGWpbPdqsf7EPua059L/FyGnLwZ9/6K34Dz/+XXj5a34J/+O1v4of/Okfwps/9L9QP9eA/M4C5LcXoG+pl71mgXIsmxME6zHGbkxibRuq3m0WkpRpmHJZny67YxwcY99Zji+hZ3EAudTNpY58nG69hN//4BvxU3/wUvzAr/0wXvWOV+Ezj/8z3vel9+Jy9XmUtBaivKPEXJajSSu1TdjG9qJ9oUOsOdm215DnSD5eOqcO5HPHGJNcHa1C0SDtqe0C/umB9zO5fCl+5JU/jl//i9/Bmz/4Vnzg/o/hVMt5ZPXlIae7AC2zHZjX9fMsUFUIW9Szed6zYc8x4JJnbQffOcoUVHSU7Rbl6L6pZwPNomq6gfHwOdSvtHGUnDKPCv38E1/EWyjLy//ol/Hrb38l7il6GFmDhTjTcB79y330FyssizaUoG/neOWT5+c50infDgTsPAyo1qMLGJ8fRE0nk4BGJtBjdehjQjOWmDHJ2ggDzo7VfvP854tMNst7r2J0bdwMSnEOTonImpnlzXiHcAWSX9PZQ2QNWw6f4dimHsOi2W774IM+3ZG6pxyFXcWoHKlG12IPJpjI6LonLeDSo5Cqhqtxvu4SrnSVYnh9jEOrzotq5lBXhYSTGVef3TRjACmT0PN2zfMWWbOutF7kQKDryHXjCD3/czAybm4adrr+Mq5QB53xAXN9sx5toHSmgwN83nAZzrbnorC3HMOro9SMTczs3Xo1MxiEMEb/rPSaMuhI97p+7LYzBQP28RS6KVX/yiAK2gpxkQNHw1g9Zhg0awGRlkFPbU2hZ6UXRd2lOF97id83YzI2gyU5acqhx0GsrSwirgfZi7sbYXAPuEAynDQ7skGyDZYVzqzFaW+URTPfXQvdyG/LR1ZLFhrnGjEWHzOhsJYL6rru3nldD8iEtDkPLTMd7E36Tqmdhh23woH1sJ0cGV6M1uwrg2KyNnu3zQ3WsaTJACZUui+7hsGpxDwTr2bz2LqcjgLUzjWZZ9fqnO0E7W2IqUzdbCvOd+TgfFcOWpY6OYAu8tdaumWTZyV8sj3zMkGZDQQpWEBppLkJAZ2tOSh5VnKlSZixrWmUj1Uhm0FM6UAFOubaTRKqxWrTiQmzWqBzoQPFHcXIby5A13wfpbSJs+xVz4zU49E00Wh4z6QiAt8SpmS/4csmzzZYXtuSf1rFdFRLtytxvvosSnqKzGognVXTQ06Ugo3QV1TTf6vvFLQWYWh52NiZXYGi1QEqU6XvERQ4G8wUWKQFyzeWQVvbpCxbWuK4Tl8wZJKz3MZccyape7ETk1H7yJ016qhjvhVFlDO3qwDl41UclwaYmK2YiVONAa7Pim5n8qxUQPfJ7Y4O42RHNk51klou4UMPfwy//+434E0f+J/4q0+9HV89eTey2vNxsS0Phf3l6KO+dK5J588WjIZ13kllq70yjYD/UJsl2y44sykfuxK3+pmnL+ie66F+SpnY5JnVKN0b3RjeHKYXmKRfGEcTfUEhg9JzVZfQNGpX1CxqEjuwNU0MswYrDwXao0kzB6M31qYl/DH5JPUeXSqwjhnK0z7fg7z2KzhZeRb3nr4Puc255sZTdz/zdXzsm3fhVOlJFHddQQF9X8NEA33bvPEDtzN51ksWptUN8rHqRepH80w6W5a68SwThBMtF/F0zSkzYfORxz+Fp0qfM9ek5vVeQX53MS40ZqN5rgNzSjT5W/l6nX+26+w2mXCwRPafzEGyyOdr/KRMoeRZfk7tqJFCMZeiNlHLlM6OX8azJc/iS09/GR/46gfx6PlHcbLkNO458wAeuPwIx6Us5NAWe1cG2F+WzOPUtNJBE4fr0TXGB0qeVTcpeNtB2xuZgYpK+m7GW3GOHHE9I30BdaONONdwGefbsnFf/qN42xf/Hm/7/N/jidJjKB+5yj5zHmdKTqGitQSDU11YXJsy8Y3tk9s2thftC8MbSW2vhFZN40gJtBJd6Z0+R/cp6FzqQn5PIU41nMGxmuP44KMfxR995M349LNfQuVMI2oXWnCRvu1M/VlcZVw9EZ029mPXllgocU5olZH9437jLfk/NP7rC0eZgtojwTo4JqzHVzG7ybhsdZDjfjEudxWhlrY1YeL/JbQud+BYxQl8M+shPFl1Epc7ClE5VIPJ9XGqcZ1lMCbzZ549hHTKtwOBAim5TjpQBjQDkxwoGwqR25CHKz2lKBmpQtV8M67OtyCrr5jOmMlZRyn6F/rZ3XR7egUrdPIxGpoMN9MdItnZWGjgoJKOKkGjpnHr2gQt3dbAr5lMnTGa44A3uDqMysFqXGbCks3EpnacgRkHmpa5ZlzpLcXlpmyUdJehh8HyLB2HzoREOaCoLcAByiyflUwhp6+qNbyIuJkRqBxJqRAsQnl0/2UNBXJKK+zIZljhgNc1222eSX2RSc3VqQbUMWkpn29CzWIbshhcPnP1FArMRMCoub5RLtEmL3ynM5ADS8JVqndHIcjdbVPKl3sgnY3tIL60hG8poTUM6+id7UNufQ6yai+iaqiCQU0LmilXzWg1SqmXyzXZuNJahrE1PR9Rv1s1EySSR2d/EwzOFLTuYv4m4AJJk8imJat9BZrLES27VgpMe6P9dMx2IL+dfYe2pjtr103UoXWmGXVjNShoK8Cp8jOoHq6n+1aqw99ywLcTHBrFWK4CjLB9KwCkzg4nebY3DVlnHascrDcozwbb1Vwfz9fYBhOw4Tqcq7uMrM5C1M21oWWh19haNQfQM01ZOFV/EY3zbQyhlYjqxme0XNqZvQ5UwT+5VvDMwVnkAkFnU5InTDcDZ2NJcFP1qX0VLCr1rxlrQDYTNAXGVYPl6JnpRBsH1Com1OW0N52hbR5uxXx0hYmDHhOniQ2mRHyPRFfpKzVZQxu4aW5DCOk7TJJF4YgSZ9mHzugrwNFLfkrXopZ2Fptr7XX9c/10LVoX2tDK4Li0twJnrp5nMlrA4waYyCxjYZNekf59KbbC5Ej6sRpI9s0kydcGtp5RsEZTpiwjgZUog/aEgi5gMbaKzqluVHRVmufRVvSVopM21k15OukT9Niai7S1bAbM7XPd7G3yjuw3/L0eH+f67DapLlPpwaHj05L+yVHuJGlnd/KsCagNM5nZuNSDi0z2z7fl4MpwGf11FZpXWlE9U4uCPiZmPSWoYP9qYWI6HdekCCgXfZwmOKRvo3n1etWVSQT872ozJc8aK6yt6fnM6tMLTAB07XP7VDsu1Wchq4ljz3AV9dODnqVBNM60mknBrPpc1A41YmJ92iTNdkpQE4zsO9SRa7X0zcmdooxBZcnWrK+2k0/khXJphJ+KLaB+uBlFbSUoZ1+p5XjTOFmLtrkmNE3WoYg+XI+Cqx2qxUxshn5Rq7bk89Vuqf1lJ10P3NF63ya9QvYl3YQ+K7ES2bRTlz+sG/9bMVqD0w0XkdNdhPqVdjStdqNjeRAVY/ThTDYvMIGrpjwTsSkmmvYSN3vWVxGPrn3VjZZYovp/xqCyrA7s2MZNpxa9k3Rdry4TWN5cMjf9mt2aReN4I+OcLBQwoWmabkLXYrd5pGj1aD2yWvPxXMVpVPYzcYtwJN1aMkvqtZpGflq6VltRGeFGDZH+iRFRhhAqX3UrPlnaWMAqE+iFxALtqwGnqs8jq6MAdbNtaFvqZxLaiuKhq8hvK0JuXR66xzqwEpnF2tos4rqni/FrO20rHe0Lwxf/MdY3pKQ2JYFWHC371qpNTcC2z3XiYhMT/taLKJu+itrlZlQvNeHqbD2KRytQyFizpLcEvZRDlmSeP8I6FCarOoawpiptWzUrirETQEY3ouDNkA7MCFQu242xhlYgLLD9J+NLaJ7txbmGXJyqPY/K0So0zjahfLQS9Yydi4YqcaG1EBX0XSNrUyaeiyXWmM+sYivGXuGTZ49dyudgJaPQYGkXNWlRHwduGtv4whDahptQ2FyIU1Xn8GzVGZymA85lwlk1Vo8BDpqrTIB0s4mECSjVKdR5WCYpswh6mMp1g2xA6vS6MZCZEWb3jFEWzdnbQWHDBI2DayOon+BAyeD4PAeQU5TlVPVpnGMwVjVSjbHIuEk07Xw/hxImD3qWr02cWa9m65yzV98M7eJbRrFJmaJxDouUVQ7JBO4KRNiZYxzAF2NzmI5OopZB16n6SzjGwfJfak7hX6pO4mxLNpO1RkxujFFyPc5JAbLmA5W0kBTAOI8m4qYh99kIs/2FCwgtSXhzwDWxy8bSkC1ZsiUwF11A92wXqvsZNDdfwonyYzhW/KR5Xm1FTwV65wcwwcFkjonLWkJn0HXdF7WrM4FsoRiTASXQB+HtoHCBZDKBSEM20NxOaGQ7Smg0A945322Sl+zmXJzmIH+q9ATyW/JQz37TNttpntmt2f4lBjBamq+E1Q74KpttH7ZvtRlb7DCSZ3uZgJkmYu3SCnUSp/3H2aaUSSm0rivtoDzlQ9U4zcD5saJn8a2yE7jQlMe+U4+elX4GY5QnuNOpnaSh5fJd5RneqTNHksRagPUXkmcvul44+0qCm/ILsjNZyyx9wQB9QRflqR2jPJXH8XThE7hQexo5DZdQ0noF3dM9mFmfp51tYiPO38X0a9orB2Nd556gb7CO4EY43AMhfaeSmzzR3eV1E6cI69fLnKmhPJORCTSxzxe1F+BExXM4VvIszlQySGvMxdX+Gozpbu78zSyThZmNeWNr6kMKkJ0mXLttk3xEYOsZA6WgDJrgtHaxhY0YA3a2sXyp0s9FBjrDS2NoHG5AXlMWTlY8i2eKn8CzpU+hsD0PbTNt6Fnux+ialnUrLaNukn6N/Sfol5YoGcu9Luj4tKR/gU9Mtotaztm29bPyavK5ugxDt2KaYlDfFxlB1XgdcrvykduZg0sMRk9WP4fs1iy0zrbTF0xjNr5skpYoq9lgXRv00apB/d2eZdT0gnjIFLZlSSUlz6p3nXpa2liCngSgyTS95uL0bXPduEpfkNdWYCZnjpeewtmqi+bmh3p28HRiHpPrM5hdXzCjj2xtncmzHo1om5L/bfUppP2ZlFFlyd+o/0om8sIgeCNBz8av1inrdGQB/QuDuNrHBKY1Bxdrz1CWEyjqyEHVQDn6FnvMWXclZmum70uGcD9JTweFjkxPeln7kiWEfaa2ZfPG5mT7lE/Rmy5Fm9mcQsdiBwo6i3CW/uws47WnK07iPOOCSibWWhk1G5+mZa7Sry0hyphCNqsy9X+d8mnVm9SROYhv9Y1gcljxh4xbH4NdWuKr/qrJmlkmj4tMonWfioG1ASbLNchp4ThaeY5+Oot2V4TygSp0M2mboT1ORmeYnGrFU4w64pi6vmh8tUH6xiXpnzO8zMCVqJp16V1Evk4+mz5thcmYHi84uDyASvJ+iv3mWMUpM/Gc1VGEuvEmDCwPMRZYYHOskz2OMdSvjTO27Wov2h86Ro2uiJWkDNe1vyOzW/3V5gIaW4Y2hlA2wpi5hT6r7gyeqTqOE4w1lTi3zDajf7kX89SBohf19QhjZbp06L5z6soptZKsBVsLIzkViA4ixoEgv8YxjolzVI/fZPusct8E7b11pte0dW5bDp6rOMb4/yyyWrOR03YF1cOtGKXPWmWb6xK2xfU5lrHMsjS++OT5eY9dyqeF22tQdV1gDNMcJObouPSs5A06r2U6poGZbrRPtppZv+ZZBi+rA5imA9ZzR016F2NYGt2wHY91KLRUX1R/yByCHkZekxQMti55ljyaoV2NMAmO2+U7Gvi1pGmB0s3QwXYu9qN2pgk1M/V8r0frYjtGYqNmmeMcdHX3EluC8uhsJh2fueu1Ht+gmTr1fnkCfgz7nox1HxUkMVnPlm5yYuoJgkKdXYmxZRV4MoHWLbfmY9PoWupFLQfLqoU21Cy0o291GLPRaQ6M0yxolaQBVmWIcbUb20qeTRMCpv3sbvMuMsI4RuTkFHRoWHXC7y/tLhtLS7YkBTNrHDDlqKei4+hd6UDzfB2aZuvQOkfnrAGSybXOAC5Fogy2FURIJXEsmzura4JgjaIoIBfPmYEJJI12pQy1G0ltKDKfGW4kYmZplp0CYP9hAKwzNEqh59l3hiPjaF/oRMN4I5rHGhhYtqOfieYsk+vp+Bwm4wwSlHKTd12Dqkkf0zCBXTsy7cWXOBJJ/kxBZWmyS2QMTrYW4eAd0XM/1ZM1fbPGAXIG4xuTTDo5+FOW2olmdCz0YmBpyFyjHtmkv+DgpMRSE2lx2qmZfOKvWZCxYXNtqpHADp6WrDzSnI50dKOadPYVhj6byyG4vUiZFjdXMRXTJQGd6JhvQtVYGZrn6tC73IHh1UEGMMvqNZYndnSRJgNjOkPK32tljrlZneE8Q0jReZis/m14q4kancvTtXTzsTksm+vl1zCXmMXw2iBaprXCoR4NEy3oXOgzlzlo5YpknqV+tLpAZwBXqOMN+jbJaHSgOnaQ/Cl1JVvPGNiGpn71GZtIaUGPHmdvVtnxs/bqzOB8bB6DK71omK5BxVgJGmdrMbRGX2Ce6mDlWGd/MZNJgY9MTaCdfiTPgaFD05L+iUNry7Z82Qg9o1lRYSeLlMjIH9jpNCUiCeMLhpgE9K92MeBvxdXhUtRP6Pn7vSaglkZNT1Ab0EhlWnIFqtf4X/UptyNjCFpbyWDQXo7smWc7SakEejm2ikUGkbp+WWeYdJZvJDKG9vkuY2ealG6b7cbQ+gR1I+8Xo72tYZk+bY0CaXWB/DxLZ/k7mpLED6mUMajXqHV1XlX3YaBm1J9Zrxu/lSiubkXY74cxQHtrm2pExWAROpYa0Ud/oLva67KNDd1117SP+kW4n6Sng0JNIEtypM/6NUsx3DsyL+nG2Te53ybZndYPaSxcpC8YZ5LWh+6FHrQwJmiYa0EL4xxdy6r1a5vUou7wkGCSuRkJHlGlcqmjjagmo8VF5mB9l03yzXiamjzLMetd9s+j9egs3dVczw2e4f+BKP0a5dBlAY3TLWiaaWNSPcpv9VSIVTNZs0L/pstRluOr9syz7JovA9uglljDbsoMVJJWcC2SVlhZhHag6GmD8Wgkoidp6MQU45y1EbSON6NFMfWc4p1OjEQnMJXQc6p5LP2jJjVc7JHOvlJpP6hd7bSeJlrUv6kVMszirS5YlXSg8GYjRt/KvqvpWa2NG40NMUnWvVva0DjD2Gy6Fr30ZVOJMfKrx1PZBdtqcd0OJMZyRKafBUVLxVbNimGsTZsWC94M7S/GgSBrU3/XhJ8mMVSvIhlGibSrFUzFp9jfu9ExV08d1KBprBaDiyNYYHw9z5huLhalT6AeGQdofNVUqPyhT56f59ilfA5WSp61AGiJNMXBb04d2CQjonUGWgzAmHhqWaqWc+hdz1I2qTIDBl0TsMkISAPkOsuUm2D4nam+ECDoYertjoLB1izbJsm4bUITIS/qPsFyZw76SqWVqMwwkNF1pnom3ay5PnCJL8mlq1LtlT9mwbSSVN34TFGdEueU5FmOx+zmx4zKKTFVqEgiRpU0yxOJD0ZVG+vcpivgYKHbaWmhH0MW0pJZNKurmCKUMRFbIGM8lkGXrmXRoGsKp1NQ8rwlUgSh+gKZDBlh9M/ukMtV4iyS2wsOuCZ22Vga0tn1OBswRr3JmWqm0w2XS0YzGjbtFcEKlOV0I+RXvzHzGeRfZwE3NrXywdqidciZgQ0kWZEhym3sLXg339nvtQxegbOutV/jgKfJGl1XqmWbulpWN//RAKQHcTDdMY/T0HLTRSab8+Rd9rmiMzsKvo3CpZOdZNrLtL6lTMOsPInSxjSpomnjCO3ePGec9mbuYaDgV/cR0APgtKSLvBsp1rFEv7AaXTB3pdw0yTaTB+lLkwpm9p9linu2l5kIUrsZaRzppSPskfZoSzciqbOvVKgm9YA1+gclXXpU2sSmboaoB2xoweMEZZul1hRoM8iQXW6zz+ZIYI19zyZ/9CbU2Y1xuAfS6N2RlUkSqKfISuK0+3WsMhBwN0bUpJ+urdd9HqylaUv+wT5vVMu1VxhcblAHyxGGOwwQ4tR7UgtBu20T9wZ2nimwVJME6kyqZNBkK6uyXUuuVm6On20qYJ/WP0f9TEHP2dYiaCuf+pdNUy3/4tElzuHE1tSo8vXvoNChaUn/rGW6esw2X0qeY0quKITlSsEpg0n6bK16UDC8poSf0sxjHDOxYW7r7N8S9cGEx9xgk8WpSM3JyLR0alSPkaO+ttheOvthGckUbIXXSp6tpcnW5Nt09jnKhHgV8+YSFSUuy5RH46YukJKdRWln8hNa86VLJZR8cxzWJA1Zd80YakoSP6RShmDsjfrQeTStRVPvMcWTYmzb1XXZojyWzkzpzgfzxhdMJobpD/Q4xGnqbRm6V0hMuiS/u/tJejoo1ATOWh1ZFvVyvVNWFvjPwL6N3ti+OvNsbIM8Kj2IxeawEZcf08g5RyubolzqNer/i/RfywwJVqh6+uooDY1+gJkdbY42Rv8f3Ygy1MhcnxfEf9rkWfauXWRB75sxjuKMdfTSkvK5Td2VRha2REkWMbo5gUkzeaZ4jXbIviNvoARal6LoZqi6FEV9TzZsEOg7SeRiN2UGKkmnkxZFtIFlTbaqH9GxxTZWSHr8nFYPLrEvSQIbe85ye5a6UTygJ6uY+wxElX5Lz/KRO20rHe0HWZHGNV32poeVKrJX05v+IMblamRGfNcNNnXGXCswdTs5jvIk9fZpbk2Rbz0NQDHNPMvQdd3kV+M/ixErJlRlWXJfYTVbsqOYbMIc7Oo3PybdJFSEytcIoVV9qxRKPUOredY5uMgLyFNFaFGr7OsLiTHGMDoRqBVdW4zFmDQzl1mg7pTl2CjHJ88exC7ls/eYsyo0O83MaABU+CgTl9nLMccYpMXpmHRVjJ1l0tkXnVlSb2PXUI+jYcWZXMgAzdjPEjJrViqNRGeSpGCw3U6eNcCJb9UtmTTzr3MAchYMGs3MuWTQcGqv9tH8mjqHXhryFSyYdI4Bkbl2W9GcKB6QilfVJPNVwFnGoMJUqKmHUsgL6dSMKtR7hK2rx4ApudfMGvnXzWk0MaDOrnBZyaQ9fcFRyXR61y623cwSd9NmrIy7TJ16F4ww+mfJ2oEl4/DM/mtjl42lISXPsaj44Ge+NFmzsilJNBzq3uEKNhWSSSdyhwFH3IhTDwpMFTyYoMhM9CiYyBzcoLXD3oL2E+l7bvBFa1HwzPaW7YhXbdneoqFFEtjgzS6GshaoT1rqpMeOmJufsRzDv6mTFNi2tk2bhV6ZxhZtKxFn+9EmzIhnRj2SsbcNJjXq6zZhW9nUuSdJon6lHmaT5QQHG/6AvMreKJmZsAnaKGgvkzhre9fLQu/6hcONSOrsKxWqRRajZ5ubNudLk4AK/3U2RtMCsjdpRQOlJmd0sxOpWaRgOxKVrcmbaAiWvBnUhXgWqc1SyLQZ+TbXXbENTeJpSNzKh2kKTcO8PICzOOOlDemMjPYqfDUTnFEmeQHrtv3th51tp21bd6Zga6IdOP6NbJKbfxxGTPLM6sSnZFDopluJ2QBOQcwK5ZFESu5UjuOZ22qbgCzPkkPf2WMODPuzNLT9YbtdrDQJ1qlVFXZlBSngxz5nmsdSWukqQr+8woRAV9xSC0zK7CRMnP3M+GK5WUWaMi2TUHCHknQzzupL1Z8piH/bX9Mlz46kJ42HzupW2f+X4jobY89hSR9u5NT9EvRIKtmbfqXLAnS2N6kN/nOUdmfyy8zA2pvjXOODXhYxJmrrG0oSlNLpjJxd/aRxR55BI6os0CZ9sis7Zrk+sh8dFDpSTRGG9rGU0EtWxpfaMrBvZ1fSkfy3sRFyHIsv8xg955heLbFAXS1QHxqNpCMmbvxuM6YYQp1N9kXSROmGPrNETaqrvIzB8W8sgp9pzypf9m5iKruLotDUeYQm9SiTXorJNDVoR811zEZnKZMiVPskgWXGc25k1dlq+yg0yiCZ2D4GtjG3iUfspsxAJanbKv5dY/0rHBMVE6ti3bAutqG4jGMj9REX7+z/6j2KBpaV+BtZKLdkSUSoW+mZ7XcA2g88iqXLr9pJLXu1PNlx7ULmaV622VQmj7PrUU3r8jccXzbnaEuLRjMiacGc49X9DHQjzaAosWPCB5Yl6XeSrEHl8yD3A9Vp6iVdJ1Llt8XpVIrubUDLMT6M/Z3H6OSLvJEiNK0A0LMoIuzn8sUxHcuYRZmPWY1CPenyJvUa+Tq1xlFNnvfj4Xp4PNTk+Sg12kER5nlP4kuDnZYm6WVM3HReWbV10jprYNyanBSPM985CgYWHb1NofL3oOtFujJk1I6S+4xE6kZm6AuRXupQwRZl0XJZvbvnK+uXrEmVBYLonXuDhDMQ1xD/knXuRweGjjXEbh8mzTqbpJ5uT9uUwwWiSmKkHQ32cpN2UkO03SaplJRL2/xLD30RphtHav2JIIk3wSY5F1l9aMZWDsvKZvWyXbd+mwyUzTdyjzfH20GRKoMl8WBpWxJHSUtLs22Pt7/VK4Sbb+7rhzNqBTcB2RtlkIyO7GtbNvvZ8K9OoWOkE9lqCOG+uR8yKXKqnowdkdRHXJ/X/RoMabiVzRk/wH5l+A0TOeNvra1Zu8sstypP9dj2C5M70+lI/Fk+LVk5LP92WyQ/bW1sp6725tm102FC9VtObJuaZk0lc4zrJ2GyL0mRpJBtpdKtwM46xYflZwdP5NTKI9635dG2vjOw6qeJ8fiATF9kefbLzMqTzs7S0bb1bPMelsGSlUxkJbXvktxKz/872snSrQHrci9Tr2QPiN9q9YP8wk55tuWSNEYC89ttcjoO6/lGsd8vw/XuJNXt6pfxyJ7Er9OGJSud9Ga/MzZFvpPE3xsKYgFHmYHKYXlqQ/JgSG2miSWTvDs+7HHcMJSMa+jLFAvIPzu9KNbR/20N7bQ3h7Ast4T4Ugtva4FSc79pbxF51LvRj/Hhks/KtK0tqzE7UeJ0uz+Fsdd+W/P2y7SZ+ElDan/rn8QbxxmS0m23LTJyqAxDrk7Vb8mFE/zbRUmk3XlthOVL7YOG+ArLuM2jtrRPcol/TSGI7MlC+72OsL8Pa8SUEa7jFtBBoOP28kFun/t+P+iYQ0ueHTNhuhOQju90lNYQU74LU7rjwkj3fSpdL9KVsR9P16Lwb93vw0h3bHhf6jHXooNBx1lHmzaYCQLodN+lp/S8pNKtQGqdOjOT2p76nLrfbTu4fan7bwUcT4dBtxvpeAq380EonU6Oiq7CCehBKF1/cn2TpauKDGL/Pn9wsv1nL72lw0GPywTS1XWjdL1yZhrp6r0WT+koXI77bfj3h4F0dnbjdHBZw3SrkY6H69WVo7Ce3O8PC6l13yrKLNRG2zbjfFV437Zvtcfu9Gk7jw23+158p/vuqFCq7ez1fbrv0pHDtb7jt/y83YY3T7vrSkeZRrjsdO1kj0nH725KZ1uOdtrjdvm3ig4CHReWPwy3L137pMJ+t4X/P1DD/UdZWhtlAAAAAElFTkSuQmCC" style="height: 411px; width: 620px;" /></span></span></span></p> <p style="text-align: center;"> <em><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Bản vẽ mặt bằng mộtt nhà xưởng</span></span></span></em><br /> </p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Reference Line (Định ᴠị công trình theo đường chuẩn là đường thẳng): một đường chuẩn có thể được хác định bằng cách tham chiếu tới 1 đường thẳng gốc đã biết. <br /> <br /> 1. Xác định đường gốc<br /> <br /> Một đường gốc được gắn ᴠới 2 điểm gốc ᴠà được хác định theo 3 cách: Đo đến điểm gốc; Nhập toạ độ bằng taу; Gọi điểm từ bộ nhớ.<br /> <br /> a) Đo tới điểm gốc. Nhập tên điểm <strong>PtID</strong> ᴠà đo bằng phím <br /> b) Với điểm gốc đã biết toạ độ tìm kiếm điểm <strong>PtID</strong> trong bộ nhớ. Nhập toạ độ bằng taу. Hiển thị những điểm ѕẵn trong máу.<br /> (1) Điểm gốc trang bị 1 <br /> (2) Điểm gốc thứ hai.<br /> (3) Đường gốc.<br /> (4) Đường chuẩn.<br /> <br /> 2. Dịch chuуển/Quaу đường gốc<br /> Đường gốc được dịch chuуển ѕong ѕong, chiều dọc, chiều đứng hoặc là quaу. Tất cả các kết quả đo ѕau đó ѕẽ ảnh hưởng đến đường chuẩn.<br /> <strong>BP</strong>: Điểm gốc.<br /> <strong>BL</strong>: Đường gốc.<br /> <strong>RP</strong>: Điểm chuẩn.<br /> <strong>RL</strong>: Đường chuẩn.<br /> <strong>Off</strong>: Dịch chuуển ѕong ѕong.<br /> <strong>L</strong>: Dịch chuуển theo chiều dọc.<br /> <strong>R</strong>: Thông ѕố quaу.<br /> <br /> Nhập thông ѕố: Sử dụng phím nàу để chuуển con trỏ đến trường thông ѕố bắt buộc nhập. Ta có thể nhập các thông ѕố như ѕau:<br /> <strong>Offѕet</strong>: Dịch chuуển đường chuẩn ѕong ѕong ᴠề phía bên cần của đường gốc, ᴠào hướng của đường gốc (BP1-BP2).<br /> <strong>Line</strong>: Dịch chuуển đường chuẩn theo chiều dọc tính từ điểm gốc trước tiên theo hướng từ điểm gốc đầu tiên tới điểm gốc vật dụng hai.<br /> <strong>Rotate</strong>: Quaу đường chuẩn theo chiều kim đồng hồ хung quanh điểm gốc.<br /> <strong>Height</strong>: Đường chuẩn cao hơn đường gốc.<br /> <strong>Ref.Hgt:Point1:</strong> Chênh cao ѕo ᴠới điểm gốc chuẩn nhất.<br /> <strong>Point 2</strong>: Chênh cao ѕo ᴠới điểm gốc chuẩn hai.<br /> <strong>Interpolated:</strong> Chênh cao dọc theo đường chuẩn.<br /> <strong>No height</strong>: Chênh cao không được tính toán ᴠà hiển thị.<br /> <br /> 3. Tiến hành đo hoặc chuуển ѕang chế độ chuуển điểm bề ngoài ra thực địa. Tiến hành đo đến điểm đích. Chuуển ѕang chế độ chuуển điểm bề ngoài ra thực địa.<br /> <br /> 4. Ứng dụng tương trợ “Line&Offѕet”: tính toán ra ᴠị trí của điểm đo ѕo ᴠới đường chuẩn bằng cách hiển thị các lệch dọc trục, lệch ngang, chênh cao…<br /> </span></span></span><br /> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc đạc công trình hay đo đạc công trình là khảo sát và khai triển bản vẽ thiết kế của công trình ra thực địa, dùng cho thi công và giám sát xây dựng công trình đúng bản vẽ thiết kế. Quan trắc dịch chuyển của công trình ra thực địa, chuyên dụng cho thi công và giám sát xây dựng công trình đúng bản vẽ thiết kế. Công cụ đo bằng những mẫu máy đo đạc như máy kinh vĩ, máy thủy bình,máy đo khoảng cách laser, máy toàn đạc điện tử … </span></span></span></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiệm vụ chủ đạo của công tác trắc địa trong xây dựng là đảm bảo cho công trình được xây dựng đúng kích thước hình học và đúng vị trí thiết kế. Chỉ khi hai yêu cầu này được đáp ứng thì công trình mới mang thể vận hành an toàn. </span></span></span></p> <h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="font-weight: var(--h2_typography-font-weight); font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">III. Những thiết bị được sử dụng trong định vị thi công công trình</span></h2> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#ff0000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-tu-dong"><strong>Máy thủy bình tự động, máy thủy bình điện tử</strong></a></span></span></span><span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">:</span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Xác định cao độ, dẫn mốc cao độ, đo chênh cao, quan trắc lún…</span></span></span></li> </ul> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">Máy toàn đạc điện tử</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span> Bố trí trí tọa độ thiết kế ra thực địa; tính toán khoảng cách ngang, đứng, góc phương vị của đường, tọa độ điểm, diện tích và bố trí đường thẳng, đường cong; dẫn lưới lập mốc đường chuyền…</span></span></span></li> </ul> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">Máy định vị GNSS</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span> Khảo sát thành lập lưới khống chế tọa độ; bố trí điểm phục vụ cho công tác chuyển điểm thiết kế ra thực địa; giao hội, bố trí đường cong, tính diện tích…</span></span></span></li> </ul> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;"> <span style="color:#000000;"><img alt="" src="/admin/webroot/upload/image/images/Banner (665 × 295 px) (31).png" style="width: 665px; height: 295px;" /></span></p> ', 'images' => '202305301610048b836b9276e806fc2f8458b2bc05f8fc.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy toàn đạc điện tử', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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Hà Nội cấp ngày 28-04-2009<br /> Điện thoại: <a href="javascript: void(0)" style="font-family: tahoma, geneva, sans-serif;font-size:11px;"><span style="color: rgb(255, 255, 255);"><strong style="font-family: arial, helvetica, sans-serif;">(</strong><strong style="font-family: arial, helvetica, sans-serif;">024) 3776 4930</strong></span></a></span></span></p> <div> <p> <strong style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><u>Cửa hàng</u></strong><span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">:</span></p> </div> <p> <span style="font-family: tahoma, geneva, sans-serif;">- <span style="font-size:12px;">Số <strong><span style="font-size:14px;">145 </span></strong></span></span><span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">Láng Hạ, Phường Láng Hạ, Hà Nội</span></span></p> <p> <span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></span><br /> <br /> </p> ', 'contactinfo_eng' => '', 'taikhoan' => '<strong><span style="color:#04529a;">Số Tài khoản các ngân hàng của công ty Tân Á</span></strong><br /> <br /> 1. 13022-0506-5430 - Nguyễn Văn Hiệu - Agribank - CN Trung Yên, HN<br /> 2. 0011-00404-0367 - Nguyễn Văn Hiệu - Vietcombank - CN Sở Giao dịch, HN<br /> 3. 711A-6202-9713 - Nguyễn Văn Hiệu - Vietinbank - CN Thanh Xuân, HN<br /> 4. 190-256-018-210-13 - Nguyễn Văn Hiệu - Techcombank, Hà Nội<br /> 5. 1231-0000-368-767 - Nguyễn Văn Hiệu - BIDV CN Quang Trung, Hà Nội', 'contactinfo' => '<div dir="rtl" style="text-align: left;"> <u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Văn Phòng</strong></u></div> <div style=""> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ: Số 157 Đặng Văn Ngữ, Phường Kim Liên, Hà Nội, Việt Nam<br /> Tel: (024) 3776 4930 <br /> Fax: (024) 3776 5908<br /> Email: thanhdatsurvey.JSC@gmail.com/ tracdiathanhdat@gmail.com<br /> Hotline: <strong>0913 051 734</strong><br /> <br /> <strong><u>C</u></strong><strong><u>ửa hàng</u></strong></span></span><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Số 145 Láng Hạ, Phường Láng Hạ, Hà Nội</span></span><br /> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0942 288 388</strong></span><br /> </div> <div style=""> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></div> <div style=""> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0949 322 456</strong></span></div> <div style=""> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>VPĐD tại Tp. Hồ Chí Minh</u></strong><br /> <br /> - 1/56 Nguyễn Thái Sơn, Phường Hạnh Thông, Hồ Chí Minh</span></span><br /> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0904 925 936</strong></span></div> ', 'telephone' => '01659 014592', 'hotline' => '0913051734', 'email' => 'tracdiathanhdat@yahoo.com', 'url' => '', 'meta_key' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax, Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GNSS RTK, máy thủy bình, máy toàn đạc, máy laser, máy GPS cầm tay, UAV, ống nhòm (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...). Uy tín, chất lượng, giá tốt hàng đầu tại Việt Nam!', 'created' => '2012-06-05', 'modified' => '1769758152', 'youtube' => 'http://youtube.com', 'twitter' => 'https://twitter.com/', 'myspace' => 'https://myspace.com/', 'facebook' => 'https://www.facebook.com/thanhdatsurvey.jsc/', 'email2' => 'duycuong7640', 'skype' => 'hothihuyen.hn', 'yahoo' => 'duycuong7640', 'yahoo1' => 'duycuong7640', 'content' => 'Thanks for your interest in Vn Discoverytours. For a fast response, please submit this basic Quick Enquiry form below by clicking “Submit”, and we’ll get back to you by e-mail within 12 to 24 hours (in working days). For urgent booking, call us at +84 974 839 873', 'video' => '<iframe width="1280" height="720" src="https://www.youtube.com/embed/mR4kOuAkEtY" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>', 'slogan' => 'trung tâm sửa chữa và bảo hành máy giặt electrolux', 'slogan_eng' => '', 'printer' => '', 'googleplus' => '', 'bando' => '<p> <iframe allowfullscreen="" frameborder="0" height="410" src="https://www.google.com/maps/embed?pb=!1m18!1m12!1m3!1d1680.2372398112452!2d105.81212934716025!3d21.01437303922492!2m3!1f0!2f0!3f0!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ab63b645b665%3A0xa6797ac6008687bf!2zQ-G7rWEgSMOgbmcgVHLhuq9jIMSQ4buLYQ!5e0!3m2!1svi!2s!4v1449908805279" style="border:0" width="600"></iframe></p> ', 'gioithieu' => '<p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/gioithieu.png" /></p> ', 'thongtincongty' => 'Sửa máy lạnh tại nhà Sửa máy lạnh tại HCM Sửa tủ lạnh Bơm ga máy lạnh ', 'trogiupkh' => 'Tai nghe Iphone Sua may tinh tai nha Máy Ozone Z755', 'dichvuft' => 'Sửa máy lạnh Bảo dưỡng máy lạnh Vệ sinh máy lạnh Lắp đặt máy lạnh', 'bb' => '', 'zing' => '', 'hotline2' => '0912 35 65 75', 'thelink' => '<script type='text/javascript'>window._sbzq||function(e){e._sbzq=[];var t=e._sbzq;t.push(["_setAccount",32506]);var n=e.location.protocol=="https:"?"https:":"http:";var r=document.createElement("script");r.type="text/javascript";r.async=true;r.src=n+"//static.subiz.com/public/js/loader.js";var i=document.getElementsByTagName("script")[0];i.parentNode.insertBefore(r,i)}(window);</script> <script> (function(i,s,o,g,r,a,m){i['GoogleAnalyticsObject']=r;i[r]=i[r]||function(){ (i[r].q=i[r].q||[]).push(arguments)},i[r].l=1*new Date();a=s.createElement(o), m=s.getElementsByTagName(o)[0];a.async=1;a.src=g;m.parentNode.insertBefore(a,m) })(window,document,'script','//www.google-analytics.com/analytics.js','ga'); ga('create', 'UA-72584674-1', 'auto'); ga('send', 'pageview'); </script> <!-- Global site tag (gtag.js) - Google Ads: 876059345 --> <script async src="https://www.googletagmanager.com/gtag/js?id=AW-876059345"></script> <script> window.dataLayer = window.dataLayer || []; function gtag(){dataLayer.push(arguments);} gtag('js', new Date()); gtag('config', 'AW-876059345'); </script> <script>!function(s,u,b,i,z){var o,t,r,y;s[i]||(s._sbzaccid=z,s[i]=function(){s[i].q.push(arguments)},s[i].q=[],s[i]("setAccount",z),r=["widget.subiz.net","storage.googleapis"+(t=".com"),"app.sbz.workers.dev",i+"a"+(o=function(k,t){var n=t<=6?5:o(k,t-1)+o(k,t-3);return k!==t?n:n.toString(32)})(20,20)+t,i+"b"+o(30,30)+t,i+"c"+o(40,40)+t],(y=function(k){var t,n;s._subiz_init_2094850928430||r[k]&&(t=u.createElement(b),n=u.getElementsByTagName(b)[0],t.async=1,t.src="https://"+r[k]+"/sbz/app.js?accid="+z,n.parentNode.insertBefore(t,n),setTimeout(y,2e3,k+1))})(0))}(window,document,"script","subiz","acqxaefflwedscstabut")</script>', 'theh1' => 'thanhdatsurvey.JSC', 'hanoi' => '<div> <strong>CÔNG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div> <div> <strong>Địa chỉ</strong> : Số 51 - Trần Duy Hưng, Trung Hòa, Cầu Giấy, Hà Nội</div> <div> <strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div> <div> <strong>Email </strong>: info@ifes.vn</div> ', 'tphcm' => '<div> <strong>CÔNG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div> <div> <strong>Địa chỉ</strong> : Số 51 - Trần Duy Hưng, Trung Hòa, Cầu Giấy, Hà Nội</div> <div> <strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div> <div> <strong>Email </strong>: info@ifes.vn</div> ', 'tt' => '', 'pp' => 'https://www.facebook.com/ruaxetudong.net', 'tphcm_eng' => '', 'hanoi_eng' => '', 'hotline_eng' => '', 'name_eng' => '', 'chinhsach' => null, 'bandohn' => '<iframe frameborder="0" height="450" src="https://www.google.com/maps/embed?pb=!1m14!1m8!1m3!1d3724.958946511035!2d105.8172709!3d20.9942827!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ac91e206c757%3A0xf0f7a088bc4c72a2!2zMTg2IEtoxrDGoW5nIFRydW5nLCBUaGFuaCBYdcOibiwgSMOgIE7hu5lpLCBWaeG7h3QgTmFt!5e0!3m2!1svi!2s!4v1419913280809" style="border:0" width="600"></iframe>', 'bandohaiphong' => '<iframe frameborder="0" height="450" src="https://www.google.com/maps/embed?pb=!1m14!1m8!1m3!1d3724.958946511035!2d105.8172709!3d20.9942827!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ac91e206c757%3A0xf0f7a088bc4c72a2!2zMTg2IEtoxrDGoW5nIFRydW5nLCBUaGFuaCBYdcOibiwgSMOgIE7hu5lpLCBWaeG7h3QgTmFt!5e0!3m2!1svi!2s!4v1419913280809" style="border:0" width="600"></iframe>', 'gt' => '<p style="text-align: justify;"> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Là công ty chuyên nhập khẩu, cung cấp và chuyển giao công nghệ các loại máy đo đạc, trắc địa phục vụ khảo sát thiết kế, xây dựng và đo vẽ bản đồ của các hãng nổi tiếng trên thế giới như: LEICA, TOPCON, NIKON, PENTAX, SOKKIA, GLUNZ, TRIMPLE, SPECTRA, GEOMAX, GARMIN..., chúng tôi cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! </span><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm cùng</span> <span style="font-family: tahoma, geneva, sans-serif;">đội ngũ nhân viên, kỹ thuật viên năng động, có trình độ cao chúng tôi tự hào và tin tưởng Quý khách hàng sẽ hài lòng khi sử dụng các sản phẩm và dịch vụ do chúng tôi cung cấp!</span></span><br /> </p> <div style="text-align: justify;"> <span style="color:#ff9966;"><span style="font-family:comic sans ms,cursive;"><span style="font-size:14px;"><strong style="font-family: tahoma, geneva, sans-serif;">Hỗ trợ 24/7:</strong> <strong>0942 288 388/</strong></span><span style="font-size: 14px;"><strong>0949 322 456</strong> (Zalo) </span></span></span></div> ', 'gt_eng' => '' ) $tin_ft = array( (int) 0 => array( 'Post' => array( 'id' => '588', 'name' => 'Hướng dẫn mua hàng', 'code' => null, 'alias' => 'huong-dan-mua-hang', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<p> <span style="color:#000000;"><b><span style="font-size: 10.5pt; line-height: 107%; font-family: Verdana, sans-serif;">Cảm ơn Quý khách đã tin tưởng lựa chọn sản phẩm và dịch vụ vủa chúng tôi!</span></b><br /> <span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"> </span></span><span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"><!--[if !supportLineBreakNewLine]--><!--[endif]--></span></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="line-height: 107%;"><!--[if !supportLineBreakNewLine]--><!--[endif]--></span></span></span> <p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;">Quý khách có thể mua hàng theo những cách sau:</span></span></span><br /> </p> <p> <span style="color: rgb(0, 0, 0); font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Cách 1: </strong>Đặt hàng trực tiếp tại mục ĐẶT HÀNG (Thêm vào giỏ hàng) trên website: </span></span><span style="font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://maytracdiasaoviet.vn/" target="_blank"><span style="color:#000000;">https://tracdiathanhdat.vn/</span></a></span></span><span style="color: rgb(0, 0, 0); font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;">.</span></span></p> <p> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngay sau khi tiếp nhận thông tin đặt hàng, nhân viên kinh doanh công ty sẽ gọi điện cho quý khách để xác nhận đơn hàng và tiến hành giao hàng cho quý khách ngay trong ngày.</span></span></span></p> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Cách 2: </strong>Đặt hàng trực tiếp qua số hotline của công ty <br /> <br /> – Tại trụ sở Hà Nội: <strong>0913 051 734 </strong></span></span></span><span style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Zalo/Call)</span><br /> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">– Tại VPGD Hồ Chí Minh:<strong> 0904 925 936 </strong></span></span></span><span style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Zalo/Call)</span><br /> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Cách 3: </strong>Quý khách mua hàng trực tiếp tại địa chỉ sau:<br /> <br /> <strong>CÔNG TY CP CÔNG NGHỆ VÀ THƯƠNG MẠI THÀNH ĐẠT</strong></span></span></span><br /> <div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;"> <br style="margin: 0px; padding: 0px;" /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- 145 Láng Hạ, Đống Đa, Hà Nội</span><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- 5/161 Nguyễn Tuân, Thanh Xuân, Hà Nội</span></div> <div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;"> </div> <div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">- 1/56 Nguyễn Thái Sơn, Phường 3, Quận Gò Vấp, Hồ Chí Minh</span></span><br style="margin: 0px; padding: 0px;" /> <br /> Rất mong được hợp tác với Quý khách hàng trên cả nước.<br /> <br /> Trân trọng!</span></span></span></div> ', 'images' => '202104071220058398ebc1b9cf669cf602eb8040be387a.jpg', 'images_multi' => '', 'pos' => '1', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2021-04-07', 'modified' => '2026-02-01', 'status' => '1', 'view' => '3641', 'slug' => 'huong-dan-mua-hang', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '143', 'rght' => '144', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '4', 'name' => 'Chính sách bán hàng', 'parent_id' => null, 'alias' => 'chinh-sach-ban-hang', 'images' => '', 'lft' => '47', 'rght' => '48', 'pos' => '3', 'status' => '0', 'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc', 'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...', 'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!', 'created' => '2015-12-02', 'modified' => '2025-10-29', 'slug' => 'chinh-sach-ban-hang-1', 'cate' => '4', 'link' => 'dich-vu', 'name_eng' => 'Sales Policy', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 1 => array( 'Post' => array( 'id' => '586', 'name' => 'Chính sách thanh toán', 'code' => null, 'alias' => 'chinh-sach-thanh-toan', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;"> <span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"><b><span style="font-size: 10.5pt; line-height: 107%; font-family: Verdana, sans-serif;">Cảm ơn Quý khách đã tin tưởng lựa chọn sản phẩm và dịch vụ vủa chúng tôi!</span></b><br /> <br /> <span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"> <!--[if !supportLineBreakNewLine]--><!--[endif]--></span> </span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;">Chúng tôi c</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">hấp nhận các hình thức thanh toán bằng tiền mặt, chuyển khoản theo đúng quy định pháp luật. </span></span></p> <p style="margin: 0px 0px 1.3em; padding: 0px; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;"> <img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (22).png" style="width: 320px; height: 183px;" /></p> <p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;"> <span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Quý khách có thể chọn các phương thức thanh toán sau đây:</span></span><br /> <br /> <strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">I. Thanh toán trực tiếp tại cửa hàng<br /> <br /> II. Thanh toán qua hình thức chuyển khoản</span></strong><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Thông tin tài khoản:</span></span></p> <p style="margin: 0px 0px 1.3em; padding: 0px; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;"> <strong style="color: rgb(0, 0, 0); margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"><em>Chủ tài khoản</em>: CÔNG TY CP CÔNG NGHỆ VÀ THƯƠNG MẠI THÀNH ĐẠT</strong></p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em style="margin: 0px; padding: 0px;"><strong>Số tài khoản</strong></em><em style="margin: 0px; padding: 0px;">: <strong>0611001648635</strong> tại Ngân hàng TMCP Ngoại thương Việt Nam, chi nhánh Ba Đình<br /> <br /> <strong>Nội dung chuyển khoản</strong>: Tên công ty - Thông tin sản phẩm đã mua – Số điện thoại người chuyển tiền</em></span></span></span><br /> <br /> <p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;"> <span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Sau khi chuyển khoản hãy thông báo lại cho chúng tôi để chúng tôi kiểm tra và xác nhận lại cho Quý khách.</span></span><br /> <br /> <strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">III. Thanh toán khi nhân viên đến giao nhận hàng</span></strong></span></p> <p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66);"> <span style="color:#000000;"><font face="tahoma, geneva, sans-serif"><span style="font-size: 14px;">Quý khách hàng thanh toán trực tiếp bằng tiền mặt cho nhân viên giao hàng của chúng tôi ngay khi kiểm tra và nhận hàng.<br /> <br /> Mọi phản hồi và thắc mắc về việc thanh toán, Quý khách liên hệ <strong>0942 288 388</strong> để được tư vấn.</span></font><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trân trọng!</span></span></span></p> ', 'images' => '20210407122232bf3e6d52a68ca60f97fc6048b14e4acc.jpg', 'images_multi' => '', 'pos' => '2', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2021-04-07', 'modified' => '2026-02-01', 'status' => '1', 'view' => '3306', 'slug' => 'chinh-sach-thanh-toan', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '139', 'rght' => '140', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '4', 'name' => 'Chính sách bán hàng', 'parent_id' => null, 'alias' => 'chinh-sach-ban-hang', 'images' => '', 'lft' => '47', 'rght' => '48', 'pos' => '3', 'status' => '0', 'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc', 'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...', 'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!', 'created' => '2015-12-02', 'modified' => '2025-10-29', 'slug' => 'chinh-sach-ban-hang-1', 'cate' => '4', 'link' => 'dich-vu', 'name_eng' => 'Sales Policy', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 2 => array( 'Post' => array( 'id' => '587', 'name' => 'Chính sách vận chuyển', 'code' => null, 'alias' => 'chinh-sach-van-chuyen', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><span style="font-family:verdana,geneva,sans-serif;">Cảm ơn Quý khách đã tin tưởng lựa chọn sản phẩm và dịch vụ vủa chúng tôi!</span></strong><br /> <br /> Chúng tôi hỗ trợ giao hàng toàn quốc cho Quý khách mua hàng tại hệ thống cửa hàng của chúng tôi.</span></span><br /> </div> <div> <p style="margin: 0in 0in 7.5pt; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"> <span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;">Sau khi nhận được thông tin đặt hàng chúng tôi sẽ lập tức xử lý đơn hàng và phản hồi lại thông tin cho khách hàng về việc thanh toán và giao nhận.<br /> <br /> <strong>> Thời gian giao hàng </strong><br /> <br /> - Trong vòng 24 giờ nếu địa điểm giao hàng <b style="color: rgb(74, 74, 74); box-sizing: border-box;">≤ 20 km</b> tính từ cửa hàng của chúng tôi.</span></span></p> <p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Trong vòng 1-2 ngày nếu địa điểm giao hàng nằm trong phạm vi <b style="box-sizing: border-box">50 - 100 km</b> </span></span><span style="font-family: Arial, sans-serif;"><o:p></o:p></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">tính từ cửa hàng của chúng tôi.<br /> <br /> - Trong vòng 3-5 ngày</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> nếu địa điểm giao hàng từ <strong>20</strong></span><b style="font-family: tahoma, geneva, sans-serif; font-size: 14px; box-sizing: border-box;">0 km</b><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> trở lên </span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">tính từ cửa hàng của chúng tôi.</span></p> <p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;"> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trước khi vận chuyển, bộ phận giao nhận sẽ liên lạc với Quý khách hàng để xác nhận khoảng thời gian và địa điểm giao hàng cụ thể.</span></p> <p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;"> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">> Phí vận chuyển</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"> sẽ được tính theo từng giá trị đơn hàng và được thoả thuận giữa hai bên ngay trước khi giao hàng. </span></p> <p style="margin: 0in 0in 7.5pt; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"> <span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px;">Mọi thắc mắc liên quan đến việc giao hàng, Quý khách hàng liên hệ số điện thoại <strong>0942 288 388</strong> để được giải đáp và giải quyết kịp thời.<br /> <br /> Trân trọng!</span></span></span></p> </div> ', 'images' => '20210407122135505ddef64809ce7ee5f9db7cfdfd3e2e.jpg', 'images_multi' => '', 'pos' => '3', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2021-04-07', 'modified' => '2026-02-01', 'status' => '1', 'view' => '3322', 'slug' => 'chinh-sach-van-chuyen', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '141', 'rght' => '142', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '4', 'name' => 'Chính sách bán hàng', 'parent_id' => null, 'alias' => 'chinh-sach-ban-hang', 'images' => '', 'lft' => '47', 'rght' => '48', 'pos' => '3', 'status' => '0', 'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc', 'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...', 'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!', 'created' => '2015-12-02', 'modified' => '2025-10-29', 'slug' => 'chinh-sach-ban-hang-1', 'cate' => '4', 'link' => 'dich-vu', 'name_eng' => 'Sales Policy', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 3 => array( 'Post' => array( 'id' => '585', 'name' => 'Chính sách đổi trả', 'code' => null, 'alias' => 'chinh-sach-doi-tra', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<span style="color:#000000;"><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Chúng tôi hỗ trợ đổi trả sản phẩm trong vòng 07 ngày nếu lỗi phát sinh do nhà sản xuất.<br /> <br /> Trong thời gian đổi trả, Công ty CP Công nghệ và Thương mại Thành Đạt sẽ hỗ trợ cung cấp máy móc thay thế kịp thời để công việc khảo sát, đo đạc của Quý khách không bị gián đoạn. Chi phí vận chuyển cho việc đổi trả do hai bên tự thoả thuận.</span><br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" /> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Điều kiện đổi trả: </span></span></strong></span><br /> <ul> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm phải còn nguyên tem mác.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm bị lỗi do nhà sản xuất.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm không đúng như đơn đặt hàng.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số lần đổi trả cho 1 sản phẩm là 1 lần</span></span></span></li> </ul> <br /> <div style="text-align: start;"> <span style="color:#000000;"><strong><span style="text-align: justify;"><font face="tahoma, geneva, sans-serif"><span style="font-size: 14px;">> </span></font><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Việc đổi trả sẽ không được chấp nhận nếu:</span> <span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"> </span></span></strong></span></div> <ul> <li> <span style="color:#000000;"><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Trong quá trình sử dụng sản phẩm Quý khách không tuân thủ các chỉ dẫn của Nhà sản xuất.</span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="text-align: justify;">S</span>ản phẩm bị trầy xước, không nguyên vẹn</span></span></span></li> </ul> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngoài ra, chúng tôi cũng hỗ trợ đổi trả sản phẩm vì lý do chủ quan của Quý khách hàng ( muốn đổi sang sản phẩm cùng chủng loại nhưng khác về màu sắc, hãng sản xuất hay thông số kỹ thuật). Chi phí cho việc đổi trả này do Quý khách hàng chịu.</span></span><br /> <br /> <span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;"><img alt="" src="https://tracdiathanhdat.vn/admin/webroot/upload/image/images/lien-he.jpg" style="margin: 0px; padding: 8px 0px; height: 36px; max-width: 100%; vertical-align: middle; border: 0px; opacity: 1; font-size: 13px; width: 38px;" /><span style="margin: 0px; padding: 0px; font-size: 13px;"> </span></strong></span></span><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;"> </strong></span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Liên hệ hotline <strong>0913 051 734</strong> để được tư vấn đổi trả theo đúng qui định.</span></span>', 'images' => '202104071223177d9b7f6e319f9fa90078c7c61ed9bd19.jpg', 'images_multi' => '', 'pos' => '4', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2021-04-07', 'modified' => '2026-02-02', 'status' => '1', 'view' => '3317', 'slug' => 'chinh-sach-doi-tra', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '137', 'rght' => '138', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '4', 'name' => 'Chính sách bán hàng', 'parent_id' => null, 'alias' => 'chinh-sach-ban-hang', 'images' => '', 'lft' => '47', 'rght' => '48', 'pos' => '3', 'status' => '0', 'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc', 'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...', 'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!', 'created' => '2015-12-02', 'modified' => '2025-10-29', 'slug' => 'chinh-sach-ban-hang-1', 'cate' => '4', 'link' => 'dich-vu', 'name_eng' => 'Sales Policy', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 4 => array( 'Post' => array( 'id' => '583', 'name' => 'Chính sách bảo hành', 'code' => null, 'alias' => 'chinh-sach-bao-hanh', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<div> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><span style="color: rgb(66, 66, 66); text-align: justify;">Tất cả các sản phẩm mua tại hệ thống cửa hàng của chúng tôi đều được bảo hành chính hãng theo quy định của nhà sản xuất. </span><br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" /> <br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" /> <span style="color: rgb(66, 66, 66); text-align: justify;">Chúng tôi hỗ trợ kỹ thuật 24/7 qua số hotline <strong>0913 051 734</strong> trong suốt quá trình Quý khách sử dụng sản phẩm.</span></span></span></div> <div> <br /> <strong><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">1. Sản phẩm được bảo hành miễn phí: </span></span></strong><br /> <br /> <ul> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm sẽ được bảo hành miễn phí nếu sản phẩm đó còn thời hạn bảo hành (được tính kể từ ngày mua hàng).</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Thời hạn bảo hành được ghi trên Tem Bảo Hành và theo quy định của từng Nhà sản xuất đối với tất cả các sự cố về mặt kỹ thuật.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Có Tem bảo hành trên sản phẩm.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Khi sản phẩm có sự cố kĩ thuật chúng tôi sẽ trực tiếp khắc phục sự cố tại cửa hàng hoặc thay mặt khách hàng mang sản phẩm tới Trung Tâm Bảo Hành của hãng.</span></span></li> </ul> <br /> <strong><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">2. Những trường hợp không được bảo hành (sửa chữa có tính phí): </span></span></strong><br /> <br /> <ul> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm đã quá thời hạn bảo hành hoặc không có Tem bảo hành trên máy.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm bị hư hỏng do tác động cơ học làm rơi, vỡ, va đập, trầy xước, móp méo, ẩm ướt, hoen rỉ, chảy nước hoặc do hỏa hoạn, thiên tai gây nên.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm bị hỏng do sử dụng không đúng cách, sử dụng sai điện áp quy định.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Tự ý tháo dỡ, sửa chữa sản phẩm</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trân trọng!</span></span><br /> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"> </span></span></div> ', 'images' => '20210407123801c4049edabae0c54e2347c82e21413ec3.jpg', 'images_multi' => '', 'pos' => '5', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2021-04-07', 'modified' => '2026-02-01', 'status' => '1', 'view' => '3071', 'slug' => 'chinh-sach-bao-hanh', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '133', 'rght' => '134', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '4', 'name' => 'Chính sách bán hàng', 'parent_id' => null, 'alias' => 'chinh-sach-ban-hang', 'images' => '', 'lft' => '47', 'rght' => '48', 'pos' => '3', 'status' => '0', 'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc', 'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...', 'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!', 'created' => '2015-12-02', 'modified' => '2025-10-29', 'slug' => 'chinh-sach-ban-hang-1', 'cate' => '4', 'link' => 'dich-vu', 'name_eng' => 'Sales Policy', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 5 => array( 'Post' => array( 'id' => '584', 'name' => 'Chính sách bảo mật thông tin', 'code' => null, 'alias' => 'chinh-sach-bao-mat-thong-tin', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<div> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">1. Mục đích thu nhập thông tin cá nhân</span></span></span></span></h2> <p style="text-align: justify;"> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(51, 51, 51);">Thông tin cá nhân mà chúng tôi thu thập bao gồm: họ tên, địa chỉ giao hàng, địa chỉ email, số điện thoại cố định, số điện thoại di động, cookies.</span></p> <ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Đối với các giao dịch thanh toán qua cổng thanh toán trực tuyến, Chúng tôi không lưu trữ thông tin số tài khoản, số thẻ ngân hàng của khách hàng, những thông tin này sẽ được cổng thanh toán lưu trữ để phục vụ việc đối soát giao dịch.</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Thông tin cá nhân khách hàng sẽ được sử dụng cho một hoặc tất cả các mục đích sau đây:</span></span></span></span> <ul style="margin: 0px; padding: 0px 0px 0px 15px;"> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Giao hàng cho quý khách đã mua hàng</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Thông báo về việc giao hàng và hỗ trợ khách hàng</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Cung cấp thông tin liên quan đến sản phẩm</span></span></span></span></li> </ul> </li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ngoài ra, chúng tôi sẽ sử dụng thông tin của quý khách cung cấp để hỗ trợ quản lý tài khoản khách hàng (nếu có); xác nhận và thực hiện các giao dịch tài chính liên quan đến các khoản thanh toán trực tuyến của quý khách;</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Chúng tôi không được phép thu nhập thông tin nếu khách hàng không tự nguyện, cũng không sử dụng phương thức thu thập thông tin khách hàng bằng các hình thức bất hợp pháp.</span></span></span></span></li> </ul> <p style="text-align: justify;"> </p> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">2. Phạm vi sử dụng thông tin</span></span></span></span></h2> <br /> <ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Thông tin cá nhân thu thập được sẽ chỉ được sử dụng trong nội bộ công ty.</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Chúng tôi có thể chia sẻ tên và địa chỉ của quý khách cho dịch vụ chuyển phát nhanh có uy tín để giao hàng cho quý khách theo cam kết.</span></span></span></span></li> </ul> <p style="text-align: justify;"> </p> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">3. Thời gian lưu trữ thông tin</span></span></span></span></h2> <p style="text-align: justify;"> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(51, 51, 51); text-align: justify;">Thông tin khách hàng được lưu trữ nội bộ cho đến khi có yêu cầu xóa thông tin từ phía khách hàng.</span></p> <div style="margin: 0px; padding: 0px; line-height: 20px;"> <div> <div style="text-align: justify;"> </div> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Những người hoặc tổ chức có thể được tiếp cận với thông tin </span></span></h2> <br /> <div style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đối tượng được tiếp cận với thông tin cá nhân của khách hàng thuộc một trong những trường hợp sau:</span></span><br /> </div> <div style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Nhân viên của Công ty Cổ phần Công nghệ và thương mại Thành Đạt</span></span></div> <div style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Các đối tác có ký hợp đồng thực hiện 1 phần dịch vụ của Công ty. Các đối tác này sẽ nhận được những thông tin theo thỏa thuận hợp đồng (có thể 1 phần hoặc toàn bộ thông tin tuy theo điều khoản hợp đồng) để tiến hành hỗ trợ người dùng sử dụng dịch vụ do Công ty cung cấp.</span></span></div> <div style="text-align: justify;"> </div> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Địa chỉ của đơn vị thu thập và quản lý thông tin</span></span></h2> <div style="text-align: justify;"> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">(bao gồm cách thức liên lạc để người tiêu dùng có thể hỏi về hoạt động thu thập, xử lý thông tin liên quan đến cá nhân mình)</span></span></em></div> <div style="text-align: justify;"> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ của đơn vị thu thập và quản lý thông tin:</span></span><br /> </div> <div style="text-align: justify;"> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Công ty Cổ phần Công nghệ và thương mại Thành Đạt </span></span></strong></div> <div style="text-align: justify;"> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Địa chỉ: số 157 phố Đặng Văn Ngữ, P. Phương Liên, Q. Đống Đa, Tp. Hà Nội</span></span></strong></div> <div style="text-align: justify;"> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Điện thoại: 0243 7764930</span></span></strong></div> <div style="text-align: justify;"> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Email: tracdiathanhdat@gmail.com<span style="white-space: pre;"> </span></span></span></strong></div> </div> </div> <p style="text-align: justify;"> <br /> <span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Người dùng có thể gọi điện tới tổng đài hỗ trợ và chăm sóc khách hàng </span><strong style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify; margin: 0px; padding: 0px;">0949 322 456</strong><span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"> để điều chỉnh hoặc xóa đi dữ liệu cá nhân của mình.</span><br /> </p> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">6. Cam kết bảo mật thông tin cá nhân khách hàng</span></span></span></span></h2> <br /> <ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Không bán, chia sẻ hay trao đổi thông tin cá nhân của khách hàng thu thập trên trang web cho một bên thứ ba nào khác.</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ngoại trừ các trường hợp về sử dụng thông tin cá nhân như đã nêu trong chính sách này,chúng tôi cam kết không tiết lộ thông tin cá nhân của bạn ra ngoài. Trong một số trường hợp, chúng tôi có thể thuê một đơn vị độc lập để tiến hành các dự án nghiên cứu thị trường và khi đó thông tin của bạn sẽ được cung cấp cho đơn vị này để tiến hành dự án. Bên thứ ba này sẽ bị ràng buộc bởi một thỏa thuận về bảo mật mà theo đó họ chỉ được phép sử dụng những thông tin được cung cấp cho mục đích hoàn thành dự án.</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Chúng tôi có thể tiết lộ hoặc cung cấp thông tin cá nhân của bạn trong các trường hợp thật sự cần thiết như sau: (a) khi có yêu cầu của các cơ quan pháp luật; (b) trong trường hợp mà chúng tôi tin rằng điều đó sẽ giúp chúng tôi bảo vệ quyền lợi chính đáng của mình trước pháp luật.</span></span></span></span></li> </ul> <p style="text-align: justify;"> </p> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">7. Thay đổi về chính sách</span></span></span></span></h2> <p style="text-align: justify;"> <br style="margin: 0px; padding: 0px;" /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">Nội dung của “Chính sách bảo mật” này có thể thay đổi để phù hợp với các nhu cầu của Công Ty CP Công nghệ và Thương Mại Thành Đạt cũng như nhu cầu và sự phản hồi từ khách hàng (nếu có). </span></span></span></span></p> </div> <div style="text-align: justify;"> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chúng tôi hiểu rằng quyền lợi của bạn trong việc bảo vệ thông tin cá nhân cũng chính là trách nhiệm của chúng tôi nên trong bất kỳ trường hợp có thắc mắc, góp ý nào liên quan đến chính sách bảo mật, việc thông tin cá nhân bị sử dụng sai mục đích vui lòng liên hệ qua số điện thoại <strong>0949 322 456</strong> hoặc gửi phản hồi về địa chỉ email: <em><strong>tracdiathanhdat@gmail.com.</strong></em><br /> <br /> Trân trọng!</span></span></div> ', 'images' => '202104071236589b665b2accf17da9077cea4c5dad8e94.jpg', 'images_multi' => '', 'pos' => '6', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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} .toc_cap3{ padding-left: 50px!important; } .ct-tt table.download{ width: 100%!important; } .ct-tt a.download{ background-color: #4a90e2;width: 90%;color: #fff;padding:10px;border-radius: 20px;display: block;text-align: center;text-transform: uppercase; } .ct-tt table.dangkythamgia{ width: 100%!important; } .ct-tt a.dangkythamgia{ padding:10px 20px; background-color: #00ffff; } .ct-tt div{max-width: 100%;} </style> <div class="bg-cat-danhmuc"> <div class="cat-title-danhmuc"> <a href="" title=""> <h1></h1> </a> </div> </div> <div class="box-content-detail"> <div class="clear-content"></div><div class="clear-content"></div> <div class="col-product"> <div class="box-new-content"> <div class="box-new-detail"> <div class="time-date"> 12:00:00 <span>30/05/2023</span> </div><!--end time-date--><div class="clear-content"></div> <div class="box-like-share"> <div class="like1"> <div class="fb-like" data-href="https://www.tracdiathanhdat.vn/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu.htm" data-layout="standard" data-action="like" data-show-faces="true" data-share="true"></div> </div> </div><!--end box-like-share--><div class="clear-content"></div> <div class="ct-tt"> <style> #row-2097407503{display: flex;flex-wrap: wrap;} #row-2097407503 p{ margin-bottom: 20px; } .large-4 { flex-basis: 33.3333333333%;text-align: center; max-width: 33.3333333333%;margin-bottom: 30px; } .large-4 a{ color: #fff;text-transform: uppercase;font-weight:bold; } .large-4 .col-inner{padding:0 15px;} .expand { display: block; max-width: 100%!important; padding-left: 0!important; padding-right: 0!important; width: 100%!important;padding:10px; } .button.success { background-color: #4a90e2; } .box-shadow-4-hover:hover, .box-shadow-5-hover:hover, .row-box-shadow-4-hover .col-inner:hover, .row-box-shadow-5-hover .col-inner:hover { transform: translateY(-6px);box-shadow: 0 30px 40px 0 rgb(0 0 0 / 20%); } .box-shadow-1, .box-shadow-1-hover, .box-shadow-2, .box-shadow-2-hover, .box-shadow-3, .box-shadow-3-hover, .box-shadow-4, .box-shadow-4-hover, .box-shadow-5, .box-shadow-5-hover, .row-box-shadow-1 .col-inner, .row-box-shadow-1-hover .col-inner, .row-box-shadow-2 .col-inner, .row-box-shadow-2-hover .col-inner, .row-box-shadow-3 .col-inner, .row-box-shadow-3-hover .col-inner, .row-box-shadow-4 .col-inner, .row-box-shadow-4-hover .col-inner, .row-box-shadow-5 .col-inner, .row-box-shadow-5-hover .col-inner { transition: transform .3s,box-shadow .3s,background-color .3s,color .3s,opacity .3s; } .box-shadow-3, .box-shadow-3-hover:hover, .row-box-shadow-3 .col-inner, .row-box-shadow-3-hover .col-inner:hover { box-shadow: 0 10px 20px rgb(0 0 0 / 19%), 0 6px 6px rgb(0 0 0 / 22%); } .button span { font-weight: 400; } .is-shade:after { box-shadow: inset 1px 1px 0 0 hsl(0deg 0% 100% / 10%), inset 0 2em 15px 0 hsl(0deg 0% 100% / 20%); } </style> <div class="" id="row-2097407503"> <p style="font-family:tahoma,geneva,sans-serif; font-size: 14px;"> Nếu bạn đang tìm kiếm phần mềm trắc địa, các thông tin liên quan về máy móc đo đạc, trắc địa cho dự án của mình bạn đã tìm đúng kho lưu trữ! Trong quá trình sử dụng máy và cài đặt phần mềm, nếu gặp bất cứ vấn đề gì hãy liên lạc với chúng tôi qua số Hotline <b><a href="tel:0913051734">0913. 051.734</a></b> để được hỗ trợ!</p> <div id="col-680915017" class="col medium-4 small-4 large-4"> <div class="col-inner"> <a rel="noopener noreferrer" href="tel:0913051734" target="_blank" class="button success is-shade box-shadow-3 box-shadow-5-hover expand" style="border-radius:20px;"> <span>Gọi Điện</span> </a> </div> </div> <div id="col-569433728" class="col medium-4 small-4 large-4"> <div class="col-inner"> <a rel="noopener noreferrer" href="sms:0913051734" target="_blank" class="button success is-shade box-shadow-3 box-shadow-5-hover expand" style="border-radius:20px;"> <span>Nhắn Tin</span> </a> </div> </div> <div id="col-272138532" class="col medium-4 small-4 large-4"> <div class="col-inner"> <a rel="noopener noreferrer nofollow" href="https://zalo.me/0913051734" target="_blank" class="button success box-shadow-3 box-shadow-5-hover expand" style="border-radius:20px;"> <span>chat zalo</span> </a> </div> </div> </div> <div class="clear-main"></div> </div><!--end ct-tt--> <!--<div class="fb-comments" data-href="https://www.tracdiathanhdat.vn/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu.htm" data-width="715" data-numposts="5" data-colorscheme="light"></div>--> <div class="clear-content"></div><div class="clear-content"></div> </div><!--end box-new-detail--> <div class="bar-new-detail"> <label>Private same category</label> <div class="clear-main"></div> <ul> <li> <a href="https://www.tracdiathanhdat.vn/vung-chieu-3-va-6-trong-he-toa-do-vn-2000-la-gi-vi-sao-viet-nam-chon-vung-chieu-3.htm" title=""> <h3> <span>(26-06-2025)</span></h3> </a> </li> <li> <a href="https://www.tracdiathanhdat.vn/quy-dinh-moi-ve-kinh-tuyen-truc-cua-he-toa-do-quoc-gia-vn-2000-cho-34-tinh-thanh-pho-da-sap-nhap.htm" title=""> <h3> <span>(26-06-2025)</span></h3> </a> </li> <li> <a href="https://www.tracdiathanhdat.vn/huong-dan-lam-thu-tuc-xin-cap-phep-bay-flycam-uav-tai-viet-nam.htm" title=""> <h3> <span>(16-06-2025)</span></h3> </a> </li> <li> <a href="https://www.tracdiathanhdat.vn/bim-building-information-modeling-xu-huong-tat-yeu-cua-nganh-xay-dung-hien-dai.htm" title=""> <h3> <span>(28-05-2025)</span></h3> </a> </li> <li> <a href="https://www.tracdiathanhdat.vn/leica-geo-office-giai-phap-phan-mem-trac-dia-toan-dien.htm" title=""> <h3> <span>(14-05-2025)</span></h3> </a> </li> <li> <a href="https://www.tracdiathanhdat.vn/pin-va-bo-sac-dam-bao-cung-cap-nguon-dien-dang-tin-cay.htm" title=""> <h3> <span>(09-05-2025)</span></h3> </a> </li> <li> <a href="https://www.tracdiathanhdat.vn/phan-mem-leica-captivate-v9-00.htm" title=""> <h3> <span>(08-05-2025)</span></h3> </a> </li> <li> <a href="https://www.tracdiathanhdat.vn/thuc-day-co-so-ha-tang-trac-dia-cua-viet-nam-voi-mang-luoi-tham-chieu-gnss-toan-quoc.htm" title=""> <h3> <span>(23-04-2025)</span></h3> </a> </li> <li> <a href="https://www.tracdiathanhdat.vn/pin-hat-nhan-bv100-cong-nghe-cua-tuong-lai.htm" title=""> <h3> <span>(09-04-2025)</span></h3> </a> </li> <li> <a href="https://www.tracdiathanhdat.vn/tim-hieu-tinh-nang-do-bu-nghieng-tren-may-dinh-vi-gnss-rtk.htm" title=""> <h3> <span>(17-02-2025)</span></h3> </a> </li> </ul> <div class="clear-main"></div> </div><!--end bar-new-detail--> <div class="clear-main"></div> <div class="pagination"> <span><a href="/Product/chitiet/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu/page:1/sms:0913051734" rel="first">« First</a></span><span class="prev"><a href="/Product/chitiet/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu/page:3/sms:0913051734" rel="prev">« Previous</a></span><span class="number"><a href="/Product/chitiet/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu/page:1/sms:0913051734">1</a></span><span class="number"><a href="/Product/chitiet/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu/page:2/sms:0913051734">2</a></span><span class="number"><a href="/Product/chitiet/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu/page:3/sms:0913051734">3</a></span><span class="current number">4</span><span class="number"><a href="/Product/chitiet/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu/page:5/sms:0913051734">5</a></span><span class="number"><a href="/Product/chitiet/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu/page:6/sms:0913051734">6</a></span><span class="number"><a href="/Product/chitiet/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu/page:7/sms:0913051734">7</a></span>...<span class="number"><a href="/Product/chitiet/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu/page:18/sms:0913051734">18</a></span><span class="number"><a href="/Product/chitiet/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu/page:19/sms:0913051734">19</a></span><span class="next"><a href="/Product/chitiet/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu/page:5/sms:0913051734" rel="next">Next »</a></span><span><a href="/Product/chitiet/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu/page:19/sms:0913051734" rel="last">End »</a></span>Page 4/19. 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<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(51, 51, 51);">Định vị thi công công trình là công tác trắc địa nhằm xác định vị trí mặt <span style="box-sizing: border-box; touch-action: manipulation; color: rgb(51, 72, 98);">bằng</span> của các điểm, các đường thẳng, các điểm chi tiết của công trình xây dựng trên đất liền cũng như trên mặt nước theo đúng thiết kế.</span></span></span><span style="font-size:11.5pt;
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'content' => '<h2>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Tìm hiểu về định vị thi công công trình </strong></span></span></span></h2>
<br />
<p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị thi công công trình là công tác trắc địa nhằm xác định vị trí mặt bằng của các điểm, các đường thẳng, các điểm chi tiết của công trình xây dựng trên đất liền cũng như trên mặt nước theo đúng thiết kế.<br />
<br />
Định vị công trình bằng máy toàn đạc có thể hiểu là thao tác sử dụng máy toàn đạc để khảo sát, xác định vị trí tọa độ công trình chi tiết, nhanh chóng và chính xác. Các kỹ sư sẽ nhập các tham số trên bản vẽ vào máy. Sau đó, các thuật toán của máy toàn đạc sẽ xử lý những số liệu này. Cuối cùng, máy toàn đạc sẽ khảo sát, xác định chi tiết và xác thực những vị trí điểm ra thực địa. <br />
<br />
Chỉ cần trích xuất những vị trí tọa độ chính xác điểm trên bản vẽ sang <strong><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">máy toàn đạc điện tử</a> , </strong> máy sẽ xử lý các thông số này. Sau đó, máy triển khai vị trí những tim trục trên bản đồ lên thực địa. Nhờ vậy, sẽ định vị được xác thực tim trục của nền móng cho những bước thi công tiếp theo.</span></span></span></p>
<p style="text-align: center;">
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/dinh-vi-cong-trinh-bang-may-toan-dac.jpg" style="width: 620px; height: 360px;" /></span></span></span></p>
<h2>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Phương pháp thực hiện định vị công trình bằng máy toàn đạc điện tử</strong></span></span></span></h2>
<p style="text-align: center;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" 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" style="height: 411px; width: 620px;" /></span></span></span></p>
<p style="text-align: center;">
<em><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Bản vẽ mặt bằng mộtt nhà xưởng</span></span></span></em><br />
</p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Reference Line (Định ᴠị công trình theo đường chuẩn là đường thẳng): một đường chuẩn có thể được хác định bằng cách tham chiếu tới 1 đường thẳng gốc đã biết. <br />
<br />
1. Xác định đường gốc<br />
<br />
Một đường gốc được gắn ᴠới 2 điểm gốc ᴠà được хác định theo 3 cách: Đo đến điểm gốc; Nhập toạ độ bằng taу; Gọi điểm từ bộ nhớ.<br />
<br />
a) Đo tới điểm gốc. Nhập tên điểm <strong>PtID</strong> ᴠà đo bằng phím <br />
b) Với điểm gốc đã biết toạ độ tìm kiếm điểm <strong>PtID</strong> trong bộ nhớ. Nhập toạ độ bằng taу. Hiển thị những điểm ѕẵn trong máу.<br />
(1) Điểm gốc trang bị 1 <br />
(2) Điểm gốc thứ hai.<br />
(3) Đường gốc.<br />
(4) Đường chuẩn.<br />
<br />
2. Dịch chuуển/Quaу đường gốc<br />
Đường gốc được dịch chuуển ѕong ѕong, chiều dọc, chiều đứng hoặc là quaу. Tất cả các kết quả đo ѕau đó ѕẽ ảnh hưởng đến đường chuẩn.<br />
<strong>BP</strong>: Điểm gốc.<br />
<strong>BL</strong>: Đường gốc.<br />
<strong>RP</strong>: Điểm chuẩn.<br />
<strong>RL</strong>: Đường chuẩn.<br />
<strong>Off</strong>: Dịch chuуển ѕong ѕong.<br />
<strong>L</strong>: Dịch chuуển theo chiều dọc.<br />
<strong>R</strong>: Thông ѕố quaу.<br />
<br />
Nhập thông ѕố: Sử dụng phím nàу để chuуển con trỏ đến trường thông ѕố bắt buộc nhập. Ta có thể nhập các thông ѕố như ѕau:<br />
<strong>Offѕet</strong>: Dịch chuуển đường chuẩn ѕong ѕong ᴠề phía bên cần của đường gốc, ᴠào hướng của đường gốc (BP1-BP2).<br />
<strong>Line</strong>: Dịch chuуển đường chuẩn theo chiều dọc tính từ điểm gốc trước tiên theo hướng từ điểm gốc đầu tiên tới điểm gốc vật dụng hai.<br />
<strong>Rotate</strong>: Quaу đường chuẩn theo chiều kim đồng hồ хung quanh điểm gốc.<br />
<strong>Height</strong>: Đường chuẩn cao hơn đường gốc.<br />
<strong>Ref.Hgt:Point1:</strong> Chênh cao ѕo ᴠới điểm gốc chuẩn nhất.<br />
<strong>Point 2</strong>: Chênh cao ѕo ᴠới điểm gốc chuẩn hai.<br />
<strong>Interpolated:</strong> Chênh cao dọc theo đường chuẩn.<br />
<strong>No height</strong>: Chênh cao không được tính toán ᴠà hiển thị.<br />
<br />
3. Tiến hành đo hoặc chuуển ѕang chế độ chuуển điểm bề ngoài ra thực địa. Tiến hành đo đến điểm đích. Chuуển ѕang chế độ chuуển điểm bề ngoài ra thực địa.<br />
<br />
4. Ứng dụng tương trợ “Line&Offѕet”: tính toán ra ᴠị trí của điểm đo ѕo ᴠới đường chuẩn bằng cách hiển thị các lệch dọc trục, lệch ngang, chênh cao…<br />
</span></span></span><br />
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc đạc công trình hay đo đạc công trình là khảo sát và khai triển bản vẽ thiết kế của công trình ra thực địa, dùng cho thi công và giám sát xây dựng công trình đúng bản vẽ thiết kế. Quan trắc dịch chuyển của công trình ra thực địa, chuyên dụng cho thi công và giám sát xây dựng công trình đúng bản vẽ thiết kế. Công cụ đo bằng những mẫu máy đo đạc như máy kinh vĩ, máy thủy bình,máy đo khoảng cách laser, máy toàn đạc điện tử … </span></span></span></p>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiệm vụ chủ đạo của công tác trắc địa trong xây dựng là đảm bảo cho công trình được xây dựng đúng kích thước hình học và đúng vị trí thiết kế. Chỉ khi hai yêu cầu này được đáp ứng thì công trình mới mang thể vận hành an toàn. </span></span></span></p>
<h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
<span style="font-weight: var(--h2_typography-font-weight); font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">III. Những thiết bị được sử dụng trong định vị thi công công trình</span></h2>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
<li style="box-sizing: border-box;">
<span style="color:#ff0000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-tu-dong"><strong>Máy thủy bình tự động, máy thủy bình điện tử</strong></a></span></span></span><span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">:</span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Xác định cao độ, dẫn mốc cao độ, đo chênh cao, quan trắc lún…</span></span></span></li>
</ul>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
<li style="box-sizing: border-box;">
<span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">Máy toàn đạc điện tử</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span> Bố trí trí tọa độ thiết kế ra thực địa; tính toán khoảng cách ngang, đứng, góc phương vị của đường, tọa độ điểm, diện tích và bố trí đường thẳng, đường cong; dẫn lưới lập mốc đường chuyền…</span></span></span></li>
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<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
<li style="box-sizing: border-box;">
<span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">Máy định vị GNSS</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span> Khảo sát thành lập lưới khống chế tọa độ; bố trí điểm phục vụ cho công tác chuyển điểm thiết kế ra thực địa; giao hội, bố trí đường cong, tính diện tích…</span></span></span></li>
</ul>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;">
<span style="color:#000000;"><img alt="" src="/admin/webroot/upload/image/images/Banner (665 × 295 px) (31).png" style="width: 665px; height: 295px;" /></span></p>
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'title_seo' => 'Máy toàn đạc điện tử',
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'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
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'id' => '1',
'name' => 'Công ty CP Công nghệ và Thương mại Thành Đạt',
'title' => 'Chuyên phân phối máy đo đạc, trắc địa: Máy GPS RTK, máy thủy bình, máy toàn đạc, máy scanner, UAV chính hãng (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...)',
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'address' => '<p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Văn phòng</u></strong></span></span><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">: Số 157 Đặng Văn Ngữ, Phường Kim Liên, Hà Nội</span></span></p>
<p>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">MST:<strong><a href="javascript: void(0)" style="font-size:11px;"><span style="color:#ffffff;"> 0103764857 </span></a></strong>do Sở KHĐT TP. Hà Nội cấp ngày 28-04-2009<br />
Điện thoại: <a href="javascript: void(0)" style="font-family: tahoma, geneva, sans-serif;font-size:11px;"><span style="color: rgb(255, 255, 255);"><strong style="font-family: arial, helvetica, sans-serif;">(</strong><strong style="font-family: arial, helvetica, sans-serif;">024) 3776 4930</strong></span></a></span></span></p>
<div>
<p>
<strong style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><u>Cửa hàng</u></strong><span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">:</span></p>
</div>
<p>
<span style="font-family: tahoma, geneva, sans-serif;">- <span style="font-size:12px;">Số <strong><span style="font-size:14px;">145 </span></strong></span></span><span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">Láng Hạ, Phường Láng Hạ, Hà Nội</span></span></p>
<p>
<span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></span><br />
<br />
</p>
',
'contactinfo_eng' => '',
'taikhoan' => '<strong><span style="color:#04529a;">Số Tài khoản các ngân hàng của công ty Tân Á</span></strong><br />
<br />
1. 13022-0506-5430 - Nguyễn Văn Hiệu - Agribank - CN Trung Yên, HN<br />
2. 0011-00404-0367 - Nguyễn Văn Hiệu - Vietcombank - CN Sở Giao dịch, HN<br />
3. 711A-6202-9713 - Nguyễn Văn Hiệu - Vietinbank - CN Thanh Xuân, HN<br />
4. 190-256-018-210-13 - Nguyễn Văn Hiệu - Techcombank, Hà Nội<br />
5. 1231-0000-368-767 - Nguyễn Văn Hiệu - BIDV CN Quang Trung, Hà Nội',
'contactinfo' => '<div dir="rtl" style="text-align: left;">
<u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Văn Phòng</strong></u></div>
<div style="">
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ: Số 157 Đặng Văn Ngữ, Phường Kim Liên, Hà Nội, Việt Nam<br />
Tel: (024) 3776 4930 <br />
Fax: (024) 3776 5908<br />
Email: thanhdatsurvey.JSC@gmail.com/ tracdiathanhdat@gmail.com<br />
Hotline: <strong>0913 051 734</strong><br />
<br />
<strong><u>C</u></strong><strong><u>ửa hàng</u></strong></span></span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Số 145 Láng Hạ, Phường Láng Hạ, Hà Nội</span></span><br />
<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0942 288 388</strong></span><br />
</div>
<div style="">
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></div>
<div style="">
<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0949 322 456</strong></span></div>
<div style="">
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>VPĐD tại Tp. Hồ Chí Minh</u></strong><br />
<br />
- 1/56 Nguyễn Thái Sơn, Phường Hạnh Thông, Hồ Chí Minh</span></span><br />
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'email' => 'tracdiathanhdat@yahoo.com',
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'meta_key' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax, Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ',
'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GNSS RTK, máy thủy bình, máy toàn đạc, máy laser, máy GPS cầm tay, UAV, ống nhòm (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...). Uy tín, chất lượng, giá tốt hàng đầu tại Việt Nam!',
'created' => '2012-06-05',
'modified' => '1769758152',
'youtube' => 'http://youtube.com',
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'content' => 'Thanks for your interest in Vn Discoverytours. For a fast response, please submit this basic Quick Enquiry form below by clicking “Submit”, and we’ll get back to you by e-mail within 12 to 24 hours (in working days). For urgent booking, call us at +84 974 839 873',
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'slogan' => 'trung tâm sửa chữa và bảo hành máy giặt electrolux',
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<iframe allowfullscreen="" frameborder="0" height="410" src="https://www.google.com/maps/embed?pb=!1m18!1m12!1m3!1d1680.2372398112452!2d105.81212934716025!3d21.01437303922492!2m3!1f0!2f0!3f0!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ab63b645b665%3A0xa6797ac6008687bf!2zQ-G7rWEgSMOgbmcgVHLhuq9jIMSQ4buLYQ!5e0!3m2!1svi!2s!4v1449908805279" style="border:0" width="600"></iframe></p>
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<img alt="" src="/admin/webroot/upload/image/images/gioithieu.png" /></p>
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'thongtincongty' => 'Sửa máy lạnh tại nhà
Sửa máy lạnh tại HCM
Sửa tủ lạnh
Bơm ga máy lạnh ',
'trogiupkh' => 'Tai nghe Iphone
Sua may tinh tai nha
Máy Ozone Z755',
'dichvuft' => 'Sửa máy lạnh
Bảo dưỡng máy lạnh
Vệ sinh máy lạnh
Lắp đặt máy lạnh',
'bb' => '',
'zing' => '',
'hotline2' => '0912 35 65 75',
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'theh1' => 'thanhdatsurvey.JSC',
'hanoi' => '<div>
<strong>CÔNG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div>
<div>
<strong>Địa chỉ</strong> : Số 51 - Trần Duy Hưng, Trung Hòa, Cầu Giấy, Hà Nội</div>
<div>
<strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div>
<div>
<strong>Email </strong>: info@ifes.vn</div>
',
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<strong>CÔNG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div>
<div>
<strong>Địa chỉ</strong> : Số 51 - Trần Duy Hưng, Trung Hòa, Cầu Giấy, Hà Nội</div>
<div>
<strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div>
<div>
<strong>Email </strong>: info@ifes.vn</div>
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'gt' => '<p style="text-align: justify;">
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Là công ty chuyên nhập khẩu, cung cấp và chuyển giao công nghệ các loại máy đo đạc, trắc địa phục vụ khảo sát thiết kế, xây dựng và đo vẽ bản đồ của các hãng nổi tiếng trên thế giới như: LEICA, TOPCON, NIKON, PENTAX, SOKKIA, GLUNZ, TRIMPLE, SPECTRA, GEOMAX, GARMIN..., chúng tôi cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! </span><br />
<br />
<span style="font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm cùng</span> <span style="font-family: tahoma, geneva, sans-serif;">đội ngũ nhân viên, kỹ thuật viên năng động, có trình độ cao chúng tôi tự hào và tin tưởng Quý khách hàng sẽ hài lòng khi sử dụng các sản phẩm và dịch vụ do chúng tôi cung cấp!</span></span><br />
</p>
<div style="text-align: justify;">
<span style="color:#ff9966;"><span style="font-family:comic sans ms,cursive;"><span style="font-size:14px;"><strong style="font-family: tahoma, geneva, sans-serif;">Hỗ trợ 24/7:</strong> <strong>0942 288 388/</strong></span><span style="font-size: 14px;"><strong>0949 322 456</strong> (Zalo) </span></span></span></div>
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'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong hạ tầng trắc địa hiện đại, RINEX không phải dữ liệu phụ, mà là nền móng kỹ thuật của hệ tọa độ quốc gia. RTK giúp đo nhanh hôm nay, nhưng RINEX mới là yếu tố đảm bảo bản đồ, mốc và công trình đứng vững trong nhiều năm tới.</span></span>',
'content' => '<p>
<em><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trong những năm gần đây, công nghệ GNSS RTK cùng các mạng trạm CORS phát triển mạnh mẽ, giúp công tác đo đạc, thi công và bố trí công trình đạt được kết quả gần như tức thời với độ chính xác cao.</span></em></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Tuy nhiên, nếu nhìn ở góc độ xây dựng và duy trì hạ tầng trắc địa quốc gia dài hạn, nhiều quốc gia phát triển như Mỹ, châu Âu, Nhật Bản đều có chung một quan điểm: RTK là lớp ứng dụng đo nhanh ngoài hiện trường, trong khi RINEX – dữ liệu GNSS đo tĩnh – mới là lớp nền cốt lõi của hệ tọa độ.</em><br />
<br />
<em>RTK cho phép định vị nhanh theo thời gian thực, nhưng độ ổn định và khả năng kiểm chứng của kết quả RTK phụ thuộc mạnh vào điều kiện truyền cải chính tại thời điểm đo. Ngược lại, dữ liệu RINEX cho phép xử lý hậu kỳ, kiểm chứng, đối soát và duy trì độ ổn định tọa độ trong thời gian dài.<br />
</em></span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. RINEX là gì?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX (<em>Receiver Independent Exchange Format</em>) là định dạng dữ liệu GNSS thô chuẩn quốc tế, được phát triển và duy trì bởi cộng đồng GNSS toàn cầu dưới sự điều phối của các tổ chức quốc tế như IGS (International GNSS Service) và RTCM SC-104.</span></span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX cho phép trao đổi dữ liệu GNSS giữa các thiết bị và phần mềm khác nhau, không phụ thuộc hãng sản xuất, và được sử dụng rộng rãi trên toàn thế giới cho các mục đích kỹ thuật chuyên sâu. Dữ liệu RINEX cho phép:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xử lý hậu kỳ GNSS (Static / PPK)</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bình sai mạng lưới GNSS</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm soát chất lượng và truy xuất nguồn gốc số liệu</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Duy trì và kiểm chứng hệ tọa độ theo thời gian dài</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK cho kết quả nhanh – RINEX cho kết quả bền và kiểm chứng được.<br />
</span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Cách các quốc gia khai thác RINEX trong hạ tầng trắc địa</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tại nhiều quốc gia, mạng CORS quốc gia không chỉ phục vụ RTK thời gian thực mà còn coi dữ liệu RINEX liên tục là tài sản dữ liệu cốt lõi. Mô hình khai thác phổ biến:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu trữ dữ liệu GNSS 24/7.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cho phép tải RINEX theo các khoảng thời gian:</span></span>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">15 phút</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1 giờ</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6 giờ</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">24 giờ</span></span></li>
</ul>
</li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cung cấp đầy đủ metadata:</span></span>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thông tin trạm GNSS</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian quan sát</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chu kỳ ghi (1s, 15s, 30s…)</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ quy chiếu và mô hình tham chiếu.</span></span></li>
</ul>
</li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Ví dụ tiêu biểu:</span></span><br />
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mỹ: NOAA CORS Network cung cấp dữ liệu RINEX phục vụ đo tĩnh và xử lý hậu kỳ.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Châu Âu: EUREF Permanent Network (EPN) lưu trữ dữ liệu RINEX cho bình sai lưới khu vực.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhật Bản: GEONET do GSI vận hành, cung cấp dữ liệu RINEX cho xử lý hậu kỳ và nghiên cứu GNSS.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm chung của các mô hình này là coi RINEX liên tục mới là nền tảng bền vững của hệ tọa độ quốc gia.<br />
</span></span>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/ncn_agol.png" style="width: 800px; height: 511px;" /></span></span></p>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Vai trò của RINEX trong hệ thống trắc địa hiện đại</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều quốc gia đang triển khai mô hình tổng hợp:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS CORS + RINEX → lớp khống chế nền, duy trì hệ tọa độ dài hạn</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc khống chế vật lý → đối tượng kiểm chứng và cơ sở pháp lý</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK → công cụ đo nhanh ngoài hiện trường</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đây không phải xu hướng “bỏ mốc”, mà là:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm phụ thuộc vào việc chạy mốc thủ công tốn thời gian</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuyển vai trò mốc từ nguồn gốc duy nhất sang đối tượng kiểm chứng</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng vai trò của dữ liệu GNSS chuẩn hóa trong duy trì hệ tọa độ</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. RINEX giúp ổn định và kiểm soát hệ tọa độ theo thời gian như thế nào?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu RINEX cho phép xử lý hậu kỳ và bình sai mạng lưới, nhờ đó:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm ảnh hưởng của thời điểm đo</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế tác động của điều kiện khí quyển và môi trường</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng khả năng đối soát và truy nguyên số liệu</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khái niệm “ổn định” ở đây được hiểu theo nghĩa kỹ thuật: Cho phép tái xử lý, kiểm chứng và so sánh tọa độ tại các thời điểm khác nhau, tránh sai lệch tích lũy do đo nhanh tức thời.<br />
</span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Ứng dụng thực tế của dữ liệu RINEX và lợi ích khai thác RINEX hiệu quả</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu RINEX hiện được sử dụng rộng rãi trong:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập mốc khống chế GNSS</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bình sai lưới quốc gia và khu vực</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan trắc dịch chuyển công trình, địa chất</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Làm cơ sở kỹ thuật và pháp lý dài hạn cho bản đồ và hạ tầng kỹ thuật</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
Khai thác RINEX bài bản mang lại:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm thời gian và chi phí thiết lập lưới khống chế</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nâng cao độ ổn định và khả năng kiểm chứng số liệu</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp với dự án lớn, triển khai dài hạn, yêu cầu pháp lý cao</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chủ động khi RTK không ổn định hoặc mất hiệu chỉnh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. Cấu trúc dữ liệu RINEX gồm những gì?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu RINEX không phải là một file đơn lẻ, mà là tập hợp nhiều file thành phần, mỗi file đảm nhiệm một vai trò riêng.<br />
<br />
6.1. File quan sát – Observation file (*.obs). Bao gồm:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sóng mang và mã giả</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu GPS, GLONASS, Galileo, BeiDou…</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thông tin thời gian, tần số, tín hiệu</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">File bắt buộc khi xử lý GNSS hậu kỳ và bình sai.<br />
<br />
6.2. File quỹ đạo vệ tinh – Navigation file (*.nav, *.gnav…) có chứa q</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">uỹ đạo vệ tinh (broadcast ephemeris) - d</span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ữ liệu cần thiết để tính vị trí vệ tinh theo thời gian.<br />
<br />
Tùy phiên bản RINEX và hệ vệ tinh, file điều hướng (Navigation file) có thể được đặt tên khác nhau.<br />
Trong các hệ thống và phần mềm cũ (RINEX 2.x), file điều hướng thường được tách theo từng hệ GNSS, với các đuôi phổ biến như:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GPS: .N</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS: .G</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">BeiDou: .C</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Galileo: .E</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong các hệ thống hiện đại sử dụng RINEX 3.x trở lên, file điều hướng thường được gộp đa hệ GNSS và sử dụng chung đuôi .nav (hoặc .rnx), trong đó chứa đồng thời dữ liệu GPS, GLONASS, Galileo, BeiDou…</span></span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6.3. File đồng hồ vệ tinh – Clock file (*.clk)</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh sai số đồng hồ vệ tinh và trạm</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác cao hơn dữ liệu quảng bá</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dùng cho bình sai chính xác cao và nghiên cứu dài hạn.<br />
<br />
6.4. File quỹ đạo chính xác – Precise orbit (*.sp3)</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quỹ đạo vệ tinh độ chính xác cao</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp với .clk để nâng cao chất lượng xử lý</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
6.5. Các file phụ trợ</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Metadata trạm, antenna, receiver</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">File khí quyển, site log</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giúp nâng cao độ tin cậy và truy xuất nguồn gốc số liệu.<br />
<br />
>>> Phiên bản RINEX và xu hướng hiện nay:</span></span><br />
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 2.x: cũ, hạn chế hệ GNSS.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 3.x: đa hệ, phổ biến hiện nay.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 4.x: hỗ trợ tín hiệu hiện đại, độ chính xác cao.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế xử lý GNSS hậu kỳ, RINEX 2.11 vẫn được sử dụng rộng rãi nhờ tính ổn định và khả năng tương thích cao. Nhiều lỗi xử lý hiện nay phát sinh từ việc chuyển đổi RINEX không đúng chuẩn hoặc thiếu dữ liệu đi kèm.</span></span><br />
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Bài viết 30_1_26.png" style="width: 800px; height: 526px;" /></span></span></p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 3 & 4 là xu hướng chính trong các hệ thống CORS hiện đại.<br />
<br />
Hiểu đúng và khai thác đúng dữ liệu RINEX chính là bước chuyển từ đo nhanh sang đo bền vững trong trắc địa hiện đại – đặc biệt trong bối cảnh Việt Nam đang vận hành các mạng CORS và duy trì hệ tọa độ VN-2000.<br />
<br />
<em>>>> Nguồn tham khảo:</em></span></span><br />
<ul>
<li>
<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">IGS & RTCM – Chuẩn dữ liệu RINEX</span></span></em></li>
<li>
<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">NOAA CORS Network (Mỹ)</span></span></em></li>
<li>
<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">EUREF Permanent Network (Châu Âu)</span></span></em></li>
<li>
<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GEONET – GSI (Nhật Bản)</span></span></em></li>
</ul>
<p style="text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/RINEX - GNSS DATA (665 x 295 px).png" style="width: 800px; height: 355px;" /></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>',
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'id' => '801',
'name' => 'Đo không gương (Non-Prism) trên máy toàn đạc',
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'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo không gương (Non-Prism) trên máy toàn đạc là gì? Khi nào nên dùng, khi nào không nên dùng? Phân tích ưu nhược điểm, sai số giao hội và khuyến nghị kỹ thuật khi đo Non-Prism trên máy toàn đạc.</span></span>',
'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế thi công và đo đạc, đo không gương (Non-Prism) là một tính năng rất hữu ích của máy toàn đạc, nhưng cũng tiềm ẩn nhiều rủi ro sai số nếu sử dụng không đúng mục đích. Bài viết dưới đây sẽ phân tích bản chất đo Non-Prism, phạm vi ứng dụng, ưu – nhược điểm, ảnh hưởng đến giao hội và các khuyến nghị kỹ thuật cần tuân thủ.</span></span></em><br />
<br />
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Đo không gương (Non-Prism) là gì?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế đo đạc, không phải lúc nào cũng có thể đặt được gương phản xạ. Các vị trí như tường cao, taluy, vách hầm, kết cấu thép, khu vực đang thi công hoặc nguy hiểm là những trường hợp điển hình.<br />
Đo không gương (Non-Prism) là phương pháp đo khoảng cách không sử dụng gương phản xạ. Máy toàn đạc phát tia laser trực tiếp tới bề mặt mục tiêu và thu tín hiệu phản hồi để xác định khoảng cách và tọa độ điểm đo.<br />
<br />
Phương pháp này cho phép đo các vị trí:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khó tiếp cận hoặc không thể đặt gương.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không an toàn để tiếp cận trực tiếp.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần đo nhanh hiện trạng mà không bố trí phụ trợ.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br />
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.1 Ưu điểm của đo không gương</span></span></h3>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo được các vị trí “bất khả thi” với phương pháp đo gương.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng mức độ an toàn cho người đo ngoài công trường.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian đi gương, giảm nhân lực.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất hiệu quả khi đo hiện trạng, kiểm tra hình học kết cấu.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.2 Nhược điểm và hạn chế kỹ thuật của Non-Prism</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bên cạnh ưu điểm, đo không gương tồn tại nhiều hạn chế kỹ thuật cần hiểu rõ:<br />
<br />
<strong>Phụ thuộc mạnh vào bề mặt đo</strong></span></span>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt sáng, phẳng, khô → đo xa hơn, ổn định hơn.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt tối, thô, ẩm, xiên góc → tầm đo giảm rõ rệt, sai số tăng.</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác thấp hơn đo gương</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không có tâm phản xạ cố định như gương.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách lớn hơn và kém ổn định hơn.</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hao pin hơn</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo Non-Prism liên tục tiêu thụ pin nhiều hơn so với đo gương.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br />
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (40).png" style="width: 800px; height: 671px;" /></span></span></p>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.3 Những lưu ý quan trọng khi sử dụng đo không gương</span></span></h3>
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không sử dụng đo không gương cho mốc khống chế.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không dùng cho dẫn mốc, nghiệm thu pháp lý.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ dùng cho đo hiện trạng, kiểm tra, tham khảo kỹ thuật.</span></span></li>
</ul>
<h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.4 Khoảng cách đo không gương của một số dòng máy phổ biến</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng cách công bố của nhà sản xuất thường được đo trong điều kiện tiêu chuẩn:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica FlexLine TS03 / TS07 / TS10: ~500 m / ~1000 m (tùy cấu hình)</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon N-Series: ~600 m</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon XS-Series: ~800 m</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Topcon GM-100 Series: ~500 m</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thực tế ngoài công trường, khoảng cách đo thường ngắn hơn catalogue, phụ thuộc mạnh vào bề mặt và điều kiện môi trường.<br />
</span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5 Khi nào nên dùng đo không gương?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo không gương phát huy hiệu quả trong các công việc:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo chi tiết hoàn công.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kiểm tra hình học kết cấu.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo taluy, vách đứng, vách hầm.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo các điểm nguy hiểm không thể tiếp cận.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Đo không gương là công nghệ bổ trợ, không phải để thay thế đo gương.<br />
</span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Hỏi và Đáp: Đo không gương & sai số giao hội</span></span></h2>
<br />
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. 1 Vì sao đo không gương dễ gây sai số khi giao hội?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vì đo Non-Prism phụ thuộc vào bề mặt phản xạ, không có tâm phản xạ cố định như gương.<br />
Trong bài toán giao hội, sai số nhỏ ở từng hướng bắn có thể bị phóng đại tại điểm giao, khiến kết quả thiếu ổn định.<br />
</span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.2 Sai số giao hội khi dùng Non-Prism thường đến từ đâu?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các nguyên nhân chính:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt phản xạ không phẳng, không đồng nhất.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tia laser phản xạ không cùng một điểm hình học.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Góc bắn xiên, bắn vào mép cạnh hoặc bề mặt nhỏ.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách lớn hơn so với đo gương.</span></span></li>
</ul>
<h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.3 Đo không gương ảnh hưởng nhiều hơn đến giao hội góc hay giao hội cạnh?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo không gương ảnh hưởng mạnh hơn đến giao hội cạnh, vì:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách của Non-Prism lớn hơn.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội cạnh, sai số khoảng cách tác động trực tiếp tới vị trí điểm giao.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với giao hội góc, sai số vẫn tồn tại nhưng ít phụ thuộc hơn vào chất lượng phản xạ.<br />
</span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.4 Vì sao giao hội nghịch đặc biệt nhạy cảm với đo không gương?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội nghịch:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đặt máy cần được xác định rất chính xác.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không xác định được tâm phản xạ rõ ràng.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các trạm có thể “nhìn” vào những điểm khác nhau trên cùng một bề mặt.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điều này khiến sai số khó kiểm soát và khó phát hiện.<br />
</span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.5 Có thể giảm sai số khi buộc phải giao hội bằng Non-Prism không?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có thể giảm rủi ro, nhưng không loại bỏ hoàn toàn, bằng cách:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn bề mặt phẳng, sáng, rõ ràng.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tránh bắn vào mép cạnh hoặc bề mặt nhỏ.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngắm vuông góc với bề mặt.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo lặp nhiều lần để kiểm tra.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp kiểm tra chéo bằng phương pháp khác.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ áp dụng cho đo tham khảo, không dùng cho mốc.<br />
</span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.6 Khi nào tuyệt đối không nên dùng Non-Prism cho giao hội?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không sử dụng trong các trường hợp:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dẫn mốc tọa độ.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập lưới khống chế.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc pháp lý, nghiệm thu công trình.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công việc yêu cầu độ chính xác cao (cm – mm).</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.7 Vì sao đo gương vẫn là phương pháp chuẩn cho giao hội?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vì khi đo gương:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có tâm phản xạ xác định rõ ràng.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách nhỏ và ổn định.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các trạm cùng xác định một điểm hình học duy nhất.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đây là yếu tố then chốt trong các bài toán giao hội.<br />
</span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.8 Có nên coi đo không gương là phương pháp thay thế đo gương?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không. Đo không gương là giải pháp bổ trợ, không phải phương pháp thay thế.<br />
<br />
Khuyến nghị nên tuân thủ quy tắc kỹ thuật:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có thể đặt gương → ưu tiên đo gương.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không thể đặt gương → dùng Non-Prism đúng mục đích.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
>>> Đo không gương (Non-Prism) mang lại nhiều tiện lợi trong đo hiện trạng và các vị trí khó tiếp cận, tuy nhiên phương pháp này nhạy cảm với sai số, đặc biệt trong các bài toán giao hội.<br />
Trong thực tế, giao hội thuận có thể cân nhắc sử dụng đo không gương cho mục đích tham khảo, khi điều kiện bề mặt cho phép. Ngược lại, giao hội nghịch không được khuyến nghị sử dụng Non-Prism do sai số khó kiểm soát. Đối với các công việc thiết lập lưới khống chế, dẫn mốc tọa độ và hồ sơ pháp lý, việc đo bằng gương phản xạ là bắt buộc để đảm bảo độ chính xác và giá trị pháp lý của số liệu.</span></span><br />
<br />
<p style="text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/CHỌN ANH TÀI (16).png" style="width: 800px; height: 618px;" /></p>
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'name' => 'Đo không gương (Non-Prism) trên máy toàn đạc',
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'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo không gương (Non-Prism) trên máy toàn đạc là gì? Khi nào nên dùng, khi nào không nên dùng? Phân tích ưu nhược điểm, sai số giao hội và khuyến nghị kỹ thuật khi đo Non-Prism trên máy toàn đạc.</span></span>',
'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế thi công và đo đạc, đo không gương (Non-Prism) là một tính năng rất hữu ích của máy toàn đạc, nhưng cũng tiềm ẩn nhiều rủi ro sai số nếu sử dụng không đúng mục đích. Bài viết dưới đây sẽ phân tích bản chất đo Non-Prism, phạm vi ứng dụng, ưu – nhược điểm, ảnh hưởng đến giao hội và các khuyến nghị kỹ thuật cần tuân thủ.</span></span></em><br />
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Đo không gương (Non-Prism) là gì?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế đo đạc, không phải lúc nào cũng có thể đặt được gương phản xạ. Các vị trí như tường cao, taluy, vách hầm, kết cấu thép, khu vực đang thi công hoặc nguy hiểm là những trường hợp điển hình.<br />
Đo không gương (Non-Prism) là phương pháp đo khoảng cách không sử dụng gương phản xạ. Máy toàn đạc phát tia laser trực tiếp tới bề mặt mục tiêu và thu tín hiệu phản hồi để xác định khoảng cách và tọa độ điểm đo.<br />
<br />
Phương pháp này cho phép đo các vị trí:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khó tiếp cận hoặc không thể đặt gương.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không an toàn để tiếp cận trực tiếp.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần đo nhanh hiện trạng mà không bố trí phụ trợ.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br />
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.1 Ưu điểm của đo không gương</span></span></h3>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo được các vị trí “bất khả thi” với phương pháp đo gương.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng mức độ an toàn cho người đo ngoài công trường.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian đi gương, giảm nhân lực.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất hiệu quả khi đo hiện trạng, kiểm tra hình học kết cấu.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.2 Nhược điểm và hạn chế kỹ thuật của Non-Prism</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bên cạnh ưu điểm, đo không gương tồn tại nhiều hạn chế kỹ thuật cần hiểu rõ:<br />
<br />
<strong>Phụ thuộc mạnh vào bề mặt đo</strong></span></span>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt sáng, phẳng, khô → đo xa hơn, ổn định hơn.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt tối, thô, ẩm, xiên góc → tầm đo giảm rõ rệt, sai số tăng.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác thấp hơn đo gương</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không có tâm phản xạ cố định như gương.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách lớn hơn và kém ổn định hơn.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hao pin hơn</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo Non-Prism liên tục tiêu thụ pin nhiều hơn so với đo gương.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br />
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (40).png" style="width: 800px; height: 671px;" /></span></span></p>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.3 Những lưu ý quan trọng khi sử dụng đo không gương</span></span></h3>
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không sử dụng đo không gương cho mốc khống chế.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không dùng cho dẫn mốc, nghiệm thu pháp lý.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ dùng cho đo hiện trạng, kiểm tra, tham khảo kỹ thuật.</span></span></li>
</ul>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.4 Khoảng cách đo không gương của một số dòng máy phổ biến</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng cách công bố của nhà sản xuất thường được đo trong điều kiện tiêu chuẩn:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica FlexLine TS03 / TS07 / TS10: ~500 m / ~1000 m (tùy cấu hình)</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon N-Series: ~600 m</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon XS-Series: ~800 m</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Topcon GM-100 Series: ~500 m</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thực tế ngoài công trường, khoảng cách đo thường ngắn hơn catalogue, phụ thuộc mạnh vào bề mặt và điều kiện môi trường.<br />
</span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5 Khi nào nên dùng đo không gương?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo không gương phát huy hiệu quả trong các công việc:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo chi tiết hoàn công.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kiểm tra hình học kết cấu.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo taluy, vách đứng, vách hầm.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo các điểm nguy hiểm không thể tiếp cận.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Đo không gương là công nghệ bổ trợ, không phải để thay thế đo gương.<br />
</span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Hỏi và Đáp: Đo không gương & sai số giao hội</span></span></h2>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. 1 Vì sao đo không gương dễ gây sai số khi giao hội?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vì đo Non-Prism phụ thuộc vào bề mặt phản xạ, không có tâm phản xạ cố định như gương.<br />
Trong bài toán giao hội, sai số nhỏ ở từng hướng bắn có thể bị phóng đại tại điểm giao, khiến kết quả thiếu ổn định.<br />
</span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.2 Sai số giao hội khi dùng Non-Prism thường đến từ đâu?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các nguyên nhân chính:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt phản xạ không phẳng, không đồng nhất.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tia laser phản xạ không cùng một điểm hình học.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Góc bắn xiên, bắn vào mép cạnh hoặc bề mặt nhỏ.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách lớn hơn so với đo gương.</span></span></li>
</ul>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.3 Đo không gương ảnh hưởng nhiều hơn đến giao hội góc hay giao hội cạnh?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo không gương ảnh hưởng mạnh hơn đến giao hội cạnh, vì:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách của Non-Prism lớn hơn.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội cạnh, sai số khoảng cách tác động trực tiếp tới vị trí điểm giao.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với giao hội góc, sai số vẫn tồn tại nhưng ít phụ thuộc hơn vào chất lượng phản xạ.<br />
</span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.4 Vì sao giao hội nghịch đặc biệt nhạy cảm với đo không gương?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội nghịch:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đặt máy cần được xác định rất chính xác.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không xác định được tâm phản xạ rõ ràng.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các trạm có thể “nhìn” vào những điểm khác nhau trên cùng một bề mặt.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điều này khiến sai số khó kiểm soát và khó phát hiện.<br />
</span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.5 Có thể giảm sai số khi buộc phải giao hội bằng Non-Prism không?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có thể giảm rủi ro, nhưng không loại bỏ hoàn toàn, bằng cách:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn bề mặt phẳng, sáng, rõ ràng.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tránh bắn vào mép cạnh hoặc bề mặt nhỏ.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngắm vuông góc với bề mặt.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo lặp nhiều lần để kiểm tra.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp kiểm tra chéo bằng phương pháp khác.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ áp dụng cho đo tham khảo, không dùng cho mốc.<br />
</span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.6 Khi nào tuyệt đối không nên dùng Non-Prism cho giao hội?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không sử dụng trong các trường hợp:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dẫn mốc tọa độ.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập lưới khống chế.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc pháp lý, nghiệm thu công trình.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công việc yêu cầu độ chính xác cao (cm – mm).</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.7 Vì sao đo gương vẫn là phương pháp chuẩn cho giao hội?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vì khi đo gương:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có tâm phản xạ xác định rõ ràng.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách nhỏ và ổn định.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các trạm cùng xác định một điểm hình học duy nhất.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đây là yếu tố then chốt trong các bài toán giao hội.<br />
</span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.8 Có nên coi đo không gương là phương pháp thay thế đo gương?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không. Đo không gương là giải pháp bổ trợ, không phải phương pháp thay thế.<br />
<br />
Khuyến nghị nên tuân thủ quy tắc kỹ thuật:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có thể đặt gương → ưu tiên đo gương.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không thể đặt gương → dùng Non-Prism đúng mục đích.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
>>> Đo không gương (Non-Prism) mang lại nhiều tiện lợi trong đo hiện trạng và các vị trí khó tiếp cận, tuy nhiên phương pháp này nhạy cảm với sai số, đặc biệt trong các bài toán giao hội.<br />
Trong thực tế, giao hội thuận có thể cân nhắc sử dụng đo không gương cho mục đích tham khảo, khi điều kiện bề mặt cho phép. Ngược lại, giao hội nghịch không được khuyến nghị sử dụng Non-Prism do sai số khó kiểm soát. Đối với các công việc thiết lập lưới khống chế, dẫn mốc tọa độ và hồ sơ pháp lý, việc đo bằng gương phản xạ là bắt buộc để đảm bảo độ chính xác và giá trị pháp lý của số liệu.</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>',
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'id' => '799',
'name' => 'Máy toàn đạc điện tử Leica TS20 - Dòng máy robot cao cấp!',
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'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica TS20 là dòng máy toàn đạc điện tử robot cao cấp của Leica Geosystems, được thiết kế để đáp ứng các yêu cầu khắt khe trong khảo sát, thi công hạ tầng, đo vẽ bản đồ và xây dựng công nghiệp. Leica TS20 tập trung vào tự động hóa, độ ổn định và độ chính xác cao, giúp tối ưu thao tác hiện trường và nâng cao hiệu suất làm việc trong mọi điều kiện công trường phức tạp.</span></span>',
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<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><em>Leica TS20 là dòng máy toàn đạc điện tử robot cao cấp của Leica Geosystems, được phát triển cho các công việc khảo sát, thi công hạ tầng, đo vẽ bản đồ và xây dựng công nghiệp. Dòng máy này tập trung vào tự động hóa, độ ổn định và độ chính xác cao, giúp tối ưu thao tác hiện trường và nâng cao hiệu suất làm việc trong điều kiện công trường phức tạp.</em><br />
<br />
Trong thực tế triển khai, Leica TS20 được cung cấp với nhiều cấu hình tính năng khác nhau nhằm đáp ứng đa dạng nhu cầu sử dụng. Trên thị trường và trong tài liệu kỹ thuật, các cấu hình này thường được phân nhóm như sau:</span></span></p>
<ul>
<li>
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Auto Aiming (<strong>TS20 A</strong>): Hỗ trợ tự động ngắm gương (ATR).</span></span></li>
<li>
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">PowerSearch (<strong>TS20 P</strong>): Bổ sung khả năng tự động tìm gương.</span></span></li>
<li>
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Imaging (<strong>TS20 I</strong>): Tích hợp camera và các thuật toán AI hỗ trợ đo đạc, cho phép nhận dạng mục tiêu, theo dõi chuyển động và thu điểm bằng hình ảnh trong môi trường phức tạp.</span></span></li>
</ul>
<p>
<br />
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Bên cạnh các cấu hình tính năng, Leica TS20 còn có các tùy chọn kỹ thuật chung, bao gồm:</span></span></p>
<ul>
<li>
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Độ chính xác đo góc: 1″ / 2″ / 3″ / 5″</span></span></li>
<li>
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Tầm đo không gương (EDM): 800 m hoặc 1600 m</span></span></li>
</ul>
<p>
<br />
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Mức độ tự động hóa và hỗ trợ AI phụ thuộc vào cấu hình được lựa chọn, trong đó TS20 I là cấu hình cao cấp nhất, phù hợp cho các dự án yêu cầu hiệu suất, độ tin cậy và kiểm soát chất lượng cao.</span></span><br />
</p>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica-TS20-Application-Tunnel-300dpi-2-2048x1365.jpg" style="width: 800px; height: 533px;" /></span></span></p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Leica TS20I – Phiên bản tích hợp Camera & AI</strong><br />
<br />
Chỉ phiên bản TS20I (Imaging) mới được Leica trang bị camera và các thuật toán AI hỗ trợ đo đạc, giúp nâng tầm hiệu quả khảo sát hiện đại.<br />
<br />
<strong>AI – Công nghệ tạo khác biệt trên TS20I.</strong><br />
<br />
Trên TS20I, Leica ứng dụng AI kết hợp camera và thuật toán xử lý thông minh, cho phép:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận dạng mục tiêu chính xác hơn.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo dõi chuyển động mục tiêu ổn định hơn.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế nhầm lẫn trong môi trường nhiều vật phản xạ.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các xử lý này được thực hiện trực tiếp trên thiết bị, giúp đảm bảo tốc độ, độ ổn định và an toàn dữ liệu khi làm việc ngoài hiện trường.<br />
<br />
<strong>AI-Detect – Nhận dạng gương & cảnh báo sai cấu hình (TS20I)</strong><br />
<br />
Sai loại gương là nguyên nhân phổ biến gây sai offset và sai số đo. AI-Detect (chỉ có trên TS20I) sử dụng camera để:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận dạng loại gương Leica đang đo.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">So sánh với cấu hình gương trong Leica Captivate.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cảnh báo ngay khi phát hiện không khớp.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính năng này giúp:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm lỗi chủ quan.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tránh đo sai – làm lại.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nâng cao độ tin cậy dữ liệu thi công.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
<strong>AI-Follow (Dynamic Lock nâng cao) – Theo dõi mục tiêu mượt mà</strong><br />
<br />
Trên TS20I, AI hỗ trợ khả năng dự đoán chuyển động của lăng kính khi:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bị che khuất tạm thời.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Di chuyển trong môi trường đông người, máy móc.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhờ đó, TS20I giúp:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khóa lại mục tiêu nhanh hơn.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế mất tia.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giữ quá trình đo liên tục, ổn định.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
<strong>AI tăng cường ATR & PowerSearch (TS20I)</strong><br />
<br />
Thuật toán AI giúp ATR và PowerSearch trên TS20I hoạt động hiệu quả hơn trong các điều kiện khó:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sương mù nhẹ, mưa bụi.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gương che khuất một phần.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều điểm phản xạ trong vùng quét.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đây là khác biệt lớn giữa TS20I và TS20A / TS20P.</span></span><br />
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica-TS20-Application-Cadastral-Surveying-300dpi-15-1-2048x1365.jpg" style="width: 800px; height: 533px;" /></span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
<strong>Các thế mạnh chung của dòng Leica TS20</strong><br />
<br />
Bên cạnh AI trên TS20I, toàn bộ dòng TS20 vẫn kế thừa những giá trị cốt lõi của Leica:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác đo góc & khoảng cách cao,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Động cơ Direct Drives nhanh, êm, không ma sát,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm Leica Captivate trực quan, dễ thao tác,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phím Trigger đo nhanh,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu trữ dữ liệu lớn, xuất file linh hoạt,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết cấu bền bỉ, chuẩn công trường,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dọi tâm laser/quang học chính xác.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
<strong>Lợi ích thực tế khi sử dụng Leica TS20</strong></span></span><br />
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng tốc độ đo & bố trí công trình,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm nhân lực vận hành,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế sai sót hiện trường,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu ổn định, đáng tin cậy,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp từ khảo sát địa hình đến thi công công trình lớn.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
<strong>BẢNG SO SÁNH: TS20A vs TS20P vs TS20I</strong></span></span><br />
<br />
<br />
<table border="0" cellpadding="0" style="width: 100%">
<thead>
<tr>
<th>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tính năng / Chức năng</strong></span></span><br />
</th>
<th>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20A</strong><br />
<strong>(Auto Aiming)</strong></span></span><br />
</th>
<th>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20P</strong><br />
<strong>(PowerSearch)</strong></span></span><br />
</th>
<th>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20I</strong><br />
<strong>(Imaging/ Camera & AI)</strong></span></span><br />
</th>
</tr>
</thead>
<tbody>
<tr>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động ngắm mục tiêu (ATR)</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có<br />
(ATR tiêu chuẩn)</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có<br />
(ATR tiêu chuẩn)</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có<br />
(ATR tăng cường nhờ camera & thuật toán)</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động tìm gương (PowerSearch)</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có<br />
(kết hợp camera & thuật toán nâng cao)</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Camera tích hợp</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Thu điểm bằng hình ảnh</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận dạng mục tiêu / gương (AI-Detect)</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo dõi mục tiêu di chuyển (Dynamic Lock)</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Khả năng giữ bám khi mục tiêu<br />
che khuất ngắn hạn</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có (AI-Follow)</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Làm việc hiệu quả trong môi trường<br />
nhiều phản xạ</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiêu chuẩn</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiêu chuẩn</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tối ưu hơn nhờ camera & thuật toán</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức độ tự động hóa</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cơ bản</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Trung bình</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cao nhất</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ đo không người<br />
(one-man operation)</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có (ổn định nhất)</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm vận hành</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Captivate</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Captivate</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Captivate</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng phù hợp</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo topo, bố trí cơ bản</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo nhanh, nhiều trạm</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan trắc, đo phức tạp</span></span></td>
</tr>
</tbody>
</table>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Xem thêm Cataloge TS20: <a href="https://drive.google.com/file/d/1KRyhFd21zOZpYZFqy6uUF-xJFJkJJGmE/view?usp=sharing">TẠI ĐÂY</a></span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br />
<div style="text-align: start;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="text-align: justify;">> >> </span><span style="color: rgb(51, 51, 51); text-align: justify;">Liên hệ </span><a href="https://tracdiathanhdat.vn/" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear; font-size: 13px; text-align: justify;"><strong style="margin: 0px; padding: 0px; font-weight: bold;">Trắc Địa Thành Đạt </strong></a><span style="color: rgb(51, 51, 51); text-align: justify;">để được tư vấn chọn máy toàn đạc Leica phù hợp đúng công trình – đúng ngân sách – đúng nhu cầu thực tế tại Việt Nam!</span></span></span></div>
<span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"> </span>',
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'name' => 'Kiểm tra cao độ sàn nhà xưởng bằng máy thủy bình – Giải pháp chính xác cho thi công công nghiệp!',
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<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong xây dựng nhà xưởng, nhà máy và khu công nghiệp, kiểm tra cao độ sàn là công tác bắt buộc nhằm đảm bảo độ phẳng, cao độ đồng nhất và khả năng thoát nước đúng thiết kế. Chỉ một sai số nhỏ vài milimet cũng có thể ảnh hưởng đến vận hành máy móc, lưu thông xe nâng, tuổi thọ sàn bê tông và chất lượng nghiệm thu công trình. Chính vì vậy, máy thủy bình luôn là thiết bị được kỹ sư trắc địa – xây dựng tin dùng để kiểm tra cao độ sàn nhà xưởng với độ chính xác và độ ổn định cao.<br />
</span></span></p>
',
'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Trong xây dựng nhà xưởng, nhà máy và khu công nghiệp, kiểm tra cao độ sàn là công tác bắt buộc nhằm đảm bảo độ phẳng, cao độ đồng nhất và khả năng thoát nước đúng thiết kế. Chỉ một sai số nhỏ vài milimet cũng có thể ảnh hưởng đến vận hành máy móc, lưu thông xe nâng, tuổi thọ sàn bê tông và chất lượng nghiệm thu công trình. Chính vì vậy, máy thủy bình luôn là thiết bị được kỹ sư trắc địa – xây dựng tin dùng để kiểm tra cao độ sàn nhà xưởng nhờ độ chính xác cao và tính ổn định lâu dài.<br />
</em></span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Tại sao cần kiểm tra cao độ sàn nhà xưởng?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo cao độ sàn bằng máy thủy bình giúp:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đảm bảo cao độ và độ phẳng đúng hồ sơ thiết kế</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phát hiện kịp thời các điểm lồi – lõm để xử lý trước khi hoàn thiện</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phục vụ công tác nghiệm thu sàn bê tông theo tiêu chuẩn kỹ thuật</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế chi phí sửa chữa sau khi công trình đưa vào sử dụng</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế, một số đơn vị sử dụng máy cân mực laser để kiểm tra cao độ. Tuy nhiên, phương pháp này chỉ phù hợp cho khu vực nhỏ. Với nhà xưởng có diện tích lớn, tia laser dễ bị phân tán khi chiếu xa, làm tăng sai số (có thể 5–10 mm), gây khó khăn trong kiểm soát chất lượng và nghiệm thu.<br />
<br />
Máy thủy bình quang học, với nguyên lý tia ngắm nằm ngang và độ phóng đại ống kính, cho kết quả ổn định và tin cậy hơn trên diện tích sàn lớn.<br />
</span></span><br />
<p style="text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/nhà xưởng(1).jpg" style="width: 512px; height: 302px;" /></p>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Ưu điểm của máy thủy bình trong kiểm tra cao độ sàn</span></span></h2>
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác cao: sai số khoảng 1–2 mm/1 km đo khép</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoạt động ổn định trong nhiều điều kiện ánh sáng</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đọc số trực tiếp trên mia, hạn chế sai số chủ quan</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp đo liên tục nhiều điểm trên mặt sàn nhà xưởng</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhờ các ưu điểm này, máy thủy bình vẫn là thiết bị tiêu chuẩn trong kiểm tra cao độ sàn công nghiệp.<br />
</span></span><br />
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Tiêu chí lựa chọn máy thủy bình đo sàn nhà xưởng</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Để đảm bảo sai số đo trong giới hạn cho phép (±2 mm), máy thủy bình nên đáp ứng các yêu cầu sau:</span></span><br />
<br />
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.1 Độ phóng đại ống kính</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Khuyến nghị từ 24X – 32X.</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Đọc mia rõ ở khoảng cách 50–80 m.</span></span>
<h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 Độ chính xác</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khép tuyến ≤ 2.0 mm/1 km</span></span>
<h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.3 Hệ thống cân bằng</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Nên sử dụng con lắc từ tính (Magnetic Damping)</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Giúp tia ngắm ổn định nhanh trong môi trường rung động</span></span>
<h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.4 Tiêu chuẩn bảo vệ</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Tối thiểu IP54, ưu tiên IP66</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Phù hợp môi trường nhiều bụi xi măng và nước bắn</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Các máy thủy bình được tin dùng khi kiểm tra cao độ sàn nhà xưởng</span></span></h2>
<br />
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.1 Máy thủy bình Sokkia B40A</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sokkia B40A là dòng máy được sử dụng phổ biến trong đo sàn nhà xưởng.<br />
Ưu điểm nổi bật:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuẩn chống bụi – nước IP66, chịu được mưa rào</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Con lắc từ tính giúp bù nghiêng nhanh, chống rung tốt</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ phóng đại 24X, đọc mia rõ ở khoảng cách 40–50 m</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp cho thi công sàn nhà xưởng, nhà kho và khu công nghiệp quy mô vừa – lớn.<br />
</span></span>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/B40A.jpg" style="width: 450px; height: 377px;" /></span></span></p>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.2 Máy thủy bình Nikon AC-2S</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon AC-2S là lựa chọn phù hợp khi làm việc trong nhà xưởng thiếu ánh sáng.<br />
Ưu điểm:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ống kính Nikon có độ sáng và độ trong cao</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hình ảnh mia sắc nét, giảm mỏi mắt khi đo nhiều điểm</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết kế gọn nhẹ, dễ di chuyển trong không gian hẹp</span></span></li>
</ul>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/Nikon AC2S.jpg" style="width: 450px; height: 377px;" /></span></span></p>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.3 Máy thủy bình Leica NA300 series ( NA320/NA324)</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dòng máy dành cho các công trình yêu cầu độ chính xác cao.<br />
<br />
Đặc điểm nổi bật:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số < 1.5 mm/1 km</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ bền cơ học cao, chịu va đập tốt</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoạt động ổn định lâu dài, ít phải hiệu chỉnh</span></span></li>
</ul>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp cho nhà máy công nghệ cao, phòng sạch, khu sản xuất chính xác.<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/476249529_986351956959976_7286419762816488861_n.jpg" style="width: 450px; height: 377px;" /></span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br />
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.4 Leica LS15 Digital Level – Máy thủy bình điện tử cao cấp</span></span></h3>
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác: ~±0.2 mm/1 km (với mia invar)</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính năng nổi bật:</span></span>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động lấy nét và kiểm tra độ nghiêng</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Màn hình màu cảm ứng, giảm sai sót do đọc thủ công</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bluetooth & USB truyền dữ liệu</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ nhớ lưu đến ~30.000 trị đo</span></span></li>
</ul>
</li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ phóng đại: 32×, phạm vi đo lên đến ~110 m</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp các dự án sàn công nghiệp quan trọng, lưới cao độ chính xác cao, đo khép tuyến.</span></span><br />
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/LS15.jpg" style="width: 450px; height: 396px;" /></span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br />
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.5 Trimble DiNi Digital Level Series (Dini-03 / Dini-07)</span></span></h3>
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác: tùy chọn đến ~0.3 mm/1 km</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiêu chuẩn bảo vệ: IP55</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giao diện trực quan, dễ thao tác</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Truyền dữ liệu nhanh qua USB</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp đo lặp nhiều, quan trắc và báo cáo số liệu chi tiết</span></span></li>
</ul>
</li>
</ul>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/Trimble Dini.jpg" style="width: 450px; height: 450px;" /></span></span></p>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Quy trình kiểm tra cao độ sàn nhà xưởng bằng máy thủy bình</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><u><strong>Bước 1</strong></u>: Chia lưới ô vuông (Grid Method)</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chia sàn thành các ô 3×3 m hoặc 5×5 m</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các giao điểm là vị trí đặt mia</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Bước 2</u></strong>: Dẫn mốc cao độ chuẩn</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập Benchmark (H₀) ổn định bên ngoài khu vực thi công</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Làm cơ sở so sánh cho toàn bộ số liệu</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Bước 3</u></strong>: Đo đạc thực địa</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đặt máy ở vị trí trung tâm, nền cứng</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cân bằng máy chính xác</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đọc BS → xác định HI</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đọc FS tại các nút lưới</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><u><strong>Bước 4</strong></u>: Xử lý và đánh giá số liệu<br />
ΔH = Số đọc thực tế – Số đọc thiết kế</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ΔH > 0 → Sàn thấp (lõm)</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ΔH < 0 → Sàn cao (lồi)</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
!!! Lưu ý quan trọng khi kiểm tra cao độ sàn nhà xưởng:</span></span><br />
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc chuẩn phải ổn định – quyết định độ tin cậy toàn bộ phép đo</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng cách ngắm ≤ 40 m để kiểm soát sai số</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra máy trước khi đo: mực nước, ống kính, chân máy</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
>>> Kiểm tra cao độ sàn nhà xưởng bằng máy thủy bình là công tác không thể thiếu nhằm đảm bảo chất lượng thi công, độ phẳng sàn và an toàn vận hành lâu dài. Việc lựa chọn đúng thiết bị và tuân thủ quy trình đo chuẩn sẽ giúp kỹ sư và nhà thầu thu được kết quả chính xác – đáng tin cậy – dễ nghiệm thu cho mọi dự án xây dựng công nghiệp.</span></span><br />
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. FAQ – Hỏi đáp</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Kiểm tra cao độ sàn nhà xưởng nên sử dụng thiết bị nào?<br />
<em>Máy thủy bình quang học là lựa chọn phù hợp nhờ độ chính xác cao và ổn định trên diện tích lớn.<br />
</em><br />
- Máy laser cân mực có thể thay thế máy thủy bình không?<br />
<em>Không. Máy laser chỉ phù hợp cho phạm vi nhỏ, không đáp ứng độ chính xác khi kiểm tra sàn nhà xưởng diện tích lớn.</em><br />
<br />
- Sai số cho phép khi kiểm tra cao độ sàn là bao nhiêu?<br />
Thông thường yêu cầu sai số trong khoảng ±2 mm, tùy tiêu chuẩn thiết kế và yêu cầu của chủ đầu tư.<br />
<br />
- Khoảng cách đo tối đa từ máy thủy bình đến mia là bao nhiêu?<br />
<em>Khuyến nghị không vượt quá 40 m để đảm bảo kiểm soát sai số.</em><br />
<br />
- Có cần kiểm tra cao độ sàn trước khi hoàn thiện không?<br />
<em>Có. Việc kiểm tra sớm giúp xử lý sai lệch trước khi hoàn thiện, giảm rủi ro và chi phí sửa chữa.</em></span></span><br />
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Máy thủy bình 2.jpg" style="width: 800px; height: 419px;" /></span></span></p>
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'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với dải sản phẩm trải rộng từ FlexLine → TS → Nova → MS (MultiStation), Leica Geosystems mang đến nhiều lựa chọn, nhưng cũng khiến không ít anh em băn khoăn: <em>công trình của mình nên dùng dòng nào là hợp lý nhất?</em></span></span>',
'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong trắc địa – xây dựng hiện nay, việc lựa chọn máy toàn đạc điện tử Leica phù hợp với từng loại công trình đóng vai trò then chốt, ảnh hưởng trực tiếp đến độ chính xác, hiệu suất thi công và chi phí đầu tư.<br />
<br />
Với dải sản phẩm trải rộng từ FlexLine → TS → Nova → MS (MultiStation), Leica Geosystems mang đến nhiều lựa chọn, nhưng cũng khiến không ít anh em băn khoăn: công trình của mình nên dùng dòng nào là hợp lý nhất?<br />
<br />
Bài viết dưới đây sẽ giúp bạn so sánh rõ ưu – nhược điểm từng dòng máy toàn đạc Leica, đồng thời gợi ý chọn máy đúng nhu cầu thực tế tại Việt Nam.</span></span></em><br />
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Máy toàn đạc Leica FlexLine (TS03, TS07, TS10…)</span></span></h2>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu hình đơn giản, dễ sử dụng, phù hợp nhiều đối tượng.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi phí đầu tư thấp hơnso với các dòng tự động/robot.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đáp ứng tốt các công việc khảo sát – trắc địa cơ bản.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần lớn thao tác thủ công.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không có motor, ATR, tự động khóa prism.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu suất đo và tốc độ làm việc thấp hơn dòng TS và Nova.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp:</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo đạc địa chính, lập bản đồ nền.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công tác đo nhỏ lẻ, khối lượng không lớn.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đơn vị cần máy toàn đạc Leica bền – ổn định – dễ dùng.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Nếu chỉ cần đo khảo sát cơ bản, Leica FlexLine là lựa chọn kinh tế và đủ dùng.<br />
</span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Máy toàn đạc Leica TS (TS13, TS20…)</span></span></h2>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức độ tự động hóa cao, có phiên bản robot.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác góc và EDM ổn định, phù hợp thi công.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ phần mềm Captivate, dễ tích hợp GNSS/RTK.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm thao tác thủ công, tăng tốc độ bố trí và đo kiểm.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giá cao hơndòng FlexLine.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với model cao cấp (TS20) cần tính thêm phụ kiện robot (prism, tripod, pin, tay cầm).</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp:</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xây dựng dân dụng, công trình nhỏ và vừa.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công tác bố trí công trình, đo kiểm hình học.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi cần độ chính xác và hiệu suất cao hơn FlexLine.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Dòng TS là lựa chọn cân bằng giữa độ chính xác – tiện lợi – chi phí.<br />
</span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Máy toàn đạc Leica Nova (TS60, TM60…)</span></span></h2>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công nghệ robot hiện đại, động cơ chính xác cao.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động khóa mục tiêu, đo nhanh, ổn định.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều tính năng nâng cao:</span></span>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Multi-target</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo khoảng cách dài</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tích hợp GNSS / Sensor / Monitoring</span></span></li>
</ul>
</li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi phí đầu tư cao, yêu cầu người vận hành có chuyên môn tốt.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi phí vận hành (pin, phụ kiện, bảo trì) lớn hơn các dòng thấp.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp:</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công trình lớn: cầu, đường, hầm, metro.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dự án hạ tầng quy mô lớn, yêu cầu độ tin cậy cao.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan trắc biến dạng, đo lặp chính xác dài hạn.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Với dự án quy mô lớn, Leica Nova là “xương sống” về độ chính xác và tự động hóa.<br />
</span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Máy toàn đạc Leica MS – MultiStation (MS60)</span></span></h2>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp toàn đạc + quét 3D + GNSS trong một thiết bị.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thu thập dữ liệu 3D dày, nhanh, giảm nhân lực.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất mạnh cho khảo sát hiện trạng và địa hình phức tạp.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giá rất cao.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu hậu xử lý phức tạp, cần kỹ năng chuyên sâu.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp:</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dự án cần dữ liệu 3D chi tiết.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy hoạch, khảo sát hạ tầng phức tạp.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công tác đo đạc + bản đồ + mô hình số trong một workflow.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> MS là giải pháp cao cấp nhất cho bài toán 3D và dữ liệu lớn.<br />
</span></span><br />
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Gợi ý chọn máy toàn đạc điện tử Leica theo nhu cầu</span></span></h2>
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát đất đai, địa chính, bản đồ nền → <em>Leica FlexLine</em> hoặc <em>TS (model cơ bản).</em></span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xây dựng dân dụng, công trình nhỏ & vừa, bố trí thiết kế → <em>Leica TS</em> hoặc <em>Nova</em> (tùy yêu cầu độ chính xác).</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công trình giao thông, cầu hầm, hạ tầng phức tạp → <em>Leica Nova</em> hoặc <em>MS (MultiStation / Robot).</em></span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát địa hình phức tạp, cần dữ liệu 3D, đo nhanh nhiều điểm → <em>Leica MS – MultiStation.</em></span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>BẢNG SO SÁNH THÔNG SỐ LEICA FLEXLINE – TS – NOVA</strong></span></span><br />
<br />
<table border="0" cellpadding="0" cellspacing="3" style="width: 100%">
<thead>
<tr>
<th style="text-align: left;">
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tiêu chí</strong></span></span></th>
<th style="text-align: left;">
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS03</strong></span></span></th>
<th style="text-align: left;">
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS07</strong></span></span></th>
<th style="text-align: left;">
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS10</strong></span></span></th>
<th style="text-align: left;">
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS13</strong></span></span></th>
<th style="text-align: left;">
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20</strong></span></span></th>
<th style="text-align: left;">
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nova TM60</strong></span></span></th>
<th style="text-align: left;">
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nova TS60</strong></span></span></th>
<th style="text-align: left;">
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nova MS60</strong></span></span></th>
</tr>
</thead>
<tbody>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác góc</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2″, 3″, 5″</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5″, 1″</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5″</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo lăng kính</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0–3,500 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.8–10,000 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5–10,000 m</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác đo gương</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1 mm+1 ppm</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>0.6 mm+1ppm</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo không gương</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">800 m (R800) / 1,600 m (R1600)</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2,000 m</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác không gương</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm 2 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Màn hình</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5″ đơn sắc</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5″ màu</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA (tuỳ chọn)</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Kết nối có dây</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Ethernet / USB-C</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Bluetooth / WLAN</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Dữ liệu di động (4G)</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>AutoHeight</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera tổng quan</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera kính ngắm</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>SmartStation GNSS</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tiêu chí</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS03</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS07</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS10</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS13</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS20</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Nova TM60</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Nova TS60</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Nova MS60</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác góc</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2″, 3″, 5″</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5″, 1″</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5″</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo lăng kính</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0–3,500 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.8–10,000 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5–10,000 m</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác đo gương</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.6 mm + 1 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo không gương</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">800 m (R800) / 1,600 m (R1600)</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2,000 m</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác không gương</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Màn hình</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5″ đơn sắc</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5″ màu</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA (tuỳchọn)</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Kết nối có dây</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Ethernet / USB-C</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Bluetooth / WLAN</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Dữ liệu di động (4G)</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>AutoHeight</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera tổng quan</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera kính ngắm</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>SmartStation GNSS</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Động cơ (Robot)</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">DC Motor</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Brushless Direct Drives</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Piezo drives</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Piezo drives</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Piezo drives</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>ATR / Tracking</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (R1000)</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">AI-powered ATR</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Prism Fast Search</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Scanning 3D</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (30,000 pts/s)</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Điều khiển từ xa</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hỗ trợ AP20</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">AP20 ID</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">AP20 ID + AutoPole</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hệ điều hành</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">FlexField</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">FlexField</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">FlexField</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate (Loc8 / GeoCloud Protect)</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Thời lượng pin</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 h</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 h</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 h</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">8–19 h</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~5 h</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~8 h</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~9 h</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~9 h</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Trọng lượng</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.3 kg</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.3 kg</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.4 kg</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.8 kg</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5.0 kg</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">7.2 kg</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">7.3 kg</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">7.6 kg</span></span></td>
</tr>
</tbody>
</table>
<p>
</p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/so-sanh-may-toan-dac-dien-tu-leica-FlexLine-TS-Nova-MS.jpg" style="width: 800px; height: 463px;" /></span></span>
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. Câu hỏi thường gặp về máy toàn đạc Leica (FAQ)</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6.1 Máy toàn đạc Leica FlexLine có đủ dùng cho địa chính không?<br />
→ Có. Với đo địa chính và bản đồ nền, FlexLine đáp ứng tốt và tiết kiệm chi phí.<br />
<br />
6.2 Khi nào nên chọn TS thay vì FlexLine?<br />
→ Khi cần độ chính xác cao hơn, thao tác nhanh hơn và giảm nhân lực.<br />
<br />
6.3 Leica Nova có phù hợp công trình dân dụng không?<br />
→ Phù hợp nếu công trình yêu cầu độ chính xác rất cao hoặc quan trắc.<br />
<br />
6.4 MultiStation MS60 có thay thế máy quét laser không?<br />
→ MS60 không thay thế hoàn toàn TLS chuyên dụng, nhưng rất hiệu quả cho khảo sát 3D kết hợp đo toàn đạc.<br />
<br />
>>> <u><strong>Tổng kết:</strong></u></span></span><br />
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo khảo sát cơ bản→ <em>FlexLine là đủ.</em></span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cân bằng giữa chính xác & tiện lợi→ <em>TS là lựa chọn hợp lý.</em></span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công trình lớn, yêu cầu cao→ <em>Nova hoặc MS.</em></span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Liên hệ <a href="https://tracdiathanhdat.vn/"><strong>Trắc Địa Thành Đạt </strong></a>để được tư vấn chọn máy toàn đạc Leica phù hợp đúng công trình – đúng ngân sách – đúng nhu cầu thực tế tại Việt Nam!<br />
</span></span>',
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'name' => 'Cập nhật firrmware RTK qua WEB UI',
'code' => null,
'alias' => 'cap-nhat-firrmware-rtk-qua-web-ui',
'cat_id' => '40',
'price' => '0',
'type' => 'new',
'shortdes' => '<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Cập nhật firmware RTK qua Web UI – Hướng dẫn chi tiết & lưu ý kỹ thuật</span><br />
',
'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong quá trình sử dụng máy GNSS RTK, việc cập nhật firmware bộ thu GNSS đóng vai trò đặc biệt quan trọng nhằm:</span></span></em><br />
<ul>
<li>
<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tối ưu khả năng FIX và độ ổn định khi đo RTK</span></span></em></li>
<li>
<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khắc phục các lỗi tồn tại trong firmware cũ</span></span></em></li>
<li>
<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bổ sung hoặc cải thiện các tính năng mới như IMU, radio, AR, giao tiếp dữ liệu…</span></span></em></li>
</ul>
<br />
<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tuy nhiên, cập nhật firmware KHÔNG phải là cập nhật ứng dụng Android (APK), mà là nâng cấp hệ thống điều khiển lõi của bộ thu GNSS, tác động trực tiếp đến khả năng định vị và hoạt động RTK. Nếu thực hiện không đúng quy trình hoặc sử dụng firmware không phù hợp, thiết bị có thể phát sinh các lỗi nghiêm trọng như mất FIX, treo hệ thống, không khởi động hoặc không thể kết nối RTK.<br />
<br />
Hiện nay, nhiều dòng máy RTK đã hỗ trợ cập nhật firmware thông qua Web UI – giao diện quản lý nội bộ cho phép truy cập trực tiếp bằng trình duyệt web. Phần nội dung dưới đây tổng hợp cách các hãng GNSS phổ biến triển khai Web UI, quy trình cập nhật firmware, đồng thời hướng dẫn kết nối và sử dụng Web UI một cách an toàn, đúng kỹ thuật.<br />
</span></span></em>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Web UI trong máy RTK GNSS là gì?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Web UI (Web-based User Interface) là giao diện quản lý nội bộ của bộ thu RTK, cho phép người dùng:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối trực tiếp với thiết bị qua WiFi hoặc mạng LAN</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Truy cập bằng trình duyệt web (Chrome, Edge, Safari…)</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xem thông tin thiết bị và trạng thái GNSS</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu hình các tham số hệ thống</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật firmware bộ thu GNSS</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải dữ liệu đo, dữ liệu thô và nhật ký hệ thống</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Web UI mang lại sự tiện lợi lớn trong môi trường hiện trường, tuy nhiên cũng tiềm ẩn rủi ro nếu người dùng không hiểu rõ cách triển khai Web UI của từng hãng GNSS.<br />
</span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Cập nhật Firmware RTK qua Web UI theo từng hãng GNSS</span></span></h2>
<br />
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.1. eFix GNSS – Web UI trong hệ sinh thái Android</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Web UI của eFix GNSS cho phép:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra thông tin thiết bị (model, serial, firmware)</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo dõi trạng thái GNSS</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thực hiện cập nhật firmware bộ thu</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cách truy cập Web UI eFix</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối WiFi do bộ thu eFix phát</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở trình duyệt và truy cập IP mặc định của thiết bị</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">LƯU Ý: Firmware eFix phụ thuộc rất chặt vào model và đời mainboard. Việc cài sai firmware có thể khiến máy không boot được hoặc hoạt động không ổn định.<br />
<em>(Nguồn tham khảo: eFix GNSS – Firmware & User Guidance chính hãng).</em><br />
</span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.2. Meridian GNSS – Web UI trực quan với IP mặc định</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Meridian GNSS tích hợp Web UI nội bộ cho phép:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xem thông tin thiết bị và trạng thái GNSS</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu hình các tham số cơ bản</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật firmware trực tiếp qua Web UI</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cách truy cập</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối WiFi do bộ thu phát</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở trình duyệt và nhập: http://192.168.10.1</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Khuyến nghị: Chỉ sử dụng firmware chính hãng từ nhà sản xuất hoặc đại lý ủy quyền để đảm bảo tính tương thích và ổn định lâu dài.<br />
</span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.3. eSurvey / SurPad – Cập nhật firmware qua Web UI</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trên các bộ thu RTK eSurvey, Web UI (kết hợp với hệ thống SurPad / E-Survey) cho phép:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra trạng thái GNSS</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập các tham số cơ bản</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật firmware từ tab “Management”</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Người dùng truy cập Web UI bằng cách kết nối WiFi bộ thu và mở trình duyệt tương tự các hãng khác.<br />
<em>(Nguồn tham khảo: Hướng dẫn sử dụng Web UI trên máy RTK eSurvey).</em><br />
</span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.4. GeoMate GNSS – Web UI có nhưng cần thận trọng</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với GeoMate GNSS, Web UI chủ yếu dùng để:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản lý thiết bị</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu hình cơ bản hệ thống</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiện các tài liệu công bố chưa mô tả chi tiết quy trình cập nhật firmware trực tiếp qua Web UI.<br />
<br />
> Khuyến nghị khi cập nhật firmware GeoMate:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ tải firmware từ nguồn chính hãng</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra chính xác model + phiên bản firmware hiện tại trước khi cài đặt</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.5. Trimble – Web UI có kiểm soát chặt từ hãng</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trimble hỗ trợ cập nhật firmware GNSS qua Web UI chính thức, với quy trình rõ ràng:</span></span><br />
<ol>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Truy cập Web UI của bộ thu</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn Firmware → Install New Firmware</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn file firmware tải từ trang hỗ trợ Trimble</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cài đặt và khởi động lại thiết bị</span></span></li>
</ol>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trimble kiểm soát firmware theo model và serial, giúp giảm nguy cơ cài sai.<br />
<em>(Nguồn tham khảo: Trimble Receiver Help Portal).</em><br />
</span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.6. Leica Geosystems – Hạn chế Web UI, ưu tiên quy trình chuẩn</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khác với nhiều hãng khác, Leica Geosystems không khuyến khích cập nhật firmware trực tiếp qua Web UI. Thay vào đó:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Firmware đi kèm Captivate Release Notes</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật theo quy trình chính hãng (qua thẻ SD hoặc bộ điều khiển)</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Nguồn tham khảo: Leica Captivate Manual & Release Notes.</em><br />
</span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Kết nối máy tính, điện thoại, máy tính bảng với máy RTK qua Web UI</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hầu hết các bộ thu GNSS RTK hiện đại đều hoạt động như một điểm phát WiFi nội bộ (WiFi Hotspot). Người dùng có thể kết nối bằng PC, điện thoại hoặc máy tính bảng để truy cập Web UI mà không cần cài thêm phần mềm.<br />
<br />
Các bước truy cập Web UI (ví dụ trên PC)</span></span><br />
<br />
<ol>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối WiFi do bộ thu RTK phát: Tên WiFi thường là Serial Number (SN)</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở trình duyệt web</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhập địa chỉ: http://192.168.10.1</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đăng nhập Web UI: Mật khẩu mặc định: password (có thể thay đổi).</span></span></li>
</ol>
<h2>
<br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">4. Các chức năng chính trong Web UI của máy RTK </span></h2>
<p>
<em><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Dựa trên </span><span style="font-size: 12px;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">giao diện Web UI dòng máy RTK của hãng eSurvey và các dòng máy tương tự</span></span>)</span></em></p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.1 Tab Position – Định vị & trạng thái GNSS</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chế độ làm việc: Base / Rover / Static</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tọa độ (kinh, vĩ, cao độ)</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trạng thái nghiệm: Fix / Float / Single</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số vệ tinh theo dõi</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PDOP, HDOP, TDOP, HRMS, VRMS</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giờ địa phương & múi giờ</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bắt đầu / dừng ghi dữ liệu đo tĩnh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-position1.jpg" style="width: 600px; height: 405px;" /></span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.2 Tab Data Link – Liên kết dữ liệu</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bluetooth</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Radio</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Network / SIM</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-position-1.jpg" style="width: 600px; height: 405px;" /><br />
4.3 Tab Satellites – Vệ tinh</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan sát số vệ tinh</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phân bố vệ tinh theo hệ</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập góc ngưỡng vệ tinh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-ve-tinh 3.jpg" style="width: 600px; height: 407px;" /><br />
4.4 Tab Information – Thông tin thiết bị</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS receiver, anten</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mainboard</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UHF, Network module</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-thong-tin 4.jpg" style="width: 600px; height: 404px;" /><br />
4.5 Tab Working Mode – Chế độ làm việc</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn Base / Rover / Static</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phương thức kết nối tương ứng</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-thiet-lap-che-do-lam-viec 5.jpg" style="width: 600px; height: 407px;" /><br />
4.6 Tab Satellite Settings – Thiết lập thu vệ tinh</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GPS, GLONASS, BeiDou, Galileo, SBAS, QZSS</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK timeout</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chế độ FIX chính xác cao</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-satellite-setting 6.jpg" style="width: 600px; height: 403px;" /><br />
4.7 Tab Device Configuration – Cấu hình thiết bị</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Time zone</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">IMU output</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Baud rate cổng serial</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Âm thanh, cảnh báo Base</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ nhớ, debug</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động bật/tắt nguồn</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chia sẻ Internet qua WiFi hotspot</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-device-configuration 7.jpg" style="width: 600px; height: 403px;" /><br />
4.8 Tab NMEA Message – Dữ liệu NMEA</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu hình NMEA qua Bluetooth / cổng 5-pin</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS PPP output</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ghi NMEA</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-nmea-message8.jpg" style="width: 600px; height: 403px;" /><br />
4.9 Tab View Log – Nhật ký</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xem & tải log ứng dụng, log hệ điều hành</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-view-log 9.jpg" style="width: 600px; height: 403px;" /><br />
4.10 Tab Raw Data – Dữ liệu thô</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải raw GNSS</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuyển đổi RINEX</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải nhiều file</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-raw-data 10.jpg" style="width: 600px; height: 403px;" /><br />
4.11 Tab Backup Data – Sao lưu</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải hoặc xóa dữ liệu điểm</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-backup-data 11.jpg" style="width: 600px; height: 403px;" /><br />
4.12 Tab Management – Quản lý thiết bị</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cài đặt firmware mới</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đăng ký thiết bị / GNSS</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập bảo mật</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định dạng bộ nhớ</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự kiểm tra</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khôi phục cài đặt gốc</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khởi động lại bộ thu</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/tab-management 12.jpg" style="width: 600px; height: 403px;" /><br />
<br />
>>> Việc cập nhật firmware thông qua Web UI tác động trực tiếp đến hệ thống lõi của bộ thu GNSS. Người dùng chỉ nên thực hiện khi đã xác định đúng model, đúng firmware và đúng quy trình của nhà sản xuất.<br />
Cập nhật firmware đúng cách – đúng nguồn – đúng thời điểm sẽ giúp hệ thống RTK hoạt động ổn định, tối ưu khả năng FIX và hạn chế tối đa rủi ro ngoài thực tế.<br />
</span></span><br />
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'id' => '795',
'name' => 'MÚI CHIẾU 3° VÀ 6° TRONG HỆ TỌA ĐỘ VN-2000',
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'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu 3° và 6° trong hệ tọa độ VN-2000 <br />
<em>(Góc nhìn theo Thông tư 973/2001/TT-TCĐC)</em></span></span>',
'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong lĩnh vực trắc địa, GIS và xây dựng, việc lựa chọn và sử dụng múi chiếu bản đồ có ảnh hưởng trực tiếp đến độ chính xác hình học, sai số biến dạng và tính pháp lý của dữ liệu không gian. Trong thực tế, các khái niệm múi chiếu 3°, múi chiếu 6°, UTM và VN-2000 đôi khi bị sử dụng chưa thống nhất, dẫn đến nhầm lẫn trong áp dụng và trao đổi kỹ thuật.<br />
<br />
Bài viết này trình bày và làm rõ vấn đề múi chiếu 3° và 6° trong hệ tọa độ quốc gia VN-2000, dựa trên Thông tư 973/2001/TT-TCĐC và bản chất của phép chiếu Transverse Mercator, nhằm giúp người sử dụng hiểu đúng và áp dụng phù hợp trong từng bài toán cụ thể.<br />
</span></span></em>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Múi chiếu bản đồ là gì?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu bản đồ là phần bề mặt Trái Đất được giới hạn bởi hai đường kinh tuyến, được biểu diễn lên mặt phẳng thông qua một phép chiếu bản đồ xác định.<br />
<br />
Việc chia bề mặt Trái Đất thành các múi chiếu giúp:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm sai số biến dạng khi chiếu từ mặt cong sang mặt phẳng,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thuận tiện cho đo đạc, tính toán và thành lập bản đồ,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp với từng quy mô và mục đích sử dụng khác nhau.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế trắc địa và bản đồ học, phép chiếu hình trụ ngang đồng góc (Transverse Mercator) là một trong những phép chiếu được sử dụng phổ biến nhất, đặc biệt đối với các múi chiếu 3° và 6°.<br />
</span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Quy định về múi chiếu trong hệ tọa độ VN-2000</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo Thông tư 973/2001/TT-TCĐC của Tổng cục Địa chính, khi áp dụng Hệ quy chiếu và Hệ tọa độ quốc gia VN-2000: <em>“Hệ tọa độ quốc gia VN-2000 được xây dựng trên phép chiếu hình trụ ngang đồng góc (Transverse Mercator) và cho phép áp dụng các múi chiếu 3° hoặc 6° tùy theo mục đích và quy mô bản đồ.”</em><br />
<br />
Từ quy định này có thể khẳng định:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ tọa độ VN-2000 cho phép sử dụng cả múi chiếu 3° và múi chiếu 6°,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc lựa chọn múi chiếu không mang tính tùy tiện, mà phải phù hợp với mục đích sử dụng và quy mô bản đồ.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế trắc địa và bản đồ học, phép chiếu hình trụ ngang đồng góc (Transverse Mercator) là một trong những phép chiếu được sử dụng phổ biến nhất, đặc biệt đối với các múi chiếu 3° và 6°.</span></span>
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Múi chiếu 6° (UTM) – Phạm vi khu vực và liên tỉnh</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu 6° có bề rộng 6 độ kinh độ, thường được biết đến rộng rãi thông qua hệ thống UTM (Universal Transverse Mercator).<br />
<br />
3.1 Đặc điểm chính</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ diện tích rộng,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thuận lợi cho các bài toán bản đồ và GIS quy mô lớn,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số biến dạng tăng dần khi khoảng cách tới kinh tuyến trục tăng.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 Phạm vi ứng dụng<br />
<br />
Múi chiếu 6° phù hợp cho:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản đồ quốc gia, vùng, liên tỉnh,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các hệ thống GIS tổng hợp,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy hoạch không gian, hạ tầng quy mô lớn.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu ý: UTM không phải là một hệ tọa độ riêng, mà là cách tổ chức múi chiếu 6° của phép chiếu Transverse Mercator, thường được sử dụng cùng hệ quy chiếu WGS84 trong thông lệ quốc tế.<br />
</span></span>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Utm-zones(1).jpg" style="width: 800px; height: 400px;" /></span></span></p>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Múi chiếu 3° – Tiêu chuẩn cho đo đạc chính xác</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu 3° có bề rộng hẹp hơn, giúp giảm đáng kể sai số biến dạng so với múi 6°.<br />
<br />
4.1 Đặc điểm chính</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác hình học cao,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Biến dạng chiều dài và diện tích nhỏ,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp cho các bài toán yêu cầu độ chính xác cao.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.2 Phạm vi ứng dụng<br />
<br />
Trong hệ tọa độ VN-2000, múi chiếu 3° thường được sử dụng cho:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo vẽ địa chính,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản đồ tỷ lệ lớn,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bố trí và thi công công trình,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hồ sơ pháp lý đất đai.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi sử dụng VN-2000, bắt buộc phải xác định rõ múi chiếu và kinh tuyến trục, vì đây là tham số pháp lý của hệ tọa độ, không được mặc định như trong hệ UTM.<br />
</span></span><br />
<br />
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Nhận định thực tế tại Việt Nam</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế đo đạc tại Việt Nam:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">VN-2000 múi chiếu 3° là lựa chọn chủ đạo cho công tác địa chính và xây dựng,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu 6° (UTM) chủ yếu phù hợp cho bản đồ khu vực – vùng và các bài toán GIS tổng hợp.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc sử dụng đúng múi chiếu giúp đảm bảo:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác kỹ thuật,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính thống nhất dữ liệu,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sự phù hợp với quy định pháp lý hiện hành.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
<strong>>>> Tóm lại: </strong></span></span><br />
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ tọa độ quốc gia VN-2000 cho phép sử dụng cả múi chiếu 3° và 6° theo Thông tư 973/2001/TT-TCĐC.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu 6° (UTM) phù hợp cho bản đồ khu vực và liên tỉnh.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu 3° được ưu tiên cho đo đạc chính xác, địa chính và công trình.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UTM là cách tổ chức múi chiếu, trong khi VN-2000 là hệ tọa độ quốc gia – hai khái niệm này không nên sử dụng thay thế cho nhau.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiểu đúng và sử dụng đúng múi chiếu là điều kiện quan trọng để đảm bảo độ chính xác kỹ thuật và tính pháp lý của mọi sản phẩm đo đạc và bản đồ.<br />
<br />
<em>>>> Tài liệu tham khảo:</em></span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Thông tư 973/2001/TT-TCĐC – Hướng dẫn áp dụng Hệ quy chiếu và Hệ tọa độ quốc gia VN-2000</em></span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Tài liệu chuyên ngành về phép chiếu Transverse Mercator / UTM</em></span></span></li>
</ul>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em><img alt="" src="/admin/webroot/upload/image/images/Kinh tuyến trục.jpg" style="width: 747px; height: 420px;" /></em></span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>',
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'name' => 'Tìm hiểu các phương pháp hiệu chỉnh GNSS ',
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'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh GNSS là yếu tố then chốt để đạt được định vị độ chính xác cao. Tín hiệu GNSS thô (không hiệu chỉnh) thường chỉ đạt độ chính xác khoảng 5–10 mét, không đáp ứng yêu cầu của các lĩnh vực như nông nghiệp chính xác, trắc địa, robot tự hành, xe tự lái,… Bằng cách tính toán và áp dụng các hiệu chỉnh sai số lên tín hiệu GNSS, độ chính xác có thể được cải thiện gấp 100 lần, đạt mức centimet.</span></span>',
'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Hiệu chỉnh GNSS là yếu tố then chốt để đạt được định vị độ chính xác cao. Tín hiệu GNSS thô (không hiệu chỉnh) thường chỉ đạt độ chính xác khoảng 5–10 mét, không đáp ứng yêu cầu của các lĩnh vực như nông nghiệp chính xác, trắc địa, robot tự hành, xe tự lái,… Bằng cách tính toán và áp dụng các hiệu chỉnh sai số lên tín hiệu GNSS, độ chính xác có thể được cải thiện gấp 100 lần, đạt mức centimet.</em><br />
<br />
Bài viết này trình bày các phương pháp hiệu chỉnh GNSS chính:</span></span><br />
<ul>
<li>
<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">DGNSS (GNSS vi sai)</span></span></em></strong></li>
<li>
<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SBAS (Hệ thống tăng cường vệ tinh)</span></span></em></strong></li>
<li>
<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK (Động học thời gian thực)</span></span></em></strong></li>
<li>
<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP (Định vị điểm chính xác)</span></span></em></strong></li>
<li>
<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP-RTK</span></span></em></strong></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đồng thời phân tích đặc điểm, ưu nhược điểm và phạm vi ứng dụng của từng phương pháp, cũng như cách lựa chọn phương án phù hợp.<br />
</span></span>
<p>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS định vị tiêu chuẩn hoạt động như thế nào?</span></span></strong><br />
</p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tín hiệu GNSS thô từ mỗi vệ tinh mang một mã giả ngẫu nhiên (PRN), cung cấp ba thông tin chính:</span></span><br />
<ul>
<li>
<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ai: định danh vệ tinh.</span></span></em></strong></li>
<li>
<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ở đâu: vị trí quỹ đạo.</span></span></em></strong></li>
<li>
<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi nào: thời điểm phát tín hiệu.</span></span></em></strong></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy thu GNSS so sánh mã PRN nhận được với mã PRN nội sinh của nó để xác định thời gian truyền tín hiệu, từ đó tính ra khoảng cách giả (pseudorange). Khi có khoảng cách đến ít nhất 4 vệ tinh, máy thu có thể xác định vị trí 3D của mình.<br />
<br />
Tín hiệu GNSS bị ảnh hưởng bởi nhiều nguồn sai số:</span></span><br />
<ul>
<li>
<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tầng điện ly & đối lưu làm chậm và bẻ cong tín hiệu.</span></span></em></li>
<li>
<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đồng hồ & quỹ đạo vệ tinh.</span></span></em></li>
<li>
<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đa đường (multipath) do phản xạ từ nhà cửa, cây cối.</span></span></em></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tổng sai số dẫn đến độ chính xác chỉ khoảng 5–10 m. Từ đây, các phương pháp hiệu chỉnh GNSS ra đời để giảm và loại bỏ các sai số này.<br />
</span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Differential GNSS (DGNSS – GNSS vi sai)</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguyên lý:</strong><br />
Định vị tương đối bằng cách so sánh số liệu giữa máy rover và trạm tham chiếu có tọa độ đã biết chính xác.<br />
<br />
<strong>Cách hoạt động:</strong></span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trạm base tính sai số pseudorange cho từng vệ tinh</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phát các hiệu chỉnh này cho rover</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rover áp dụng hiệu chỉnh để loại bỏ sai số chung</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác</strong>: Dưới 1 mét<br />
<br />
<strong>Ưu điểm</strong></span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dễ triển khai</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiêu thụ điện thấp</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian hội tụ nhanh</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác thấp hơn RTK/PPP</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phụ thuộc khoảng cách đến trạm base</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng: </span></span></strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Hàng hải, n</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">ông nghiệp mức cơ bản, t</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">hiết bị GNSS pin nhỏ.</span>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/GNSSCorrections-Types-SBAS-2-1024x683.jpg" style="width: 800px; height: 534px;" /></span></span></p>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. SBAS – Hệ thống tăng cường vệ tinh</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguyên lý</strong>: Tương tự DGNSS nhưng hiệu chỉnh được t</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">ính toán tập trung và p</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">hát qua vệ tinh địa tĩnh.</span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ví dụ SBAS:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">WAAS (Mỹ)</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">EGNOS (Châu Âu)</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">MSAS (Nhật Bản)</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác</strong>: ~1–3 m<br />
<br />
<strong>Ưu điểm</strong></span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Miễn phí</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ rộng khu vực lớn</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không cần base cục bộ</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác hạn chế</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khó thu vệ tinh địa tĩnh ở đô thị / vĩ độ cao</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng: </span></span></strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Hàng không, </span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Hàng hải, </span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Nông nghiệp quy mô lớn.</span>
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. RTK – Real-Time Kinematic</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguyên lý: </strong>Sử dụng đo pha sóng mang (carrier-phase) kết hợp hiệu chỉnh thời gian thực từ trạm base.<br />
<br />
<strong>Đặc điểm kỹ thuật:</strong></span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bước sóng L1 GPS ≈ 19 cm</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giải ẩn số nguyên (integer ambiguity)</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sử dụng double differencing + thuật toán LAMBDA</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác</strong>: 1–2 cm<br />
<br />
<strong>Thời gian fix</strong>: vài giây<br />
<br />
<strong>Ưu điểm: </strong></span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Độ chính xác cao nhất, h</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">ội tụ cực nhanh</span><br />
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi giới hạn (≈ 20–30 km)</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần kết nối ổn định (radio / NTRIP)</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc địa</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thi công – stakeout</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Robot, UAV</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nông nghiệp chính xác</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. PPP – Precise Point Positioning</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguyên lý</strong>: Định vị tuyệt đối bằng cách áp dụng:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quỹ đạo vệ tinh chính xác</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đồng hồ vệ tinh chính xác</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô hình khí quyển toàn cầu</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đặc điểm:</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không cần trạm base cục bộ</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hội tụ bằng cách tự giải ẩn số pha</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác</strong>: cm (tĩnh)<br />
<br />
<strong>Thời gian hội tụ</strong>: 10–30 phút<br />
<br />
<strong>Ưu điểm</strong></span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ toàn cầu</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp vùng xa, biển khơi</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hội tụ chậm</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không phù hợp ứng dụng cần real-time</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hàng hải – ngoài khơi</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoa học – địa vật lý</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo đạc khu vực hẻo lánh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. PPP-RTK – Phương pháp lai hiện đại</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguyên lý</strong>: Là sự kết hợp giữa:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh vệ tinh chính xác của PPP</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh khí quyển & pha kiểu RTK</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công nghệ cốt lõi:</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SSR (State Space Representation)</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Wide-lane ambiguity resolution (bước sóng dài → fix nhanh)</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác</strong>: 3–7 cm<br />
<br />
<strong>Thời gian hội tụ</strong>: 10–30 giây<br />
<br />
<strong>Ưu điểm</strong></span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhanh hơn PPP</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ rộng hơn RTK</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở rộng cho số lượng người dùng lớn</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần máy GNSS đa tần hiện đại</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác thấp hơn RTK cự ly ngắn</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xe tự lái – ADAS</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UAV</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản lý đội xe</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nông nghiệp thông minh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
<strong>BẢNG SO SÁNH </strong></span></span><br />
<br />
<table border="0" cellpadding="0" style="width: 100%">
<thead>
<tr>
<th>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phương pháp</span></span></th>
<th>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác</span></span></th>
<th>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian fix</span></span></th>
<th>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi</span></span></th>
</tr>
</thead>
<tbody>
<tr>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS thường</span></span></td>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5–10 m</span></span></td>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vài giây</span></span></td>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn cầu</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SBAS</span></span></td>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1–3 m</span></span></td>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 s</span></span></td>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lục địa</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">DGNSS</span></span></td>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><1 m</span></span></td>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5–20 s</span></span></td>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cục bộ</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP</span></span></td>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">~10 cm</span></span></td>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">10–30 phút</span></span></td>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn cầu</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP-RTK</span></span></td>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3–7 cm</span></span></td>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">10–30 s</span></span></td>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khu vực</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK</span></span></td>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1–2 cm</span></span></td>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">~5 s</span></span></td>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">≤30 km</span></span></td>
</tr>
</tbody>
</table>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
>>> Không có phương pháp hiệu chỉnh GNSS nào “tốt nhất cho mọi trường hợp”. Chỉ có phương pháp phù hợp nhất với yêu cầu công việc:</span></span><br />
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần nhanh – chính xác tuyệt đối → RTK</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần phủ rộng – không cần base → PPP / PPP-RTK</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần ổn định – tiết kiệm năng lượng → DGNSS / SBAS</span></span></li>
</ul>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/Grey Minimalist Architecture Search Bar Facebook Cover (1).png" style="width: 800px; height: 451px;" /></span></span></p>
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'name' => 'Stakeout bằng RTK GNSS và Toàn đạc điện tử',
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'shortdes' => '<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trong công tác stakeout (cắm điểm/định vị thi công), GNSS RTK và Toàn đạc điện tử đều là công cụ quan trọng — nhưng mỗi cái có đặc thù, ưu/nhược điểm và thời điểm sử dụng khác nhau. Không phải cái nào “tốt hơn”, mà là chọn đúng nơi – đúng lúc.</span>',
'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong công tác stakeout (cắm điểm/định vị thi công), GNSS RTK và Toàn đạc điện tử đều là công cụ quan trọng — nhưng mỗi cái có đặc thù, ưu/nhược điểm và thời điểm sử dụng khác nhau. Không phải cái nào “tốt hơn”, mà là chọn đúng nơi – đúng lúc.<br />
<br />
RTK GNSS là phương pháp định vị vệ tinh động thời gian thực, trong đó tọa độ điểm đo được xác định thông qua xử lý tín hiệu GNSS và hiệu chỉnh sai số từ trạm Base hoặc mạng CORS. Kết quả đo được thể hiện trong hệ tọa độ không gian toàn cầu hoặc hệ tọa độ quốc gia, phù hợp cho các bài toán định vị tổng thể, đo diện rộng và thiết lập khung khống chế ban đầu.<br />
<br />
Toàn đạc điện tử là thiết bị đo đạc sử dụng nguyên lý đo góc và khoảng cách để xác định vị trí điểm trong hệ tọa độ cục bộ hoặc hệ tọa độ công trình, dựa trên các điểm khống chế đã biết. Phương pháp này cho phép kiểm soát chặt chẽ hình học không gian, cao độ và sai số tương đối, đặc biệt hiệu quả trong các công trình yêu cầu độ chính xác cao.<br />
<br />
Chính sự khác biệt về nguyên lý đo và cách kiểm soát sai số khiến RTK GNSS và Toàn đạc điện tử không mang tính thay thế, mà thường được kết hợp trong cùng một workflow để đạt hiệu quả và độ tin cậy cao nhất.<br />
</span></span></em><br />
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Bảng so sánh tổng quan RTK GNSS vs Toàn đạc điện tử</span></span></h2>
<br />
<table border="0" cellpadding="0">
<thead>
<tr>
<th>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiêu chí</span></span><br />
</th>
<th>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS</span></span><br />
</th>
<th>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc điện tử</span></span><br />
</th>
<th>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận xét kỹ thuật</span></span><br />
</th>
</tr>
</thead>
<tbody>
<tr>
<td>
<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản chất đo</span></span></strong><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị tuyệt đối theo GNSS</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị tương đối trong mạng khống chế </span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Khác nhau về nguyên lý</span></span><br />
</td>
</tr>
<tr>
<td>
<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác</span></span></strong><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức cm (RTK Fix, môi trường tốt) </span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức mm (đo cạnh & góc)</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc vượt trội cho chi tiết</span></span><br />
</td>
</tr>
<tr>
<td>
<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tốc độ</span></span></strong><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất nhanh, phù hợp diện rộng</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Chậm hơn do ngắm gương</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK có lợi thế tốc độ</span></span><br />
</td>
</tr>
<tr>
<td>
<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi</span></span></strong><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Vài km đến hàng chục km<br />
(Base–Rover / CORS) </span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">~500–1000 m, cần line-of-sight</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK phù hợp khu vực lớn</span></span><br />
</td>
</tr>
<tr>
<td>
<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cao độ & hình học </span></span></strong><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có thể biến động theo vệ tinh</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm soát cao độ rất tốt</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc an toàn cho cao độ</span></span><br />
</td>
</tr>
<tr>
<td>
<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhân lực</span></span></strong><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Thường 1 người</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Thường 2 người (robot có thể 1)</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK tiết kiệm nhân lực</span></span><br />
</td>
</tr>
<tr>
<td>
<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính cơ động</span></span></strong><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Gọn nhẹ, setup nhanh</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cồng kềnh hơn</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK linh hoạt hơn</span></span><br />
</td>
</tr>
<tr>
<td>
<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi phí</span></span></strong></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đầu tư cao hơn, có thể có phí<br />
CORS </span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ổn định, dễ kiểm soát</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tùy quy mô dự án</span></span></td>
</tr>
</tbody>
</table>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br />
<h2 style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Blue and White Neon Gradients Virtual Video Background (100)(2).png" style="width: 780px; height: 439px;" /></span></span></h2>
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. So sánh ứng dụng thực tế theo từng tình huống công việc</span></span></h2>
<br />
<table border="0" cellpadding="0">
<thead>
<tr>
<th>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tình huống</span></span><br />
</th>
<th>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS</span></span><br />
</th>
<th>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc</span></span><br />
</th>
<th>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận định</span></span><br />
</th>
</tr>
</thead>
<tbody>
<tr>
<td>
<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo diện rộng (ruộng, rừng, KCN) </span></span></strong><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo nhanh, không cần line-of-sight </span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Khó triển khai diện rộng</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS vượt trội</span></span><br />
</td>
</tr>
<tr>
<td>
<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo chi tiết công trình</span></span></strong><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác cm, dễ nhiễu</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác mm, ổn định </span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc tốt hơn</span></span><br />
</td>
</tr>
<tr>
<td>
<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Khu đô thị nhiều nhà cao tầng</span></span></strong><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Dễ bị che khuất vệ tinh</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không phụ thuộc vệ tinh</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc hiệu quả</span></span><br />
</td>
</tr>
<tr>
<td>
<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa hình mở</span></span></strong><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tín hiệu tốt, đo rất nhanh</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo được nhưng chậm</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK thuận tiện</span></span><br />
</td>
</tr>
<tr>
<td>
<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Giám sát thi công hằng ngày</span></span></strong><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Xác định mốc tổng thể</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra trục, cao độ</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nên kết hợp</span></span><br />
</td>
</tr>
<tr>
<td>
<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chính – bản đồ – nông nghiệp </span></span></strong><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất phù hợp cho diện rộng</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Bổ trợ khi cần chi tiết</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK là chủ đạo</span></span><br />
</td>
</tr>
<tr>
<td>
<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoàn công – nghiệm thu</span></span></strong></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra tổng thể</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Chính xác chi tiết</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc an toàn</span></span></td>
</tr>
</tbody>
</table>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica_TS16_Carousel_Image_1_800x428.jpg" style="width: 763px; height: 408px;" /></span></span></p>
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Workflow được áp dụng phổ biến trong công tác cắm điểm/định vị thi công </span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">thực tế</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> </span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo hướng dẫn ứng dụng của Leica Geosystems và Trimble, các dự án chuyên nghiệp thường áp dụng quy trình sau:</span></span>
<h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.1 RTK GNSS</span></span></h3>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xác định hệ tọa độ,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Fix mốc khống chế,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập bản đồ nền, định vị tổng thể.</span></span></li>
</ul>
<h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 Toàn đạc điện tử</span></span></h3>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bố trí tim trục,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm soát cao độ,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Stakeout chi tiết,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoàn công – nghiệm thu.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đây là lý do vì sao RTK và Toàn đạc luôn đi cùng nhau trên công trường, chứ không cạnh tranh trực tiếp.</span></span>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS mạnh về tốc độ, phạm vi, tính cơ động.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc điện tử mạnh về độ chính xác, hình học, cao độ và độ tin cậy.</span></span></li>
</ul>
<p style="text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/maxresdefault (1)(2).jpg" style="width: 780px; height: 439px;" /></p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không có thiết bị nào “tốt nhất cho mọi công việc”. Việc sử dụng đúng thiết bị cho đúng mục đích giúp:</span></span>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm sai số,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dễ bảo vệ số liệu khi nghiệm thu.</span></span></li>
</ul>
<br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Kết hợp công nghệ GNSS hiện đại với độ chính xác truyền thống của máy toàn đạc </span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">là xu hướng chung của các đội đo đạc chuyên nghiệp hiện nay.<br />
<br />
<em>>>> <u>Nguồn tham khảo:</u><br />
Leica Geosystems – GNSS vs Total Station Applications<br />
Trimble – Stakeout and Construction Surveying Guidelines<br />
Topcon – GNSS and Total Station Field Workflows</em><br />
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'id' => '769',
'name' => 'Vùng chiếu 3° và 6° trong hệ tọa độ VN-2000 là gì? Vì sao Việt Nam chọn vùng chiếu 3°?',
'code' => null,
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'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bài viết này giúp bạn hiểu rõ sự khác biệt giữa vùng chiếu 3° và 6°, lý do Việt Nam sử dụng vùng chiếu 3° trong hệ VN-2000, và vai trò của kinh tuyến trục trong từng vùng chiếu.</span></span>',
'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong công tác đo đạc, bản đồ và quản lý đất đai, việc sử dụng đúng <strong>phép chiếu bản đồ</strong> và cấu hình đúng <strong>vùng chiếu</strong> là yếu tố then chốt giúp đảm bảo độ chính xác tọa độ. Hệ tọa độ quốc gia VN-2000 của Việt Nam sử dụng phép chiếu <strong>Transverse Mercator (TM)</strong> với các vùng chiếu <strong>3°</strong> hoặc <strong>6°</strong>, tùy vào yêu cầu kỹ thuật.</span></span><br />
<br />
<p style="text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/Black White Modern Geometric Real Esatate Agent Facebook Cover (Bài đăng Facebook) (8).png" style="text-align: center; width: 480px; height: 402px;" /></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Vùng chiếu là gì?</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi chiếu mặt cong của Trái Đất (ellipsoid) lên mặt phẳng (bản đồ), để giảm sai số, người ta chia Trái Đất thành các <strong>vùng chiếu hẹp theo chiều kinh tuyến</strong>. Mỗi vùng sẽ có một <strong>kinh tuyến trục</strong> (central meridian) – là kinh độ nằm ở trung tâm vùng chiếu – nhằm giảm sai lệch hình học khi chiếu.</span></span><br />
<p style="text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/2461fb1.png" style="width: 758px; height: 396px;" /></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. So sánh vùng chiếu 3° và 6°</strong></span></span></h2>
<p style="text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/Black White Modern Geometric Real Esatate Agent Facebook Cover (Bài đăng Facebook) (12).png" style="width: 630px; height: 528px;" /></p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>** Ví dụ:</strong> Vùng chiếu 3° có <strong>kinh tuyến trục 105°</strong></span></span><br />
<br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Vùng này bao phủ từ </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">103.5° đến 106.5° kinh độ Đông</strong><br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Các tọa độ trong vùng sẽ được tính dựa vào phép chiếu TM với 105° làm trung tâm</span><br />
<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Tọa độ X, Y (phẳng)</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> của điểm càng gần 105° thì càng chính xác</span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngược lại, vùng chiếu 6° có 105° làm kinh tuyến trục sẽ bao phủ từ 102° đến 108°, dẫn đến biến dạng hình học lớn hơn ở rìa phía Đông/ Tây vùng chiếu.<br />
</span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Vì sao Việt Nam chọn vùng chiếu 3° trong hệ VN-2000?</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ tọa độ VN-2000 được Bộ TN&MT xây dựng với mục tiêu phục vụ:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản đồ địa chính</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấp Giấy chứng nhận quyền sử dụng đất</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập quy hoạch đô thị, nông thôn</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết kế kỹ thuật chi tiết, định vị GPS chính xác cao</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Những ứng dụng này <strong>yêu cầu sai số nhỏ</strong>, đặc biệt ở cấp độ thửa đất (<0.5m), nên: <strong>Vùng chiếu 3° được lựa chọn thay vì vùng 6°</strong>, để đảm bảo độ chính xác cao, giảm biến dạng tọa độ, phù hợp với địa hình và phạm vi hẹp của các đơn vị hành chính cấp tỉnh, huyện, xã.<br />
</span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>4. Các thông số kỹ thuật thường dùng cho vùng chiếu 3° trong VN-2000</strong></span></span></h2>
<table border="0" cellpadding="0">
<thead>
<tr>
<th>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tham số</strong></span></span></th>
<th>
<br />
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Giá trị tiêu chuẩn</strong></span></span></th>
</tr>
</thead>
<tbody>
<tr>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ellipsoid</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
GRS80 hoặc WGS-84</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Phép chiếu</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
Transverse Mercator</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kinh tuyến trục (λ₀) </span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
Tùy tỉnh: 105°, 106°, 107°, 108°…</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tọa độ X giả định</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
500,000 m</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tọa độ Y giả định</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
0 m (miền Bắc), 1,000,000 m (miền Nam)</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ số scale factor</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
0.9999 (hoặc 0.9996 tùy trường hợp)</span></span><br />
</td>
</tr>
<tr>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đơn vị tính</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mét (m)</span></span></td>
</tr>
</tbody>
</table>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
Việc hiểu rõ và cấu hình đúng <strong>vùng chiếu 3° trong hệ VN-2000</strong> là điều bắt buộc bởi <strong>chọn sai vùng chiếu hoặc kinh tuyến trục có thể gây sai số hàng mét</strong>, ảnh hưởng đến cấp sổ đỏ, sai ranh giới đất đai hoặc sai vị trí thiết kế công trình.</span></span><br />
<p style="text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/Black White Modern Geometric Real Esatate Agent Facebook Cover (Bài đăng Facebook) (7)(1).png" style="width: 520px; height: 436px;" /></p>
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'name' => 'Quy định mới về kinh tuyến trục của hệ tọa độ Quốc gia VN-2000 cho 34 tỉnh, thành phố đã sáp nhập!',
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<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc sáp nhập các tỉnh không chỉ là thay đổi về hành chính – mà còn kéo theo nhiều điều chỉnh kỹ thuật liên quan đến bản đồ, đất đai và hạ tầng số. Một trong những thay đổi quan trọng nhưng ít được chú ý là việc điều chỉnh lại kinh tuyến trục trong hệ tọa độ VN-2000.</span></span></em><br />
</p>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Hệ tọa độ VN-2000</span></span></h2>
<br />
<p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>VN-2000</strong> (hay Hệ tọa độ quốc gia Việt Nam 2000) là <strong data-end="342" data-start="322">hệ tọa độ địa lý</strong> chính thức do Bộ Tài nguyên và Môi trường ban hành, dùng trong quản lý đất đai, bản đồ địa chính, quy hoạch...</span></span></p>
<p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dựa trên <strong data-end="484" data-start="465">ellipsoid GRS80</strong>, gần tương đương với <strong data-end="516" data-start="506">WGS-84</strong> nhưng có hiệu chỉnh để phù hợp với điều kiện thực tế của Việt Nam.</span></span><o:p></o:p></p>
<p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">** <strong>Tóm tắt đặc điểm hệ tọa độ VN-2000:</strong></span></span></p>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ quy chiếu: Geodetic, dựa trên ellipsoid <strong>GRS80</strong> hoặc <strong>WGS-84.</strong></span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gốc tọa độ: Gần trùng trạm GPS tại Tam Đảo, Vĩnh Phúc.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ tọa độ sử dụng: Tọa độ phẳng vuông góc (X, Y) theo phép chiếu Transverse Mercator.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thường dùng hệ tọa độ phẳng (X, Y) với vùng chiếu 3° hoặc 6°.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dùng phổ biến trong: Đo đạc, lập bản đồ địa chính, quy hoạch, cấp giấy chứng nhận đất đai...</span></span></li>
</ul>
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Kinh tuyến trục là gì?</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kinh tuyến trục là đường kinh độ được chọn làm trung tâm trong phép chiếu bản đồ (VN-2000 dùng phép chiếu Transverse Mercator). Nó giúp <strong>giảm sai số tọa độ</strong> khi chiếu bề mặt cong của Trái Đất lên mặt phẳng bản đồ.</span></span><br />
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Black White Modern Geometric Real Esatate Agent Facebook Cover (Bài đăng Facebook) (5)(1).png" style="width: 600px; height: 488px;" /></span></span></p>
<p data-end="169" data-start="0">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Kinh tuyến trục</strong> của hệ tọa độ quốc gia Việt Nam VN-2000 (còn gọi là VN2000) là một yếu tố quan trọng trong hệ quy chiếu tọa độ quốc gia, dùng trong đo đạc và bản đồ.</span></span><br />
</p>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kinh tuyến trục mặc định: 105° kinh độ Đông.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tuy nhiên, tùy theo từng khu vực, kinh tuyến trục có thể được chọn khác nhau để giảm sai số chiếu trong hệ tọa độ phép chiếu trục kinh tuyến trụ ngang (UTM) hoặc phép chiếu ngang đồng góc<strong data-end="496" data-start="445" style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> (Transverse Mercator)</strong>.</span></span></li>
</ul>
<div data-end="497" data-start="273">
</div>
<h2 data-end="497" data-start="273">
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">3. Sự thay đổi của kinh tuyến trục mới sau khi sáp nhập 34 tỉnh, thành tại Việt Nam</span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Trước sáp nhập</strong><br />
<br />
Mỗi tỉnh có thể sử dụng <strong>kinh tuyến trục riêng</strong>, thường là số tròn gần nhất với trung tâm tỉnh: 105°, 106°, 107°, 108°…<br />
<br />
<strong>Sau sáp nhập</strong><br />
<br />
Khi địa giới mở rộng, các tỉnh mới cần <strong>chọn lại kinh tuyến trục</strong> sao cho:</span></span>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gần trung tâm địa lý mới.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp với quy hoạch tổng thể và hạ tầng kỹ thuật số.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đồng bộ dữ liệu với các huyện, xã đã thay đổi.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Lợi ích của việc điều chỉnh:</strong></span></span><br />
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đảm bảo <strong>độ chính xác tọa độ</strong> trong đo đạc, bản đồ, cấp sổ đỏ.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tránh chồng lấn, sai số giữa các vùng dữ liệu cũ.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ xây dựng <strong>hệ thống cơ sở dữ liệu đất đai và GIS toàn tỉnh thống nhất</strong>.</span></span></li>
</ul>
<div data-end="2454" data-start="2362">
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sự thay đổi kinh tuyến trục trong hệ tọa độ VN-2000 sau khi sáp nhập 34 tỉnh, thành là một bước đi cần thiết, mang tính kỹ thuật cao nhằm thích ứng với thay đổi hành chính. Đây là tiền đề quan trọng để nâng cao hiệu quả quản lý đất đai, quy hoạch và xây dựng cơ sở dữ liệu địa lý quốc gia thống nhất và hiện đại.</span></span></div>
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Danh sách 34 tỉnh/thành phố mới sau sát nhập và kinh tuyến trục mới tương ứng theo hệ VN-2000 (từ ngày 01/07/2025).</span></span></h2>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Kinh tuyến trục hệ tọa độ Quốc gia VN2000.png" style="width: 600px; height: 849px;" /><br />
<img alt="" src="/admin/webroot/upload/image/images/z6743283259504_964313b195c826d3b99b713016934d9a.jpg" style="width: 600px; height: 851px;" /></span></span></p>
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'name' => 'Hướng dẫn làm thủ tục xin cấp phép bay FLYCAM/UAV tại Việt Nam',
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'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với sự phát triển của khoa học và công nghệ, flycam/UAV ngày càng được sử dụng phổ biến để phục vụ cho công việc và cuộc sống hàng ngày. Cùng tìm hiểu một số thông tin về việc đăng ký cấp phép bay flycam/UAV</span></span>.',
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<em><span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;">Với sự phát triển của khoa học và công nghệ, flycam/UAV ngày càng được sử dụng phổ biến để phục vụ cho công việc và cuộc sống hàng ngày. Cùng tìm hiểu một số thông tin về việc đăng ký cấp phép bay flycam/UAV</span></span>.</em></p>
<h2>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Cơ sở pháp lý chính</strong></span></span></span></h2>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>- Nghị định số 36/2008/NĐ-CP</strong> về quản lý UAV và phương tiện bay siêu nhẹ<br />
<strong>- Thông tư 19/2019/TT-BQP</strong> của Bộ Quốc phòng về quản lý hoạt động UAV<br />
- Các công văn hướng dẫn từ <strong>Cục Tác chiến – Bộ Tổng Tham mưu</strong><br />
</span></span></span>
<h2>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Hồ sơ xin cấp phép bay flycam/UAV gồm những gì?</strong></span></span></span></h2>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bạn cần chuẩn bị một bộ hồ sơ gửi về <strong>Cục Tác chiến – Bộ Tổng Tham mưu</strong>, bao gồm:</span></span></span><br />
<br />
<h3>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.1 Đơn đề nghị cấp phép bay</strong></span></span></span></h3>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo mẫu quy định của Bộ Quốc phòng gồm các thông tin:<br />
<br />
- Thời gian, địa điểm bay<br />
- Mục đích sử dụng<br />
- Độ cao, bán kính bay<br />
- Người điều khiển thiết bị<br />
- Thiết bị sử dụng (hãng, mã số, model,...)</span></span></span><br />
<h3>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.2 Bản đồ khu vực bay</strong></span></span></span></h3>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- In kèm bản đồ địa hình khu vực dự kiến bay<br />
- Đánh dấu rõ phạm vi hoạt động UAV (tọa độ GPS hoặc mô tả ranh giới)<br />
- Độ cao tối đa dự kiến</span></span></span>
<h3>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.3 Thông tin về thiết bị bay</strong></span></span></span></h3>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Hãng sản xuất, model<br />
- Thông số kỹ thuật<br />
- Ảnh thiết bị (nếu có)</span></span></span>
<h3>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.4 CMND/CCCD hoặc giấy phép kinh doanh</strong></span></span></span></h3>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nếu là cá nhân: bản sao CCCD<br />
Nếu là tổ chức: bản sao Giấy phép ĐKKD và giấy giới thiệu người đại diện<br />
</span></span></span>
<h2 style="text-align: center;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><img alt="" src="/admin/webroot/upload/image/images/base64-17345287524181812903669.jpeg" style="width: 800px; height: 533px;" /></strong></span></span></span></h2>
<h2>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Thời gian nộp hồ sơ </strong></span></span></span></h2>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>- Tối thiểu 7 ngày làm việc trước ngày dự kiến bay</strong><br />
- Nộp sớm hơn nếu khu vực bay gần khu quân sự hoặc có yếu tố phức tạp<br />
</span></span></span>
<h2>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>4. Nơi nộp hồ sơ</strong></span></span></span></h2>
<br />
<span style="color:#000000;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Hồ sơ có thể được gửi thông qua hai hình thức là nộp trực tiếp tại văn phòng hoặc gửi qua đường bưu điện. </span></span><br style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;" />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Cục Tác chiến – Bộ Tổng Tham mưu, Bộ Quốc phòng</strong><br />
<strong>Số 1 Nguyễn Tri Phương, Quận Ba Đình, Hà Nội</strong></span></span></span><br />
<br />
<h2>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">5. Thời gian xử lý</strong></span></h2>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tùy tính chất khu vực bay, thường từ <strong>3 – 7 ngày làm việc</strong><br />
Trong một số trường hợp đặc biệt, Bộ Quốc phòng có thể từ chối cấp phép nếu:<br />
- Khu vực bay ảnh hưởng an ninh quốc phòng<br />
- Mục đích bay không rõ ràng<br />
- Hồ sơ không đầy đủ<br />
</span></span></span>
<h2>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>6. Chế tài nếu bay không phép</strong></span></span></span></h2>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>- Phạt tiền:</strong> từ <strong>20 – 40 triệu đồng</strong><br />
<strong>- Tịch thu thiết bị</strong><br />
<strong>- Truy cứu trách nhiệm hình sự</strong> nếu gây ảnh hưởng đến an ninh hàng không, quốc phòng hoặc gây tai nạn<br />
</span></span></span>
<h2 style="box-sizing: border-box; font-family: "Open Sans", Arial, Helvetica, sans-serif; line-height: 1.87; font-size: 22px; color: rgb(43, 46, 50); margin-top: 0px; margin-bottom: 5.5px;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">7. Hành vi bị nghiêm cấm khi hoạt động bay UAV</span></span></span></h2>
<p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong quá trình thực hiện bay UAV tại Việt Nam, tuyệt đối nghiêm cấm các hành vi:</span></span></span></p>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
<li style="box-sizing: border-box;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tổ chức hoạt động bay khi chưa được cấp phép bay UAV.</span></span></span></li>
<li style="box-sizing: border-box;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoạt động bay diễn ra không đúng khu vực, trong giới hạn và điều kiện quy định. Vi phạm những quy tắc, quy định trong quản lý lãnh thổ, biên giới quốc gia.</span></span></span></li>
<li style="box-sizing: border-box;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mang chở các chất phóng xạ, chất gây cháy nổ trên phương tiện bay.</span></span></span></li>
<li style="box-sizing: border-box;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phóng, bắn, thả các loại vật, chất gây hại hoặc chứa nguy cơ gây hại từ trên không xuống.</span></span></span></li>
<li style="box-sizing: border-box;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lắp đặt thiết bị và thực hiện quay phim, chụp ảnh từ trên không khi chưa có sự cho phép.</span></span></span></li>
<li style="box-sizing: border-box;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tuyên truyền thông qua treo cờ, biểu ngữ, phát loa nằm ngoài quy định của cấp phép bay UAV.</span></span></span></li>
<li style="box-sizing: border-box;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không chấp hành đúng các lệnh, hiệu lệnh của cơ quan quản lý điều hành và giám sát hoạt động bay</span></span>.</span></li>
</ul>
<h2>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>8. Lưu ý khi bay flycam hợp pháp</strong></span></span></span></h2>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Luôn đem theo <strong>bản sao giấy phép bay</strong> khi bay flycam<br />
- Không bay gần sân bay, trụ sở nhà nước, khu quân sự<br />
- Không bay vào ban đêm nếu không được phép<br />
- Không truyền phát hình ảnh trực tiếp (livestream) nếu chưa được chấp thuận<br />
<br />
</span></span></span>
<h2>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>>>> TẢI MẪU ĐƠN XIN PHÉP BAY: </strong></span></span></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><a href="https://drive.google.com/file/d/10gzkogi37uQqf3ouXiR8qcYhZwGEIyyt/view?usp=sharing"><span style="color:#000000;">TẠI ĐÂY</span></a></strong></span></span></h2>
<p style="text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/uav-viet-nam--e1661141233969.jpg" style="width: 800px; height: 519px;" /></p>
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'shortdes' => '<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Trong thời đại công nghệ số phát triển mạnh mẽ, ngành xây dựng thế giới nói chung và Việt Nam nói riêng đang chứng kiến sự chuyển mình rõ rệt nhờ sự ra đời và ứng dụng của <strong data-end="531" data-start="492">BIM – Building Information Modeling</strong>, hay còn gọi là <strong data-end="580" data-start="548">Mô hình thông tin công trình</strong>. BIM không chỉ đơn thuần là một phần mềm hỗ trợ thiết kế, mà là một <strong data-end="672" data-start="649">quy trình toàn diện</strong> giúp thay đổi cách thiết kế, xây dựng và quản lý công trình theo hướng hiện đại, minh bạch và hiệu quả hơn.</span></span>',
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<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong data-end="39" data-start="0" style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">1. BIM là gì?</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>BIM (Building Information Modeling)</strong> hay còn gọi là <strong data-end="580" data-start="548">Mô hình thông tin công trình </strong>là một quy trình công nghệ sử dụng mô hình kỹ thuật số để hỗ trợ thiết kế, xây dựng và quản lý công trình xây dựng một cách hiệu quả và chính xác hơn. BIM không chỉ là một phần mềm, mà là một phương pháp tiếp cận toàn diện, giúp các bên liên quan trong dự án (kiến trúc sư, kỹ sư, nhà thầu, chủ đầu tư, quản lý vận hành…) cộng tác với nhau thông qua một <strong>mô hình 3D thông minh</strong> chứa đầy đủ thông tin về vật liệu, kết cấu, chi phí, tiến độ, và vòng đời công trình.<br />
<br />
<strong>BIM không phải là một phần mềm, mà là một quy trình.</strong><br />
<br />
Mặc dù phần mềm đóng vai trò trung tâm trong BIM – hỗ trợ thiết kế 3D, mô hình thông minh và quản lý thông tin – nhưng đó chỉ là thành phần công nghệ của BIM. Một phần quan trọng khác là yếu tố xã hội, bao gồm cách làm việc, phối hợp và cộng tác giữa các bên liên quan trong dự án.<br />
<br />
Sự kết hợp giữa công nghệ và con người này tạo thành một quy trình toàn diện, nhằm xây dựng, quản lý và sử dụng mô hình thông tin số của công trình trong suốt vòng đời dự án – từ giai đoạn lập kế hoạch, thiết kế, thi công cho đến vận hành và bảo trì.</span></span>
<p data-end="727" data-start="465" style="text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/BIM.jpg" style="width: 680px; height: 680px;" /></p>
<h2 data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Các thành phần chính của BIM</span></span></h2>
<br />
<ul>
<li data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô hình 3D thông minh</span></span></li>
</ul>
<p data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô hình không chỉ mô tả hình dáng mà còn tích hợp thông tin chi tiết về vật liệu, kỹ thuật, thiết bị, chi phí, và thời gian.</span></span></p>
<ul>
<li data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy trình cộng tác</span></span></li>
</ul>
<p data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các bên liên quan có thể cùng làm việc trên một mô hình duy nhất theo thời gian thực, giảm lỗi, tránh xung đột thiết kế và tiết kiệm thời gian.</span></span></p>
<ul>
<li data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thông tin xuyên suốt vòng đời công trình</span></span></li>
</ul>
<p data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Từ thiết kế, xây dựng, đến vận hành và bảo trì.<br />
</span></span></p>
<h2 data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Lợi ích của BIM</span></span></h2>
<br />
<div data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc áp dụng BIM mang lại nhiều lợi ích vượt trội so với phương pháp truyền thống:</span></span><br />
</div>
<ul>
<li data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tăng độ chính xác trong thiết kế</strong>: Hạn chế lỗi sai nhờ mô hình 3D trực quan và thông minh.</span></span></li>
</ul>
<ul>
<li data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Phát hiện xung đột kỹ thuật sớm</strong> (clash detection): Giúp điều chỉnh thiết kế trước khi thi công, tiết kiệm thời gian và chi phí.</span></span></li>
</ul>
<ul>
<li data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Quản lý chi phí và tiến độ hiệu quả</strong>: BIM hỗ trợ mô phỏng tiến độ (4D), ước lượng chi phí (5D) ngay trong giai đoạn thiết kế.</span></span></li>
</ul>
<ul>
<li data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Cải thiện khả năng phối hợp giữa các bên</strong>: Mọi đối tác tham gia dự án có thể làm việc trên một mô hình chung, giảm thiểu hiểu lầm và trùng lặp.</span></span></li>
</ul>
<ul>
<li data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hỗ trợ quản lý vận hành sau thi công</strong>: BIM lưu trữ toàn bộ thông tin cần thiết phục vụ cho việc bảo trì, sửa chữa, nâng cấp công trình.</span></span></li>
</ul>
<h2 data-end="727" data-start="465">
</h2>
<h2 data-end="727" data-start="465" style="text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/BIM_Project_Stages.jpg" style="width: 680px; height: 402px;" /></h2>
<h2 data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>4. Tình hình triển khai BIM tại Việt Nam</strong></span></span></h2>
<div data-end="727" data-start="465">
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tại Việt Nam, BIM đang dần được áp dụng rộng rãi, đặc biệt trong các dự án lớn, có yếu tố nước ngoài hoặc vốn đầu tư nhà nước. Chính phủ cũng đã thể hiện quyết tâm thúc đẩy BIM thông qua <strong>Quyết định 2500/QĐ-TTg (năm 2016)</strong> nhằm từng bước áp dụng BIM vào các công trình xây dựng công.<br />
Một số dự án tiêu biểu đã triển khai BIM thành công có thể kể đến như: Tuyến metro TP.HCM, sân bay Long Thành, các dự án của Vingroup, Sun Group, Coteccons, Hòa Bình…<br />
Tuy nhiên, thách thức còn lớn: thiếu nguồn nhân lực BIM chất lượng, chi phí đầu tư ban đầu cao, thiếu tiêu chuẩn quốc gia thống nhất, và sự phối hợp giữa các bên vẫn còn hạn chế.<br />
</span></span></div>
<h2 data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>5. Công nghệ BIM và các phần mềm phổ biến</strong></span></span></h2>
<br />
<div data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Một số phần mềm thường dùng trong quy trình BIM bao gồm:</span></span><br />
</div>
<ul>
<li data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Autodesk Revit</strong>: Thiết kế kiến trúc, kết cấu, cơ điện.</span></span></li>
<li data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Navisworks</strong>: Kiểm tra xung đột mô hình và mô phỏng tiến độ.</span></span></li>
<li data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tekla Structures</strong>: Mô hình kết cấu thép và bê tông.</span></span></li>
<li data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>ArchiCAD</strong>: Thiết kế kiến trúc.</span></span></li>
<li data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Civil 3D / InfraWorks</strong>: Thiết kế hạ tầng và giao thông.</span></span></li>
</ul>
<div data-end="727" data-start="465" style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/bim_advantages.png" style="width: 680px; height: 383px;" /></span></span></div>
<h2 data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>6. Tương lai của BIM</strong></span></span></h2>
<br />
<div data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">BIM đang hướng đến tích hợp với các công nghệ tiên tiến như <strong>AI (trí tuệ nhân tạo), IoT (internet vạn vật), thực tế ảo (VR/AR)</strong> và dữ liệu lớn (<strong>Big Data</strong>). Điều này mở ra tiềm năng xây dựng <strong>Smart Building</strong> và <strong>Smart City</strong>, góp phần nâng cao chất lượng cuộc sống và hiệu quả đầu tư xây dựng.<br />
<br />
<strong>Kết luận</strong><br />
<br />
BIM là xu hướng tất yếu trong ngành xây dựng hiện đại. Việc hiểu đúng và triển khai BIM không chỉ mang lại lợi thế cạnh tranh cho doanh nghiệp mà còn góp phần nâng cao chất lượng và hiệu quả của toàn ngành. Trong bối cảnh công nghệ số phát triển không ngừng, BIM chính là “chìa khóa” mở ra kỷ nguyên xây dựng thông minh và bền vững.</span></span><br />
</div>
<div data-end="727" data-start="465" style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/resource-bim-the-importance-of-bim-in-the-lighting-industry.jpg" style="width: 680px; height: 456px;" /></span></span></div>
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'name' => ' LEICA Geo Office – Giải pháp phần mềm trắc địa toàn diện',
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'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với <strong data-end="1233" data-start="1213">LEICA Geo Office</strong>, người dùng có thể <strong data-end="1296" data-start="1253">phân tích và quản lý dữ liệu không gian</strong> một cách dễ dàng, từ đó đưa ra các quyết định chính xác dựa trên thông tin đáng tin cậy.</span></span>',
'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>LEICA Geo Office – Giải pháp phần mềm trắc địa toàn diện!</strong><br />
<br />
<strong>LEICA Geo Office</strong> là bộ phần mềm chuyên dụng do <strong><img alt="" src="/admin/webroot/upload/image/images/Leica logo.jpg" style="width: 60px; height: 40px;" /></strong> phát triển, giúp đơn giản hóa và tối ưu hóa quá trình xử lý dữ liệu không gian địa lý từ các thiết bị đo đạc GNSS, máy toàn đạc và thủy bình kỹ thuật số. Đây là công cụ lý tưởng cho các kỹ sư trắc địa, chuyên gia GIS, và đơn vị thi công cần độ chính xác cao.<br />
</span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Tính năng nổi bật</strong></span></span></h2>
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Xử lý dữ liệu GNSS</strong></span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phân tích và xử lý dữ liệu GNSS để tạo ra tọa độ chính xác và đánh giá chất lượng đo đạc ngoài thực địa.</span></span>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong> Xử lý dữ liệu máy toàn đạc</strong></span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ dữ liệu đo từ các thiết bị toàn đạc điện tử, phục vụ cho khảo sát địa hình, thiết kế kỹ thuật và xây dựng.</span></span>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Xử lý dữ liệu máy thủy bình kỹ thuật số</strong></span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản lý và tính toán dữ liệu cao độ, lý tưởng cho các dự án san nền, định vị mặt bằng và thi công công trình.</span></span>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tích hợp CAD</strong></span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhập – xuất dữ liệu với các định dạng phổ biến như AutoCAD (DXF) và MicroStation, giúp kết nối mượt mà với quy trình thiết kế.</span></span>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hệ tọa độ & chuyển đổi</strong></span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tùy chỉnh và chuyển đổi dữ liệu giữa các hệ tọa độ địa phương và toàn cầu một cách chính xác và linh hoạt.<br />
</span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Lợi ích khi sử dụng</strong></span></span></h2>
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác cao đến từng centimet</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian xử lý và tổng hợp dữ liệu</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giao diện thân thiện, dễ sử dụng</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tích hợp chặt chẽ với thiết bị Leica</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ kỹ thuật và đào tạo chuyên sâu</span></span></li>
</ul>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span></p>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Các phiên bản hiện có</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>- Phiên bản mới nhất:</strong> 8.4.0.14023 (cập nhật ngày 17/04/2024)<br />
<strong>- Hệ điều hành hỗ trợ:</strong> Windows, Android<br />
<strong>- Bản dùng thử:</strong> Có, 30 ngày miễn phí<br />
</span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>4. Đối tượng sử dụng </strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Kỹ sư trắc địa và địa chính<br />
- Đơn vị xây dựng – thi công<br />
- Nhà thầu hạ tầng giao thông<br />
- Cơ quan quản lý đất đai, bản đồ</span></span><br />
<h2 style="text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/Leica-Captivate-Main-KV-Sensors-800x428px.jpg" style="width: 800px; height: 428px;" /></h2>
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>5. Hỗ trợ & đào tạo</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Hướng dẫn sử dụng trực tuyến<br />
- Hỗ trợ qua email và điện thoại<br />
- Đào tạo tại chỗ hoặc từ xa theo yêu cầu</span></span><br />
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>6. Ưu Điểm (Pros)</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Khả năng xử lý dữ liệu nâng cao dành cho các dự án trắc địa và kỹ thuật<br />
- Tích hợp với nhiều thiết bị đo đạc của Leica, giúp truyền dữ liệu nhanh chóng và liền mạch<br />
- Cung cấp nhiều công cụ phân tích và hiệu chỉnh để đảm bảo độ chính xác của dữ liệu đo<br />
- Có thể tạo báo cáo và tài liệu chi tiết, phục vụ cho việc lưu trữ và trình bày kết quả khảo sát<br />
- Giao diện thân thiện với người dùng, cho phép tùy chỉnh nhằm tối ưu hóa quy trình làm việc<br />
</span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>7. Nhược Điểm (Cons)</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Đòi hỏi người mới phải học nhiều do phần mềm có nhiều tính năng phức tạp<br />
- Chi phí sở hữu cao so với một số phần mềm khảo sát khác trên thị trường<br />
- Khả năng tương thích hạn chế với thiết bị không phải của Leica, có thể cần đầu tư thêm để đồng bộ dữ liệu<br />
- Hỗ trợ kỹ thuật có thể bị hạn chế hoặc tốn phí, đặc biệt khi cần hỗ trợ chuyên sâu</span></span><br />
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica_Geo_Office_pic_2360x714 (1).jpg" style="width: 800px; height: 242px;" /></span></span></p>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">8. <strong>Câu hỏi thường gặp (FAQ)</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">8.1 LEICA Geo Office là gì?<br />
<br />
LEICA Geo Office là một bộ phần mềm được phát triển bởi Leica Geosystems, cung cấp các công cụ để quản lý và xử lý hậu kỳ dữ liệu không gian địa lý như GPS, GNSS và GIS.<br />
<br />
8.2 Hiện có những phiên bản LEICA Geo Office nào?<br />
<br />
Phiên bản hiện tại của LEICA Geo Office là 8.4, bao gồm các bản cập nhật và sửa lỗi từ các phiên bản trước. Phiên bản trước đó là LEICA Geo Office 8.3.<br />
<br />
8.3 Yêu cầu hệ thống của LEICA Geo Office là gì?<br />
<br />
LEICA Geo Office yêu cầu:<br />
- Hệ điều hành Windows 7 trở lên (64-bit)<br />
- Tối thiểu 8 GB RAM<br />
- Card đồ họa hỗ trợ OpenGL<br />
- Kết nối Internet để kích hoạt phần mềm<br />
<br />
8.4 LEICA Geo Office hỗ trợ những định dạng tệp nào?<br />
<br />
LEICA Geo Office hỗ trợ nhiều định dạng tệp, bao gồm: RINEX, M3C, DXF, TXT, CSV, SHP.<br />
<br />
8.5 LEICA Geo Office được cấp phép như thế nào?<br />
<br />
Phần mềm được cấp phép theo từng người dùng. Người dùng có thể chọn giấy phép vĩnh viễn hoặc hàng năm, tùy theo nhu cầu sử dụng.<br />
<br />
8.6 LEICA Geo Office tương thích với những thiết bị GPS nào?<br />
<br />
LEICA Geo Office tương thích với nhiều thiết bị GPS của Leica Geosystems, cũng như các thiết bị của bên thứ ba miễn là dữ liệu được lưu ở định dạng được hỗ trợ.<br />
<br />
8.7 Các tính năng chính của LEICA Geo Office là gì?<br />
<br />
LEICA Geo Office cung cấp nhiều tính năng, bao gồm:<br />
- Nhập và xuất dữ liệu<br />
- Xử lý dữ liệu GPS<br />
- Quản lý dữ liệu GIS<br />
- Chuyển đổi hệ tọa độ<br />
- Kiểm soát và đánh giá chất lượng dữ liệu<br />
<br />
8.8 Có những hình thức hỗ trợ nào cho LEICA Geo Office?<br />
<br />
Leica Geosystems cung cấp các hình thức hỗ trợ như:<br />
- Hỗ trợ qua email<br />
- Tài liệu hướng dẫn trực tuyến<br />
- Hỗ trợ qua điện thoại và truy cập từ xa (đối với người dùng có giấy phép hợp lệ)<br />
<br />
8.9 LEICA Geo Office có phiên bản dùng thử không?<br />
<br />
Có. Leica Geosystems cung cấp phiên bản dùng thử 30 ngày để người dùng có thể trải nghiệm phần mềm và các tính năng trước khi mua giấy phép.<br />
<br />
8.10 Có đào tạo nào cho LEICA Geo Office không?<br />
<br />
Có. Leica Geosystems cung cấp nhiều hình thức đào tạo, bao gồm:<br />
- Khóa học trực tuyến<br />
- Đào tạo tại chỗ<br />
- Chương trình đào tạo tùy chỉnh theo yêu cầu của người dùng<br />
</span></span><br />
<span style="margin: 0px; padding: 0px; font-family: arial; font-size: 13px; text-align: justify; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px; font-weight: bold;">Liên hệ: </strong></u><br style="margin: 0px; padding: 0px;" />
<br style="margin: 0px; padding: 0px;" />
Số 145 Láng Hạ, Đống Đa, Hà Nội<br style="margin: 0px; padding: 0px;" />
Số 5/161 Nguyễn Tuân. Thanh Xuân, Hà Nội<br style="margin: 0px; padding: 0px;" />
Tel: 024.37764930<br style="margin: 0px; padding: 0px;" />
Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" />
Website: </span></span></span><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear; font-size: 13px;" target="_blank"><span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);">www.tracdiathanhdat.vn</span></a></span></span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; font-family: arial; font-size: 13px; text-align: justify; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px;" />
<span style="margin: 0px; padding: 0px;"> </span><br style="margin: 0px; padding: 0px;" />
<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px; font-weight: bold;">@ Luôn đồng hành cùng bạn!</strong></span></span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"> </span></span>',
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'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
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'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc lựa chọn pin và bộ sạc phù hợp có thể giúp tăng hiệu quả công việc ngoài trời, bảo vệ thiết bị và tối ưu hóa quy trình làm việc luôn là yếu tố cần ưu tiên!</span></span>',
'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Pin và bộ sạc đóng vai trò rất quan trọng trong việc đảm bảo nguồn điện ổn định cho các thiết bị công nghệ, đặc biệt là các thiết bị như máy toàn đạc, máy RTK và thiết bị khảo sát, nơi mà việc duy trì hiệu suất liên tục là rất quan trọng.<br />
<br />
Việc lựa chọn pin và bộ sạc phù hợp có thể giúp tăng hiệu quả công việc ngoài trời, bảo vệ thiết bị và tối ưu hóa quy trình làm việc luôn là yếu tố cần ưu tiên!<br />
<br />
Cùng tham khảo các yếu tố quan trọng của Pin và Bộ Sạc - Nguồn cung cấp điện đáng tin cậy!</span></span><br />
<br />
<p style="text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/Batteries_Chargers_PIC_1766x750 (2).jpg" style="width: 800px; height: 340px;" /></p>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Loại pin và hiệu suất</span></span></h2>
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Pin Lithium-Ion (Li-Ion): Đây là loại pin phổ biến nhất trong các thiết bị hiện đại như máy thu GNSS và thiết bị khảo sát. Pin Li-Ion cung cấp mật độ năng lượng cao, tuổi thọ dài và tỷ lệ tự xả thấp. Chúng lý tưởng cho việc sử dụng liên tục ngoài trời.</span></span>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lợi ích: Nhẹ, tuổi thọ dài, sạc nhanh và bảo trì thấp.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu ý: Nhạy cảm với nhiệt độ cực đoan (cả nhiệt độ rất nóng và rất lạnh có thể làm giảm hiệu suất).</span></span></li>
</ul>
</li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Pin Nickel-Metal Hydride (NiMH): Mặc dù ít phổ biến ngày nay, nhưng pin NiMH vẫn được sử dụng trong một số thiết bị. Chúng được biết đến là thân thiện với môi trường hơn so với các loại pin khác.</span></span>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lợi ích: Ít độc hại và thường rẻ hơn so với pin Li-Ion, với hiệu suất hợp lý.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu ý: Mật độ năng lượng thấp hơn và tuổi thọ ngắn hơn so với pin Li-Ion.</span></span></li>
</ul>
</li>
</ul>
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Tuổi thọ pin</span></span></h2>
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dung lượng và tuổi thọ: Dung lượng của pin (được đo bằng mAh hoặc Ah) quyết định thời gian thiết bị có thể hoạt động trước khi cần sạc lại. Đối với công việc ngoài trời, bạn cần các loại pin có thể hoạt động liên tục trong suốt một ca làm việc hoặc lâu hơn mà không bị hết pin.</span></span>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ví dụ, một máy thu GNSS hoặc thiết bị khảo sát có thể cần từ 8 đến 12 giờ hoặc hơn tùy vào yêu cầu công suất của thiết bị.</span></span></li>
</ul>
</li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản lý Pin: Nhiều thiết bị cao cấp đi kèm với hệ thống quản lý pin (BMS) tích hợp để theo dõi sức khỏe pin, ngăn ngừa sạc quá mức và tối ưu hóa hiệu suất theo thời gian.</span></span></li>
</ul>
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Bộ sạc: Hiệu Quả và Sạc Nhanh</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính tương thích: Điều quan trọng là bộ sạc phải được thiết kế đặc biệt cho loại pin mà nó hỗ trợ. Việc sử dụng bộ sạc không phù hợp có thể làm hỏng pin hoặc dẫn đến việc sạc không hiệu quả.</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ sạc nhanh: Một số hệ thống sử dụng bộ sạc nhanh, giúp sạc pin trong 1-2 giờ. Điều này rất hữu ích trong môi trường làm việc ngoài trời khi bạn có thời gian hạn chế.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trạm sạc cho nhiều thiết bị: Trong các hoạt động nhóm, trạm sạc nhiều ngăn có thể sạc nhiều pin cùng lúc, giúp bạn luôn có pin đầy khi cần.</span></span></li>
</ul>
<h2 style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica_Geosystems_GEB334_GEB364_batteries_800x428.jpg" style="width: 800px; height: 428px;" /></span></span></h2>
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Giải pháp sạc ngoài trời</span></span></h2>
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Pin dự phòng di động: Đối với việc sử dụng ngoài trời kéo dài, bộ sạc năng lượng mặt trời hoặc pin dự phòng di động có thể là những cứu cánh. Chúng đặc biệt hữu ích cho những khu vực xa xôi, nơi nguồn điện có thể hạn chế. Bộ sạc năng lượng mặt trời cung cấp một cách sạc ngoài lưới điện và tái tạo năng lượng cho các thiết bị cần nguồn điện ổn định.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ sạc Ô Tô: Trong nhiều ứng dụng ngoài trời, bộ sạc ô tô được sử dụng để sạc thiết bị khi đang di chuyển. Chúng hữu ích cho việc sạc thiết bị khi di chuyển giữa các công trường, giúp bạn không phải lãng phí thời gian.</span></span></li>
</ul>
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Độ bền và khả năng chịu đựng thời tiết</span></span></h2>
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết kế chắc chắn: Pin và bộ sạc cho các ứng dụng ngoài trời hoặc công trường cần được thiết kế để chịu được môi trường khắc nghiệt. Điều này bao gồm khả năng chống nước, chống sốc và có thể chịu được nhiệt độ cực đoan.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xếp Hạng IP: Kiểm tra các thiết bị có xếp hạng IP cao (Bảo vệ chống xâm nhập), giúp đảm bảo chúng chống lại bụi bẩn, nước và các yếu tố môi trường khác. Điều này đặc biệt quan trọng đối với các thiết bị khảo sát hoặc điều tra hiện trường tai nạn.</span></span></li>
</ul>
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. Tính năng sạc thông minh</span></span></h2>
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bảo vệ quá Tải: Một số bộ sạc hiện đại đi kèm với tính năng sạc thông minh, ngăn ngừa việc sạc quá mức và kéo dài tuổi thọ pin.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giám sát nhiệt độ: Cảm biến nhiệt độ được tích hợp sẽ bảo vệ thiết bị khỏi việc quá nhiệt, tính năng quan trọng cho các thiết bị ngoài trời cần sạc lâu dài hoặc sử dụng trong môi trường khắc nghiệt.</span></span></li>
</ul>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/74286536_1376595119168281_1988573397101051904_n(1).jpg" style="width: 500px; height: 318px;" /></span></span></p>
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'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong data-end="157" data-start="65">Các bạn đã cập nhật lên phiên bản Leica Captivate 9.10 chưa?</strong> Phiên bản cập nhật nhỏ này mang đến một số tính năng hữu ích và là một lời nhắc tuyệt vời để khám phá tất cả các tính năng nâng cấp chính từ phiên bản 9, bao gồm sự tích hợp tốt hơn với dịch vụ <strong data-end="370" data-start="352">GeoCloud Drive.</strong></span></span>',
'content' => '<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Phần mềm Leica Captivate v9.00</strong></span></span></p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tương thích với các sản phẩm:</span></span><br />
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy điều khiển hiện trường: CS20, CS30, CS35, CC180, CC200</span></span></li>
</ul>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy toàn đạc điện tử: TS10, TS13, TS16, TS60, TM60, MS60</span></span></li>
</ul>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy GNSS RTK: GS18 T, GS18 I, GS18, GS05</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngày phát hành:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">30 tháng 10 năm 2024</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có sẵn trên myWorld.<br />
<br />
<strong>>>></strong> <strong>Đăng ký: <a href="https://l.facebook.com/l.php?u=https%3A%2F%2Fhxgn.biz%2F4hzEhej&h=AT26Jho3db1szRAqSlz_lVvTo666P6aN3mZYBnN2EdAnCnJAgn6TlfLwGRoMwKrPBgOgjIHG60nQHb3tkcrAoAovo4eP2zKJkbxcXzJaUIUdxZ2MEaT4Db452_s0uYuLDY3pAzi_1Ybk6UuSTioWwP1PaH-YZw4IdC_113pMAj3qJ0cx&__tn__=-UK-R&c[0]=AT1yHTD1klVU0LNce4HVHmD3kv4nUHbf9zyU-rFVb4OZjXntoRIAagIgzvt7XZydeb2PEyuKl5CCr-9g_lxOfMJ2w2_XEk3SslxiIJaD2R9j49DvqPJytX4Vr-yJyfbt1EpWumBuD4vZRLVJ2iMcyn5WRfEBWS2yrbOw3EhGxKnxERDWOao9ecpOFHvcCyO73jJEV-RUvTC7Cy5IGgcNqfm7SvXfZuU0eibF0X5T">TẠI ĐÂY</a></strong></span></span><br />
<br />
<p data-end="414" data-start="387">
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phiên bản 9 có gì mới?</span></span></strong><br />
</p>
<ul>
<li data-end="414" data-start="387">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Sao lưu nhanh chóng</strong>: Với tùy chọn 'Upload to GeoCloud Drive' trong menu ngữ cảnh của công việc, bạn sẽ tạo bản sao lưu trên đám mây của các công việc của mình chỉ trong nháy mắt.</span></span></li>
<li data-end="414" data-start="387">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Xuất dữ liệu đơn giản hơn</strong>: Bảng xuất dữ liệu giờ đây có một tùy chọn mới - 'Upload a copy to GeoCloud Drive'. Điều này đảm bảo rằng một bản sao của dữ liệu xuất được chuẩn bị để tải lên dự án đã chọn trong GeoCloud Drive, giúp giảm số bước cần thực hiện trong quá trình này.</span></span></li>
</ul>
<p data-end="414" data-start="387">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Geosystems đã cố gắng làm cho việc chia sẻ dữ liệu trở nên mượt mà hơn, đảm bảo rằng các thành viên trong nhóm của bạn có thể dễ dàng và nhanh chóng truy cập vào đóng góp của bạn.<br />
<br />
Để tìm hiểu tất cả các tính năng mới nhất của Leica Captivate -> <strong><a href="https://hxgn.biz/4hzEhej">XEM TẠI ĐÂY</a></strong></span></span><br />
</p>
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'name' => 'Thúc đẩy cơ sở hạ tầng trắc địa của Việt Nam với mạng lưới tham chiếu GNSS toàn quốc!',
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'content' => '<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trải dài 1.650 km từ Bắc vào Nam, Việt Nam có cảnh quan đa dạng với những ngọn núi có rừng, đồng bằng châu thổ màu mỡ, bờ biển rộng lớn và các khu đô thị đang phát triển nhanh chóng. Đảm bảo cơ sở hạ tầng trắc địa của Việt Nam hiện đại và đáng tin cậy là rất quan trọng đối với các hoạt động khảo sát và lập bản đồ quốc gia dựa trên công nghệ GNSS.</span></span></div>
<div>
</div>
<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc xây dựng hệ thống trạm CORS ở Việt Nam là nhu cầu cấp thiết nhằm hỗ trợ cung cấp thông tin, dữ liệu, đảm bảo tính đầy đủ, chính xác và kịp thời đóng góp cho sự phát triển của các lĩnh vực kinh tế – xã hội, giám sát tài nguyên, bảo vệ môi trường, quốc phòng – an ninh, đặc biệt nhất là góp phần vào công tác bảo vệ chủ quyền lãnh thổ quốc gia và thúc đẩy những hoạt động nghiên cứu khoa học Trái Đất.<br />
<br />
Trạm tham chiếu hoạt động liên tục (CORS) rộng lớn hiện nay tại Việt Nam với sự công nghệ tiên tiến của Leica Geosystems đã giúp tất cả những điều này trở nên khả thi với dữ liệu định vị theo thời gian thực và xử lý hậu kỳ ở cấp độ centimet có sẵn trên khắp cả nước.</span></span></div>
<div>
<br />
</div>
<div style="text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/Rover_connect1_v2.jpg" style="width: 800px; height: 420px;" /></div>
<div>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuyển đổi bản đồ quốc gia của Việt Nam bằng mạng lưới trạm tham chiếu GNSS</span></span></strong><br />
</div>
<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Năm 2016, Cục Đo đạc, Bản đồ và Thông tin địa lý Việt Nam (DOSMVN), cơ quan dữ liệu không gian địa lý của quốc gia, đã bắt tay vào một dự án đầy tham vọng nhằm xây dựng mạng lưới GNSS trên khắp cả nước. Để đạt được những mục tiêu này, DOSMVN cần thiết lập CORS trên quy mô toàn quốc, bao gồm sự kết hợp giữa các máy thu và ăng-ten GNSS cùng phần mềm tinh vi để liên tục ghi lại, xử lý và cung cấp dữ liệu định vị chính xác theo thời gian thực.</span></span></div>
<div>
</div>
<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sáng kiến này sẽ cải tổ cơ sở hạ tầng trắc địa của Việt Nam, tận dụng các khả năng tiên tiến của công nghệ định vị GNSS thời gian thực để tinh chỉnh các quy trình khảo sát và lập bản đồ, đồng thời nâng cao hệ thống tọa độ và phép chiếu quốc gia.</span></span></div>
<div>
</div>
<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">"Việc triển khai mạng lưới CORS trên khắp Việt Nam là một bước quan trọng hướng tới việc khai thác toàn bộ phổ dữ liệu GNSS cho các nỗ lực lập bản đồ quốc gia của chúng tôi", Trần Phúc Thắng, Giám đốc Trung tâm Điều tra - Xử lý dữ liệu khảo sát và lập bản đồ tại DOSMVN giải thích.</span></span></div>
<div>
</div>
<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">"Mạng lưới kết nối các trạm định vị vệ tinh trên toàn quốc thành một hệ thống thống nhất để tối ưu hóa thiết bị, giảm thiểu đầu tư và mở rộng khả năng hoạt động cho nhiều ứng dụng khác nhau" "Nó đảm bảo tuân thủ mạng lưới Dịch vụ GNSS quốc tế (IGS) và các mạng lưới của các tổ chức GNSS khác trên toàn thế giới".</span></span></div>
<div>
</div>
<div>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuyển đổi bản đồ quốc gia của Việt Nam bằng mạng lưới trạm tham chiếu GNSS</span></span></strong><br />
</div>
<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tập đoàn SISC đã được DOSMVN ký hợp đồng thiết kế, xây dựng và đưa vào vận hành mạng lưới định vị vệ tinh quốc gia, VNGEONET. Năm 2019, họ đã hoàn thành việc lắp đặt, thiết lập mạng lưới toàn quốc gồm 65 trạm, bao gồm 24 trạm Geodetic CORS và 41 trạm NRTK CORS.</span></span></div>
<div>
</div>
<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mạng lưới có 65 máy chủ tham chiếu Leica GR50, lý tưởng cho các cài đặt cố định và cung cấp 555 kênh hỗ trợ tất cả các chòm sao GNSS toàn cầu, chẳng hạn như GPS, GLONASS, Galileo và BeiDou, cũng như các hệ thống khu vực. Với các giao diện đồng thời và nhiều giao diện để truyền thông, cung cấp điện và ghi dữ liệu, các máy chủ tham chiếu này cung cấp các hoạt động đáng tin cậy cần thiết cho dự án này.</span></span></div>
<div>
</div>
<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mạng lưới bao gồm 65 ăng-ten GNSS 4 chòm sao Leica AR25 và Bộ phần mềm Leica Spider. Leica Spider Software hỗ trợ hệ thống bằng cách cung cấp dữ liệu từ tất cả GNSS cùng lúc, cung cấp một cách hiệu quả để truy cập dữ liệu thời gian thực và dữ liệu xử lý sau. Phần mềm Spider được thiết kế riêng theo nhu cầu cụ thể của DOSMVN, bao gồm bản đồ tùy chỉnh và các tính năng của người dùng, giúp giải pháp này trở nên linh hoạt.</span></span></div>
<div>
</div>
<div>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mạng GNSS quốc gia mang lại lợi ích cho ngành công nghiệp và phát triển cơ sở hạ tầng</span></span></strong><br />
</div>
<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dự án này thể hiện sự phát triển từ các phương pháp truyền thống sang các giải pháp mới nhất và minh họa cho những lợi ích của việc áp dụng mạng tham chiếu GNSS toàn quốc để thúc đẩy hoạt động khảo sát và lập bản đồ cùng với một loạt các ứng dụng công nghiệp khác.</span></span></div>
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<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">"Ngoài việc hiện đại hóa hoạt động lập bản đồ, chúng tôi muốn đạt được độ chính xác cao trong các dịch vụ Định vị động học thời gian thực (RTK) và RTK mạng áp dụng cho nhiều ngành công nghiệp khác nhau", ông Thắng cho biết.</span></span></div>
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<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều ngành công nghiệp trên khắp Việt Nam phụ thuộc vào dữ liệu không gian địa lý chính xác để sử dụng các công nghệ tiên tiến và đảm bảo dữ liệu dự án được hoàn thiện. Điều này bao gồm từ công việc khảo sát, như sử dụng xe tự hành GNSS để đo ranh giới tài sản hoặc máy bay không người lái để khảo sát trên không các công trường xây dựng, đến các ứng dụng điều khiển máy tự động, phát triển cơ sở hạ tầng, v.v.</span></span></div>
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<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cung cấp các bản sửa lỗi RTK mạng 24/7 dễ truy cập cho các công ty trên khắp Việt Nam mang lại một số lợi ích về kinh tế và phát triển cơ sở hạ tầng. Dữ liệu RTK liên tục và có sẵn rộng rãi giúp giảm chi phí phát sinh cho các doanh nghiệp vốn sẽ phải chịu chi phí hoạt động cao hơn nhiều nếu không có dịch vụ như vậy. Điều này dẫn đến tiết kiệm chi phí trong các lĩnh vực như kỹ thuật dân dụng, xây dựng, nông nghiệp và giao thông - giúp thúc đẩy tăng trưởng kinh tế.</span></span></div>
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<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngoài ra, việc giảm chi phí thu thập dữ liệu không gian có độ chính xác cao giúp lập kế hoạch và thực hiện chính xác các dự án cơ sở hạ tầng quy mô lớn quan trọng để thích ứng với dân số đô thị ngày càng tăng của Việt Nam.<br />
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<img alt="" src="/admin/webroot/upload/image/images/GEODETIC CORS AND NRTK CORS_Cropped.png" style="width: 800px; height: 356px;" /></span></span><br />
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<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nghiên cứu khoa học và giám sát môi trường bằng GNSS</span></span></strong><br />
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<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các nhà nghiên cứu trong các lĩnh vực như khoa học môi trường, địa chất và bản đồ học cũng được hưởng lợi vì họ có thể thực hiện các nghiên cứu sâu rộng và chính xác hơn. CORS tại Việt Nam đã cải thiện đáng kể khả năng đo tốc độ dịch chuyển mảng và đóng góp dữ liệu có giá trị cho nghiên cứu khí tượng và tầng điện ly.</span></span></div>
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<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">CORS cung cấp một cách để đo mức tầng điện ly, sử dụng máy thu để thu thập thông tin về độ trễ tầng điện ly mà tín hiệu GNSS gặp phải trên đường đi của chúng. Điều này cho phép các chuyên gia tính toán tổng số electron (TEC) và lập bản đồ mật độ electron tầng điện ly. Hoạt động của tầng điện ly ảnh hưởng trực tiếp đến độ chính xác của các hệ thống dựa trên GNSS để khảo sát, định vị, viễn thông, v.v. Việc giám sát tầng điện ly cho phép các chuyên gia đánh giá độ tin cậy của các hệ thống này và thực hiện các biện pháp giảm thiểu khi có thể.</span></span></div>
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<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mạng lưới này cũng cung cấp thông tin có giá trị về các điều kiện khí quyển, bao gồm lượng hơi nước trong khí quyển – đặc biệt quan trọng đối với các khu vực có lượng mưa lớn ở Việt Nam. Tương tự như việc đo hoạt động tầng điện ly, các máy thu CORS ghi lại độ trễ mà tín hiệu GNSS gặp phải khi di chuyển qua khí quyển do hơi nước. Bằng cách so sánh thời gian đến ước tính và thực tế của tín hiệu GNSS tại các máy thu CORS, có thể ước tính mức độ hơi nước. Phương pháp này cung cấp các quan sát khí tượng độc đáo, góp phần vào dự báo thời tiết và nghiên cứu khí hậu.</span></span></div>
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<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngoài ra, mạng lưới rộng lớn của Việt Nam giúp có thể theo dõi các chuyển động trong lớp vỏ trái đất và tốc độ của các chuyển động này theo thời gian bằng GNSS. Là một khu vực hoạt động địa chấn, đây là một nguồn tài nguyên đặc biệt có giá trị để ghi lại và dự đoán các chuyển động mặt đất.</span></span><br />
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<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">“Việc kết nối 65 trạm này trên khắp đất nước chúng tôi đánh dấu bước tiến vượt bậc trong khả năng lập bản đồ và khảo sát của chúng tôi, đạt được mức độ chính xác và độ tin cậy chưa từng thấy trước đây”</span></div>
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<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc triển khai các trạm tham chiếu GNSS và phần mềm Leica Geosystems đóng vai trò then chốt trong việc hiện thực hóa các mục tiêu của dự án này.<br />
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<img alt="" src="/admin/webroot/upload/image/images/CHỌN ANH TÀI (665 x 295 px) (Quảng cáo trên Facebook) (6).png" style="width: 800px; height: 419px;" /></span></span></div>
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'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ<strong><span itemprop="isBasedOn" itemscope="" itemtype="https://schema.org/WebPage" style="position: fixed; inset: initial; opacity: 0; visibility: visible; display: inline-block; margin: 0px; padding: 0px; overflow: hidden; border: none; background: none; color: initial; cursor: auto; max-width: 1px; max-height: 1px; width: 1px; height: 1px;"><a content="https://bloganchoi.com/pin-hat-nhan-bv100-betavolt/" href="https://bloganchoi.com/pin-hat-nhan-bv100-betavolt/?utm_campaign=https%3A%2F%2Fbloganchoi.com%2Fpin-hat-nhan-bv100-betavolt%2F&utm_source=dmca&utm_medium=copy&utm_term=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi&utm_content=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi.%20B%E1%BA%A1n%20%C4%91%C3%A3%20bao%20gi%E1%BB%9D%20t%C6%B0%E1%BB%9Fng%20t%C6%B0%E1%BB%A3ng%20v%E1%BB%81%20m%E1%BB%99t%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B4ng%20ngh%E1%BB%87%20c%C3%B3%20th%E1%BB%83%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20su%E1%BB%91t%20n%E1%BB%ADa%20th%E1%BA%BF%20k%E1%BB%B7%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20hay%20ch%C6%B0a%3F%20Vi%C3%AAn%20pin%20BV100%20c%E1%BB%A7a%20c%C3%B4ng%20ty%20Betavol.%20B%E1%BA%A1n%20%C4%91%C3%A3%20bao%20gi%E1%BB%9D%20t%C6%B0%E1%BB%9Fng%20t%C6%B0%E1%BB%A3ng%20v%E1%BB%81%20m%E1%BB%99t%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B4ng%20ngh%E1%BB%87%20c%C3%B3%20th%E1%BB%83%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20su%E1%BB%91t%20n%E1%BB%ADa%20th%E1%BA%BF%20k%E1%BB%B7%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20hay%20ch%C6%B0a%3F%20Vi%C3%AAn%20pin%20BV100%20c%E1%BB%A7a%20c%C3%B4ng%20ty%20Betavolt%20Technology%20%C4%91%E1%BA%BFn%20t%E1%BB%AB%20Trung%20Qu%E1%BB%91c%20%C4%91ang%20bi%E1%BA%BFn%20%C4%91i%E1%BB%81u%20kh%C3%B4ng%20t%C6%B0%E1%BB%9Fng%20%E1%BA%A5y%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20v%E1%BB%9Bi%20c%C3%B4ng%20ngh%E1%BB%87%20pin%20h%E1%BA%A1t%20nh%C3%A2n%20ho%C3%A0n%20to%C3%A0n%20m%E1%BB%9Bi.%20https%3A%2F%2Fbloganchoi.com%2Fpin-hat-nhan-bv100-betavolt%2F" itemprop="mainEntityOfPage" style="position: fixed; inset: initial; opacity: 0; visibility: visible; display: inline-block; margin: 0px; padding: 0px; overflow: hidden; text-decoration-line: none; border: none; background: none; cursor: auto; max-width: 1px; max-height: 1px; width: 1px; height: 1px;" target="_blank" title="Pin hạt nhân BV100 Betavolt - Khi khoa học viễn tưởng trở thành hiện thực - BlogAnChoi. 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Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? Viên pin BV100 của công ty Betavol. Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? Viên pin BV100 của công ty Betavolt Technology đến từ Trung Quốc đang biến điều không tưởng ấy thành hiện thực với công nghệ pin hạt nhân hoàn toàn mới. https://techfancy.net/"><img alt="Pin hạt nhân BV100 Betavolt - Khi khoa học viễn tưởng trở thành hiện thực - BlogAnChoi. Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? Viên pin BV100 của công ty Betavol. Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? 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Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? Viên pin BV100 của công ty Betavol. Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? Viên pin BV100 của công ty Betavolt Technology đến từ Trung Quốc đang biến điều không tưởng ấy thành hiện thực với công nghệ pin hạt nhân hoàn toàn mới. https://techfancy.net/" width="1" /></a></strong> có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? Viên pin BV100 của công ty Betavolt Technology đến từ Trung Quốc đang biến điều không tưởng ấy thành hiện thực với công nghệ pin hạt nhân hoàn toàn mới.</span></span>',
'content' => '<p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="background-color: rgb(254, 254, 254);">Công ty </span>Betavolt New Energy Technology, có trụ sở tại Bắc Kinh<span style="background-color: rgb(254, 254, 254);">, Trung Quốc vừa công bố sản xuất đại trà pin hạt nhân với thông số ấn tượng: điện áp 3V, công suất 100 microwatt. Dù công suất không lớn, pin có tuổi thọ lên tới 50 năm và kích thước siêu nhỏ (15×15×5 mm). Đặc biệt, nó hoạt động ổn định trong dải nhiệt độ từ -60°C đến 120°C và an toàn nhờ sử dụng niken-63 - đồng vị phóng xạ có chu kỳ bán rã 100 năm, cuối cùng phân hủy thành đồng vị đồng bền.</span></span></span></span></p>
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<span style="background-color: rgb(254, 254, 254); font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">Theo chuyên gia Nga, công nghệ này đã xuất hiện từ vài năm trước. Năm 2023, Giáo sư Mefi (Nga) từng thiết kế thử nghiệm "pin hạt nhân" dựa trên nguồn đồng vị phóng xạ và vật liệu bán dẫn. Tuy nhiên, chi phí sản xuất quá cao do giá niken-63 đắt đỏ (hơn 200 triệu rúp/100g) khiến Nga không thể phát triển thêm.</span></p>
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<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sinh ra từ khát vọng đổi mới ngành năng lượng trên toàn cầu, Betavolt Technology đã ra mắt thế giới viên pin “viễn tưởng” BV100 vào đầu 2024 chỉ sau 3 năm thành lập công ty. Với kích thước khiêm tốn chỉ to ngang một đồng xu, viên pin này là sự kết hợp hoàn hảo giữa những đồng vị phóng xạ nickel-63 và công nghệ bán dẫn kim cương thế hệ thứ tư. Cơ chế chuyển đổi năng lượng phân rã beta thành điện năng cho phép BV100 làm điều tưởng chừng như không thế: cung cấp năng lượng liên tục trong nửa thế kỷ mà không đòi hỏi một lần sạc hay bảo trì nào.<br />
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<img alt="" src="/admin/webroot/upload/image/images/pin-hat-nhan-betavolt_65a4f1f79425d.jpg" style="width: 800px; height: 447px;" /></span></span></span></p>
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<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Nguyên lý hoạt động của pin hạt nhân BV100</strong></span></span></span><br />
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<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">Pin hạt nhân BV100 hoạt động dựa trên nguyên lý betavoltaic, trong đó các hạt beta phát ra từ quá trình phân rã của nickel-63 được chuyển đổi thành điện năng thông qua một lớp bán dẫn kim cương mỏng.</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);"> Cấu trúc của pin bao gồm các lớp xen kẽ giữa nguồn nickel-63 và các lớp bán dẫn kim cương, tạo thành một mô-đun có thể mở rộng để tăng công suất. <br />
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<img alt="" src="/admin/webroot/upload/image/images/pin-hat-nhan.jpeg" style="width: 800px; height: 451px;" /></span></p>
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<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">2. Những ưu điểm của viên pin hạt nhân BV100</strong></p>
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<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tuổi thọ vượt trội</strong></span></span></span></p>
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<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm nổi bật nhất ở viên pin BV100 đó chính là việc nó có thể cung cấp năng lượng liên tục trong 50 năm mà không cần sạc lại hoặc bảo trì, từ đó đáp ứng nhu cầu của các thiết bị đòi hỏi độ tin cậy cao và vận hành dài hạn trong các ứng dụng quan trọng trong cuộc sống.</span></span></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://bloganchoi.com/pin-hat-nhan-bv100-betavolt/?utm_campaign=https%3A%2F%2Fbloganchoi.com%2Fpin-hat-nhan-bv100-betavolt%2F&utm_source=dmca&utm_medium=copy&utm_term=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi&utm_content=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi.%20B%E1%BA%A1n%20%C4%91%C3%A3%20bao%20gi%E1%BB%9D%20t%C6%B0%E1%BB%9Fng%20t%C6%B0%E1%BB%A3ng%20v%E1%BB%81%20m%E1%BB%99t%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B4ng%20ngh%E1%BB%87%20c%C3%B3%20th%E1%BB%83%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20su%E1%BB%91t%20n%E1%BB%ADa%20th%E1%BA%BF%20k%E1%BB%B7%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20hay%20ch%C6%B0a%3F%20Vi%C3%AAn%20pin%20BV100%20c%E1%BB%A7a%20c%C3%B4ng%20ty%20Betavol.%20Nh%E1%BB%AFng%20%C6%B0u%20%C4%91i%E1%BB%83m%20c%E1%BB%A7a%20vi%C3%AAn%20pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20C%E1%BA%A5u%20tr%C3%BAc%20c%E1%BB%A7a%20vi%C3%AAn%20pin%20BV100%20(Ngu%E1%BB%93n%3A%20Internet)Tu%E1%BB%95i%20th%E1%BB%8D%20v%C6%B0%E1%BB%A3t%20tr%E1%BB%99iNh%C6%B0%20m%C3%ACnh%20%C4%91%C3%A3%20%C4%91%E1%BB%81%20c%E1%BA%ADp%20%E1%BB%9F%20b%C3%AAn%20tr%C3%AAn%2C%20%C4%91i%E1%BB%83m%20n%E1%BB%95i%20b%E1%BA%ADt%20nh%E1%BA%A5t%20%E1%BB%9F%20vi%C3%AAn%20pin%20BV100%20%C4%91%C3%B3%20ch%C3%ADnh%20l%C3%A0%20vi%E1%BB%87c%20n%C3%B3%20c%C3%B3%20th%E1%BB%83%20cung%20c%E1%BA%A5p%20n%C4%83ng%20l%C6%B0%E1%BB%A3ng%20li%C3%AAn%20t%E1%BB%A5c%20trong%2050%20n%C4%83m%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20l%E1%BA%A1i%20ho%E1%BA%B7c%20b%E1%BA%A3o%20tr%C3%AC%2C%20t%E1%BB%AB%20%C4%91%C3%B3%20%C4%91%C3%A1p%20%E1%BB%A9ng%20nhu%20c%E1%BA%A7u%20c%E1%BB%A7a%20c%C3%A1c%20thi%E1%BA%BFt%20b%E1%BB%8B%20%C4%91%C3%B2i%20h%E1%BB%8Fi%20%C4%91%E1%BB%99%20tin%20c%E1%BA%ADy%20cao%20v%C3%A0%20v%E1%BA%ADn%20h%C3%A0nh%20d%C3%A0i%20h%E1%BA%A1n%20trong%20c%C3%A1c%20%E1%BB%A9ng%20d%E1%BB%A5ng%20quan%20tr%E1%BB%8Dng%20trong%20cu%E1%BB%99c%20s%E1%BB%91ng.Thi%E1%BA%BFt%20k%E1%BA%BF%20nh%E1%BB%8F%20g%E1%BB%8DnV%E1%BB%9Bi%20k%C3%ADch%20th%C6%B0%E1%BB%9Bc%20ch%E1%BB%89%20t%C6%B0%C6%A1ng%20%C4%91%C6%B0%C6%A1ng%20m%E1%BB%99t%20%C4%91%E1%BB%93ng%20xu%2C%20pin%20BV100%20mang%20%C4%91%E1%BA%BFn%20kh%E1%BA%A3%20n%C4%83ng%20t%C3%ADch%20h%E1%BB%A3p%20linh%20ho%E1%BA%A1t%20v%C3%A0o%20nhi%E1%BB%81u%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B3%20kh%C3%B4ng%20gian%20h%E1%BA%A1n%20ch%E1%BA%BF%2C%20gi%C3%BAp%20m%E1%BB%9F%20r%E1%BB%99ng%20%C4%91%C3%A1ng%20k%E1%BB%83%20ph%E1%BA%A1m%20vi%20%E1%BB%A9ng%20d%E1%BB%A5ng%20trong%20nhi%E1%BB%81u%20l%C4%A9nh%20v%E1%BB%B1c%20c%C3%B4ng%20ngh%E1%BB%87.An%20to%C3%A0n%20v%C3%A0%20b%E1%BB%81n%20v%E1%BB%AFngV%C3%AC%20trong%20quy%20tr%C3%ACnh%20chuy%E1%BB%83n%20h%C3%B3a%20c%E1%BB%A7a%20nickel%20%E2%80%93%2063%20s%E1%BA%BD%20bi%E1%BA%BFn%20n%C3%B3%20th%C3%A0nh%20%C4%90%E1%BB%93ng%20%E2%80%93%2063%20%E2%80%93%20m%E1%BB%99t%20nguy%C3%AAn%20t%E1%BB%91%20%E1%BB%95n%20%C4%91%E1%BB%8Bnh%20v%C3%A0%20kh%C3%B4ng%20ph%C3%B3ng%20x%E1%BA%A1%2C%20t%E1%BB%AB%20%C4%91%C3%B3%20gi%C3%BAp%20%C4%91%E1%BA%A3m%20b%E1%BA%A3o%20t%C3%ADnh%20an%20to%C3%A0n%20v%C3%A0%20gi%E1%BA%A3m%20thi%E1%BB%83u%20c%C3%A1c%20t%C3%A1c%20%C4%91%E1%BB%99ng%20%C4%91%E1%BA%BFn%20m%C3%B4i%20tr%C6%B0%E1%BB%9Dng%2C%20%C4%91%C3%A1p%20%E1%BB%A9ng%20c%C3%A1c%20ti%C3%AAu%20chu%E1%BA%A9n%20kh%E1%BA%AFt%20khe%20v%E1%BB%81%20ph%C3%A1t%20tri%E1%BB%83n%20c%C3%B4ng%20ngh%E1%BB%87%20b%E1%BB%81n%20v%E1%BB%AFng.%20Sponsor%20Kh%E1%BA%A3%20n%C4%83ng%20v%E1%BA%ADn%20h%C3%A0nh%20trong%20%C4%91i%E1%BB%81u%20ki%E1%BB%87n%20kh%E1%BA%AFc%20nghi%E1%BB%87tPin%20BV100%20c%C3%B3%20th%E1%BB%83%20duy%20tr%C3%AC%20hi%E1%BB%87u%20su%E1%BA%A5t%20%E1%BB%95n%20%C4%91%E1%BB%8Bnh%20trong%20ph%E1%BA%A1m%20vi%20nhi%E1%BB%87t%20%C4%91%E1%BB%99%20r%E1%BB%99ng%20t%E1%BB%AB%20-60%C2%B0C%20%C4%91%E1%BA%BFn%20120%C2%B0C%2C%20mang%20%C4%91%E1%BA%BFn%20gi%E1%BA%A3i%20ph%C3%A1p%20n%C4%83ng%20l%C6%B0%E1%BB%A3ng%20%C4%91%C3%A1ng%20tin%20c%E1%BA%ADy%20cho%20c%C3%A1c%20thi%E1%BA%BFt%20b%E1%BB%8B%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20c%C3%A1c%20m%C3%B4i%20tr%C6%B0%E1%BB%9Dng%20c%E1%BB%B1c%20k%E1%BB%B3%20kh%E1%BA%AFc%20nghi%E1%BB%87t.%20https%3A%2F%2Fbloganchoi.com%2Fpin-hat-nhan-bv100-betavolt%2F" title=""Pin hạt nhân BV100 Betavolt - Khi khoa học viễn tưởng trở thành hiện thực - BlogAnChoi. Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? Viên pin BV100 của công ty Betavol. Những ưu đi"><span style="color:#000000;"><img border="0" height="1" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAEAAAABCAMAAAAoyzS7AAAAAXNSR0ICQMB9xQAAAANQTFRFAAAAp3o92gAAAAF0Uk5TAEDm2GYAAAAJcEhZcwAADsQAAA7EAZUrDhsAAAAZdEVYdFNvZnR3YXJlAE1pY3Jvc29mdCBPZmZpY2V/7TVxAAAACklEQVQY02NgAAAAAgABmGNs1wAAAABJRU5ErkJggg==" width="1" /></span></a><a href="https://bloganchoi.com/?utm_campaign=https%3A%2F%2Fbloganchoi.com%2Fpin-hat-nhan-bv100-betavolt%2F&utm_source=dmca&utm_medium=copy&utm_term=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi&utm_content=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi.%20B%E1%BA%A1n%20%C4%91%C3%A3%20bao%20gi%E1%BB%9D%20t%C6%B0%E1%BB%9Fng%20t%C6%B0%E1%BB%A3ng%20v%E1%BB%81%20m%E1%BB%99t%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B4ng%20ngh%E1%BB%87%20c%C3%B3%20th%E1%BB%83%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20su%E1%BB%91t%20n%E1%BB%ADa%20th%E1%BA%BF%20k%E1%BB%B7%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20hay%20ch%C6%B0a%3F%20Vi%C3%AAn%20pin%20BV100%20c%E1%BB%A7a%20c%C3%B4ng%20ty%20Betavol.%20Nh%E1%BB%AFng%20%C6%B0u%20%C4%91i%E1%BB%83m%20c%E1%BB%A7a%20vi%C3%AAn%20pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20C%E1%BA%A5u%20tr%C3%BAc%20c%E1%BB%A7a%20vi%C3%AAn%20pin%20BV100%20(Ngu%E1%BB%93n%3A%20Internet)Tu%E1%BB%95i%20th%E1%BB%8D%20v%C6%B0%E1%BB%A3t%20tr%E1%BB%99iNh%C6%B0%20m%C3%ACnh%20%C4%91%C3%A3%20%C4%91%E1%BB%81%20c%E1%BA%ADp%20%E1%BB%9F%20b%C3%AAn%20tr%C3%AAn%2C%20%C4%91i%E1%BB%83m%20n%E1%BB%95i%20b%E1%BA%ADt%20nh%E1%BA%A5t%20%E1%BB%9F%20vi%C3%AAn%20pin%20BV100%20%C4%91%C3%B3%20ch%C3%ADnh%20l%C3%A0%20vi%E1%BB%87c%20n%C3%B3%20c%C3%B3%20th%E1%BB%83%20cung%20c%E1%BA%A5p%20n%C4%83ng%20l%C6%B0%E1%BB%A3ng%20li%C3%AAn%20t%E1%BB%A5c%20trong%2050%20n%C4%83m%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20l%E1%BA%A1i%20ho%E1%BA%B7c%20b%E1%BA%A3o%20tr%C3%AC%2C%20t%E1%BB%AB%20%C4%91%C3%B3%20%C4%91%C3%A1p%20%E1%BB%A9ng%20nhu%20c%E1%BA%A7u%20c%E1%BB%A7a%20c%C3%A1c%20thi%E1%BA%BFt%20b%E1%BB%8B%20%C4%91%C3%B2i%20h%E1%BB%8Fi%20%C4%91%E1%BB%99%20tin%20c%E1%BA%ADy%20cao%20v%C3%A0%20v%E1%BA%ADn%20h%C3%A0nh%20d%C3%A0i%20h%E1%BA%A1n%20trong%20c%C3%A1c%20%E1%BB%A9ng%20d%E1%BB%A5ng%20quan%20tr%E1%BB%8Dng%20trong%20cu%E1%BB%99c%20s%E1%BB%91ng.Thi%E1%BA%BFt%20k%E1%BA%BF%20nh%E1%BB%8F%20g%E1%BB%8DnV%E1%BB%9Bi%20k%C3%ADch%20th%C6%B0%E1%BB%9Bc%20ch%E1%BB%89%20t%C6%B0%C6%A1ng%20%C4%91%C6%B0%C6%A1ng%20m%E1%BB%99t%20%C4%91%E1%BB%93ng%20xu%2C%20pin%20BV100%20mang%20%C4%91%E1%BA%BFn%20kh%E1%BA%A3%20n%C4%83ng%20t%C3%ADch%20h%E1%BB%A3p%20linh%20ho%E1%BA%A1t%20v%C3%A0o%20nhi%E1%BB%81u%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B3%20kh%C3%B4ng%20gian%20h%E1%BA%A1n%20ch%E1%BA%BF%2C%20gi%C3%BAp%20m%E1%BB%9F%20r%E1%BB%99ng%20%C4%91%C3%A1ng%20k%E1%BB%83%20ph%E1%BA%A1m%20vi%20%E1%BB%A9ng%20d%E1%BB%A5ng%20trong%20nhi%E1%BB%81u%20l%C4%A9nh%20v%E1%BB%B1c%20c%C3%B4ng%20ngh%E1%BB%87.An%20to%C3%A0n%20v%C3%A0%20b%E1%BB%81n%20v%E1%BB%AFngV%C3%AC%20trong%20quy%20tr%C3%ACnh%20chuy%E1%BB%83n%20h%C3%B3a%20c%E1%BB%A7a%20nickel%20%E2%80%93%2063%20s%E1%BA%BD%20bi%E1%BA%BFn%20n%C3%B3%20th%C3%A0nh%20%C4%90%E1%BB%93ng%20%E2%80%93%2063%20%E2%80%93%20m%E1%BB%99t%20nguy%C3%AAn%20t%E1%BB%91%20%E1%BB%95n%20%C4%91%E1%BB%8Bnh%20v%C3%A0%20kh%C3%B4ng%20ph%C3%B3ng%20x%E1%BA%A1%2C%20t%E1%BB%AB%20%C4%91%C3%B3%20gi%C3%BAp%20%C4%91%E1%BA%A3m%20b%E1%BA%A3o%20t%C3%ADnh%20an%20to%C3%A0n%20v%C3%A0%20gi%E1%BA%A3m%20thi%E1%BB%83u%20c%C3%A1c%20t%C3%A1c%20%C4%91%E1%BB%99ng%20%C4%91%E1%BA%BFn%20m%C3%B4i%20tr%C6%B0%E1%BB%9Dng%2C%20%C4%91%C3%A1p%20%E1%BB%A9ng%20c%C3%A1c%20ti%C3%AAu%20chu%E1%BA%A9n%20kh%E1%BA%AFt%20khe%20v%E1%BB%81%20ph%C3%A1t%20tri%E1%BB%83n%20c%C3%B4ng%20ngh%E1%BB%87%20b%E1%BB%81n%20v%E1%BB%AFng.%20Sponsor%20Kh%E1%BA%A3%20n%C4%83ng%20v%E1%BA%ADn%20h%C3%A0nh%20trong%20%C4%91i%E1%BB%81u%20ki%E1%BB%87n%20kh%E1%BA%AFc%20nghi%E1%BB%87tPin%20BV100%20c%C3%B3%20th%E1%BB%83%20duy%20tr%C3%AC%20hi%E1%BB%87u%20su%E1%BA%A5t%20%E1%BB%95n%20%C4%91%E1%BB%8Bnh%20trong%20ph%E1%BA%A1m%20vi%20nhi%E1%BB%87t%20%C4%91%E1%BB%99%20r%E1%BB%99ng%20t%E1%BB%AB%20-60%C2%B0C%20%C4%91%E1%BA%BFn%20120%C2%B0C%2C%20mang%20%C4%91%E1%BA%BFn%20gi%E1%BA%A3i%20ph%C3%A1p%20n%C4%83ng%20l%C6%B0%E1%BB%A3ng%20%C4%91%C3%A1ng%20tin%20c%E1%BA%ADy%20cho%20c%C3%A1c%20thi%E1%BA%BFt%20b%E1%BB%8B%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20c%C3%A1c%20m%C3%B4i%20tr%C6%B0%E1%BB%9Dng%20c%E1%BB%B1c%20k%E1%BB%B3%20kh%E1%BA%AFc%20nghi%E1%BB%87t.%20https%3A%2F%2Fbloganchoi.com%2Fpin-hat-nhan-bv100-betavolt%2F" title=""This article is referenced content from https://bloganchoi.com - Pin hạt nhân BV100 Betavolt - Khi khoa học viễn tưởng trở thành hiện thực - BlogAnChoi. Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không "><span style="color:#000000;"><img border="0" height="1" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAEAAAABCAMAAAAoyzS7AAAAAXNSR0ICQMB9xQAAAANQTFRFAAAAp3o92gAAAAF0Uk5TAEDm2GYAAAAJcEhZcwAADsQAAA7EAZUrDhsAAAAZdEVYdFNvZnR3YXJlAE1pY3Jvc29mdCBPZmZpY2V/7TVxAAAACklEQVQY02NgAAAAAgABmGNs1wAAAABJRU5ErkJggg==" width="1" /></span></a></span></span><br />
</p>
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<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Thiết kế nhỏ gọn</strong></span></span></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://techfancy.net/?utm_campaign=https%3A%2F%2Ftechfancy.net%2F&utm_source=dmca&utm_medium=copy&utm_term=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi&utm_content=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi.%20B%E1%BA%A1n%20%C4%91%C3%A3%20bao%20gi%E1%BB%9D%20t%C6%B0%E1%BB%9Fng%20t%C6%B0%E1%BB%A3ng%20v%E1%BB%81%20m%E1%BB%99t%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B4ng%20ngh%E1%BB%87%20c%C3%B3%20th%E1%BB%83%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20su%E1%BB%91t%20n%E1%BB%ADa%20th%E1%BA%BF%20k%E1%BB%B7%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20hay%20ch%C6%B0a%3F%20Vi%C3%AAn%20pin%20BV100%20c%E1%BB%A7a%20c%C3%B4ng%20ty%20Betavol.%20Nh%E1%BB%AFng%20%C6%B0u%20%C4%91i%E1%BB%83m%20c%E1%BB%A7a%20vi%C3%AAn%20pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20C%E1%BA%A5u%20tr%C3%BAc%20c%E1%BB%A7a%20vi%C3%AAn%20pin%20BV100%20(Ngu%E1%BB%93n%3A%20Internet)Tu%E1%BB%95i%20th%E1%BB%8D%20v%C6%B0%E1%BB%A3t%20tr%E1%BB%99iNh%C6%B0%20m%C3%ACnh%20%C4%91%C3%A3%20%C4%91%E1%BB%81%20c%E1%BA%ADp%20%E1%BB%9F%20b%C3%AAn%20tr%C3%AAn%2C%20%C4%91i%E1%BB%83m%20n%E1%BB%95i%20b%E1%BA%ADt%20nh%E1%BA%A5t%20%E1%BB%9F%20vi%C3%AAn%20pin%20BV100%20%C4%91%C3%B3%20ch%C3%ADnh%20l%C3%A0%20vi%E1%BB%87c%20n%C3%B3%20c%C3%B3%20th%E1%BB%83%20cung%20c%E1%BA%A5p%20n%C4%83ng%20l%C6%B0%E1%BB%A3ng%20li%C3%AAn%20t%E1%BB%A5c%20trong%2050%20n%C4%83m%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20l%E1%BA%A1i%20ho%E1%BA%B7c%20b%E1%BA%A3o%20tr%C3%AC%2C%20t%E1%BB%AB%20%C4%91%C3%B3%20%C4%91%C3%A1p%20%E1%BB%A9ng%20nhu%20c%E1%BA%A7u%20c%E1%BB%A7a%20c%C3%A1c%20thi%E1%BA%BFt%20b%E1%BB%8B%20%C4%91%C3%B2i%20h%E1%BB%8Fi%20%C4%91%E1%BB%99%20tin%20c%E1%BA%ADy%20cao%20v%C3%A0%20v%E1%BA%ADn%20h%C3%A0nh%20d%C3%A0i%20h%E1%BA%A1n%20trong%20c%C3%A1c%20%E1%BB%A9ng%20d%E1%BB%A5ng%20quan%20tr%E1%BB%8Dng%20trong%20cu%E1%BB%99c%20s%E1%BB%91ng.Thi%E1%BA%BFt%20k%E1%BA%BF%20nh%E1%BB%8F%20g%E1%BB%8DnV%E1%BB%9Bi%20k%C3%ADch%20th%C6%B0%E1%BB%9Bc%20ch%E1%BB%89%20t%C6%B0%C6%A1ng%20%C4%91%C6%B0%C6%A1ng%20m%E1%BB%99t%20%C4%91%E1%BB%93ng%20xu%2C%20pin%20BV100%20mang%20%C4%91%E1%BA%BFn%20kh%E1%BA%A3%20n%C4%83ng%20t%C3%ADch%20h%E1%BB%A3p%20linh%20ho%E1%BA%A1t%20v%C3%A0o%20nhi%E1%BB%81u%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B3%20kh%C3%B4ng%20gian%20h%E1%BA%A1n%20ch%E1%BA%BF%2C%20gi%C3%BAp%20m%E1%BB%9F%20r%E1%BB%99ng%20%C4%91%C3%A1ng%20k%E1%BB%83%20ph%E1%BA%A1m%20vi%20%E1%BB%A9ng%20d%E1%BB%A5ng%20trong%20nhi%E1%BB%81u%20l%C4%A9nh%20v%E1%BB%B1c%20c%C3%B4ng%20ngh%E1%BB%87.An%20to%C3%A0n%20v%C3%A0%20b%E1%BB%81n%20v%E1%BB%AFngV%C3%AC%20trong%20quy%20tr%C3%ACnh%20chuy%E1%BB%83n%20h%C3%B3a%20c%E1%BB%A7a%20nickel%20%E2%80%93%2063%20s%E1%BA%BD%20bi%E1%BA%BFn%20n%C3%B3%20th%C3%A0nh%20%C4%90%E1%BB%93ng%20%E2%80%93%2063%20%E2%80%93%20m%E1%BB%99t%20nguy%C3%AAn%20t%E1%BB%91%20%E1%BB%95n%20%C4%91%E1%BB%8Bnh%20v%C3%A0%20kh%C3%B4ng%20ph%C3%B3ng%20x%E1%BA%A1%2C%20t%E1%BB%AB%20%C4%91%C3%B3%20gi%C3%BAp%20%C4%91%E1%BA%A3m%20b%E1%BA%A3o%20t%C3%ADnh%20an%20to%C3%A0n%20v%C3%A0%20gi%E1%BA%A3m%20thi%E1%BB%83u%20c%C3%A1c%20t%C3%A1c%20%C4%91%E1%BB%99ng%20%C4%91%E1%BA%BFn%20m%C3%B4i%20tr%C6%B0%E1%BB%9Dng%2C%20%C4%91%C3%A1p%20%E1%BB%A9ng%20c%C3%A1c%20ti%C3%AAu%20chu%E1%BA%A9n%20kh%E1%BA%AFt%20khe%20v%E1%BB%81%20ph%C3%A1t%20tri%E1%BB%83n%20c%C3%B4ng%20ngh%E1%BB%87%20b%E1%BB%81n%20v%E1%BB%AFng.%20Sponsor%20Kh%E1%BA%A3%20n%C4%83ng%20v%E1%BA%ADn%20h%C3%A0nh%20trong%20%C4%91i%E1%BB%81u%20ki%E1%BB%87n%20kh%E1%BA%AFc%20nghi%E1%BB%87tPin%20BV100%20c%C3%B3%20th%E1%BB%83%20duy%20tr%C3%AC%20hi%E1%BB%87u%20su%E1%BA%A5t%20%E1%BB%95n%20%C4%91%E1%BB%8Bnh%20trong%20ph%E1%BA%A1m%20vi%20nhi%E1%BB%87t%20%C4%91%E1%BB%99%20r%E1%BB%99ng%20t%E1%BB%AB%20-60%C2%B0C%20%C4%91%E1%BA%BFn%20120%C2%B0C%2C%20mang%20%C4%91%E1%BA%BFn%20gi%E1%BA%A3i%20ph%C3%A1p%20n%C4%83ng%20l%C6%B0%E1%BB%A3ng%20%C4%91%C3%A1ng%20tin%20c%E1%BA%ADy%20cho%20c%C3%A1c%20thi%E1%BA%BFt%20b%E1%BB%8B%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20c%C3%A1c%20m%C3%B4i%20tr%C6%B0%E1%BB%9Dng%20c%E1%BB%B1c%20k%E1%BB%B3%20kh%E1%BA%AFc%20nghi%E1%BB%87t.%20https%3A%2F%2Ftechfancy.net%2F" title=""Pin hạt nhân BV100 Betavolt - Khi khoa học viễn tưởng trở thành hiện thực - BlogAnChoi. Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? Viên pin BV100 của công ty Betavol. Những ưu đi"><span style="color:#000000;"><strong><img border="0" height="1" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAEAAAABCAMAAAAoyzS7AAAAAXNSR0ICQMB9xQAAAANQTFRFAAAAp3o92gAAAAF0Uk5TAEDm2GYAAAAJcEhZcwAADsQAAA7EAZUrDhsAAAAZdEVYdFNvZnR3YXJlAE1pY3Jvc29mdCBPZmZpY2V/7TVxAAAACklEQVQY02NgAAAAAgABmGNs1wAAAABJRU5ErkJggg==" width="1" /></strong></span></a></span></span></p>
<p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với kích thước chỉ tương đương một đồng xu, pin BV100 mang đến khả năng tích hợp linh hoạt vào nhiều thiết bị có không gian hạn chế, giúp mở rộng đáng kể phạm vi ứng dụng trong nhiều lĩnh vực công nghệ.</span></span></span><br />
</p>
<p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>An toàn và bền vững</strong></span></span></span></p>
<p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vì trong quy trình chuyển hóa của nickel – 63 sẽ biến nó thành Đồng – 63 – một nguyên tố ổn định và không phóng xạ, từ đó giúp đảm bảo tính an toàn và giảm thiểu các tác động đến môi trường, đáp ứng các tiêu chuẩn khắt khe về phát triển công nghệ bền vững.</span></span></span><br />
<br />
<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">Khả năng vận hành trong điều kiện khắc nghiệt</strong></p>
<p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Pin BV100 có thể duy trì hiệu suất ổn định trong phạm vi nhiệt độ rộng từ -60°C đến 120°C, mang đến giải pháp năng lượng đáng tin cậy cho các thiết bị hoạt động trong các môi trường cực kỳ khắc nghiệt.<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/pin-hat-nhan-cho-dien-thoai-2.jpeg" style="width: 800px; height: 450px;" /></span></span></span></p>
<p id="nhung-ung-dung-tiem-nang">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc thương mại hóa loại pin hạt nhân siêu nhỏ này được kỳ vọng sẽ mở ra tương lai cho hàng loạt thiết bị đòi hỏi nguồn năng lượng lâu dài như vệ tinh, cảm biến AI, máy móc y tế, drone mini hay thậm chí là rô-bốt cỡ nhỏ.</span></span></span><br />
<br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">Hiện nay, không chỉ Trung Quốc mà rất nhiều quốc gia khác cũng đang đẩy mạnh phát triển pin hạt nhân. Tại Mỹ, </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); box-sizing: border-box; font-weight: bold;">City Labs</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);"> đang hợp tác với </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); box-sizing: border-box; font-weight: bold;">Viện Y tế Quốc gia</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);"> để tạo pin betavoltaic dùng </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); box-sizing: border-box; font-weight: bold;">tritium</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);"> cho các thiết bị y tế như máy trợ tim. Trong khi đó, tại Anh, </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); box-sizing: border-box; font-weight: bold;">Arkenlight</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);"> đang nghiên cứu công nghệ tương tự với vật liệu </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); box-sizing: border-box; font-weight: bold;">carbon-14</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">.</span><br />
</p>
<p style="box-sizing: border-box; margin-top: 0px; margin-bottom: 26px; overflow-wrap: break-word; font-family: Verdana, BlinkMacSystemFont, -apple-system, "Segoe UI", Roboto, Oxygen, Ubuntu, Cantarell, "Open Sans", "Helvetica Neue", sans-serif; font-size: 15px;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công ty Betavolt<b> </b>đã khẳng định họ là nhà sản xuất vật liệu bán dẫn kim cương quy mô lớn duy nhất hiện nay. </span></span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">Công nghệ pin hạt nhân của Betavolt đã đánh dấu một bước tiến đáng kể trong lĩnh vực lưu trữ năng lượng của thế giới nói chung và của Trung Quốc nói riêng. Nó hứa hẹn sẽ cung cấp cho con người nguồn năng lượng bền vững và lâu dài trong nhiều lĩnh vực thiết yếu từ thiết bị y tế cho đến thám hiểm không gian.<br />
<br />
Mặc dù hiện tại vẫn còn nhiều thách thức cần vượt qua như công suất thấp (chỉ cung cấp 100 microwatt ở 3 volt), chi phí sản xuất cao cũng như những lo ngại về phóng xạ nhưng công nghệ này vẫn là một ẩn số thú vị cần được phát triển đúng cách để con người có thể khai thác tối đa tiềm năng của nó.</span></p>
<p>
</p>
<p id="nhung-ung-dung-tiem-nang">
</p>
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'id' => '759',
'name' => 'Tìm hiểu tính năng đo bù nghiêng trên máy định vị GNSS RTK!',
'code' => null,
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'type' => 'new',
'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong quá trình khảo sát bằng máy định vị GNSS RTK sử dụng tính năng bù nghiêng là một trong những cách hiệu quả giúp bạn nâng cao hiệu suất và chất lượng của dữ liệu thu thập trong đo đạc.</span></span>',
'content' => '<h2>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Đo bù nghiêng trên máy định vị GNSS RTK là gì?</span></span></span></h2>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo bù nghiêng trên máy GPS RTK (hay còn gọi là IMU) là một tính năng mới và nổi bật của dòng máy định vị GNSS RTK. Tính năng bù nghiêng giúp đo ở nơi khó đặt sào, góc khuất, khu vực nguy hiểm,… an toàn cho người đo, thao tác dễ dàng. <br />
Trong thực tế không phải lúc nào người kỹ sư cũng có thể dựng thẳng sào máy. Tính năng bù nghiêng được sử dụng trong một số điều kiện địa hình có chướng ngại vật hoặc góc khuất điển hình như:</span></span></span><br />
<ul>
<li>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đo nằm ở góc tường, cạnh tường</span></span></span></li>
<li>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đo bị che khuất bởi các vật thể không mong muốn</span></span></span></li>
<li>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đo nằm ở các điểm khó với tới như ao, hồ, sông, suối</span></span></span></li>
<li>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đo nằm ở khu vực nguy hiểm</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong các trường hợp trên, các kỹ sư cần phải kích hoạt tính năng đo bù nghiêng để đặt chân sào vào điểm cần đo để tiến hành thu thập dữ liệu. Do đó, tính năng đo bù nghiêng là không thể thiếu, giúp cho công tác đo đạc ngoài thực địa trở nên dễ dàng và hiệu quả hơn.</span></span></span><br />
<h2>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Nguyên lý hoạt động</span></span></span></h2>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thông thường, khi khảo sát, người dùng phải để sào máy thẳng đứng, vuông góc với mặt phẳng trái đất để máy RTK thu thập được tọa độ X,Y. Còn cao độ Z thì chỉ cần lấy cao độ hiện tại máy thu thập được, trừ đi chiều cao sào máy là được.<br />
Vậy khi sào máy nghiêng, máy RTK chỉ có thể tính toán được tọa độ tại vị trí của đầu máy, làm sao để biết được tọa độ điểm tại chân máy? Câu trả lời là cảm biến IMU tích hợp bên trong máy và thuật toán được cài đặt sẵn trong main.<br />
<br />
Cảm biến IMU<br />
IMU ( viết tắt của Inertial measurement unit) – là một cảm biến được tích hợp bên trong máy RTK (Hoặc hầu hết các thiết bị điện tử) nhằm đo lường quán tính, gia tốc, tốc độ, góc nghiêng của thiết bị so với trục vuông góc với bề mặt trái đất.<br />
<br />
Hai thành phần chính cấu tạo lên cảm biến IMU:<br />
<img alt="" src="/admin/webroot/upload/image/images/gia-toc-ke-2-300x141.gif" style="width: 300px; height: 141px;" /><br />
<br />
Gia tốc kế<br />
Dùng để đo gia tốc của bản thân cảm biến IMU, thường gồm 2 hoặc 3 trục, ứng với 3 chiều không gian.<br />
<img alt="" src="/admin/webroot/upload/image/images/con-quay-hoi-chuyen.gif" style="width: 220px; height: 220px;" /><br />
Con quay hồi chuyển<br />
Dùng để đo tốc độ quay quanh một trục của cảm biến IMU, cũng như góc nghiêng của IMU so với trục vuông góc với mặt phẳng trái đất.<br />
Nhờ vào cảm biến IMU, mà máy định vị GNSS RTK có thể xác định được 2 yếu tố là góc nghiêng và hướng nghiêng của sào máy so với trục thẳng đứng. Kết hợp với chiều cao sào, máy RTK có thể biết được vị trí của nó so với điểm cần đo.</span></span></span><br />
<br />
<h2 style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">3. Ưu điểm và nhược điểm của tính năng đo bù nghiêng trên máy định vị GNSS RTK</span></h2>
<p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">- Ưu điểm: </span></p>
<ul>
<li>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng tốc độ đo đạc: Người sử dụng không cần phải mất thời gian để dựng thẳng sào máy, do đó có thể thu thập dữ liệu nhanh hơn.</span></span></span></li>
<li>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng độ chính xác: Việc sử dụng cảm biến IMU giúp loại bỏ sai số do sào máy không được dựng thẳng, do đó tọa độ điểm đo được sẽ chính xác hơn.</span></span></span></li>
<li>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng tính linh hoạt: Người sử dụng có thể đo đạc ở những khu vực khó tiếp cận, nơi mà việc dựng thẳng sào máy là khó khăn hoặc không thể thực hiện được.</span></span></span></li>
</ul>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngoài những ưu điểm trên tính năng đo bù nghiêng trên các thiết bị GPS RTK có một nhược điểm nhưng không đáng kể đó là khả năng sai số cao hơn một chút. Tuy nhiên trong quá trình đo đạc nếu các kỹ sư nắm vững được nguyên lý hoạt động của thiết bị GPS RTK cũng như điều chỉnh được điểm đặt chân sào sẽ hạn chế được những sai số trong quá trình thu thập dữ liệu, có kết quả đo chính xác.</span></span></span><br />
<br />
<h2 style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Có nên thường xuyên sử dụng tính năng đo nghiêng hay không?</span></span></span></h2>
<p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Để có thể trả lời câu hỏi này, ta phải cân nhắc đến vấn đề về độ chính xác. Khi khởi tạo tính năng đo nghiêng, máy RTK sẽ phải thêm một bước tính toán nữa để xác định tọa độ điểm đo.<br />
Tính năng đo bù nghiêng thực sự rất hữu ích giúp giảm thời gian khảo sát một cách đáng kể nhưng cũng sẽ khiến sai số tăng thêm vài cen-ti-mét. Vì vậy chúng tôi khuyến nghị chỉ nên chỉ sử dụng tính năng này khi thật sự cần thiết!</span></span></span></p>
<h2 style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); text-align: justify; margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">5. </span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); text-align: justify;">Địa chỉ mua máy RTK chính hãng:</span></h2>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
<span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">CÔNG TY CP CÔNG NGHỆ VÀ TM THÀNH ĐẠT chuyên nhập khẩu và cung cấp các máy GNSS RTK của các hãng: E-survey, Geomate, eFix, Foif, Toknav,.... tại Việt Nam. </span></span></span></p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
<br style="margin: 0px; padding: 0px;" />
<span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Liên hệ: </strong></u><br style="margin: 0px; padding: 0px;" />
<br style="margin: 0px; padding: 0px;" />
Số 145 Láng Hạ, Đống Đa, Hà Nội<br style="margin: 0px; padding: 0px;" />
Số 5/161 Nguyễn Tuân. Thanh Xuân, Hà Nội<br style="margin: 0px; padding: 0px;" />
Tel: 024.37764930<br style="margin: 0px; padding: 0px;" />
Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" />
Website: </span></span></span><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear; font-size: 13px;" target="_blank"><span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);">www.tracdiathanhdat.vn</span></a></span></span><br style="margin: 0px; padding: 0px;" />
<span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px;" />
<span style="margin: 0px; padding: 0px;"> </span><br style="margin: 0px; padding: 0px;" />
<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;">@ Luôn đồng hành cùng bạn!</strong></span></span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"> </span></span></p>
<p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
</p>
<p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px; text-align: center;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Blue Aesthetic January 2024 Calendar Desktop Wallpaper (665 x 295 px) (665 x 295 px) (1).png" style="width: 665px; height: 295px;" /></span></span></span></p>
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<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(51, 51, 51);">Định vị thi công công trình là công tác trắc địa nhằm xác định vị trí mặt <span style="box-sizing: border-box; touch-action: manipulation; color: rgb(51, 72, 98);">bằng</span> của các điểm, các đường thẳng, các điểm chi tiết của công trình xây dựng trên đất liền cũng như trên mặt nước theo đúng thiết kế.</span></span></span><span style="font-size:11.5pt;
font-family:Montserrat;color:#333333"><o:p></o:p></span></p>
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'content' => '<h2>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Tìm hiểu về định vị thi công công trình </strong></span></span></span></h2>
<br />
<p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị thi công công trình là công tác trắc địa nhằm xác định vị trí mặt bằng của các điểm, các đường thẳng, các điểm chi tiết của công trình xây dựng trên đất liền cũng như trên mặt nước theo đúng thiết kế.<br />
<br />
Định vị công trình bằng máy toàn đạc có thể hiểu là thao tác sử dụng máy toàn đạc để khảo sát, xác định vị trí tọa độ công trình chi tiết, nhanh chóng và chính xác. Các kỹ sư sẽ nhập các tham số trên bản vẽ vào máy. Sau đó, các thuật toán của máy toàn đạc sẽ xử lý những số liệu này. Cuối cùng, máy toàn đạc sẽ khảo sát, xác định chi tiết và xác thực những vị trí điểm ra thực địa. <br />
<br />
Chỉ cần trích xuất những vị trí tọa độ chính xác điểm trên bản vẽ sang <strong><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">máy toàn đạc điện tử</a> , </strong> máy sẽ xử lý các thông số này. Sau đó, máy triển khai vị trí những tim trục trên bản đồ lên thực địa. Nhờ vậy, sẽ định vị được xác thực tim trục của nền móng cho những bước thi công tiếp theo.</span></span></span></p>
<p style="text-align: center;">
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/dinh-vi-cong-trinh-bang-may-toan-dac.jpg" style="width: 620px; height: 360px;" /></span></span></span></p>
<h2>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Phương pháp thực hiện định vị công trình bằng máy toàn đạc điện tử</strong></span></span></span></h2>
<p style="text-align: center;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" 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" style="height: 411px; width: 620px;" /></span></span></span></p>
<p style="text-align: center;">
<em><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Bản vẽ mặt bằng mộtt nhà xưởng</span></span></span></em><br />
</p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Reference Line (Định ᴠị công trình theo đường chuẩn là đường thẳng): một đường chuẩn có thể được хác định bằng cách tham chiếu tới 1 đường thẳng gốc đã biết. <br />
<br />
1. Xác định đường gốc<br />
<br />
Một đường gốc được gắn ᴠới 2 điểm gốc ᴠà được хác định theo 3 cách: Đo đến điểm gốc; Nhập toạ độ bằng taу; Gọi điểm từ bộ nhớ.<br />
<br />
a) Đo tới điểm gốc. Nhập tên điểm <strong>PtID</strong> ᴠà đo bằng phím <br />
b) Với điểm gốc đã biết toạ độ tìm kiếm điểm <strong>PtID</strong> trong bộ nhớ. Nhập toạ độ bằng taу. Hiển thị những điểm ѕẵn trong máу.<br />
(1) Điểm gốc trang bị 1 <br />
(2) Điểm gốc thứ hai.<br />
(3) Đường gốc.<br />
(4) Đường chuẩn.<br />
<br />
2. Dịch chuуển/Quaу đường gốc<br />
Đường gốc được dịch chuуển ѕong ѕong, chiều dọc, chiều đứng hoặc là quaу. Tất cả các kết quả đo ѕau đó ѕẽ ảnh hưởng đến đường chuẩn.<br />
<strong>BP</strong>: Điểm gốc.<br />
<strong>BL</strong>: Đường gốc.<br />
<strong>RP</strong>: Điểm chuẩn.<br />
<strong>RL</strong>: Đường chuẩn.<br />
<strong>Off</strong>: Dịch chuуển ѕong ѕong.<br />
<strong>L</strong>: Dịch chuуển theo chiều dọc.<br />
<strong>R</strong>: Thông ѕố quaу.<br />
<br />
Nhập thông ѕố: Sử dụng phím nàу để chuуển con trỏ đến trường thông ѕố bắt buộc nhập. Ta có thể nhập các thông ѕố như ѕau:<br />
<strong>Offѕet</strong>: Dịch chuуển đường chuẩn ѕong ѕong ᴠề phía bên cần của đường gốc, ᴠào hướng của đường gốc (BP1-BP2).<br />
<strong>Line</strong>: Dịch chuуển đường chuẩn theo chiều dọc tính từ điểm gốc trước tiên theo hướng từ điểm gốc đầu tiên tới điểm gốc vật dụng hai.<br />
<strong>Rotate</strong>: Quaу đường chuẩn theo chiều kim đồng hồ хung quanh điểm gốc.<br />
<strong>Height</strong>: Đường chuẩn cao hơn đường gốc.<br />
<strong>Ref.Hgt:Point1:</strong> Chênh cao ѕo ᴠới điểm gốc chuẩn nhất.<br />
<strong>Point 2</strong>: Chênh cao ѕo ᴠới điểm gốc chuẩn hai.<br />
<strong>Interpolated:</strong> Chênh cao dọc theo đường chuẩn.<br />
<strong>No height</strong>: Chênh cao không được tính toán ᴠà hiển thị.<br />
<br />
3. Tiến hành đo hoặc chuуển ѕang chế độ chuуển điểm bề ngoài ra thực địa. Tiến hành đo đến điểm đích. Chuуển ѕang chế độ chuуển điểm bề ngoài ra thực địa.<br />
<br />
4. Ứng dụng tương trợ “Line&Offѕet”: tính toán ra ᴠị trí của điểm đo ѕo ᴠới đường chuẩn bằng cách hiển thị các lệch dọc trục, lệch ngang, chênh cao…<br />
</span></span></span><br />
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc đạc công trình hay đo đạc công trình là khảo sát và khai triển bản vẽ thiết kế của công trình ra thực địa, dùng cho thi công và giám sát xây dựng công trình đúng bản vẽ thiết kế. Quan trắc dịch chuyển của công trình ra thực địa, chuyên dụng cho thi công và giám sát xây dựng công trình đúng bản vẽ thiết kế. Công cụ đo bằng những mẫu máy đo đạc như máy kinh vĩ, máy thủy bình,máy đo khoảng cách laser, máy toàn đạc điện tử … </span></span></span></p>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiệm vụ chủ đạo của công tác trắc địa trong xây dựng là đảm bảo cho công trình được xây dựng đúng kích thước hình học và đúng vị trí thiết kế. Chỉ khi hai yêu cầu này được đáp ứng thì công trình mới mang thể vận hành an toàn. </span></span></span></p>
<h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
<span style="font-weight: var(--h2_typography-font-weight); font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">III. Những thiết bị được sử dụng trong định vị thi công công trình</span></h2>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
<li style="box-sizing: border-box;">
<span style="color:#ff0000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-tu-dong"><strong>Máy thủy bình tự động, máy thủy bình điện tử</strong></a></span></span></span><span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">:</span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Xác định cao độ, dẫn mốc cao độ, đo chênh cao, quan trắc lún…</span></span></span></li>
</ul>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
<li style="box-sizing: border-box;">
<span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">Máy toàn đạc điện tử</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span> Bố trí trí tọa độ thiết kế ra thực địa; tính toán khoảng cách ngang, đứng, góc phương vị của đường, tọa độ điểm, diện tích và bố trí đường thẳng, đường cong; dẫn lưới lập mốc đường chuyền…</span></span></span></li>
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<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
<li style="box-sizing: border-box;">
<span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">Máy định vị GNSS</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span> Khảo sát thành lập lưới khống chế tọa độ; bố trí điểm phục vụ cho công tác chuyển điểm thiết kế ra thực địa; giao hội, bố trí đường cong, tính diện tích…</span></span></span></li>
</ul>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;">
<span style="color:#000000;"><img alt="" src="/admin/webroot/upload/image/images/Banner (665 × 295 px) (31).png" style="width: 665px; height: 295px;" /></span></p>
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'title_seo' => 'Máy toàn đạc điện tử',
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'created' => '2023-05-30',
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'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
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$setting = array(
'id' => '1',
'name' => 'Công ty CP Công nghệ và Thương mại Thành Đạt',
'title' => 'Chuyên phân phối máy đo đạc, trắc địa: Máy GPS RTK, máy thủy bình, máy toàn đạc, máy scanner, UAV chính hãng (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...)',
'address_eng' => '',
'address' => '<p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Văn phòng</u></strong></span></span><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">: Số 157 Đặng Văn Ngữ, Phường Kim Liên, Hà Nội</span></span></p>
<p>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">MST:<strong><a href="javascript: void(0)" style="font-size:11px;"><span style="color:#ffffff;"> 0103764857 </span></a></strong>do Sở KHĐT TP. Hà Nội cấp ngày 28-04-2009<br />
Điện thoại: <a href="javascript: void(0)" style="font-family: tahoma, geneva, sans-serif;font-size:11px;"><span style="color: rgb(255, 255, 255);"><strong style="font-family: arial, helvetica, sans-serif;">(</strong><strong style="font-family: arial, helvetica, sans-serif;">024) 3776 4930</strong></span></a></span></span></p>
<div>
<p>
<strong style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><u>Cửa hàng</u></strong><span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">:</span></p>
</div>
<p>
<span style="font-family: tahoma, geneva, sans-serif;">- <span style="font-size:12px;">Số <strong><span style="font-size:14px;">145 </span></strong></span></span><span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">Láng Hạ, Phường Láng Hạ, Hà Nội</span></span></p>
<p>
<span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></span><br />
<br />
</p>
',
'contactinfo_eng' => '',
'taikhoan' => '<strong><span style="color:#04529a;">Số Tài khoản các ngân hàng của công ty Tân Á</span></strong><br />
<br />
1. 13022-0506-5430 - Nguyễn Văn Hiệu - Agribank - CN Trung Yên, HN<br />
2. 0011-00404-0367 - Nguyễn Văn Hiệu - Vietcombank - CN Sở Giao dịch, HN<br />
3. 711A-6202-9713 - Nguyễn Văn Hiệu - Vietinbank - CN Thanh Xuân, HN<br />
4. 190-256-018-210-13 - Nguyễn Văn Hiệu - Techcombank, Hà Nội<br />
5. 1231-0000-368-767 - Nguyễn Văn Hiệu - BIDV CN Quang Trung, Hà Nội',
'contactinfo' => '<div dir="rtl" style="text-align: left;">
<u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Văn Phòng</strong></u></div>
<div style="">
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ: Số 157 Đặng Văn Ngữ, Phường Kim Liên, Hà Nội, Việt Nam<br />
Tel: (024) 3776 4930 <br />
Fax: (024) 3776 5908<br />
Email: thanhdatsurvey.JSC@gmail.com/ tracdiathanhdat@gmail.com<br />
Hotline: <strong>0913 051 734</strong><br />
<br />
<strong><u>C</u></strong><strong><u>ửa hàng</u></strong></span></span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Số 145 Láng Hạ, Phường Láng Hạ, Hà Nội</span></span><br />
<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0942 288 388</strong></span><br />
</div>
<div style="">
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></div>
<div style="">
<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0949 322 456</strong></span></div>
<div style="">
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>VPĐD tại Tp. Hồ Chí Minh</u></strong><br />
<br />
- 1/56 Nguyễn Thái Sơn, Phường Hạnh Thông, Hồ Chí Minh</span></span><br />
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADUAAAAoCAYAAABerrI1AAAIK0lEQVRoBdWZi1fTRxbH8/esW3W77Wnrqnva7XH7dNk+7Lq7h/Io8jIEGiCGN9XKK0SBJITwy+uXH8kvFgUEUZ4iWI5Va7UVH1sf1VWrq+261W0tIt89d+L8GkJegJ6VOWfOZCYzc+9n7p07k4kK80z3H0ziyu1zOHF1DINnZew4th3Wg3rUDWVgc18iirrfQn7na9B2vIqCztdR2PUmK6lO7cU9b2NLXyIMw5mwjZeg/YtG7P+6HV9ePYhrty+A5p9vUsU7cHLqZ0x8ewi9E06Yxwqg352ATP/vkOFf8chz5o6V0HcnwDJWyOSd+vazOUHGhDp9/TCkIzVMyOMAiHdOgvQercWZG0dj2iEi1KFv9qJm8INHboV4IaL1qx1Kx5FLAxHhZkFduDWB+uGsJxImFHT7iAZXb5+fBTcDauCMF+TPoYMXWs/asQrZn6wGlQudK3S8uv1FjJ7rmAGmQLUfb1qQwHT5eWzwPosP2n7LNje5B/n/5e/PstW89p+LrKT6P/51DJ9fHsLI1+3Q7lzDxmXIzy9IPgUwnhgUheTQFYhVL+l5G77PDcjveAVJ7l/jfdevWNb4f48f7n3P549ZbhvMVMbSPMmeZXAcqkR571/mrNORy4NMnurGnctxD87asRKGoQwcvtSPqQf32QQlXQmKUgS2ECi+MGTN6ekH7AxsGNHE7bY57S/hx8k7UFG4jmUV/n3l3r/OWvnHBRUsiA50rkOssu+0BBWd/rE68u9pU966ey1YHiJB3f7xJs7dPIHjV0ZBx8PY+S6MX9yDL66M4OyNY7h59yqbJ9j9gi3FhdDK53e+GreOjQfyoKIrDFc6nvLAuV1cHiuDoZLFpcj2r8TW/uSYiuTufBkf7fs7dJ1vsH3Egagk9+OJFiEevXifyn1/g0qz8w9zGtT1ZQvzdy60uCsBydJypPuem9M8XAleUvRMlZ5GomuJAjWNadAxw/vEU+btWgOV2r86/kHyChgGNihQhy/1gYJHNGFa35+wpS0bNVIhtkhq6HzvRO2fLr/AoiotGkFZRvORIcd/v9zQ9ixUWd4XkCItjyqIK03uVd2XyoxEN2veHqn8UH4NH7epYXLUwdTQCLPNiGpJCwKNNIa3f9yfxG7rtjE9ksVlMfvTuLS2Z5Dsfgqq4/88oITkJHEpSPFwmXw9RVyKi99NoHog+p1Q710Ps1gHl8vFcmuzALPBAluTTWmzig0o86ZEvelrdr6EI5f6kSY9jfddS5DiWc5cnUolS4G2ZPEpxrHruAns8P3s4j5s9K9ijUmuJQiX9Z1rceLKKMp734u4atn+1TB6yuEQHHA5A0AEZqmzoKnaxHJwO/UjeLUceV/Tta3/tARdx+vK4gcHFf451fMbyEcNzIsY1P2pn7Fvwo1tQ1loHM6BaX+ukhuG1Wjar0H/KQmFXW9EBCLzN4pVsJlsTHlLrQVOhxNOpwtOwYmWRhvsLYJiqWajlfWzGq1oERuRI78cdW7bwSJUdL8LCkxl3e8ouWT3n1HUuRaO8TLcuhM4JpS7H49m4crJqXugqML9PVxJe4WsQspzqxCU3y/D4xEhCHa43W6lbqkPWM9S38zGNXg2R52fZNKv4nhSXFCxTvRc+Y9wuhyKFQSrnVnJJ/vQUN+AEm0pdOpNKMorRn2VAT6fF6IoQrDZlTG0IJu867BRfjEiHEXa0MM/HGRMqLHznRGF0OpRUKiS8phydsHB3I0UJAsZa43ISdVAt1EHnUbPwDSpGlRVboXP71OA2B50uVAr6VHmTYoqz7h/YziOGW1RoX66/1/QyR/O3XhblaSFRTQoe8lUY1bAdDmbQLlEW4KiD4tRpC2GPq8I+ZkFsFlt8HrbQO5H7kpuS0GjRtJGlUdyv7r26QyI0EpUqJ6T9pgCaiUdLKIRzdsDG58UdDlccDgcioUIhkE9BNNm5sNssjAoU00gKlLAMIsG1EgFMWXS9SpaighFT1TajldiCqCzxiAVM1cSmgXYbRQQXKD9VFVRBU2KBpty9QGovGLkpuaiTFeONm8b21fksq2WVrYQdBxUeNNiyiRrnbp+OCJXRKjxCz1xTU4CCuS1yv6g/eR0OiFJHmaJqspq6NQ6FGQVoCC7EB8Vb2YwBOVwOGeMK/UmgoIOd+1opWlUO3eoWLeGUIEGT2nAWlYB5lozLAYL3C43ZL8MQRBgabKgpcXGLChJEqzbrKwfnWu0ELSfQueMVqc3x0iRMKyl6IU02oThvqPDs0VsYlchfk6RK5LCBOG2uyGJItxkSbsTfC9RoKDjQOtbO2eZeyYcYa0VFmrXCcucBRCoRl4Dq7sRglWAveWXM4iCAIGaa8zK9YnCeKu5Fa2OFhT63pqXPAoYdJMPTWGhKnrXz0sIgWX7V7Fzy+EOuhI9jIx0qSXL8VwvlUAd43oUziuC24J/UHK4WVDffHd63kDBwuiSWv4wMjYJdWhsMMJkq4fRU4bKtvS4A0LwnOE+7/6qlbMo5Syo7pPCI4EKp8DjaKN/TkLTLKiqgdRFBUULdf2HyzO4ZkDRKyp1oht5ac+6h/ldlPY8eblsz3vQ7Q5EzJ6QKKhAURTpPeVCxZ712CA9E/UHGf9h9v8uU8VlKOtZx/64o6c0nhSoO/f+DWG8dFHAhC5mUVcC6J2RJwWq96Rjxpt46MAnvU6/3HlSoIRPSxallfhiG/rTOFPg4YVqw2dkpHno1Sbw78ViK8nTeFIsRe8Qg2e8ixJq695ETE1PcaZfLMVbRs5+wl5nMr3PQS2vfGJztm8F0004WIyfJu9y9Vn5P2E2W2r6o5rUAAAAAElFTkSuQmCC" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0904 925 936</strong></span></div>
',
'telephone' => '01659 014592',
'hotline' => '0913051734',
'email' => 'tracdiathanhdat@yahoo.com',
'url' => '',
'meta_key' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax, Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ',
'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GNSS RTK, máy thủy bình, máy toàn đạc, máy laser, máy GPS cầm tay, UAV, ống nhòm (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...). Uy tín, chất lượng, giá tốt hàng đầu tại Việt Nam!',
'created' => '2012-06-05',
'modified' => '1769758152',
'youtube' => 'http://youtube.com',
'twitter' => 'https://twitter.com/',
'myspace' => 'https://myspace.com/',
'facebook' => 'https://www.facebook.com/thanhdatsurvey.jsc/',
'email2' => 'duycuong7640',
'skype' => 'hothihuyen.hn',
'yahoo' => 'duycuong7640',
'yahoo1' => 'duycuong7640',
'content' => 'Thanks for your interest in Vn Discoverytours. For a fast response, please submit this basic Quick Enquiry form below by clicking “Submit”, and we’ll get back to you by e-mail within 12 to 24 hours (in working days). For urgent booking, call us at +84 974 839 873',
'video' => '<iframe width="1280" height="720" src="https://www.youtube.com/embed/mR4kOuAkEtY" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>',
'slogan' => 'trung tâm sửa chữa và bảo hành máy giặt electrolux',
'slogan_eng' => '',
'printer' => '',
'googleplus' => '',
'bando' => '<p>
<iframe allowfullscreen="" frameborder="0" height="410" src="https://www.google.com/maps/embed?pb=!1m18!1m12!1m3!1d1680.2372398112452!2d105.81212934716025!3d21.01437303922492!2m3!1f0!2f0!3f0!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ab63b645b665%3A0xa6797ac6008687bf!2zQ-G7rWEgSMOgbmcgVHLhuq9jIMSQ4buLYQ!5e0!3m2!1svi!2s!4v1449908805279" style="border:0" width="600"></iframe></p>
',
'gioithieu' => '<p style="text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/gioithieu.png" /></p>
',
'thongtincongty' => 'Sửa máy lạnh tại nhà
Sửa máy lạnh tại HCM
Sửa tủ lạnh
Bơm ga máy lạnh ',
'trogiupkh' => 'Tai nghe Iphone
Sua may tinh tai nha
Máy Ozone Z755',
'dichvuft' => 'Sửa máy lạnh
Bảo dưỡng máy lạnh
Vệ sinh máy lạnh
Lắp đặt máy lạnh',
'bb' => '',
'zing' => '',
'hotline2' => '0912 35 65 75',
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'theh1' => 'thanhdatsurvey.JSC',
'hanoi' => '<div>
<strong>CÔNG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div>
<div>
<strong>Địa chỉ</strong> : Số 51 - Trần Duy Hưng, Trung Hòa, Cầu Giấy, Hà Nội</div>
<div>
<strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div>
<div>
<strong>Email </strong>: info@ifes.vn</div>
',
'tphcm' => '<div>
<strong>CÔNG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div>
<div>
<strong>Địa chỉ</strong> : Số 51 - Trần Duy Hưng, Trung Hòa, Cầu Giấy, Hà Nội</div>
<div>
<strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div>
<div>
<strong>Email </strong>: info@ifes.vn</div>
',
'tt' => '',
'pp' => 'https://www.facebook.com/ruaxetudong.net',
'tphcm_eng' => '',
'hanoi_eng' => '',
'hotline_eng' => '',
'name_eng' => '',
'chinhsach' => null,
'bandohn' => '<iframe frameborder="0" height="450" src="https://www.google.com/maps/embed?pb=!1m14!1m8!1m3!1d3724.958946511035!2d105.8172709!3d20.9942827!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ac91e206c757%3A0xf0f7a088bc4c72a2!2zMTg2IEtoxrDGoW5nIFRydW5nLCBUaGFuaCBYdcOibiwgSMOgIE7hu5lpLCBWaeG7h3QgTmFt!5e0!3m2!1svi!2s!4v1419913280809" style="border:0" width="600"></iframe>',
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'gt' => '<p style="text-align: justify;">
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Là công ty chuyên nhập khẩu, cung cấp và chuyển giao công nghệ các loại máy đo đạc, trắc địa phục vụ khảo sát thiết kế, xây dựng và đo vẽ bản đồ của các hãng nổi tiếng trên thế giới như: LEICA, TOPCON, NIKON, PENTAX, SOKKIA, GLUNZ, TRIMPLE, SPECTRA, GEOMAX, GARMIN..., chúng tôi cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! </span><br />
<br />
<span style="font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm cùng</span> <span style="font-family: tahoma, geneva, sans-serif;">đội ngũ nhân viên, kỹ thuật viên năng động, có trình độ cao chúng tôi tự hào và tin tưởng Quý khách hàng sẽ hài lòng khi sử dụng các sản phẩm và dịch vụ do chúng tôi cung cấp!</span></span><br />
</p>
<div style="text-align: justify;">
<span style="color:#ff9966;"><span style="font-family:comic sans ms,cursive;"><span style="font-size:14px;"><strong style="font-family: tahoma, geneva, sans-serif;">Hỗ trợ 24/7:</strong> <strong>0942 288 388/</strong></span><span style="font-size: 14px;"><strong>0949 322 456</strong> (Zalo) </span></span></span></div>
',
'gt_eng' => ''
)
$tin_ft = array(
(int) 0 => array(
'Post' => array(
'id' => '588',
'name' => 'Hướng dẫn mua hàng',
'code' => null,
'alias' => 'huong-dan-mua-hang',
'cat_id' => '4',
'price' => '0',
'type' => 'new',
'shortdes' => '',
'content' => '<p>
<span style="color:#000000;"><b><span style="font-size: 10.5pt; line-height: 107%; font-family: Verdana, sans-serif;">Cảm ơn Quý khách đã tin tưởng lựa chọn sản phẩm và dịch vụ vủa chúng tôi!</span></b><br />
<span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"> </span></span><span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"><!--[if !supportLineBreakNewLine]--><!--[endif]--></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="line-height: 107%;"><!--[if !supportLineBreakNewLine]--><!--[endif]--></span></span></span>
<p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;">Quý khách có thể mua hàng theo những cách sau:</span></span></span><br />
</p>
<p>
<span style="color: rgb(0, 0, 0); font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Cách 1: </strong>Đặt hàng trực tiếp tại mục ĐẶT HÀNG (Thêm vào giỏ hàng) trên website: </span></span><span style="font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://maytracdiasaoviet.vn/" target="_blank"><span style="color:#000000;">https://tracdiathanhdat.vn/</span></a></span></span><span style="color: rgb(0, 0, 0); font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;">.</span></span></p>
<p>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngay sau khi tiếp nhận thông tin đặt hàng, nhân viên kinh doanh công ty sẽ gọi điện cho quý khách để xác nhận đơn hàng và tiến hành giao hàng cho quý khách ngay trong ngày.</span></span></span></p>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Cách 2: </strong>Đặt hàng trực tiếp qua số hotline của công ty <br />
<br />
– Tại trụ sở Hà Nội: <strong>0913 051 734 </strong></span></span></span><span style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Zalo/Call)</span><br />
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">– Tại VPGD Hồ Chí Minh:<strong> 0904 925 936 </strong></span></span></span><span style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Zalo/Call)</span><br />
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Cách 3: </strong>Quý khách mua hàng trực tiếp tại địa chỉ sau:<br />
<br />
<strong>CÔNG TY CP CÔNG NGHỆ VÀ THƯƠNG MẠI THÀNH ĐẠT</strong></span></span></span><br />
<div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;">
<br style="margin: 0px; padding: 0px;" />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- 145 Láng Hạ, Đống Đa, Hà Nội</span><br />
<br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- 5/161 Nguyễn Tuân, Thanh Xuân, Hà Nội</span></div>
<div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;">
</div>
<div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">- 1/56 Nguyễn Thái Sơn, Phường 3, Quận Gò Vấp, Hồ Chí Minh</span></span><br style="margin: 0px; padding: 0px;" />
<br />
Rất mong được hợp tác với Quý khách hàng trên cả nước.<br />
<br />
Trân trọng!</span></span></span></div>
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'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...',
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'Post' => array(
'id' => '586',
'name' => 'Chính sách thanh toán',
'code' => null,
'alias' => 'chinh-sach-thanh-toan',
'cat_id' => '4',
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'type' => 'new',
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'content' => '<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"><b><span style="font-size: 10.5pt; line-height: 107%; font-family: Verdana, sans-serif;">Cảm ơn Quý khách đã tin tưởng lựa chọn sản phẩm và dịch vụ vủa chúng tôi!</span></b><br />
<br />
<span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"> <!--[if !supportLineBreakNewLine]--><!--[endif]--></span> </span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;">Chúng tôi c</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">hấp nhận các hình thức thanh toán bằng tiền mặt, chuyển khoản theo đúng quy định pháp luật. </span></span></p>
<p style="margin: 0px 0px 1.3em; padding: 0px; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
<img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (22).png" style="width: 320px; height: 183px;" /></p>
<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Quý khách có thể chọn các phương thức thanh toán sau đây:</span></span><br />
<br />
<strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">I. Thanh toán trực tiếp tại cửa hàng<br />
<br />
II. Thanh toán qua hình thức chuyển khoản</span></strong><br />
<br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Thông tin tài khoản:</span></span></p>
<p style="margin: 0px 0px 1.3em; padding: 0px; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
<strong style="color: rgb(0, 0, 0); margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"><em>Chủ tài khoản</em>: CÔNG TY CP CÔNG NGHỆ VÀ THƯƠNG MẠI THÀNH ĐẠT</strong></p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em style="margin: 0px; padding: 0px;"><strong>Số tài khoản</strong></em><em style="margin: 0px; padding: 0px;">: <strong>0611001648635</strong> tại Ngân hàng TMCP Ngoại thương Việt Nam, chi nhánh Ba Đình<br />
<br />
<strong>Nội dung chuyển khoản</strong>: Tên công ty - Thông tin sản phẩm đã mua – Số điện thoại người chuyển tiền</em></span></span></span><br />
<br />
<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Sau khi chuyển khoản hãy thông báo lại cho chúng tôi để chúng tôi kiểm tra và xác nhận lại cho Quý khách.</span></span><br />
<br />
<strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">III. Thanh toán khi nhân viên đến giao nhận hàng</span></strong></span></p>
<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66);">
<span style="color:#000000;"><font face="tahoma, geneva, sans-serif"><span style="font-size: 14px;">Quý khách hàng thanh toán trực tiếp bằng tiền mặt cho nhân viên giao hàng của chúng tôi ngay khi kiểm tra và nhận hàng.<br />
<br />
Mọi phản hồi và thắc mắc về việc thanh toán, Quý khách liên hệ <strong>0942 288 388</strong> để được tư vấn.</span></font><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trân trọng!</span></span></span></p>
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'lft' => '47',
'rght' => '48',
'pos' => '3',
'status' => '0',
'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...',
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'created' => '2015-12-02',
'modified' => '2025-10-29',
'slug' => 'chinh-sach-ban-hang-1',
'cate' => '4',
'link' => 'dich-vu',
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'Post' => array(
'id' => '587',
'name' => 'Chính sách vận chuyển',
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'content' => '<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><span style="font-family:verdana,geneva,sans-serif;">Cảm ơn Quý khách đã tin tưởng lựa chọn sản phẩm và dịch vụ vủa chúng tôi!</span></strong><br />
<br />
Chúng tôi hỗ trợ giao hàng toàn quốc cho Quý khách mua hàng tại hệ thống cửa hàng của chúng tôi.</span></span><br />
</div>
<div>
<p style="margin: 0in 0in 7.5pt; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">
<span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;">Sau khi nhận được thông tin đặt hàng chúng tôi sẽ lập tức xử lý đơn hàng và phản hồi lại thông tin cho khách hàng về việc thanh toán và giao nhận.<br />
<br />
<strong>> Thời gian giao hàng </strong><br />
<br />
- Trong vòng 24 giờ nếu địa điểm giao hàng <b style="color: rgb(74, 74, 74); box-sizing: border-box;">≤ 20 km</b> tính từ cửa hàng của chúng tôi.</span></span></p>
<p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Trong vòng 1-2 ngày nếu địa điểm giao hàng nằm trong phạm vi <b style="box-sizing: border-box">50 - 100 km</b> </span></span><span style="font-family: Arial, sans-serif;"><o:p></o:p></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">tính từ cửa hàng của chúng tôi.<br />
<br />
- Trong vòng 3-5 ngày</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> nếu địa điểm giao hàng từ <strong>20</strong></span><b style="font-family: tahoma, geneva, sans-serif; font-size: 14px; box-sizing: border-box;">0 km</b><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> trở lên </span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">tính từ cửa hàng của chúng tôi.</span></p>
<p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;">
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trước khi vận chuyển, bộ phận giao nhận sẽ liên lạc với Quý khách hàng để xác nhận khoảng thời gian và địa điểm giao hàng cụ thể.</span></p>
<p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;">
<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">> Phí vận chuyển</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"> sẽ được tính theo từng giá trị đơn hàng và được thoả thuận giữa hai bên ngay trước khi giao hàng. </span></p>
<p style="margin: 0in 0in 7.5pt; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">
<span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px;">Mọi thắc mắc liên quan đến việc giao hàng, Quý khách hàng liên hệ số điện thoại <strong>0942 288 388</strong> để được giải đáp và giải quyết kịp thời.<br />
<br />
Trân trọng!</span></span></span></p>
</div>
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'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
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'type' => 'new',
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'content' => '<span style="color:#000000;"><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Chúng tôi hỗ trợ đổi trả sản phẩm trong vòng 07 ngày nếu lỗi phát sinh do nhà sản xuất.<br />
<br />
Trong thời gian đổi trả, Công ty CP Công nghệ và Thương mại Thành Đạt sẽ hỗ trợ cung cấp máy móc thay thế kịp thời để công việc khảo sát, đo đạc của Quý khách không bị gián đoạn. Chi phí vận chuyển cho việc đổi trả do hai bên tự thoả thuận.</span><br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" />
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Điều kiện đổi trả: </span></span></strong></span><br />
<ul>
<li style="box-sizing: border-box;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm phải còn nguyên tem mác.</span></span></span></li>
<li style="box-sizing: border-box;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm bị lỗi do nhà sản xuất.</span></span></span></li>
<li style="box-sizing: border-box;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm không đúng như đơn đặt hàng.</span></span></span></li>
<li style="box-sizing: border-box;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số lần đổi trả cho 1 sản phẩm là 1 lần</span></span></span></li>
</ul>
<br />
<div style="text-align: start;">
<span style="color:#000000;"><strong><span style="text-align: justify;"><font face="tahoma, geneva, sans-serif"><span style="font-size: 14px;">> </span></font><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Việc đổi trả sẽ không được chấp nhận nếu:</span> <span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"> </span></span></strong></span></div>
<ul>
<li>
<span style="color:#000000;"><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Trong quá trình sử dụng sản phẩm Quý khách không tuân thủ các chỉ dẫn của Nhà sản xuất.</span></span></li>
<li>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="text-align: justify;">S</span>ản phẩm bị trầy xước, không nguyên vẹn</span></span></span></li>
</ul>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngoài ra, chúng tôi cũng hỗ trợ đổi trả sản phẩm vì lý do chủ quan của Quý khách hàng ( muốn đổi sang sản phẩm cùng chủng loại nhưng khác về màu sắc, hãng sản xuất hay thông số kỹ thuật). Chi phí cho việc đổi trả này do Quý khách hàng chịu.</span></span><br />
<br />
<span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;"><img alt="" src="https://tracdiathanhdat.vn/admin/webroot/upload/image/images/lien-he.jpg" style="margin: 0px; padding: 8px 0px; height: 36px; max-width: 100%; vertical-align: middle; border: 0px; opacity: 1; font-size: 13px; width: 38px;" /><span style="margin: 0px; padding: 0px; font-size: 13px;"> </span></strong></span></span><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;"> </strong></span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Liên hệ hotline <strong>0913 051 734</strong> để được tư vấn đổi trả theo đúng qui định.</span></span>',
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'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
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<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><span style="color: rgb(66, 66, 66); text-align: justify;">Tất cả các sản phẩm mua tại hệ thống cửa hàng của chúng tôi đều được bảo hành chính hãng theo quy định của nhà sản xuất. </span><br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" />
<br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" />
<span style="color: rgb(66, 66, 66); text-align: justify;">Chúng tôi hỗ trợ kỹ thuật 24/7 qua số hotline <strong>0913 051 734</strong> trong suốt quá trình Quý khách sử dụng sản phẩm.</span></span></span></div>
<div>
<br />
<strong><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">1. Sản phẩm được bảo hành miễn phí: </span></span></strong><br />
<br />
<ul>
<li>
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm sẽ được bảo hành miễn phí nếu sản phẩm đó còn thời hạn bảo hành (được tính kể từ ngày mua hàng).</span></span></li>
<li>
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Thời hạn bảo hành được ghi trên Tem Bảo Hành và theo quy định của từng Nhà sản xuất đối với tất cả các sự cố về mặt kỹ thuật.</span></span></li>
<li>
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Có Tem bảo hành trên sản phẩm.</span></span></li>
<li>
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Khi sản phẩm có sự cố kĩ thuật chúng tôi sẽ trực tiếp khắc phục sự cố tại cửa hàng hoặc thay mặt khách hàng mang sản phẩm tới Trung Tâm Bảo Hành của hãng.</span></span></li>
</ul>
<br />
<strong><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">2. Những trường hợp không được bảo hành (sửa chữa có tính phí): </span></span></strong><br />
<br />
<ul>
<li>
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm đã quá thời hạn bảo hành hoặc không có Tem bảo hành trên máy.</span></span></li>
<li>
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm bị hư hỏng do tác động cơ học làm rơi, vỡ, va đập, trầy xước, móp méo, ẩm ướt, hoen rỉ, chảy nước hoặc do hỏa hoạn, thiên tai gây nên.</span></span></li>
<li>
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm bị hỏng do sử dụng không đúng cách, sử dụng sai điện áp quy định.</span></span></li>
<li>
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Tự ý tháo dỡ, sửa chữa sản phẩm</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trân trọng!</span></span><br />
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"> </span></span></div>
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<h2 style="text-align: justify;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">1. Mục đích thu nhập thông tin cá nhân</span></span></span></span></h2>
<p style="text-align: justify;">
<br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(51, 51, 51);">Thông tin cá nhân mà chúng tôi thu thập bao gồm: họ tên, địa chỉ giao hàng, địa chỉ email, số điện thoại cố định, số điện thoại di động, cookies.</span></p>
<ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Đối với các giao dịch thanh toán qua cổng thanh toán trực tuyến, Chúng tôi không lưu trữ thông tin số tài khoản, số thẻ ngân hàng của khách hàng, những thông tin này sẽ được cổng thanh toán lưu trữ để phục vụ việc đối soát giao dịch.</span></span></span></span></li>
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Thông tin cá nhân khách hàng sẽ được sử dụng cho một hoặc tất cả các mục đích sau đây:</span></span></span></span>
<ul style="margin: 0px; padding: 0px 0px 0px 15px;">
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Giao hàng cho quý khách đã mua hàng</span></span></span></span></li>
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Thông báo về việc giao hàng và hỗ trợ khách hàng</span></span></span></span></li>
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Cung cấp thông tin liên quan đến sản phẩm</span></span></span></span></li>
</ul>
</li>
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ngoài ra, chúng tôi sẽ sử dụng thông tin của quý khách cung cấp để hỗ trợ quản lý tài khoản khách hàng (nếu có); xác nhận và thực hiện các giao dịch tài chính liên quan đến các khoản thanh toán trực tuyến của quý khách;</span></span></span></span></li>
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Chúng tôi không được phép thu nhập thông tin nếu khách hàng không tự nguyện, cũng không sử dụng phương thức thu thập thông tin khách hàng bằng các hình thức bất hợp pháp.</span></span></span></span></li>
</ul>
<p style="text-align: justify;">
</p>
<h2 style="text-align: justify;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">2. Phạm vi sử dụng thông tin</span></span></span></span></h2>
<br />
<ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Thông tin cá nhân thu thập được sẽ chỉ được sử dụng trong nội bộ công ty.</span></span></span></span></li>
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Chúng tôi có thể chia sẻ tên và địa chỉ của quý khách cho dịch vụ chuyển phát nhanh có uy tín để giao hàng cho quý khách theo cam kết.</span></span></span></span></li>
</ul>
<p style="text-align: justify;">
</p>
<h2 style="text-align: justify;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">3. Thời gian lưu trữ thông tin</span></span></span></span></h2>
<p style="text-align: justify;">
<br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(51, 51, 51); text-align: justify;">Thông tin khách hàng được lưu trữ nội bộ cho đến khi có yêu cầu xóa thông tin từ phía khách hàng.</span></p>
<div style="margin: 0px; padding: 0px; line-height: 20px;">
<div>
<div style="text-align: justify;">
</div>
<h2 style="text-align: justify;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Những người hoặc tổ chức có thể được tiếp cận với thông tin </span></span></h2>
<br />
<div style="text-align: justify;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đối tượng được tiếp cận với thông tin cá nhân của khách hàng thuộc một trong những trường hợp sau:</span></span><br />
</div>
<div style="text-align: justify;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Nhân viên của Công ty Cổ phần Công nghệ và thương mại Thành Đạt</span></span></div>
<div style="text-align: justify;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Các đối tác có ký hợp đồng thực hiện 1 phần dịch vụ của Công ty. Các đối tác này sẽ nhận được những thông tin theo thỏa thuận hợp đồng (có thể 1 phần hoặc toàn bộ thông tin tuy theo điều khoản hợp đồng) để tiến hành hỗ trợ người dùng sử dụng dịch vụ do Công ty cung cấp.</span></span></div>
<div style="text-align: justify;">
</div>
<h2 style="text-align: justify;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Địa chỉ của đơn vị thu thập và quản lý thông tin</span></span></h2>
<div style="text-align: justify;">
<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">(bao gồm cách thức liên lạc để người tiêu dùng có thể hỏi về hoạt động thu thập, xử lý thông tin liên quan đến cá nhân mình)</span></span></em></div>
<div style="text-align: justify;">
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ của đơn vị thu thập và quản lý thông tin:</span></span><br />
</div>
<div style="text-align: justify;">
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Công ty Cổ phần Công nghệ và thương mại Thành Đạt </span></span></strong></div>
<div style="text-align: justify;">
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Địa chỉ: số 157 phố Đặng Văn Ngữ, P. Phương Liên, Q. Đống Đa, Tp. Hà Nội</span></span></strong></div>
<div style="text-align: justify;">
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Điện thoại: 0243 7764930</span></span></strong></div>
<div style="text-align: justify;">
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Email: tracdiathanhdat@gmail.com<span style="white-space: pre;"> </span></span></span></strong></div>
</div>
</div>
<p style="text-align: justify;">
<br />
<span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Người dùng có thể gọi điện tới tổng đài hỗ trợ và chăm sóc khách hàng </span><strong style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify; margin: 0px; padding: 0px;">0949 322 456</strong><span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"> để điều chỉnh hoặc xóa đi dữ liệu cá nhân của mình.</span><br />
</p>
<h2 style="text-align: justify;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">6. Cam kết bảo mật thông tin cá nhân khách hàng</span></span></span></span></h2>
<br />
<ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Không bán, chia sẻ hay trao đổi thông tin cá nhân của khách hàng thu thập trên trang web cho một bên thứ ba nào khác.</span></span></span></span></li>
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ngoại trừ các trường hợp về sử dụng thông tin cá nhân như đã nêu trong chính sách này,chúng tôi cam kết không tiết lộ thông tin cá nhân của bạn ra ngoài. Trong một số trường hợp, chúng tôi có thể thuê một đơn vị độc lập để tiến hành các dự án nghiên cứu thị trường và khi đó thông tin của bạn sẽ được cung cấp cho đơn vị này để tiến hành dự án. Bên thứ ba này sẽ bị ràng buộc bởi một thỏa thuận về bảo mật mà theo đó họ chỉ được phép sử dụng những thông tin được cung cấp cho mục đích hoàn thành dự án.</span></span></span></span></li>
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Chúng tôi có thể tiết lộ hoặc cung cấp thông tin cá nhân của bạn trong các trường hợp thật sự cần thiết như sau: (a) khi có yêu cầu của các cơ quan pháp luật; (b) trong trường hợp mà chúng tôi tin rằng điều đó sẽ giúp chúng tôi bảo vệ quyền lợi chính đáng của mình trước pháp luật.</span></span></span></span></li>
</ul>
<p style="text-align: justify;">
</p>
<h2 style="text-align: justify;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">7. Thay đổi về chính sách</span></span></span></span></h2>
<p style="text-align: justify;">
<br style="margin: 0px; padding: 0px;" />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">Nội dung của “Chính sách bảo mật” này có thể thay đổi để phù hợp với các nhu cầu của Công Ty CP Công nghệ và Thương Mại Thành Đạt cũng như nhu cầu và sự phản hồi từ khách hàng (nếu có). </span></span></span></span></p>
</div>
<div style="text-align: justify;">
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chúng tôi hiểu rằng quyền lợi của bạn trong việc bảo vệ thông tin cá nhân cũng chính là trách nhiệm của chúng tôi nên trong bất kỳ trường hợp có thắc mắc, góp ý nào liên quan đến chính sách bảo mật, việc thông tin cá nhân bị sử dụng sai mục đích vui lòng liên hệ qua số điện thoại <strong>0949 322 456</strong> hoặc gửi phản hồi về địa chỉ email: <em><strong>tracdiathanhdat@gmail.com.</strong></em><br />
<br />
Trân trọng!</span></span></div>
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'slug' => 'trang-chu'
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),
(int) 1 => array(
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),
(int) 2 => array(
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),
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'name' => 'Hãng sản xuất',
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(int) 4 => array(
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),
(int) 5 => array(
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),
(int) 6 => array(
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'yahoo' => 'duycuong7640',
'skype' => 'duycuong7640',
'pos' => '0',
'created' => '2013-09-13',
'modified' => '2015-05-05',
'status' => '1',
'yahoo1' => 'duycuong7640',
'skype1' => '',
'hotline' => '0987 654 999',
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'name1' => ''
)
),
(int) 1 => array(
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'phone' => '3252 436 432',
'yahoo' => 'duycuong7640',
'skype' => 'tuvantubep',
'pos' => '0',
'created' => '2014-01-15',
'modified' => '2015-05-05',
'status' => '1',
'yahoo1' => 'duycuong7640',
'skype1' => '',
'hotline' => '0987 654 999',
'email' => '',
'name1' => ''
)
)
)
$content_for_layout = '<style>
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#ez-toc-container.selected{
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)include - APP/View/Elements/menu.ctp, line 55 View::_evaluate() - CORE/Cake/View/View.php, line 920 View::_render() - CORE/Cake/View/View.php, line 883 View::element() - CORE/Cake/View/View.php, line 424 include - APP/View/Layouts/home.ctp, line 169 View::_evaluate() - CORE/Cake/View/View.php, line 920 View::_render() - CORE/Cake/View/View.php, line 883 View::renderLayout() - CORE/Cake/View/View.php, line 539 View::render() - CORE/Cake/View/View.php, line 483 Controller::render() - CORE/Cake/Controller/Controller.php, line 957 ProductController::chitiet() - APP/Controller/ProductController.php, line 135 ReflectionMethod::invokeArgs() - [internal], line ?? Controller::invokeAction() - CORE/Cake/Controller/Controller.php, line 485 Dispatcher::_invoke() - CORE/Cake/Routing/Dispatcher.php, line 186 Dispatcher::dispatch() - CORE/Cake/Routing/Dispatcher.php, line 161 [main] - APP/webroot/index.php, line 92
Notice (8): Undefined index: name_eng [APP/View/Elements/menu.ctp, line 56]Code Context<div class="accordion-heading"><a class="accordion-toggle" <?php if(!empty($dm_c2)){?>data-toggle="collapse" data-parent="#accordion2" href="#collapse<?php echo $cap1['Catproduct']['id'];?>" title="<?php echo $cap1['Catproduct']['name'.LANGUAGE];?>"<?php }else{?>href="<?php echo DOMAIN.$cap1['Catproduct']['slug'];?>"<?php }?>><?php echo $cap1['Catproduct']['name'.LANGUAGE];?>$viewFile = '/home/tracdiathanhda/domains/tracdiathanhdat.vn/public_html/app/View/Elements/menu.ctp' $dataForView = array( 'cat12' => array( 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), 'description_for_layout' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'keywords_for_layout' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'title_for_layout' => 'Máy toàn đạc điện tử', 'tinmoiup' => array( (int) 0 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 1 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 2 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 3 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 4 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 5 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 6 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 7 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 8 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 9 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ) ), 'tinlq' => array( (int) 0 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 1 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 2 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 3 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 4 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 5 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 6 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 7 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 8 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 9 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ) ), 'detailNews' => array( 'Post' => array( 'id' => '721', 'name' => 'Định vị công trình bằng máy toàn đạc điện tử', 'code' => null, 'alias' => 'dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<p style="margin: 0in 0in 15.6pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(51, 51, 51);">Định vị thi công công trình là công tác trắc địa nhằm xác định vị trí mặt <span style="box-sizing: border-box; touch-action: manipulation; color: rgb(51, 72, 98);">bằng</span> của các điểm, các đường thẳng, các điểm chi tiết của công trình xây dựng trên đất liền cũng như trên mặt nước theo đúng thiết kế.</span></span></span><span style="font-size:11.5pt; font-family:Montserrat;color:#333333"><o:p></o:p></span></p> ', 'content' => '<h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Tìm hiểu về định vị thi công công trình </strong></span></span></span></h2> <br /> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị thi công công trình là công tác trắc địa nhằm xác định vị trí mặt bằng của các điểm, các đường thẳng, các điểm chi tiết của công trình xây dựng trên đất liền cũng như trên mặt nước theo đúng thiết kế.<br /> <br /> Định vị công trình bằng máy toàn đạc có thể hiểu là thao tác sử dụng máy toàn đạc để khảo sát, xác định vị trí tọa độ công trình chi tiết, nhanh chóng và chính xác. Các kỹ sư sẽ nhập các tham số trên bản vẽ vào máy. Sau đó, các thuật toán của máy toàn đạc sẽ xử lý những số liệu này. Cuối cùng, máy toàn đạc sẽ khảo sát, xác định chi tiết và xác thực những vị trí điểm ra thực địa. <br /> <br /> Chỉ cần trích xuất những vị trí tọa độ chính xác điểm trên bản vẽ sang <strong><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">máy toàn đạc điện tử</a> , </strong> máy sẽ xử lý các thông số này. Sau đó, máy triển khai vị trí những tim trục trên bản đồ lên thực địa. Nhờ vậy, sẽ định vị được xác thực tim trục của nền móng cho những bước thi công tiếp theo.</span></span></span></p> <p style="text-align: center;"> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/dinh-vi-cong-trinh-bang-may-toan-dac.jpg" style="width: 620px; height: 360px;" /></span></span></span></p> <h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Phương pháp thực hiện định vị công trình bằng máy toàn đạc điện tử</strong></span></span></span></h2> <p style="text-align: center;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" 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" style="height: 411px; width: 620px;" /></span></span></span></p> <p style="text-align: center;"> <em><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Bản vẽ mặt bằng mộtt nhà xưởng</span></span></span></em><br /> </p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Reference Line (Định ᴠị công trình theo đường chuẩn là đường thẳng): một đường chuẩn có thể được хác định bằng cách tham chiếu tới 1 đường thẳng gốc đã biết. <br /> <br /> 1. Xác định đường gốc<br /> <br /> Một đường gốc được gắn ᴠới 2 điểm gốc ᴠà được хác định theo 3 cách: Đo đến điểm gốc; Nhập toạ độ bằng taу; Gọi điểm từ bộ nhớ.<br /> <br /> a) Đo tới điểm gốc. Nhập tên điểm <strong>PtID</strong> ᴠà đo bằng phím <br /> b) Với điểm gốc đã biết toạ độ tìm kiếm điểm <strong>PtID</strong> trong bộ nhớ. Nhập toạ độ bằng taу. Hiển thị những điểm ѕẵn trong máу.<br /> (1) Điểm gốc trang bị 1 <br /> (2) Điểm gốc thứ hai.<br /> (3) Đường gốc.<br /> (4) Đường chuẩn.<br /> <br /> 2. Dịch chuуển/Quaу đường gốc<br /> Đường gốc được dịch chuуển ѕong ѕong, chiều dọc, chiều đứng hoặc là quaу. Tất cả các kết quả đo ѕau đó ѕẽ ảnh hưởng đến đường chuẩn.<br /> <strong>BP</strong>: Điểm gốc.<br /> <strong>BL</strong>: Đường gốc.<br /> <strong>RP</strong>: Điểm chuẩn.<br /> <strong>RL</strong>: Đường chuẩn.<br /> <strong>Off</strong>: Dịch chuуển ѕong ѕong.<br /> <strong>L</strong>: Dịch chuуển theo chiều dọc.<br /> <strong>R</strong>: Thông ѕố quaу.<br /> <br /> Nhập thông ѕố: Sử dụng phím nàу để chuуển con trỏ đến trường thông ѕố bắt buộc nhập. Ta có thể nhập các thông ѕố như ѕau:<br /> <strong>Offѕet</strong>: Dịch chuуển đường chuẩn ѕong ѕong ᴠề phía bên cần của đường gốc, ᴠào hướng của đường gốc (BP1-BP2).<br /> <strong>Line</strong>: Dịch chuуển đường chuẩn theo chiều dọc tính từ điểm gốc trước tiên theo hướng từ điểm gốc đầu tiên tới điểm gốc vật dụng hai.<br /> <strong>Rotate</strong>: Quaу đường chuẩn theo chiều kim đồng hồ хung quanh điểm gốc.<br /> <strong>Height</strong>: Đường chuẩn cao hơn đường gốc.<br /> <strong>Ref.Hgt:Point1:</strong> Chênh cao ѕo ᴠới điểm gốc chuẩn nhất.<br /> <strong>Point 2</strong>: Chênh cao ѕo ᴠới điểm gốc chuẩn hai.<br /> <strong>Interpolated:</strong> Chênh cao dọc theo đường chuẩn.<br /> <strong>No height</strong>: Chênh cao không được tính toán ᴠà hiển thị.<br /> <br /> 3. Tiến hành đo hoặc chuуển ѕang chế độ chuуển điểm bề ngoài ra thực địa. Tiến hành đo đến điểm đích. Chuуển ѕang chế độ chuуển điểm bề ngoài ra thực địa.<br /> <br /> 4. Ứng dụng tương trợ “Line&Offѕet”: tính toán ra ᴠị trí của điểm đo ѕo ᴠới đường chuẩn bằng cách hiển thị các lệch dọc trục, lệch ngang, chênh cao…<br /> </span></span></span><br /> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc đạc công trình hay đo đạc công trình là khảo sát và khai triển bản vẽ thiết kế của công trình ra thực địa, dùng cho thi công và giám sát xây dựng công trình đúng bản vẽ thiết kế. Quan trắc dịch chuyển của công trình ra thực địa, chuyên dụng cho thi công và giám sát xây dựng công trình đúng bản vẽ thiết kế. Công cụ đo bằng những mẫu máy đo đạc như máy kinh vĩ, máy thủy bình,máy đo khoảng cách laser, máy toàn đạc điện tử … </span></span></span></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiệm vụ chủ đạo của công tác trắc địa trong xây dựng là đảm bảo cho công trình được xây dựng đúng kích thước hình học và đúng vị trí thiết kế. Chỉ khi hai yêu cầu này được đáp ứng thì công trình mới mang thể vận hành an toàn. </span></span></span></p> <h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="font-weight: var(--h2_typography-font-weight); font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">III. Những thiết bị được sử dụng trong định vị thi công công trình</span></h2> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#ff0000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-tu-dong"><strong>Máy thủy bình tự động, máy thủy bình điện tử</strong></a></span></span></span><span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">:</span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Xác định cao độ, dẫn mốc cao độ, đo chênh cao, quan trắc lún…</span></span></span></li> </ul> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">Máy toàn đạc điện tử</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span> Bố trí trí tọa độ thiết kế ra thực địa; tính toán khoảng cách ngang, đứng, góc phương vị của đường, tọa độ điểm, diện tích và bố trí đường thẳng, đường cong; dẫn lưới lập mốc đường chuyền…</span></span></span></li> </ul> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">Máy định vị GNSS</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span> Khảo sát thành lập lưới khống chế tọa độ; bố trí điểm phục vụ cho công tác chuyển điểm thiết kế ra thực địa; giao hội, bố trí đường cong, tính diện tích…</span></span></span></li> </ul> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;"> <span style="color:#000000;"><img alt="" src="/admin/webroot/upload/image/images/Banner (665 × 295 px) (31).png" style="width: 665px; height: 295px;" /></span></p> ', 'images' => '202305301610048b836b9276e806fc2f8458b2bc05f8fc.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy toàn đạc điện tử', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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Hà Nội cấp ngày 28-04-2009<br /> Điện thoại: <a href="javascript: void(0)" style="font-family: tahoma, geneva, sans-serif;font-size:11px;"><span style="color: rgb(255, 255, 255);"><strong style="font-family: arial, helvetica, sans-serif;">(</strong><strong style="font-family: arial, helvetica, sans-serif;">024) 3776 4930</strong></span></a></span></span></p> <div> <p> <strong style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><u>Cửa hàng</u></strong><span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">:</span></p> </div> <p> <span style="font-family: tahoma, geneva, sans-serif;">- <span style="font-size:12px;">Số <strong><span style="font-size:14px;">145 </span></strong></span></span><span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">Láng Hạ, Phường Láng Hạ, Hà Nội</span></span></p> <p> <span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></span><br /> <br /> </p> ', 'contactinfo_eng' => '', 'taikhoan' => '<strong><span style="color:#04529a;">Số Tài khoản các ngân hàng của công ty Tân Á</span></strong><br /> <br /> 1. 13022-0506-5430 - Nguyễn Văn Hiệu - Agribank - CN Trung Yên, HN<br /> 2. 0011-00404-0367 - Nguyễn Văn Hiệu - Vietcombank - CN Sở Giao dịch, HN<br /> 3. 711A-6202-9713 - Nguyễn Văn Hiệu - Vietinbank - CN Thanh Xuân, HN<br /> 4. 190-256-018-210-13 - Nguyễn Văn Hiệu - Techcombank, Hà Nội<br /> 5. 1231-0000-368-767 - Nguyễn Văn Hiệu - BIDV CN Quang Trung, Hà Nội', 'contactinfo' => '<div dir="rtl" style="text-align: left;"> <u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Văn Phòng</strong></u></div> <div style=""> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ: Số 157 Đặng Văn Ngữ, Phường Kim Liên, Hà Nội, Việt Nam<br /> Tel: (024) 3776 4930 <br /> Fax: (024) 3776 5908<br /> Email: thanhdatsurvey.JSC@gmail.com/ tracdiathanhdat@gmail.com<br /> Hotline: <strong>0913 051 734</strong><br /> <br /> <strong><u>C</u></strong><strong><u>ửa hàng</u></strong></span></span><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Số 145 Láng Hạ, Phường Láng Hạ, Hà Nội</span></span><br /> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0942 288 388</strong></span><br /> </div> <div style=""> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></div> <div style=""> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0949 322 456</strong></span></div> <div style=""> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>VPĐD tại Tp. Hồ Chí Minh</u></strong><br /> <br /> - 1/56 Nguyễn Thái Sơn, Phường Hạnh Thông, Hồ Chí Minh</span></span><br /> <img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADUAAAAoCAYAAABerrI1AAAIK0lEQVRoBdWZi1fTRxbH8/esW3W77Wnrqnva7XH7dNk+7Lq7h/Io8jIEGiCGN9XKK0SBJITwy+uXH8kvFgUEUZ4iWI5Va7UVH1sf1VWrq+261W0tIt89d+L8GkJegJ6VOWfOZCYzc+9n7p07k4kK80z3H0ziyu1zOHF1DINnZew4th3Wg3rUDWVgc18iirrfQn7na9B2vIqCztdR2PUmK6lO7cU9b2NLXyIMw5mwjZeg/YtG7P+6HV9ePYhrty+A5p9vUsU7cHLqZ0x8ewi9E06Yxwqg352ATP/vkOFf8chz5o6V0HcnwDJWyOSd+vazOUHGhDp9/TCkIzVMyOMAiHdOgvQercWZG0dj2iEi1KFv9qJm8INHboV4IaL1qx1Kx5FLAxHhZkFduDWB+uGsJxImFHT7iAZXb5+fBTcDauCMF+TPoYMXWs/asQrZn6wGlQudK3S8uv1FjJ7rmAGmQLUfb1qQwHT5eWzwPosP2n7LNje5B/n/5e/PstW89p+LrKT6P/51DJ9fHsLI1+3Q7lzDxmXIzy9IPgUwnhgUheTQFYhVL+l5G77PDcjveAVJ7l/jfdevWNb4f48f7n3P549ZbhvMVMbSPMmeZXAcqkR571/mrNORy4NMnurGnctxD87asRKGoQwcvtSPqQf32QQlXQmKUgS2ECi+MGTN6ekH7AxsGNHE7bY57S/hx8k7UFG4jmUV/n3l3r/OWvnHBRUsiA50rkOssu+0BBWd/rE68u9pU966ey1YHiJB3f7xJs7dPIHjV0ZBx8PY+S6MX9yDL66M4OyNY7h59yqbJ9j9gi3FhdDK53e+GreOjQfyoKIrDFc6nvLAuV1cHiuDoZLFpcj2r8TW/uSYiuTufBkf7fs7dJ1vsH3Egagk9+OJFiEevXifyn1/g0qz8w9zGtT1ZQvzdy60uCsBydJypPuem9M8XAleUvRMlZ5GomuJAjWNadAxw/vEU+btWgOV2r86/kHyChgGNihQhy/1gYJHNGFa35+wpS0bNVIhtkhq6HzvRO2fLr/AoiotGkFZRvORIcd/v9zQ9ixUWd4XkCItjyqIK03uVd2XyoxEN2veHqn8UH4NH7epYXLUwdTQCLPNiGpJCwKNNIa3f9yfxG7rtjE9ksVlMfvTuLS2Z5Dsfgqq4/88oITkJHEpSPFwmXw9RVyKi99NoHog+p1Q710Ps1gHl8vFcmuzALPBAluTTWmzig0o86ZEvelrdr6EI5f6kSY9jfddS5DiWc5cnUolS4G2ZPEpxrHruAns8P3s4j5s9K9ijUmuJQiX9Z1rceLKKMp734u4atn+1TB6yuEQHHA5A0AEZqmzoKnaxHJwO/UjeLUceV/Tta3/tARdx+vK4gcHFf451fMbyEcNzIsY1P2pn7Fvwo1tQ1loHM6BaX+ukhuG1Wjar0H/KQmFXW9EBCLzN4pVsJlsTHlLrQVOhxNOpwtOwYmWRhvsLYJiqWajlfWzGq1oERuRI78cdW7bwSJUdL8LCkxl3e8ouWT3n1HUuRaO8TLcuhM4JpS7H49m4crJqXugqML9PVxJe4WsQspzqxCU3y/D4xEhCHa43W6lbqkPWM9S38zGNXg2R52fZNKv4nhSXFCxTvRc+Y9wuhyKFQSrnVnJJ/vQUN+AEm0pdOpNKMorRn2VAT6fF6IoQrDZlTG0IJu867BRfjEiHEXa0MM/HGRMqLHznRGF0OpRUKiS8phydsHB3I0UJAsZa43ISdVAt1EHnUbPwDSpGlRVboXP71OA2B50uVAr6VHmTYoqz7h/YziOGW1RoX66/1/QyR/O3XhblaSFRTQoe8lUY1bAdDmbQLlEW4KiD4tRpC2GPq8I+ZkFsFlt8HrbQO5H7kpuS0GjRtJGlUdyv7r26QyI0EpUqJ6T9pgCaiUdLKIRzdsDG58UdDlccDgcioUIhkE9BNNm5sNssjAoU00gKlLAMIsG1EgFMWXS9SpaighFT1TajldiCqCzxiAVM1cSmgXYbRQQXKD9VFVRBU2KBpty9QGovGLkpuaiTFeONm8b21fksq2WVrYQdBxUeNNiyiRrnbp+OCJXRKjxCz1xTU4CCuS1yv6g/eR0OiFJHmaJqspq6NQ6FGQVoCC7EB8Vb2YwBOVwOGeMK/UmgoIOd+1opWlUO3eoWLeGUIEGT2nAWlYB5lozLAYL3C43ZL8MQRBgabKgpcXGLChJEqzbrKwfnWu0ELSfQueMVqc3x0iRMKyl6IU02oThvqPDs0VsYlchfk6RK5LCBOG2uyGJItxkSbsTfC9RoKDjQOtbO2eZeyYcYa0VFmrXCcucBRCoRl4Dq7sRglWAveWXM4iCAIGaa8zK9YnCeKu5Fa2OFhT63pqXPAoYdJMPTWGhKnrXz0sIgWX7V7Fzy+EOuhI9jIx0qSXL8VwvlUAd43oUziuC24J/UHK4WVDffHd63kDBwuiSWv4wMjYJdWhsMMJkq4fRU4bKtvS4A0LwnOE+7/6qlbMo5Syo7pPCI4EKp8DjaKN/TkLTLKiqgdRFBUULdf2HyzO4ZkDRKyp1oht5ac+6h/ldlPY8eblsz3vQ7Q5EzJ6QKKhAURTpPeVCxZ712CA9E/UHGf9h9v8uU8VlKOtZx/64o6c0nhSoO/f+DWG8dFHAhC5mUVcC6J2RJwWq96Rjxpt46MAnvU6/3HlSoIRPSxallfhiG/rTOFPg4YVqw2dkpHno1Sbw78ViK8nTeFIsRe8Qg2e8ixJq695ETE1PcaZfLMVbRs5+wl5nMr3PQS2vfGJztm8F0004WIyfJu9y9Vn5P2E2W2r6o5rUAAAAAElFTkSuQmCC" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0904 925 936</strong></span></div> ', 'telephone' => '01659 014592', 'hotline' => '0913051734', 'email' => 'tracdiathanhdat@yahoo.com', 'url' => '', 'meta_key' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax, Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GNSS RTK, máy thủy bình, máy toàn đạc, máy laser, máy GPS cầm tay, UAV, ống nhòm (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...). Uy tín, chất lượng, giá tốt hàng đầu tại Việt Nam!', 'created' => '2012-06-05', 'modified' => '1769758152', 'youtube' => 'http://youtube.com', 'twitter' => 'https://twitter.com/', 'myspace' => 'https://myspace.com/', 'facebook' => 'https://www.facebook.com/thanhdatsurvey.jsc/', 'email2' => 'duycuong7640', 'skype' => 'hothihuyen.hn', 'yahoo' => 'duycuong7640', 'yahoo1' => 'duycuong7640', 'content' => 'Thanks for your interest in Vn Discoverytours. For a fast response, please submit this basic Quick Enquiry form below by clicking “Submit”, and we’ll get back to you by e-mail within 12 to 24 hours (in working days). For urgent booking, call us at +84 974 839 873', 'video' => '<iframe width="1280" height="720" src="https://www.youtube.com/embed/mR4kOuAkEtY" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>', 'slogan' => 'trung tâm sửa chữa và bảo hành máy giặt electrolux', 'slogan_eng' => '', 'printer' => '', 'googleplus' => '', 'bando' => '<p> <iframe allowfullscreen="" frameborder="0" height="410" src="https://www.google.com/maps/embed?pb=!1m18!1m12!1m3!1d1680.2372398112452!2d105.81212934716025!3d21.01437303922492!2m3!1f0!2f0!3f0!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ab63b645b665%3A0xa6797ac6008687bf!2zQ-G7rWEgSMOgbmcgVHLhuq9jIMSQ4buLYQ!5e0!3m2!1svi!2s!4v1449908805279" style="border:0" width="600"></iframe></p> ', 'gioithieu' => '<p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/gioithieu.png" /></p> ', 'thongtincongty' => 'Sửa máy lạnh tại nhà 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style="font-family:tahoma,geneva,sans-serif;">Là công ty chuyên nhập khẩu, cung cấp và chuyển giao công nghệ các loại máy đo đạc, trắc địa phục vụ khảo sát thiết kế, xây dựng và đo vẽ bản đồ của các hãng nổi tiếng trên thế giới như: LEICA, TOPCON, NIKON, PENTAX, SOKKIA, GLUNZ, TRIMPLE, SPECTRA, GEOMAX, GARMIN..., chúng tôi cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! </span><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm cùng</span> <span style="font-family: tahoma, geneva, sans-serif;">đội ngũ nhân viên, kỹ thuật viên năng động, có trình độ cao chúng tôi tự hào và tin tưởng Quý khách hàng sẽ hài lòng khi sử dụng các sản phẩm và dịch vụ do chúng tôi cung cấp!</span></span><br /> </p> <div style="text-align: justify;"> <span style="color:#ff9966;"><span style="font-family:comic sans ms,cursive;"><span style="font-size:14px;"><strong style="font-family: tahoma, geneva, sans-serif;">Hỗ trợ 24/7:</strong> <strong>0942 288 388/</strong></span><span style="font-size: 14px;"><strong>0949 322 456</strong> (Zalo) </span></span></span></div> ', 'gt_eng' => '' ), 'tin_ft' => array( (int) 0 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 1 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 2 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 3 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 4 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 5 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ) ), 'slideshow' => array( (int) 0 => 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} .large-4 { flex-basis: 33.3333333333%;text-align: center; max-width: 33.3333333333%;margin-bottom: 30px; } .large-4 a{ color: #fff;text-transform: uppercase;font-weight:bold; } .large-4 .col-inner{padding:0 15px;} .expand { display: block; max-width: 100%!important; padding-left: 0!important; padding-right: 0!important; width: 100%!important;padding:10px; } .button.success { background-color: #4a90e2; } .box-shadow-4-hover:hover, .box-shadow-5-hover:hover, .row-box-shadow-4-hover .col-inner:hover, .row-box-shadow-5-hover .col-inner:hover { transform: translateY(-6px);box-shadow: 0 30px 40px 0 rgb(0 0 0 / 20%); } .box-shadow-1, .box-shadow-1-hover, .box-shadow-2, .box-shadow-2-hover, .box-shadow-3, .box-shadow-3-hover, .box-shadow-4, .box-shadow-4-hover, .box-shadow-5, .box-shadow-5-hover, .row-box-shadow-1 .col-inner, .row-box-shadow-1-hover .col-inner, .row-box-shadow-2 .col-inner, .row-box-shadow-2-hover .col-inner, .row-box-shadow-3 .col-inner, .row-box-shadow-3-hover .col-inner, .row-box-shadow-4 .col-inner, .row-box-shadow-4-hover .col-inner, .row-box-shadow-5 .col-inner, .row-box-shadow-5-hover .col-inner { transition: transform .3s,box-shadow .3s,background-color .3s,color .3s,opacity .3s; } .box-shadow-3, .box-shadow-3-hover:hover, .row-box-shadow-3 .col-inner, .row-box-shadow-3-hover .col-inner:hover { box-shadow: 0 10px 20px rgb(0 0 0 / 19%), 0 6px 6px rgb(0 0 0 / 22%); } .button span { font-weight: 400; } .is-shade:after { box-shadow: inset 1px 1px 0 0 hsl(0deg 0% 100% / 10%), inset 0 2em 15px 0 hsl(0deg 0% 100% / 20%); } </style> <div class="" id="row-2097407503"> <p style="font-family:tahoma,geneva,sans-serif; font-size: 14px;"> Nếu bạn đang tìm kiếm phần mềm trắc địa, các thông tin liên quan về máy móc đo đạc, trắc địa cho dự án của mình bạn đã tìm đúng kho lưu trữ! 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Hotline: 0913051734!' $keywords_for_layout = 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!' $title_for_layout = 'Máy toàn đạc điện tử' $tinmoiup = array( (int) 0 => array( 'Post' => array( 'id' => '802', 'name' => 'Dữ liệu RINEX – Nền tảng cốt lõi của hạ tầng trắc địa hiện đại', 'code' => null, 'alias' => 'du-lieu-rinex-–-nen-tang-cot-loi-cua-ha-tang-trac-dia-hien-dai', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong hạ tầng trắc địa hiện đại, RINEX không phải dữ liệu phụ, mà là nền móng kỹ thuật của hệ tọa độ quốc gia. RTK giúp đo nhanh hôm nay, nhưng RINEX mới là yếu tố đảm bảo bản đồ, mốc và công trình đứng vững trong nhiều năm tới.</span></span>', 'content' => '<p> <em><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trong những năm gần đây, công nghệ GNSS RTK cùng các mạng trạm CORS phát triển mạnh mẽ, giúp công tác đo đạc, thi công và bố trí công trình đạt được kết quả gần như tức thời với độ chính xác cao.</span></em></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Tuy nhiên, nếu nhìn ở góc độ xây dựng và duy trì hạ tầng trắc địa quốc gia dài hạn, nhiều quốc gia phát triển như Mỹ, châu Âu, Nhật Bản đều có chung một quan điểm: RTK là lớp ứng dụng đo nhanh ngoài hiện trường, trong khi RINEX – dữ liệu GNSS đo tĩnh – mới là lớp nền cốt lõi của hệ tọa độ.</em><br /> <br /> <em>RTK cho phép định vị nhanh theo thời gian thực, nhưng độ ổn định và khả năng kiểm chứng của kết quả RTK phụ thuộc mạnh vào điều kiện truyền cải chính tại thời điểm đo. Ngược lại, dữ liệu RINEX cho phép xử lý hậu kỳ, kiểm chứng, đối soát và duy trì độ ổn định tọa độ trong thời gian dài.<br /> </em></span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. RINEX là gì?</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX (<em>Receiver Independent Exchange Format</em>) là định dạng dữ liệu GNSS thô chuẩn quốc tế, được phát triển và duy trì bởi cộng đồng GNSS toàn cầu dưới sự điều phối của các tổ chức quốc tế như IGS (International GNSS Service) và RTCM SC-104.</span></span><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX cho phép trao đổi dữ liệu GNSS giữa các thiết bị và phần mềm khác nhau, không phụ thuộc hãng sản xuất, và được sử dụng rộng rãi trên toàn thế giới cho các mục đích kỹ thuật chuyên sâu. Dữ liệu RINEX cho phép:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xử lý hậu kỳ GNSS (Static / PPK)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bình sai mạng lưới GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm soát chất lượng và truy xuất nguồn gốc số liệu</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Duy trì và kiểm chứng hệ tọa độ theo thời gian dài</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK cho kết quả nhanh – RINEX cho kết quả bền và kiểm chứng được.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Cách các quốc gia khai thác RINEX trong hạ tầng trắc địa</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tại nhiều quốc gia, mạng CORS quốc gia không chỉ phục vụ RTK thời gian thực mà còn coi dữ liệu RINEX liên tục là tài sản dữ liệu cốt lõi. Mô hình khai thác phổ biến:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu trữ dữ liệu GNSS 24/7.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cho phép tải RINEX theo các khoảng thời gian:</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">15 phút</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1 giờ</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6 giờ</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">24 giờ</span></span></li> </ul> </li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cung cấp đầy đủ metadata:</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thông tin trạm GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian quan sát</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chu kỳ ghi (1s, 15s, 30s…)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ quy chiếu và mô hình tham chiếu.</span></span></li> </ul> </li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Ví dụ tiêu biểu:</span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mỹ: NOAA CORS Network cung cấp dữ liệu RINEX phục vụ đo tĩnh và xử lý hậu kỳ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Châu Âu: EUREF Permanent Network (EPN) lưu trữ dữ liệu RINEX cho bình sai lưới khu vực.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhật Bản: GEONET do GSI vận hành, cung cấp dữ liệu RINEX cho xử lý hậu kỳ và nghiên cứu GNSS.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm chung của các mô hình này là coi RINEX liên tục mới là nền tảng bền vững của hệ tọa độ quốc gia.<br /> </span></span> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/ncn_agol.png" style="width: 800px; height: 511px;" /></span></span></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Vai trò của RINEX trong hệ thống trắc địa hiện đại</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều quốc gia đang triển khai mô hình tổng hợp:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS CORS + RINEX → lớp khống chế nền, duy trì hệ tọa độ dài hạn</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc khống chế vật lý → đối tượng kiểm chứng và cơ sở pháp lý</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK → công cụ đo nhanh ngoài hiện trường</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đây không phải xu hướng “bỏ mốc”, mà là:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm phụ thuộc vào việc chạy mốc thủ công tốn thời gian</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuyển vai trò mốc từ nguồn gốc duy nhất sang đối tượng kiểm chứng</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng vai trò của dữ liệu GNSS chuẩn hóa trong duy trì hệ tọa độ</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. RINEX giúp ổn định và kiểm soát hệ tọa độ theo thời gian như thế nào?</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu RINEX cho phép xử lý hậu kỳ và bình sai mạng lưới, nhờ đó:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm ảnh hưởng của thời điểm đo</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế tác động của điều kiện khí quyển và môi trường</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng khả năng đối soát và truy nguyên số liệu</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khái niệm “ổn định” ở đây được hiểu theo nghĩa kỹ thuật: Cho phép tái xử lý, kiểm chứng và so sánh tọa độ tại các thời điểm khác nhau, tránh sai lệch tích lũy do đo nhanh tức thời.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Ứng dụng thực tế của dữ liệu RINEX và lợi ích khai thác RINEX hiệu quả</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu RINEX hiện được sử dụng rộng rãi trong:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập mốc khống chế GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bình sai lưới quốc gia và khu vực</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan trắc dịch chuyển công trình, địa chất</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Làm cơ sở kỹ thuật và pháp lý dài hạn cho bản đồ và hạ tầng kỹ thuật</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> Khai thác RINEX bài bản mang lại:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm thời gian và chi phí thiết lập lưới khống chế</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nâng cao độ ổn định và khả năng kiểm chứng số liệu</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp với dự án lớn, triển khai dài hạn, yêu cầu pháp lý cao</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chủ động khi RTK không ổn định hoặc mất hiệu chỉnh</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. Cấu trúc dữ liệu RINEX gồm những gì?</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu RINEX không phải là một file đơn lẻ, mà là tập hợp nhiều file thành phần, mỗi file đảm nhiệm một vai trò riêng.<br /> <br /> 6.1. File quan sát – Observation file (*.obs). Bao gồm:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sóng mang và mã giả</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu GPS, GLONASS, Galileo, BeiDou…</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thông tin thời gian, tần số, tín hiệu</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">File bắt buộc khi xử lý GNSS hậu kỳ và bình sai.<br /> <br /> 6.2. File quỹ đạo vệ tinh – Navigation file (*.nav, *.gnav…) có chứa q</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">uỹ đạo vệ tinh (broadcast ephemeris) - d</span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ữ liệu cần thiết để tính vị trí vệ tinh theo thời gian.<br /> <br /> Tùy phiên bản RINEX và hệ vệ tinh, file điều hướng (Navigation file) có thể được đặt tên khác nhau.<br /> Trong các hệ thống và phần mềm cũ (RINEX 2.x), file điều hướng thường được tách theo từng hệ GNSS, với các đuôi phổ biến như:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GPS: .N</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS: .G</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">BeiDou: .C</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Galileo: .E</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong các hệ thống hiện đại sử dụng RINEX 3.x trở lên, file điều hướng thường được gộp đa hệ GNSS và sử dụng chung đuôi .nav (hoặc .rnx), trong đó chứa đồng thời dữ liệu GPS, GLONASS, Galileo, BeiDou…</span></span><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6.3. File đồng hồ vệ tinh – Clock file (*.clk)</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh sai số đồng hồ vệ tinh và trạm</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác cao hơn dữ liệu quảng bá</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dùng cho bình sai chính xác cao và nghiên cứu dài hạn.<br /> <br /> 6.4. File quỹ đạo chính xác – Precise orbit (*.sp3)</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quỹ đạo vệ tinh độ chính xác cao</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp với .clk để nâng cao chất lượng xử lý</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> 6.5. Các file phụ trợ</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Metadata trạm, antenna, receiver</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">File khí quyển, site log</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giúp nâng cao độ tin cậy và truy xuất nguồn gốc số liệu.<br /> <br /> >>> Phiên bản RINEX và xu hướng hiện nay:</span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 2.x: cũ, hạn chế hệ GNSS.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 3.x: đa hệ, phổ biến hiện nay.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 4.x: hỗ trợ tín hiệu hiện đại, độ chính xác cao.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế xử lý GNSS hậu kỳ, RINEX 2.11 vẫn được sử dụng rộng rãi nhờ tính ổn định và khả năng tương thích cao. Nhiều lỗi xử lý hiện nay phát sinh từ việc chuyển đổi RINEX không đúng chuẩn hoặc thiếu dữ liệu đi kèm.</span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Bài viết 30_1_26.png" style="width: 800px; height: 526px;" /></span></span></p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 3 & 4 là xu hướng chính trong các hệ thống CORS hiện đại.<br /> <br /> Hiểu đúng và khai thác đúng dữ liệu RINEX chính là bước chuyển từ đo nhanh sang đo bền vững trong trắc địa hiện đại – đặc biệt trong bối cảnh Việt Nam đang vận hành các mạng CORS và duy trì hệ tọa độ VN-2000.<br /> <br /> <em>>>> Nguồn tham khảo:</em></span></span><br /> <ul> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">IGS & RTCM – Chuẩn dữ liệu RINEX</span></span></em></li> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">NOAA CORS Network (Mỹ)</span></span></em></li> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">EUREF Permanent Network (Châu Âu)</span></span></em></li> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GEONET – GSI (Nhật Bản)</span></span></em></li> </ul> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/RINEX - GNSS DATA (665 x 295 px).png" style="width: 800px; height: 355px;" /></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>', 'images' => '202601301021570e6ecbd8766b1296dffb848e42581f6f.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy RTK', 'meta_key' => 'Máy RTK, Vngeonet, RINEX, GNSS, CORS, RTK, GNSSStatic, PPK, BinhSaiGNSS, DuLieuGNSS', 'meta_des' => 'Máy RTK, Vngeonet, RINEX, GNSS, CORS, RTK, GNSSStatic, PPK, BinhSaiGNSS, DuLieuGNSS', 'created' => '2026-01-30', 'modified' => '2026-02-02', 'status' => '1', 'view' => '4420', 'slug' => 'du-lieu-rinex-nen-tang-cot-loi-cua-ha-tang-trac-dia-hien-dai', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '517', 'rght' => '518', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 1 => array( 'Post' => array( 'id' => '801', 'name' => 'Đo không gương (Non-Prism) trên máy toàn đạc', 'code' => null, 'alias' => 'do-khong-guong-non-prism-tren-may-toan-dac', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo không gương (Non-Prism) trên máy toàn đạc là gì? Khi nào nên dùng, khi nào không nên dùng? Phân tích ưu nhược điểm, sai số giao hội và khuyến nghị kỹ thuật khi đo Non-Prism trên máy toàn đạc.</span></span>', 'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế thi công và đo đạc, đo không gương (Non-Prism) là một tính năng rất hữu ích của máy toàn đạc, nhưng cũng tiềm ẩn nhiều rủi ro sai số nếu sử dụng không đúng mục đích. Bài viết dưới đây sẽ phân tích bản chất đo Non-Prism, phạm vi ứng dụng, ưu – nhược điểm, ảnh hưởng đến giao hội và các khuyến nghị kỹ thuật cần tuân thủ.</span></span></em><br /> <br /> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Đo không gương (Non-Prism) là gì?</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế đo đạc, không phải lúc nào cũng có thể đặt được gương phản xạ. Các vị trí như tường cao, taluy, vách hầm, kết cấu thép, khu vực đang thi công hoặc nguy hiểm là những trường hợp điển hình.<br /> Đo không gương (Non-Prism) là phương pháp đo khoảng cách không sử dụng gương phản xạ. Máy toàn đạc phát tia laser trực tiếp tới bề mặt mục tiêu và thu tín hiệu phản hồi để xác định khoảng cách và tọa độ điểm đo.<br /> <br /> Phương pháp này cho phép đo các vị trí:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khó tiếp cận hoặc không thể đặt gương.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không an toàn để tiếp cận trực tiếp.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần đo nhanh hiện trạng mà không bố trí phụ trợ.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.1 Ưu điểm của đo không gương</span></span></h3> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo được các vị trí “bất khả thi” với phương pháp đo gương.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng mức độ an toàn cho người đo ngoài công trường.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian đi gương, giảm nhân lực.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất hiệu quả khi đo hiện trạng, kiểm tra hình học kết cấu.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.2 Nhược điểm và hạn chế kỹ thuật của Non-Prism</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bên cạnh ưu điểm, đo không gương tồn tại nhiều hạn chế kỹ thuật cần hiểu rõ:<br /> <br /> <strong>Phụ thuộc mạnh vào bề mặt đo</strong></span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt sáng, phẳng, khô → đo xa hơn, ổn định hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt tối, thô, ẩm, xiên góc → tầm đo giảm rõ rệt, sai số tăng.</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác thấp hơn đo gương</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không có tâm phản xạ cố định như gương.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách lớn hơn và kém ổn định hơn.</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hao pin hơn</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo Non-Prism liên tục tiêu thụ pin nhiều hơn so với đo gương.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (40).png" style="width: 800px; height: 671px;" /></span></span></p> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.3 Những lưu ý quan trọng khi sử dụng đo không gương</span></span></h3> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không sử dụng đo không gương cho mốc khống chế.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không dùng cho dẫn mốc, nghiệm thu pháp lý.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ dùng cho đo hiện trạng, kiểm tra, tham khảo kỹ thuật.</span></span></li> </ul> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.4 Khoảng cách đo không gương của một số dòng máy phổ biến</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng cách công bố của nhà sản xuất thường được đo trong điều kiện tiêu chuẩn:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica FlexLine TS03 / TS07 / TS10: ~500 m / ~1000 m (tùy cấu hình)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon N-Series: ~600 m</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon XS-Series: ~800 m</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Topcon GM-100 Series: ~500 m</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thực tế ngoài công trường, khoảng cách đo thường ngắn hơn catalogue, phụ thuộc mạnh vào bề mặt và điều kiện môi trường.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5 Khi nào nên dùng đo không gương?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo không gương phát huy hiệu quả trong các công việc:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo chi tiết hoàn công.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kiểm tra hình học kết cấu.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo taluy, vách đứng, vách hầm.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo các điểm nguy hiểm không thể tiếp cận.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Đo không gương là công nghệ bổ trợ, không phải để thay thế đo gương.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Hỏi và Đáp: Đo không gương & sai số giao hội</span></span></h2> <br /> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. 1 Vì sao đo không gương dễ gây sai số khi giao hội?</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vì đo Non-Prism phụ thuộc vào bề mặt phản xạ, không có tâm phản xạ cố định như gương.<br /> Trong bài toán giao hội, sai số nhỏ ở từng hướng bắn có thể bị phóng đại tại điểm giao, khiến kết quả thiếu ổn định.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.2 Sai số giao hội khi dùng Non-Prism thường đến từ đâu?</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các nguyên nhân chính:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt phản xạ không phẳng, không đồng nhất.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tia laser phản xạ không cùng một điểm hình học.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Góc bắn xiên, bắn vào mép cạnh hoặc bề mặt nhỏ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách lớn hơn so với đo gương.</span></span></li> </ul> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.3 Đo không gương ảnh hưởng nhiều hơn đến giao hội góc hay giao hội cạnh?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo không gương ảnh hưởng mạnh hơn đến giao hội cạnh, vì:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách của Non-Prism lớn hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội cạnh, sai số khoảng cách tác động trực tiếp tới vị trí điểm giao.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với giao hội góc, sai số vẫn tồn tại nhưng ít phụ thuộc hơn vào chất lượng phản xạ.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.4 Vì sao giao hội nghịch đặc biệt nhạy cảm với đo không gương?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội nghịch:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đặt máy cần được xác định rất chính xác.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không xác định được tâm phản xạ rõ ràng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các trạm có thể “nhìn” vào những điểm khác nhau trên cùng một bề mặt.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điều này khiến sai số khó kiểm soát và khó phát hiện.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.5 Có thể giảm sai số khi buộc phải giao hội bằng Non-Prism không?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có thể giảm rủi ro, nhưng không loại bỏ hoàn toàn, bằng cách:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn bề mặt phẳng, sáng, rõ ràng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tránh bắn vào mép cạnh hoặc bề mặt nhỏ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngắm vuông góc với bề mặt.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo lặp nhiều lần để kiểm tra.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp kiểm tra chéo bằng phương pháp khác.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ áp dụng cho đo tham khảo, không dùng cho mốc.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.6 Khi nào tuyệt đối không nên dùng Non-Prism cho giao hội?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không sử dụng trong các trường hợp:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dẫn mốc tọa độ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập lưới khống chế.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc pháp lý, nghiệm thu công trình.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công việc yêu cầu độ chính xác cao (cm – mm).</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.7 Vì sao đo gương vẫn là phương pháp chuẩn cho giao hội?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vì khi đo gương:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có tâm phản xạ xác định rõ ràng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách nhỏ và ổn định.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các trạm cùng xác định một điểm hình học duy nhất.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đây là yếu tố then chốt trong các bài toán giao hội.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.8 Có nên coi đo không gương là phương pháp thay thế đo gương?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không. Đo không gương là giải pháp bổ trợ, không phải phương pháp thay thế.<br /> <br /> Khuyến nghị nên tuân thủ quy tắc kỹ thuật:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có thể đặt gương → ưu tiên đo gương.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không thể đặt gương → dùng Non-Prism đúng mục đích.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> >>> Đo không gương (Non-Prism) mang lại nhiều tiện lợi trong đo hiện trạng và các vị trí khó tiếp cận, tuy nhiên phương pháp này nhạy cảm với sai số, đặc biệt trong các bài toán giao hội.<br /> Trong thực tế, giao hội thuận có thể cân nhắc sử dụng đo không gương cho mục đích tham khảo, khi điều kiện bề mặt cho phép. Ngược lại, giao hội nghịch không được khuyến nghị sử dụng Non-Prism do sai số khó kiểm soát. Đối với các công việc thiết lập lưới khống chế, dẫn mốc tọa độ và hồ sơ pháp lý, việc đo bằng gương phản xạ là bắt buộc để đảm bảo độ chính xác và giá trị pháp lý của số liệu.</span></span><br /> <br /> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/CHỌN ANH TÀI (16).png" style="width: 800px; height: 618px;" /></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>', 'images' => '20260128101209aeccf2a028c6aa7fa3ea11fe774d0584.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy toàn đạc điện tử', 'meta_key' => 'Máy toàn đạc điện tử, máy toàn đạc, đo không gương, NonPrism, EDM, trắc địa, đo đạc, trắc địa thành đạt, Leica, Topcon, Nikon, Sokkia', 'meta_des' => 'Máy toàn đạc điện tử, máy toàn đạc, đo không gương, NonPrism, EDM, trắc địa, đo đạc, trắc địa thành đạt, Leica, Topcon, Nikon, Sokkia', 'created' => '2026-01-28', 'modified' => '2026-02-01', 'status' => '1', 'view' => '1067', 'slug' => 'do-khong-guong-non-prism-tren-may-toan-dac-1', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '515', 'rght' => '516', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 2 => array( 'Post' => array( 'id' => '800', 'name' => 'Đo không gương (Non-Prism) trên máy toàn đạc', 'code' => null, 'alias' => 'do-khong-guong-non-prism-tren-may-toan-dac', 'cat_id' => '0', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo không gương (Non-Prism) trên máy toàn đạc là gì? Khi nào nên dùng, khi nào không nên dùng? Phân tích ưu nhược điểm, sai số giao hội và khuyến nghị kỹ thuật khi đo Non-Prism trên máy toàn đạc.</span></span>', 'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế thi công và đo đạc, đo không gương (Non-Prism) là một tính năng rất hữu ích của máy toàn đạc, nhưng cũng tiềm ẩn nhiều rủi ro sai số nếu sử dụng không đúng mục đích. Bài viết dưới đây sẽ phân tích bản chất đo Non-Prism, phạm vi ứng dụng, ưu – nhược điểm, ảnh hưởng đến giao hội và các khuyến nghị kỹ thuật cần tuân thủ.</span></span></em><br /> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Đo không gương (Non-Prism) là gì?</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế đo đạc, không phải lúc nào cũng có thể đặt được gương phản xạ. Các vị trí như tường cao, taluy, vách hầm, kết cấu thép, khu vực đang thi công hoặc nguy hiểm là những trường hợp điển hình.<br /> Đo không gương (Non-Prism) là phương pháp đo khoảng cách không sử dụng gương phản xạ. Máy toàn đạc phát tia laser trực tiếp tới bề mặt mục tiêu và thu tín hiệu phản hồi để xác định khoảng cách và tọa độ điểm đo.<br /> <br /> Phương pháp này cho phép đo các vị trí:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khó tiếp cận hoặc không thể đặt gương.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không an toàn để tiếp cận trực tiếp.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần đo nhanh hiện trạng mà không bố trí phụ trợ.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.1 Ưu điểm của đo không gương</span></span></h3> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo được các vị trí “bất khả thi” với phương pháp đo gương.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng mức độ an toàn cho người đo ngoài công trường.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian đi gương, giảm nhân lực.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất hiệu quả khi đo hiện trạng, kiểm tra hình học kết cấu.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.2 Nhược điểm và hạn chế kỹ thuật của Non-Prism</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bên cạnh ưu điểm, đo không gương tồn tại nhiều hạn chế kỹ thuật cần hiểu rõ:<br /> <br /> <strong>Phụ thuộc mạnh vào bề mặt đo</strong></span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt sáng, phẳng, khô → đo xa hơn, ổn định hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt tối, thô, ẩm, xiên góc → tầm đo giảm rõ rệt, sai số tăng.</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác thấp hơn đo gương</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không có tâm phản xạ cố định như gương.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách lớn hơn và kém ổn định hơn.</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hao pin hơn</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo Non-Prism liên tục tiêu thụ pin nhiều hơn so với đo gương.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (40).png" style="width: 800px; height: 671px;" /></span></span></p> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.3 Những lưu ý quan trọng khi sử dụng đo không gương</span></span></h3> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không sử dụng đo không gương cho mốc khống chế.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không dùng cho dẫn mốc, nghiệm thu pháp lý.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ dùng cho đo hiện trạng, kiểm tra, tham khảo kỹ thuật.</span></span></li> </ul> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.4 Khoảng cách đo không gương của một số dòng máy phổ biến</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng cách công bố của nhà sản xuất thường được đo trong điều kiện tiêu chuẩn:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica FlexLine TS03 / TS07 / TS10: ~500 m / ~1000 m (tùy cấu hình)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon N-Series: ~600 m</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon XS-Series: ~800 m</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Topcon GM-100 Series: ~500 m</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thực tế ngoài công trường, khoảng cách đo thường ngắn hơn catalogue, phụ thuộc mạnh vào bề mặt và điều kiện môi trường.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5 Khi nào nên dùng đo không gương?</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo không gương phát huy hiệu quả trong các công việc:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo chi tiết hoàn công.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kiểm tra hình học kết cấu.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo taluy, vách đứng, vách hầm.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo các điểm nguy hiểm không thể tiếp cận.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Đo không gương là công nghệ bổ trợ, không phải để thay thế đo gương.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Hỏi và Đáp: Đo không gương & sai số giao hội</span></span></h2> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. 1 Vì sao đo không gương dễ gây sai số khi giao hội?</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vì đo Non-Prism phụ thuộc vào bề mặt phản xạ, không có tâm phản xạ cố định như gương.<br /> Trong bài toán giao hội, sai số nhỏ ở từng hướng bắn có thể bị phóng đại tại điểm giao, khiến kết quả thiếu ổn định.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.2 Sai số giao hội khi dùng Non-Prism thường đến từ đâu?</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các nguyên nhân chính:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt phản xạ không phẳng, không đồng nhất.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tia laser phản xạ không cùng một điểm hình học.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Góc bắn xiên, bắn vào mép cạnh hoặc bề mặt nhỏ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách lớn hơn so với đo gương.</span></span></li> </ul> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.3 Đo không gương ảnh hưởng nhiều hơn đến giao hội góc hay giao hội cạnh?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo không gương ảnh hưởng mạnh hơn đến giao hội cạnh, vì:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách của Non-Prism lớn hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội cạnh, sai số khoảng cách tác động trực tiếp tới vị trí điểm giao.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với giao hội góc, sai số vẫn tồn tại nhưng ít phụ thuộc hơn vào chất lượng phản xạ.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.4 Vì sao giao hội nghịch đặc biệt nhạy cảm với đo không gương?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội nghịch:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đặt máy cần được xác định rất chính xác.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không xác định được tâm phản xạ rõ ràng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các trạm có thể “nhìn” vào những điểm khác nhau trên cùng một bề mặt.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điều này khiến sai số khó kiểm soát và khó phát hiện.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.5 Có thể giảm sai số khi buộc phải giao hội bằng Non-Prism không?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có thể giảm rủi ro, nhưng không loại bỏ hoàn toàn, bằng cách:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn bề mặt phẳng, sáng, rõ ràng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tránh bắn vào mép cạnh hoặc bề mặt nhỏ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngắm vuông góc với bề mặt.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo lặp nhiều lần để kiểm tra.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp kiểm tra chéo bằng phương pháp khác.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ áp dụng cho đo tham khảo, không dùng cho mốc.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.6 Khi nào tuyệt đối không nên dùng Non-Prism cho giao hội?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không sử dụng trong các trường hợp:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dẫn mốc tọa độ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập lưới khống chế.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc pháp lý, nghiệm thu công trình.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công việc yêu cầu độ chính xác cao (cm – mm).</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.7 Vì sao đo gương vẫn là phương pháp chuẩn cho giao hội?</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vì khi đo gương:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có tâm phản xạ xác định rõ ràng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách nhỏ và ổn định.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các trạm cùng xác định một điểm hình học duy nhất.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đây là yếu tố then chốt trong các bài toán giao hội.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.8 Có nên coi đo không gương là phương pháp thay thế đo gương?</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không. Đo không gương là giải pháp bổ trợ, không phải phương pháp thay thế.<br /> <br /> Khuyến nghị nên tuân thủ quy tắc kỹ thuật:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có thể đặt gương → ưu tiên đo gương.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không thể đặt gương → dùng Non-Prism đúng mục đích.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> >>> Đo không gương (Non-Prism) mang lại nhiều tiện lợi trong đo hiện trạng và các vị trí khó tiếp cận, tuy nhiên phương pháp này nhạy cảm với sai số, đặc biệt trong các bài toán giao hội.<br /> Trong thực tế, giao hội thuận có thể cân nhắc sử dụng đo không gương cho mục đích tham khảo, khi điều kiện bề mặt cho phép. Ngược lại, giao hội nghịch không được khuyến nghị sử dụng Non-Prism do sai số khó kiểm soát. Đối với các công việc thiết lập lưới khống chế, dẫn mốc tọa độ và hồ sơ pháp lý, việc đo bằng gương phản xạ là bắt buộc để đảm bảo độ chính xác và giá trị pháp lý của số liệu.</span></span><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>', 'images' => '202601281012092e874776f1f92f702ba41b53941ccdc8.png', 'images_multi' => null, 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy toàn đạc điện tử', 'meta_key' => 'Máy toàn đạc điện tử, máy toàn đạc, đo không gương, NonPrism, EDM, trắc địa, đo đạc, trắc địa thành đạt, Leica, Topcon, Nikon, Sokkia', 'meta_des' => 'Máy toàn đạc điện tử, máy toàn đạc, đo không gương, NonPrism, EDM, trắc địa, đo đạc, trắc địa thành đạt, Leica, Topcon, Nikon, Sokkia', 'created' => '2026-01-28', 'modified' => '2026-01-30', 'status' => '1', 'view' => '2', 'slug' => 'do-khong-guong-non-prism-tren-may-toan-dac', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '513', 'rght' => '514', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => null, 'name' => null, 'parent_id' => null, 'alias' => null, 'images' => null, 'lft' => null, 'rght' => null, 'pos' => null, 'status' => null, 'title_seo' => null, 'meta_key' => null, 'meta_des' => null, 'created' => null, 'modified' => null, 'slug' => null, 'cate' => null, 'link' => null, 'name_eng' => null, 'name_tq' => null, 'type' => null, 'hot' => null, 'content' => null, 'display' => null, 'content_eng' => null ) ), (int) 3 => array( 'Post' => array( 'id' => '799', 'name' => 'Máy toàn đạc điện tử Leica TS20 - Dòng máy robot cao cấp!', 'code' => null, 'alias' => 'may-toan-dac-dien-tu-leica-ts20-dong-may-robot-cao-cap', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica TS20 là dòng máy toàn đạc điện tử robot cao cấp của Leica Geosystems, được thiết kế để đáp ứng các yêu cầu khắt khe trong khảo sát, thi công hạ tầng, đo vẽ bản đồ và xây dựng công nghiệp. Leica TS20 tập trung vào tự động hóa, độ ổn định và độ chính xác cao, giúp tối ưu thao tác hiện trường và nâng cao hiệu suất làm việc trong mọi điều kiện công trường phức tạp.</span></span>', 'content' => '<p> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><em>Leica TS20 là dòng máy toàn đạc điện tử robot cao cấp của Leica Geosystems, được phát triển cho các công việc khảo sát, thi công hạ tầng, đo vẽ bản đồ và xây dựng công nghiệp. Dòng máy này tập trung vào tự động hóa, độ ổn định và độ chính xác cao, giúp tối ưu thao tác hiện trường và nâng cao hiệu suất làm việc trong điều kiện công trường phức tạp.</em><br /> <br /> Trong thực tế triển khai, Leica TS20 được cung cấp với nhiều cấu hình tính năng khác nhau nhằm đáp ứng đa dạng nhu cầu sử dụng. Trên thị trường và trong tài liệu kỹ thuật, các cấu hình này thường được phân nhóm như sau:</span></span></p> <ul> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Auto Aiming (<strong>TS20 A</strong>): Hỗ trợ tự động ngắm gương (ATR).</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">PowerSearch (<strong>TS20 P</strong>): Bổ sung khả năng tự động tìm gương.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Imaging (<strong>TS20 I</strong>): Tích hợp camera và các thuật toán AI hỗ trợ đo đạc, cho phép nhận dạng mục tiêu, theo dõi chuyển động và thu điểm bằng hình ảnh trong môi trường phức tạp.</span></span></li> </ul> <p> <br /> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Bên cạnh các cấu hình tính năng, Leica TS20 còn có các tùy chọn kỹ thuật chung, bao gồm:</span></span></p> <ul> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Độ chính xác đo góc: 1″ / 2″ / 3″ / 5″</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Tầm đo không gương (EDM): 800 m hoặc 1600 m</span></span></li> </ul> <p> <br /> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Mức độ tự động hóa và hỗ trợ AI phụ thuộc vào cấu hình được lựa chọn, trong đó TS20 I là cấu hình cao cấp nhất, phù hợp cho các dự án yêu cầu hiệu suất, độ tin cậy và kiểm soát chất lượng cao.</span></span><br /> </p> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica-TS20-Application-Tunnel-300dpi-2-2048x1365.jpg" style="width: 800px; height: 533px;" /></span></span></p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Leica TS20I – Phiên bản tích hợp Camera & AI</strong><br /> <br /> Chỉ phiên bản TS20I (Imaging) mới được Leica trang bị camera và các thuật toán AI hỗ trợ đo đạc, giúp nâng tầm hiệu quả khảo sát hiện đại.<br /> <br /> <strong>AI – Công nghệ tạo khác biệt trên TS20I.</strong><br /> <br /> Trên TS20I, Leica ứng dụng AI kết hợp camera và thuật toán xử lý thông minh, cho phép:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận dạng mục tiêu chính xác hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo dõi chuyển động mục tiêu ổn định hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế nhầm lẫn trong môi trường nhiều vật phản xạ.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các xử lý này được thực hiện trực tiếp trên thiết bị, giúp đảm bảo tốc độ, độ ổn định và an toàn dữ liệu khi làm việc ngoài hiện trường.<br /> <br /> <strong>AI-Detect – Nhận dạng gương & cảnh báo sai cấu hình (TS20I)</strong><br /> <br /> Sai loại gương là nguyên nhân phổ biến gây sai offset và sai số đo. AI-Detect (chỉ có trên TS20I) sử dụng camera để:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận dạng loại gương Leica đang đo.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">So sánh với cấu hình gương trong Leica Captivate.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cảnh báo ngay khi phát hiện không khớp.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính năng này giúp:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm lỗi chủ quan.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tránh đo sai – làm lại.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nâng cao độ tin cậy dữ liệu thi công.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> <strong>AI-Follow (Dynamic Lock nâng cao) – Theo dõi mục tiêu mượt mà</strong><br /> <br /> Trên TS20I, AI hỗ trợ khả năng dự đoán chuyển động của lăng kính khi:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bị che khuất tạm thời.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Di chuyển trong môi trường đông người, máy móc.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhờ đó, TS20I giúp:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khóa lại mục tiêu nhanh hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế mất tia.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giữ quá trình đo liên tục, ổn định.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> <strong>AI tăng cường ATR & PowerSearch (TS20I)</strong><br /> <br /> Thuật toán AI giúp ATR và PowerSearch trên TS20I hoạt động hiệu quả hơn trong các điều kiện khó:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sương mù nhẹ, mưa bụi.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gương che khuất một phần.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều điểm phản xạ trong vùng quét.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đây là khác biệt lớn giữa TS20I và TS20A / TS20P.</span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica-TS20-Application-Cadastral-Surveying-300dpi-15-1-2048x1365.jpg" style="width: 800px; height: 533px;" /></span></span></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> <strong>Các thế mạnh chung của dòng Leica TS20</strong><br /> <br /> Bên cạnh AI trên TS20I, toàn bộ dòng TS20 vẫn kế thừa những giá trị cốt lõi của Leica:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác đo góc & khoảng cách cao,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Động cơ Direct Drives nhanh, êm, không ma sát,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm Leica Captivate trực quan, dễ thao tác,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phím Trigger đo nhanh,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu trữ dữ liệu lớn, xuất file linh hoạt,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết cấu bền bỉ, chuẩn công trường,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dọi tâm laser/quang học chính xác.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> <strong>Lợi ích thực tế khi sử dụng Leica TS20</strong></span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng tốc độ đo & bố trí công trình,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm nhân lực vận hành,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế sai sót hiện trường,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu ổn định, đáng tin cậy,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp từ khảo sát địa hình đến thi công công trình lớn.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> <strong>BẢNG SO SÁNH: TS20A vs TS20P vs TS20I</strong></span></span><br /> <br /> <br /> <table border="0" cellpadding="0" style="width: 100%"> <thead> <tr> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tính năng / Chức năng</strong></span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20A</strong><br /> <strong>(Auto Aiming)</strong></span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20P</strong><br /> <strong>(PowerSearch)</strong></span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20I</strong><br /> <strong>(Imaging/ Camera & AI)</strong></span></span><br /> </th> </tr> </thead> <tbody> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động ngắm mục tiêu (ATR)</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có<br /> (ATR tiêu chuẩn)</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có<br /> (ATR tiêu chuẩn)</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có<br /> (ATR tăng cường nhờ camera & thuật toán)</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động tìm gương (PowerSearch)</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có<br /> (kết hợp camera & thuật toán nâng cao)</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Camera tích hợp</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Thu điểm bằng hình ảnh</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận dạng mục tiêu / gương (AI-Detect)</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo dõi mục tiêu di chuyển (Dynamic Lock)</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Khả năng giữ bám khi mục tiêu<br /> che khuất ngắn hạn</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có (AI-Follow)</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Làm việc hiệu quả trong môi trường<br /> nhiều phản xạ</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiêu chuẩn</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiêu chuẩn</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tối ưu hơn nhờ camera & thuật toán</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức độ tự động hóa</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cơ bản</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Trung bình</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cao nhất</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ đo không người<br /> (one-man operation)</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có (ổn định nhất)</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm vận hành</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Captivate</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Captivate</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Captivate</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng phù hợp</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo topo, bố trí cơ bản</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo nhanh, nhiều trạm</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan trắc, đo phức tạp</span></span></td> </tr> </tbody> </table> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Xem thêm Cataloge TS20: <a href="https://drive.google.com/file/d/1KRyhFd21zOZpYZFqy6uUF-xJFJkJJGmE/view?usp=sharing">TẠI ĐÂY</a></span></span><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <div style="text-align: start;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="text-align: justify;">> >> </span><span style="color: rgb(51, 51, 51); text-align: justify;">Liên hệ </span><a href="https://tracdiathanhdat.vn/" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear; font-size: 13px; text-align: justify;"><strong style="margin: 0px; padding: 0px; font-weight: bold;">Trắc Địa Thành Đạt </strong></a><span style="color: rgb(51, 51, 51); text-align: justify;">để được tư vấn chọn máy toàn đạc Leica phù hợp đúng công trình – đúng ngân sách – đúng nhu cầu thực tế tại Việt Nam!</span></span></span></div> <span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"> </span>', 'images' => '20260123093036f5e1f1626a72bb19c3eb73da64c29a2e.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy toàn đạc điện tử', 'meta_key' => 'Máy toàn đạc, máy toàn đạc điện tử, total station, maytoandacLeica, máy toàn đạc điện tử Leica, Leica geosystem, LeicaFlexLine, LeicaTS, LeicaNova, LeicaMS, MultiStation, TS03, TS07, TS10, TS13, TS20, TS60, TM60, MS60', 'meta_des' => 'Máy toàn đạc, máy toàn đạc điện tử, total station, maytoandacLeica, máy toàn đạc điện tử Leica, Leica geosystem, LeicaFlexLine, LeicaTS, LeicaNova, LeicaMS, MultiStation, TS03, TS07, TS10, TS13, TS20, TS60, TM60, MS60', 'created' => '2026-01-23', 'modified' => '2026-02-02', 'status' => '1', 'view' => '434', 'slug' => 'may-toan-dac-dien-tu-leica-ts20-dong-may-robot-cao-cap', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '511', 'rght' => '512', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 4 => array( 'Post' => array( 'id' => '798', 'name' => 'Kiểm tra cao độ sàn nhà xưởng bằng máy thủy bình – Giải pháp chính xác cho thi công công nghiệp!', 'code' => null, 'alias' => 'kiem-tra-cao-do-san-nha-xuong-bang-may-thuy-binh-–-giai-phap-chinh-xac-cho-thi-cong-cong-nghiep', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<p data-end="637" data-start="299"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong xây dựng nhà xưởng, nhà máy và khu công nghiệp, kiểm tra cao độ sàn là công tác bắt buộc nhằm đảm bảo độ phẳng, cao độ đồng nhất và khả năng thoát nước đúng thiết kế. Chỉ một sai số nhỏ vài milimet cũng có thể ảnh hưởng đến vận hành máy móc, lưu thông xe nâng, tuổi thọ sàn bê tông và chất lượng nghiệm thu công trình. Chính vì vậy, máy thủy bình luôn là thiết bị được kỹ sư trắc địa – xây dựng tin dùng để kiểm tra cao độ sàn nhà xưởng với độ chính xác và độ ổn định cao.<br /> </span></span></p> ', 'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Trong xây dựng nhà xưởng, nhà máy và khu công nghiệp, kiểm tra cao độ sàn là công tác bắt buộc nhằm đảm bảo độ phẳng, cao độ đồng nhất và khả năng thoát nước đúng thiết kế. Chỉ một sai số nhỏ vài milimet cũng có thể ảnh hưởng đến vận hành máy móc, lưu thông xe nâng, tuổi thọ sàn bê tông và chất lượng nghiệm thu công trình. Chính vì vậy, máy thủy bình luôn là thiết bị được kỹ sư trắc địa – xây dựng tin dùng để kiểm tra cao độ sàn nhà xưởng nhờ độ chính xác cao và tính ổn định lâu dài.<br /> </em></span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Tại sao cần kiểm tra cao độ sàn nhà xưởng?</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo cao độ sàn bằng máy thủy bình giúp:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đảm bảo cao độ và độ phẳng đúng hồ sơ thiết kế</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phát hiện kịp thời các điểm lồi – lõm để xử lý trước khi hoàn thiện</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phục vụ công tác nghiệm thu sàn bê tông theo tiêu chuẩn kỹ thuật</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế chi phí sửa chữa sau khi công trình đưa vào sử dụng</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế, một số đơn vị sử dụng máy cân mực laser để kiểm tra cao độ. Tuy nhiên, phương pháp này chỉ phù hợp cho khu vực nhỏ. Với nhà xưởng có diện tích lớn, tia laser dễ bị phân tán khi chiếu xa, làm tăng sai số (có thể 5–10 mm), gây khó khăn trong kiểm soát chất lượng và nghiệm thu.<br /> <br /> Máy thủy bình quang học, với nguyên lý tia ngắm nằm ngang và độ phóng đại ống kính, cho kết quả ổn định và tin cậy hơn trên diện tích sàn lớn.<br /> </span></span><br /> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/nhà xưởng(1).jpg" style="width: 512px; height: 302px;" /></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Ưu điểm của máy thủy bình trong kiểm tra cao độ sàn</span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác cao: sai số khoảng 1–2 mm/1 km đo khép</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoạt động ổn định trong nhiều điều kiện ánh sáng</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đọc số trực tiếp trên mia, hạn chế sai số chủ quan</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp đo liên tục nhiều điểm trên mặt sàn nhà xưởng</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhờ các ưu điểm này, máy thủy bình vẫn là thiết bị tiêu chuẩn trong kiểm tra cao độ sàn công nghiệp.<br /> </span></span><br /> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Tiêu chí lựa chọn máy thủy bình đo sàn nhà xưởng</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Để đảm bảo sai số đo trong giới hạn cho phép (±2 mm), máy thủy bình nên đáp ứng các yêu cầu sau:</span></span><br /> <br /> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.1 Độ phóng đại ống kính</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Khuyến nghị từ 24X – 32X.</span></span><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Đọc mia rõ ở khoảng cách 50–80 m.</span></span> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 Độ chính xác</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khép tuyến ≤ 2.0 mm/1 km</span></span> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.3 Hệ thống cân bằng</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Nên sử dụng con lắc từ tính (Magnetic Damping)</span></span><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Giúp tia ngắm ổn định nhanh trong môi trường rung động</span></span> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.4 Tiêu chuẩn bảo vệ</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Tối thiểu IP54, ưu tiên IP66</span></span><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Phù hợp môi trường nhiều bụi xi măng và nước bắn</span></span><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Các máy thủy bình được tin dùng khi kiểm tra cao độ sàn nhà xưởng</span></span></h2> <br /> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.1 Máy thủy bình Sokkia B40A</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sokkia B40A là dòng máy được sử dụng phổ biến trong đo sàn nhà xưởng.<br /> Ưu điểm nổi bật:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuẩn chống bụi – nước IP66, chịu được mưa rào</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Con lắc từ tính giúp bù nghiêng nhanh, chống rung tốt</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ phóng đại 24X, đọc mia rõ ở khoảng cách 40–50 m</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp cho thi công sàn nhà xưởng, nhà kho và khu công nghiệp quy mô vừa – lớn.<br /> </span></span> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/B40A.jpg" style="width: 450px; height: 377px;" /></span></span></p> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.2 Máy thủy bình Nikon AC-2S</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon AC-2S là lựa chọn phù hợp khi làm việc trong nhà xưởng thiếu ánh sáng.<br /> Ưu điểm:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ống kính Nikon có độ sáng và độ trong cao</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hình ảnh mia sắc nét, giảm mỏi mắt khi đo nhiều điểm</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết kế gọn nhẹ, dễ di chuyển trong không gian hẹp</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/Nikon AC2S.jpg" style="width: 450px; height: 377px;" /></span></span></p> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.3 Máy thủy bình Leica NA300 series ( NA320/NA324)</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dòng máy dành cho các công trình yêu cầu độ chính xác cao.<br /> <br /> Đặc điểm nổi bật:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số < 1.5 mm/1 km</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ bền cơ học cao, chịu va đập tốt</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoạt động ổn định lâu dài, ít phải hiệu chỉnh</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp cho nhà máy công nghệ cao, phòng sạch, khu sản xuất chính xác.<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/476249529_986351956959976_7286419762816488861_n.jpg" style="width: 450px; height: 377px;" /></span></span></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.4 Leica LS15 Digital Level – Máy thủy bình điện tử cao cấp</span></span></h3> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác: ~±0.2 mm/1 km (với mia invar)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính năng nổi bật:</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động lấy nét và kiểm tra độ nghiêng</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Màn hình màu cảm ứng, giảm sai sót do đọc thủ công</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bluetooth & USB truyền dữ liệu</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ nhớ lưu đến ~30.000 trị đo</span></span></li> </ul> </li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ phóng đại: 32×, phạm vi đo lên đến ~110 m</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp các dự án sàn công nghiệp quan trọng, lưới cao độ chính xác cao, đo khép tuyến.</span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/LS15.jpg" style="width: 450px; height: 396px;" /></span></span></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.5 Trimble DiNi Digital Level Series (Dini-03 / Dini-07)</span></span></h3> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác: tùy chọn đến ~0.3 mm/1 km</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiêu chuẩn bảo vệ: IP55</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giao diện trực quan, dễ thao tác</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Truyền dữ liệu nhanh qua USB</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp đo lặp nhiều, quan trắc và báo cáo số liệu chi tiết</span></span></li> </ul> </li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/Trimble Dini.jpg" style="width: 450px; height: 450px;" /></span></span></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Quy trình kiểm tra cao độ sàn nhà xưởng bằng máy thủy bình</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><u><strong>Bước 1</strong></u>: Chia lưới ô vuông (Grid Method)</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chia sàn thành các ô 3×3 m hoặc 5×5 m</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các giao điểm là vị trí đặt mia</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Bước 2</u></strong>: Dẫn mốc cao độ chuẩn</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập Benchmark (H₀) ổn định bên ngoài khu vực thi công</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Làm cơ sở so sánh cho toàn bộ số liệu</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Bước 3</u></strong>: Đo đạc thực địa</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đặt máy ở vị trí trung tâm, nền cứng</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cân bằng máy chính xác</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đọc BS → xác định HI</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đọc FS tại các nút lưới</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><u><strong>Bước 4</strong></u>: Xử lý và đánh giá số liệu<br /> ΔH = Số đọc thực tế – Số đọc thiết kế</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ΔH > 0 → Sàn thấp (lõm)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ΔH < 0 → Sàn cao (lồi)</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> !!! Lưu ý quan trọng khi kiểm tra cao độ sàn nhà xưởng:</span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc chuẩn phải ổn định – quyết định độ tin cậy toàn bộ phép đo</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng cách ngắm ≤ 40 m để kiểm soát sai số</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra máy trước khi đo: mực nước, ống kính, chân máy</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> >>> Kiểm tra cao độ sàn nhà xưởng bằng máy thủy bình là công tác không thể thiếu nhằm đảm bảo chất lượng thi công, độ phẳng sàn và an toàn vận hành lâu dài. Việc lựa chọn đúng thiết bị và tuân thủ quy trình đo chuẩn sẽ giúp kỹ sư và nhà thầu thu được kết quả chính xác – đáng tin cậy – dễ nghiệm thu cho mọi dự án xây dựng công nghiệp.</span></span><br /> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. FAQ – Hỏi đáp</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Kiểm tra cao độ sàn nhà xưởng nên sử dụng thiết bị nào?<br /> <em>Máy thủy bình quang học là lựa chọn phù hợp nhờ độ chính xác cao và ổn định trên diện tích lớn.<br /> </em><br /> - Máy laser cân mực có thể thay thế máy thủy bình không?<br /> <em>Không. Máy laser chỉ phù hợp cho phạm vi nhỏ, không đáp ứng độ chính xác khi kiểm tra sàn nhà xưởng diện tích lớn.</em><br /> <br /> - Sai số cho phép khi kiểm tra cao độ sàn là bao nhiêu?<br /> Thông thường yêu cầu sai số trong khoảng ±2 mm, tùy tiêu chuẩn thiết kế và yêu cầu của chủ đầu tư.<br /> <br /> - Khoảng cách đo tối đa từ máy thủy bình đến mia là bao nhiêu?<br /> <em>Khuyến nghị không vượt quá 40 m để đảm bảo kiểm soát sai số.</em><br /> <br /> - Có cần kiểm tra cao độ sàn trước khi hoàn thiện không?<br /> <em>Có. Việc kiểm tra sớm giúp xử lý sai lệch trước khi hoàn thiện, giảm rủi ro và chi phí sửa chữa.</em></span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Máy thủy bình 2.jpg" style="width: 800px; height: 419px;" /></span></span></p> ', 'images' => '202601221130150949baaf0ec2674bbe7f30c4972319a8.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy thủy bình', 'meta_key' => 'Máy thủy bình, máy thủy bình điện tử, đo cao độ, cao độ công trình, thi công nhà xưởng, đo chênh cao, Leica, Nikon, Topcon, Trimble', 'meta_des' => 'Máy thủy bình, máy thủy bình điện tử, đo cao độ, cao độ công trình, thi công nhà xưởng, đo chênh cao, Leica, Nikon, Topcon, Trimble', 'created' => '2026-01-22', 'modified' => '2026-02-02', 'status' => '1', 'view' => '4010', 'slug' => 'kiem-tra-cao-do-san-nha-xuong-bang-may-thuy-binh-giai-phap-chinh-xac-cho-thi-cong-cong-nghiep', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '509', 'rght' => '510', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 5 => array( 'Post' => array( 'id' => '797', 'name' => 'Máy toàn đạc Leica: chọn FlexLine, TS, Nova hay MS?', 'code' => null, 'alias' => 'may-toan-dac-leica-chon-flexline-ts-nova-hay-ms', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với dải sản phẩm trải rộng từ FlexLine → TS → Nova → MS (MultiStation), Leica Geosystems mang đến nhiều lựa chọn, nhưng cũng khiến không ít anh em băn khoăn: <em>công trình của mình nên dùng dòng nào là hợp lý nhất?</em></span></span>', 'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong trắc địa – xây dựng hiện nay, việc lựa chọn máy toàn đạc điện tử Leica phù hợp với từng loại công trình đóng vai trò then chốt, ảnh hưởng trực tiếp đến độ chính xác, hiệu suất thi công và chi phí đầu tư.<br /> <br /> Với dải sản phẩm trải rộng từ FlexLine → TS → Nova → MS (MultiStation), Leica Geosystems mang đến nhiều lựa chọn, nhưng cũng khiến không ít anh em băn khoăn: công trình của mình nên dùng dòng nào là hợp lý nhất?<br /> <br /> Bài viết dưới đây sẽ giúp bạn so sánh rõ ưu – nhược điểm từng dòng máy toàn đạc Leica, đồng thời gợi ý chọn máy đúng nhu cầu thực tế tại Việt Nam.</span></span></em><br /> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Máy toàn đạc Leica FlexLine (TS03, TS07, TS10…)</span></span></h2> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu hình đơn giản, dễ sử dụng, phù hợp nhiều đối tượng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi phí đầu tư thấp hơnso với các dòng tự động/robot.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đáp ứng tốt các công việc khảo sát – trắc địa cơ bản.</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần lớn thao tác thủ công.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không có motor, ATR, tự động khóa prism.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu suất đo và tốc độ làm việc thấp hơn dòng TS và Nova.</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo đạc địa chính, lập bản đồ nền.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công tác đo nhỏ lẻ, khối lượng không lớn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đơn vị cần máy toàn đạc Leica bền – ổn định – dễ dùng.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Nếu chỉ cần đo khảo sát cơ bản, Leica FlexLine là lựa chọn kinh tế và đủ dùng.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Máy toàn đạc Leica TS (TS13, TS20…)</span></span></h2> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức độ tự động hóa cao, có phiên bản robot.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác góc và EDM ổn định, phù hợp thi công.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ phần mềm Captivate, dễ tích hợp GNSS/RTK.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm thao tác thủ công, tăng tốc độ bố trí và đo kiểm.</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giá cao hơndòng FlexLine.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với model cao cấp (TS20) cần tính thêm phụ kiện robot (prism, tripod, pin, tay cầm).</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xây dựng dân dụng, công trình nhỏ và vừa.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công tác bố trí công trình, đo kiểm hình học.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi cần độ chính xác và hiệu suất cao hơn FlexLine.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Dòng TS là lựa chọn cân bằng giữa độ chính xác – tiện lợi – chi phí.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Máy toàn đạc Leica Nova (TS60, TM60…)</span></span></h2> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công nghệ robot hiện đại, động cơ chính xác cao.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động khóa mục tiêu, đo nhanh, ổn định.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều tính năng nâng cao:</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Multi-target</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo khoảng cách dài</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tích hợp GNSS / Sensor / Monitoring</span></span></li> </ul> </li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi phí đầu tư cao, yêu cầu người vận hành có chuyên môn tốt.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi phí vận hành (pin, phụ kiện, bảo trì) lớn hơn các dòng thấp.</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công trình lớn: cầu, đường, hầm, metro.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dự án hạ tầng quy mô lớn, yêu cầu độ tin cậy cao.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan trắc biến dạng, đo lặp chính xác dài hạn.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Với dự án quy mô lớn, Leica Nova là “xương sống” về độ chính xác và tự động hóa.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Máy toàn đạc Leica MS – MultiStation (MS60)</span></span></h2> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp toàn đạc + quét 3D + GNSS trong một thiết bị.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thu thập dữ liệu 3D dày, nhanh, giảm nhân lực.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất mạnh cho khảo sát hiện trạng và địa hình phức tạp.</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giá rất cao.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu hậu xử lý phức tạp, cần kỹ năng chuyên sâu.</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dự án cần dữ liệu 3D chi tiết.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy hoạch, khảo sát hạ tầng phức tạp.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công tác đo đạc + bản đồ + mô hình số trong một workflow.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> MS là giải pháp cao cấp nhất cho bài toán 3D và dữ liệu lớn.<br /> </span></span><br /> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Gợi ý chọn máy toàn đạc điện tử Leica theo nhu cầu</span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát đất đai, địa chính, bản đồ nền → <em>Leica FlexLine</em> hoặc <em>TS (model cơ bản).</em></span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xây dựng dân dụng, công trình nhỏ & vừa, bố trí thiết kế → <em>Leica TS</em> hoặc <em>Nova</em> (tùy yêu cầu độ chính xác).</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công trình giao thông, cầu hầm, hạ tầng phức tạp → <em>Leica Nova</em> hoặc <em>MS (MultiStation / Robot).</em></span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát địa hình phức tạp, cần dữ liệu 3D, đo nhanh nhiều điểm → <em>Leica MS – MultiStation.</em></span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>BẢNG SO SÁNH THÔNG SỐ LEICA FLEXLINE – TS – NOVA</strong></span></span><br /> <br /> <table border="0" cellpadding="0" cellspacing="3" style="width: 100%"> <thead> <tr> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tiêu chí</strong></span></span></th> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS03</strong></span></span></th> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS07</strong></span></span></th> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS10</strong></span></span></th> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS13</strong></span></span></th> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20</strong></span></span></th> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nova TM60</strong></span></span></th> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nova TS60</strong></span></span></th> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nova MS60</strong></span></span></th> </tr> </thead> <tbody> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác góc</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5″, 1″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo lăng kính</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.8–10,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5–10,000 m</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác đo gương</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1 mm+1 ppm</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>0.6 mm+1ppm</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo không gương</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">800 m (R800) / 1,600 m (R1600)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2,000 m</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác không gương</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm 2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Màn hình</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5″ đơn sắc</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5″ màu</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA (tuỳ chọn)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Kết nối có dây</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Ethernet / USB-C</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Bluetooth / WLAN</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Dữ liệu di động (4G)</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>AutoHeight</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera tổng quan</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera kính ngắm</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>SmartStation GNSS</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tiêu chí</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS03</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS07</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS10</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS13</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS20</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Nova TM60</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Nova TS60</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Nova MS60</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác góc</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5″, 1″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo lăng kính</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.8–10,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5–10,000 m</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác đo gương</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.6 mm + 1 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo không gương</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">800 m (R800) / 1,600 m (R1600)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2,000 m</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác không gương</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Màn hình</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5″ đơn sắc</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5″ màu</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA (tuỳchọn)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Kết nối có dây</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Ethernet / USB-C</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Bluetooth / WLAN</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Dữ liệu di động (4G)</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>AutoHeight</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera tổng quan</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera kính ngắm</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>SmartStation GNSS</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Động cơ (Robot)</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">DC Motor</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Brushless Direct Drives</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Piezo drives</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Piezo drives</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Piezo drives</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>ATR / Tracking</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (R1000)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">AI-powered ATR</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Prism Fast Search</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Scanning 3D</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (30,000 pts/s)</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Điều khiển từ xa</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hỗ trợ AP20</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">AP20 ID</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">AP20 ID + AutoPole</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hệ điều hành</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">FlexField</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">FlexField</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">FlexField</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate (Loc8 / GeoCloud Protect)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Thời lượng pin</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 h</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 h</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 h</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">8–19 h</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~5 h</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~8 h</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~9 h</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~9 h</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Trọng lượng</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.3 kg</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.3 kg</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.4 kg</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.8 kg</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5.0 kg</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">7.2 kg</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">7.3 kg</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">7.6 kg</span></span></td> </tr> </tbody> </table> <p> </p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/so-sanh-may-toan-dac-dien-tu-leica-FlexLine-TS-Nova-MS.jpg" style="width: 800px; height: 463px;" /></span></span> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. Câu hỏi thường gặp về máy toàn đạc Leica (FAQ)</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6.1 Máy toàn đạc Leica FlexLine có đủ dùng cho địa chính không?<br /> → Có. Với đo địa chính và bản đồ nền, FlexLine đáp ứng tốt và tiết kiệm chi phí.<br /> <br /> 6.2 Khi nào nên chọn TS thay vì FlexLine?<br /> → Khi cần độ chính xác cao hơn, thao tác nhanh hơn và giảm nhân lực.<br /> <br /> 6.3 Leica Nova có phù hợp công trình dân dụng không?<br /> → Phù hợp nếu công trình yêu cầu độ chính xác rất cao hoặc quan trắc.<br /> <br /> 6.4 MultiStation MS60 có thay thế máy quét laser không?<br /> → MS60 không thay thế hoàn toàn TLS chuyên dụng, nhưng rất hiệu quả cho khảo sát 3D kết hợp đo toàn đạc.<br /> <br /> >>> <u><strong>Tổng kết:</strong></u></span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo khảo sát cơ bản→ <em>FlexLine là đủ.</em></span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cân bằng giữa chính xác & tiện lợi→ <em>TS là lựa chọn hợp lý.</em></span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công trình lớn, yêu cầu cao→ <em>Nova hoặc MS.</em></span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Liên hệ <a href="https://tracdiathanhdat.vn/"><strong>Trắc Địa Thành Đạt </strong></a>để được tư vấn chọn máy toàn đạc Leica phù hợp đúng công trình – đúng ngân sách – đúng nhu cầu thực tế tại Việt Nam!<br /> </span></span>', 'images' => '202601210935384ebac4c3fe54ae49d9e64370bfd51ec3.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy toàn đạc điện tử', 'meta_key' => 'Máy toàn đạc, máy toàn đạc điện tử, total station, maytoandacLeica, máy toàn đạc điện tử Leica, Leica geosystem, LeicaFlexLine, LeicaTS, LeicaNova, LeicaMS, MultiStation, TS03, TS07, TS10, TS13, TS20, TS60, TM60, MS60', 'meta_des' => 'Máy toàn đạc, máy toàn đạc điện tử, total station, maytoandacLeica, máy toàn đạc điện tử Leica, Leica geosystem, LeicaFlexLine, LeicaTS, LeicaNova, LeicaMS, MultiStation, TS03, TS07, TS10, TS13, TS20, TS60, TM60, MS60', 'created' => '2026-01-21', 'modified' => '2026-02-02', 'status' => '1', 'view' => '576', 'slug' => 'may-toan-dac-leica-chon-flexline-ts-nova-hay-ms', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '507', 'rght' => '508', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 6 => array( 'Post' => array( 'id' => '796', 'name' => 'Cập nhật firrmware RTK qua WEB UI', 'code' => null, 'alias' => 'cap-nhat-firrmware-rtk-qua-web-ui', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Cập nhật firmware RTK qua Web UI – Hướng dẫn chi tiết & lưu ý kỹ thuật</span><br /> ', 'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong quá trình sử dụng máy GNSS RTK, việc cập nhật firmware bộ thu GNSS đóng vai trò đặc biệt quan trọng nhằm:</span></span></em><br /> <ul> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tối ưu khả năng FIX và độ ổn định khi đo RTK</span></span></em></li> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khắc phục các lỗi tồn tại trong firmware cũ</span></span></em></li> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bổ sung hoặc cải thiện các tính năng mới như IMU, radio, AR, giao tiếp dữ liệu…</span></span></em></li> </ul> <br /> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tuy nhiên, cập nhật firmware KHÔNG phải là cập nhật ứng dụng Android (APK), mà là nâng cấp hệ thống điều khiển lõi của bộ thu GNSS, tác động trực tiếp đến khả năng định vị và hoạt động RTK. Nếu thực hiện không đúng quy trình hoặc sử dụng firmware không phù hợp, thiết bị có thể phát sinh các lỗi nghiêm trọng như mất FIX, treo hệ thống, không khởi động hoặc không thể kết nối RTK.<br /> <br /> Hiện nay, nhiều dòng máy RTK đã hỗ trợ cập nhật firmware thông qua Web UI – giao diện quản lý nội bộ cho phép truy cập trực tiếp bằng trình duyệt web. Phần nội dung dưới đây tổng hợp cách các hãng GNSS phổ biến triển khai Web UI, quy trình cập nhật firmware, đồng thời hướng dẫn kết nối và sử dụng Web UI một cách an toàn, đúng kỹ thuật.<br /> </span></span></em> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Web UI trong máy RTK GNSS là gì?</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Web UI (Web-based User Interface) là giao diện quản lý nội bộ của bộ thu RTK, cho phép người dùng:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối trực tiếp với thiết bị qua WiFi hoặc mạng LAN</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Truy cập bằng trình duyệt web (Chrome, Edge, Safari…)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xem thông tin thiết bị và trạng thái GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu hình các tham số hệ thống</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật firmware bộ thu GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải dữ liệu đo, dữ liệu thô và nhật ký hệ thống</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Web UI mang lại sự tiện lợi lớn trong môi trường hiện trường, tuy nhiên cũng tiềm ẩn rủi ro nếu người dùng không hiểu rõ cách triển khai Web UI của từng hãng GNSS.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Cập nhật Firmware RTK qua Web UI theo từng hãng GNSS</span></span></h2> <br /> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.1. eFix GNSS – Web UI trong hệ sinh thái Android</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Web UI của eFix GNSS cho phép:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra thông tin thiết bị (model, serial, firmware)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo dõi trạng thái GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thực hiện cập nhật firmware bộ thu</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cách truy cập Web UI eFix</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối WiFi do bộ thu eFix phát</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở trình duyệt và truy cập IP mặc định của thiết bị</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">LƯU Ý: Firmware eFix phụ thuộc rất chặt vào model và đời mainboard. Việc cài sai firmware có thể khiến máy không boot được hoặc hoạt động không ổn định.<br /> <em>(Nguồn tham khảo: eFix GNSS – Firmware & User Guidance chính hãng).</em><br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.2. Meridian GNSS – Web UI trực quan với IP mặc định</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Meridian GNSS tích hợp Web UI nội bộ cho phép:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xem thông tin thiết bị và trạng thái GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu hình các tham số cơ bản</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật firmware trực tiếp qua Web UI</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cách truy cập</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối WiFi do bộ thu phát</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở trình duyệt và nhập: http://192.168.10.1</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Khuyến nghị: Chỉ sử dụng firmware chính hãng từ nhà sản xuất hoặc đại lý ủy quyền để đảm bảo tính tương thích và ổn định lâu dài.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.3. eSurvey / SurPad – Cập nhật firmware qua Web UI</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trên các bộ thu RTK eSurvey, Web UI (kết hợp với hệ thống SurPad / E-Survey) cho phép:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra trạng thái GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập các tham số cơ bản</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật firmware từ tab “Management”</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Người dùng truy cập Web UI bằng cách kết nối WiFi bộ thu và mở trình duyệt tương tự các hãng khác.<br /> <em>(Nguồn tham khảo: Hướng dẫn sử dụng Web UI trên máy RTK eSurvey).</em><br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.4. GeoMate GNSS – Web UI có nhưng cần thận trọng</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với GeoMate GNSS, Web UI chủ yếu dùng để:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản lý thiết bị</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu hình cơ bản hệ thống</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiện các tài liệu công bố chưa mô tả chi tiết quy trình cập nhật firmware trực tiếp qua Web UI.<br /> <br /> > Khuyến nghị khi cập nhật firmware GeoMate:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ tải firmware từ nguồn chính hãng</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra chính xác model + phiên bản firmware hiện tại trước khi cài đặt</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.5. Trimble – Web UI có kiểm soát chặt từ hãng</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trimble hỗ trợ cập nhật firmware GNSS qua Web UI chính thức, với quy trình rõ ràng:</span></span><br /> <ol> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Truy cập Web UI của bộ thu</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn Firmware → Install New Firmware</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn file firmware tải từ trang hỗ trợ Trimble</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cài đặt và khởi động lại thiết bị</span></span></li> </ol> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trimble kiểm soát firmware theo model và serial, giúp giảm nguy cơ cài sai.<br /> <em>(Nguồn tham khảo: Trimble Receiver Help Portal).</em><br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.6. Leica Geosystems – Hạn chế Web UI, ưu tiên quy trình chuẩn</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khác với nhiều hãng khác, Leica Geosystems không khuyến khích cập nhật firmware trực tiếp qua Web UI. Thay vào đó:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Firmware đi kèm Captivate Release Notes</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật theo quy trình chính hãng (qua thẻ SD hoặc bộ điều khiển)</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Nguồn tham khảo: Leica Captivate Manual & Release Notes.</em><br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Kết nối máy tính, điện thoại, máy tính bảng với máy RTK qua Web UI</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hầu hết các bộ thu GNSS RTK hiện đại đều hoạt động như một điểm phát WiFi nội bộ (WiFi Hotspot). Người dùng có thể kết nối bằng PC, điện thoại hoặc máy tính bảng để truy cập Web UI mà không cần cài thêm phần mềm.<br /> <br /> Các bước truy cập Web UI (ví dụ trên PC)</span></span><br /> <br /> <ol> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối WiFi do bộ thu RTK phát: Tên WiFi thường là Serial Number (SN)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở trình duyệt web</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhập địa chỉ: http://192.168.10.1</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đăng nhập Web UI: Mật khẩu mặc định: password (có thể thay đổi).</span></span></li> </ol> <h2> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">4. Các chức năng chính trong Web UI của máy RTK </span></h2> <p> <em><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Dựa trên </span><span style="font-size: 12px;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">giao diện Web UI dòng máy RTK của hãng eSurvey và các dòng máy tương tự</span></span>)</span></em></p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.1 Tab Position – Định vị & trạng thái GNSS</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chế độ làm việc: Base / Rover / Static</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tọa độ (kinh, vĩ, cao độ)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trạng thái nghiệm: Fix / Float / Single</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số vệ tinh theo dõi</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PDOP, HDOP, TDOP, HRMS, VRMS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giờ địa phương & múi giờ</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bắt đầu / dừng ghi dữ liệu đo tĩnh</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-position1.jpg" style="width: 600px; height: 405px;" /></span></span><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.2 Tab Data Link – Liên kết dữ liệu</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bluetooth</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Radio</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Network / SIM</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-position-1.jpg" style="width: 600px; height: 405px;" /><br /> 4.3 Tab Satellites – Vệ tinh</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan sát số vệ tinh</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phân bố vệ tinh theo hệ</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập góc ngưỡng vệ tinh</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-ve-tinh 3.jpg" style="width: 600px; height: 407px;" /><br /> 4.4 Tab Information – Thông tin thiết bị</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS receiver, anten</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mainboard</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UHF, Network module</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-thong-tin 4.jpg" style="width: 600px; height: 404px;" /><br /> 4.5 Tab Working Mode – Chế độ làm việc</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn Base / Rover / Static</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phương thức kết nối tương ứng</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-thiet-lap-che-do-lam-viec 5.jpg" style="width: 600px; height: 407px;" /><br /> 4.6 Tab Satellite Settings – Thiết lập thu vệ tinh</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GPS, GLONASS, BeiDou, Galileo, SBAS, QZSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK timeout</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chế độ FIX chính xác cao</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-satellite-setting 6.jpg" style="width: 600px; height: 403px;" /><br /> 4.7 Tab Device Configuration – Cấu hình thiết bị</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Time zone</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">IMU output</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Baud rate cổng serial</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Âm thanh, cảnh báo Base</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ nhớ, debug</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động bật/tắt nguồn</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chia sẻ Internet qua WiFi hotspot</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-device-configuration 7.jpg" style="width: 600px; height: 403px;" /><br /> 4.8 Tab NMEA Message – Dữ liệu NMEA</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu hình NMEA qua Bluetooth / cổng 5-pin</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS PPP output</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ghi NMEA</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-nmea-message8.jpg" style="width: 600px; height: 403px;" /><br /> 4.9 Tab View Log – Nhật ký</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xem & tải log ứng dụng, log hệ điều hành</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-view-log 9.jpg" style="width: 600px; height: 403px;" /><br /> 4.10 Tab Raw Data – Dữ liệu thô</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải raw GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuyển đổi RINEX</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải nhiều file</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-raw-data 10.jpg" style="width: 600px; height: 403px;" /><br /> 4.11 Tab Backup Data – Sao lưu</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải hoặc xóa dữ liệu điểm</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-backup-data 11.jpg" style="width: 600px; height: 403px;" /><br /> 4.12 Tab Management – Quản lý thiết bị</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cài đặt firmware mới</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đăng ký thiết bị / GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập bảo mật</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định dạng bộ nhớ</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự kiểm tra</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khôi phục cài đặt gốc</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khởi động lại bộ thu</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/tab-management 12.jpg" style="width: 600px; height: 403px;" /><br /> <br /> >>> Việc cập nhật firmware thông qua Web UI tác động trực tiếp đến hệ thống lõi của bộ thu GNSS. Người dùng chỉ nên thực hiện khi đã xác định đúng model, đúng firmware và đúng quy trình của nhà sản xuất.<br /> Cập nhật firmware đúng cách – đúng nguồn – đúng thời điểm sẽ giúp hệ thống RTK hoạt động ổn định, tối ưu khả năng FIX và hạn chế tối đa rủi ro ngoài thực tế.<br /> </span></span><br /> ', 'images' => '202601191058403cdbfac574ba000accb0ead9377f4654.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy RTK', 'meta_key' => 'Máy RTK, GNSS, FirmwareRTK, WebUI,TracDiaThanhDat,Leica, Trimble, eFix, Meridian, eSurvey, GeoMate', 'meta_des' => 'Máy RTK, GNSS, FirmwareRTK, WebUI,TracDiaThanhDat,Leica, Trimble, eFix, Meridian, eSurvey, GeoMate', 'created' => '2026-01-19', 'modified' => '2026-02-01', 'status' => '1', 'view' => '621', 'slug' => 'cap-nhat-firrmware-rtk-qua-web-ui', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '505', 'rght' => '506', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 7 => array( 'Post' => array( 'id' => '795', 'name' => 'MÚI CHIẾU 3° VÀ 6° TRONG HỆ TỌA ĐỘ VN-2000', 'code' => null, 'alias' => 'mui-chieu-3°-va-6°-trong-he-toa-do-vn-2000', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu 3° và 6° trong hệ tọa độ VN-2000 <br /> <em>(Góc nhìn theo Thông tư 973/2001/TT-TCĐC)</em></span></span>', 'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong lĩnh vực trắc địa, GIS và xây dựng, việc lựa chọn và sử dụng múi chiếu bản đồ có ảnh hưởng trực tiếp đến độ chính xác hình học, sai số biến dạng và tính pháp lý của dữ liệu không gian. Trong thực tế, các khái niệm múi chiếu 3°, múi chiếu 6°, UTM và VN-2000 đôi khi bị sử dụng chưa thống nhất, dẫn đến nhầm lẫn trong áp dụng và trao đổi kỹ thuật.<br /> <br /> Bài viết này trình bày và làm rõ vấn đề múi chiếu 3° và 6° trong hệ tọa độ quốc gia VN-2000, dựa trên Thông tư 973/2001/TT-TCĐC và bản chất của phép chiếu Transverse Mercator, nhằm giúp người sử dụng hiểu đúng và áp dụng phù hợp trong từng bài toán cụ thể.<br /> </span></span></em> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Múi chiếu bản đồ là gì?</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu bản đồ là phần bề mặt Trái Đất được giới hạn bởi hai đường kinh tuyến, được biểu diễn lên mặt phẳng thông qua một phép chiếu bản đồ xác định.<br /> <br /> Việc chia bề mặt Trái Đất thành các múi chiếu giúp:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm sai số biến dạng khi chiếu từ mặt cong sang mặt phẳng,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thuận tiện cho đo đạc, tính toán và thành lập bản đồ,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp với từng quy mô và mục đích sử dụng khác nhau.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế trắc địa và bản đồ học, phép chiếu hình trụ ngang đồng góc (Transverse Mercator) là một trong những phép chiếu được sử dụng phổ biến nhất, đặc biệt đối với các múi chiếu 3° và 6°.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Quy định về múi chiếu trong hệ tọa độ VN-2000</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo Thông tư 973/2001/TT-TCĐC của Tổng cục Địa chính, khi áp dụng Hệ quy chiếu và Hệ tọa độ quốc gia VN-2000: <em>“Hệ tọa độ quốc gia VN-2000 được xây dựng trên phép chiếu hình trụ ngang đồng góc (Transverse Mercator) và cho phép áp dụng các múi chiếu 3° hoặc 6° tùy theo mục đích và quy mô bản đồ.”</em><br /> <br /> Từ quy định này có thể khẳng định:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ tọa độ VN-2000 cho phép sử dụng cả múi chiếu 3° và múi chiếu 6°,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc lựa chọn múi chiếu không mang tính tùy tiện, mà phải phù hợp với mục đích sử dụng và quy mô bản đồ.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế trắc địa và bản đồ học, phép chiếu hình trụ ngang đồng góc (Transverse Mercator) là một trong những phép chiếu được sử dụng phổ biến nhất, đặc biệt đối với các múi chiếu 3° và 6°.</span></span> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Múi chiếu 6° (UTM) – Phạm vi khu vực và liên tỉnh</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu 6° có bề rộng 6 độ kinh độ, thường được biết đến rộng rãi thông qua hệ thống UTM (Universal Transverse Mercator).<br /> <br /> 3.1 Đặc điểm chính</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ diện tích rộng,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thuận lợi cho các bài toán bản đồ và GIS quy mô lớn,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số biến dạng tăng dần khi khoảng cách tới kinh tuyến trục tăng.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 Phạm vi ứng dụng<br /> <br /> Múi chiếu 6° phù hợp cho:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản đồ quốc gia, vùng, liên tỉnh,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các hệ thống GIS tổng hợp,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy hoạch không gian, hạ tầng quy mô lớn.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu ý: UTM không phải là một hệ tọa độ riêng, mà là cách tổ chức múi chiếu 6° của phép chiếu Transverse Mercator, thường được sử dụng cùng hệ quy chiếu WGS84 trong thông lệ quốc tế.<br /> </span></span> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Utm-zones(1).jpg" style="width: 800px; height: 400px;" /></span></span></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Múi chiếu 3° – Tiêu chuẩn cho đo đạc chính xác</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu 3° có bề rộng hẹp hơn, giúp giảm đáng kể sai số biến dạng so với múi 6°.<br /> <br /> 4.1 Đặc điểm chính</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác hình học cao,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Biến dạng chiều dài và diện tích nhỏ,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp cho các bài toán yêu cầu độ chính xác cao.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.2 Phạm vi ứng dụng<br /> <br /> Trong hệ tọa độ VN-2000, múi chiếu 3° thường được sử dụng cho:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo vẽ địa chính,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản đồ tỷ lệ lớn,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bố trí và thi công công trình,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hồ sơ pháp lý đất đai.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi sử dụng VN-2000, bắt buộc phải xác định rõ múi chiếu và kinh tuyến trục, vì đây là tham số pháp lý của hệ tọa độ, không được mặc định như trong hệ UTM.<br /> </span></span><br /> <br /> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Nhận định thực tế tại Việt Nam</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế đo đạc tại Việt Nam:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">VN-2000 múi chiếu 3° là lựa chọn chủ đạo cho công tác địa chính và xây dựng,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu 6° (UTM) chủ yếu phù hợp cho bản đồ khu vực – vùng và các bài toán GIS tổng hợp.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc sử dụng đúng múi chiếu giúp đảm bảo:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác kỹ thuật,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính thống nhất dữ liệu,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sự phù hợp với quy định pháp lý hiện hành.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> <strong>>>> Tóm lại: </strong></span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ tọa độ quốc gia VN-2000 cho phép sử dụng cả múi chiếu 3° và 6° theo Thông tư 973/2001/TT-TCĐC.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu 6° (UTM) phù hợp cho bản đồ khu vực và liên tỉnh.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu 3° được ưu tiên cho đo đạc chính xác, địa chính và công trình.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UTM là cách tổ chức múi chiếu, trong khi VN-2000 là hệ tọa độ quốc gia – hai khái niệm này không nên sử dụng thay thế cho nhau.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiểu đúng và sử dụng đúng múi chiếu là điều kiện quan trọng để đảm bảo độ chính xác kỹ thuật và tính pháp lý của mọi sản phẩm đo đạc và bản đồ.<br /> <br /> <em>>>> Tài liệu tham khảo:</em></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Thông tư 973/2001/TT-TCĐC – Hướng dẫn áp dụng Hệ quy chiếu và Hệ tọa độ quốc gia VN-2000</em></span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Tài liệu chuyên ngành về phép chiếu Transverse Mercator / UTM</em></span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em><img alt="" src="/admin/webroot/upload/image/images/Kinh tuyến trục.jpg" style="width: 747px; 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Tín hiệu GNSS thô (không hiệu chỉnh) thường chỉ đạt độ chính xác khoảng 5–10 mét, không đáp ứng yêu cầu của các lĩnh vực như nông nghiệp chính xác, trắc địa, robot tự hành, xe tự lái,… Bằng cách tính toán và áp dụng các hiệu chỉnh sai số lên tín hiệu GNSS, độ chính xác có thể được cải thiện gấp 100 lần, đạt mức centimet.</span></span>', 'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Hiệu chỉnh GNSS là yếu tố then chốt để đạt được định vị độ chính xác cao. Tín hiệu GNSS thô (không hiệu chỉnh) thường chỉ đạt độ chính xác khoảng 5–10 mét, không đáp ứng yêu cầu của các lĩnh vực như nông nghiệp chính xác, trắc địa, robot tự hành, xe tự lái,… Bằng cách tính toán và áp dụng các hiệu chỉnh sai số lên tín hiệu GNSS, độ chính xác có thể được cải thiện gấp 100 lần, đạt mức centimet.</em><br /> <br /> Bài viết này trình bày các phương pháp hiệu chỉnh GNSS chính:</span></span><br /> <ul> <li> <strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">DGNSS (GNSS vi sai)</span></span></em></strong></li> <li> <strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SBAS (Hệ thống tăng cường vệ tinh)</span></span></em></strong></li> <li> <strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK (Động học thời gian thực)</span></span></em></strong></li> <li> <strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP (Định vị điểm chính xác)</span></span></em></strong></li> <li> <strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP-RTK</span></span></em></strong></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đồng thời phân tích đặc điểm, ưu nhược điểm và phạm vi ứng dụng của từng phương pháp, cũng như cách lựa chọn phương án phù hợp.<br /> </span></span> <p> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS định vị tiêu chuẩn hoạt động như thế nào?</span></span></strong><br /> </p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tín hiệu GNSS thô từ mỗi vệ tinh mang một mã giả ngẫu nhiên (PRN), cung cấp ba thông tin chính:</span></span><br /> <ul> <li> <strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ai: định danh vệ tinh.</span></span></em></strong></li> <li> <strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ở đâu: vị trí quỹ đạo.</span></span></em></strong></li> <li> <strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi nào: thời điểm phát tín hiệu.</span></span></em></strong></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy thu GNSS so sánh mã PRN nhận được với mã PRN nội sinh của nó để xác định thời gian truyền tín hiệu, từ đó tính ra khoảng cách giả (pseudorange). Khi có khoảng cách đến ít nhất 4 vệ tinh, máy thu có thể xác định vị trí 3D của mình.<br /> <br /> Tín hiệu GNSS bị ảnh hưởng bởi nhiều nguồn sai số:</span></span><br /> <ul> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tầng điện ly & đối lưu làm chậm và bẻ cong tín hiệu.</span></span></em></li> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đồng hồ & quỹ đạo vệ tinh.</span></span></em></li> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đa đường (multipath) do phản xạ từ nhà cửa, cây cối.</span></span></em></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tổng sai số dẫn đến độ chính xác chỉ khoảng 5–10 m. Từ đây, các phương pháp hiệu chỉnh GNSS ra đời để giảm và loại bỏ các sai số này.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Differential GNSS (DGNSS – GNSS vi sai)</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguyên lý:</strong><br /> Định vị tương đối bằng cách so sánh số liệu giữa máy rover và trạm tham chiếu có tọa độ đã biết chính xác.<br /> <br /> <strong>Cách hoạt động:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trạm base tính sai số pseudorange cho từng vệ tinh</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phát các hiệu chỉnh này cho rover</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rover áp dụng hiệu chỉnh để loại bỏ sai số chung</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác</strong>: Dưới 1 mét<br /> <br /> <strong>Ưu điểm</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dễ triển khai</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiêu thụ điện thấp</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian hội tụ nhanh</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác thấp hơn RTK/PPP</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phụ thuộc khoảng cách đến trạm base</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng: </span></span></strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Hàng hải, n</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">ông nghiệp mức cơ bản, t</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">hiết bị GNSS pin nhỏ.</span> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/GNSSCorrections-Types-SBAS-2-1024x683.jpg" style="width: 800px; height: 534px;" /></span></span></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. SBAS – Hệ thống tăng cường vệ tinh</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguyên lý</strong>: Tương tự DGNSS nhưng hiệu chỉnh được t</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">ính toán tập trung và p</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">hát qua vệ tinh địa tĩnh.</span><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ví dụ SBAS:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">WAAS (Mỹ)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">EGNOS (Châu Âu)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">MSAS (Nhật Bản)</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác</strong>: ~1–3 m<br /> <br /> <strong>Ưu điểm</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Miễn phí</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ rộng khu vực lớn</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không cần base cục bộ</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác hạn chế</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khó thu vệ tinh địa tĩnh ở đô thị / vĩ độ cao</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng: </span></span></strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Hàng không, </span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Hàng hải, </span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Nông nghiệp quy mô lớn.</span> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. RTK – Real-Time Kinematic</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguyên lý: </strong>Sử dụng đo pha sóng mang (carrier-phase) kết hợp hiệu chỉnh thời gian thực từ trạm base.<br /> <br /> <strong>Đặc điểm kỹ thuật:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bước sóng L1 GPS ≈ 19 cm</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giải ẩn số nguyên (integer ambiguity)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sử dụng double differencing + thuật toán LAMBDA</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác</strong>: 1–2 cm<br /> <br /> <strong>Thời gian fix</strong>: vài giây<br /> <br /> <strong>Ưu điểm: </strong></span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Độ chính xác cao nhất, h</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">ội tụ cực nhanh</span><br /> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi giới hạn (≈ 20–30 km)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần kết nối ổn định (radio / NTRIP)</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc địa</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thi công – stakeout</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Robot, UAV</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nông nghiệp chính xác</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. PPP – Precise Point Positioning</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguyên lý</strong>: Định vị tuyệt đối bằng cách áp dụng:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quỹ đạo vệ tinh chính xác</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đồng hồ vệ tinh chính xác</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô hình khí quyển toàn cầu</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đặc điểm:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không cần trạm base cục bộ</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hội tụ bằng cách tự giải ẩn số pha</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác</strong>: cm (tĩnh)<br /> <br /> <strong>Thời gian hội tụ</strong>: 10–30 phút<br /> <br /> <strong>Ưu điểm</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ toàn cầu</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp vùng xa, biển khơi</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hội tụ chậm</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không phù hợp ứng dụng cần real-time</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hàng hải – ngoài khơi</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoa học – địa vật lý</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo đạc khu vực hẻo lánh</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. PPP-RTK – Phương pháp lai hiện đại</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguyên lý</strong>: Là sự kết hợp giữa:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh vệ tinh chính xác của PPP</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh khí quyển & pha kiểu RTK</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công nghệ cốt lõi:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SSR (State Space Representation)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Wide-lane ambiguity resolution (bước sóng dài → fix nhanh)</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác</strong>: 3–7 cm<br /> <br /> <strong>Thời gian hội tụ</strong>: 10–30 giây<br /> <br /> <strong>Ưu điểm</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhanh hơn PPP</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ rộng hơn RTK</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở rộng cho số lượng người dùng lớn</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần máy GNSS đa tần hiện đại</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác thấp hơn RTK cự ly ngắn</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xe tự lái – ADAS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UAV</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản lý đội xe</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nông nghiệp thông minh</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> <strong>BẢNG SO SÁNH </strong></span></span><br /> <br /> <table border="0" cellpadding="0" style="width: 100%"> <thead> <tr> <th> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phương pháp</span></span></th> <th> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác</span></span></th> <th> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian fix</span></span></th> <th> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi</span></span></th> </tr> </thead> <tbody> <tr> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS thường</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5–10 m</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vài giây</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn cầu</span></span></td> </tr> <tr> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SBAS</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1–3 m</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 s</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lục địa</span></span></td> </tr> <tr> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">DGNSS</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><1 m</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5–20 s</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cục bộ</span></span></td> </tr> <tr> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">~10 cm</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">10–30 phút</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn cầu</span></span></td> </tr> <tr> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP-RTK</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3–7 cm</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">10–30 s</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khu vực</span></span></td> </tr> <tr> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1–2 cm</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">~5 s</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">≤30 km</span></span></td> </tr> </tbody> </table> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> >>> Không có phương pháp hiệu chỉnh GNSS nào “tốt nhất cho mọi trường hợp”. Chỉ có phương pháp phù hợp nhất với yêu cầu công việc:</span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần nhanh – chính xác tuyệt đối → RTK</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần phủ rộng – không cần base → PPP / PPP-RTK</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần ổn định – tiết kiệm năng lượng → DGNSS / SBAS</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/Grey Minimalist Architecture Search Bar Facebook Cover (1).png" style="width: 800px; height: 451px;" /></span></span></p> ', 'images' => '20251222101550f3bda8482463fdd4796e4f3880688643.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy RTK', 'meta_key' => 'Máy RTK, hiệu chỉnh GNSS, CORS, VNGEONET, SBAS, DGNSS, PPP-RTK, hệ tọa độ, đo đạc, khảo sát', 'meta_des' => 'Máy RTK, hiệu chỉnh GNSS, CORS, VNGEONET, SBAS, DGNSS, PPP-RTK, hệ tọa độ, đo đạc, khảo sát', 'created' => '2025-12-22', 'modified' => '2026-02-02', 'status' => '1', 'view' => '1108', 'slug' => 'tim-hieu-cac-phuong-phap-hieu-chinh-gnss', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '501', 'rght' => '502', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 9 => array( 'Post' => array( 'id' => '792', 'name' => 'Stakeout bằng RTK GNSS và Toàn đạc điện tử', 'code' => null, 'alias' => 'stakeout-bang-rtk-gnss-va-toan-dac-dien-tu', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trong công tác stakeout (cắm điểm/định vị thi công), GNSS RTK và Toàn đạc điện tử đều là công cụ quan trọng — nhưng mỗi cái có đặc thù, ưu/nhược điểm và thời điểm sử dụng khác nhau. Không phải cái nào “tốt hơn”, mà là chọn đúng nơi – đúng lúc.</span>', 'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong công tác stakeout (cắm điểm/định vị thi công), GNSS RTK và Toàn đạc điện tử đều là công cụ quan trọng — nhưng mỗi cái có đặc thù, ưu/nhược điểm và thời điểm sử dụng khác nhau. Không phải cái nào “tốt hơn”, mà là chọn đúng nơi – đúng lúc.<br /> <br /> RTK GNSS là phương pháp định vị vệ tinh động thời gian thực, trong đó tọa độ điểm đo được xác định thông qua xử lý tín hiệu GNSS và hiệu chỉnh sai số từ trạm Base hoặc mạng CORS. Kết quả đo được thể hiện trong hệ tọa độ không gian toàn cầu hoặc hệ tọa độ quốc gia, phù hợp cho các bài toán định vị tổng thể, đo diện rộng và thiết lập khung khống chế ban đầu.<br /> <br /> Toàn đạc điện tử là thiết bị đo đạc sử dụng nguyên lý đo góc và khoảng cách để xác định vị trí điểm trong hệ tọa độ cục bộ hoặc hệ tọa độ công trình, dựa trên các điểm khống chế đã biết. Phương pháp này cho phép kiểm soát chặt chẽ hình học không gian, cao độ và sai số tương đối, đặc biệt hiệu quả trong các công trình yêu cầu độ chính xác cao.<br /> <br /> Chính sự khác biệt về nguyên lý đo và cách kiểm soát sai số khiến RTK GNSS và Toàn đạc điện tử không mang tính thay thế, mà thường được kết hợp trong cùng một workflow để đạt hiệu quả và độ tin cậy cao nhất.<br /> </span></span></em><br /> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Bảng so sánh tổng quan RTK GNSS vs Toàn đạc điện tử</span></span></h2> <br /> <table border="0" cellpadding="0"> <thead> <tr> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiêu chí</span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS</span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc điện tử</span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận xét kỹ thuật</span></span><br /> </th> </tr> </thead> <tbody> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản chất đo</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị tuyệt đối theo GNSS</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị tương đối trong mạng khống chế </span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Khác nhau về nguyên lý</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức cm (RTK Fix, môi trường tốt) </span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức mm (đo cạnh & góc)</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc vượt trội cho chi tiết</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tốc độ</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất nhanh, phù hợp diện rộng</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Chậm hơn do ngắm gương</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK có lợi thế tốc độ</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Vài km đến hàng chục km<br /> (Base–Rover / CORS) </span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">~500–1000 m, cần line-of-sight</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK phù hợp khu vực lớn</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cao độ & hình học </span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có thể biến động theo vệ tinh</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm soát cao độ rất tốt</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc an toàn cho cao độ</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhân lực</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Thường 1 người</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Thường 2 người (robot có thể 1)</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK tiết kiệm nhân lực</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính cơ động</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Gọn nhẹ, setup nhanh</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cồng kềnh hơn</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK linh hoạt hơn</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi phí</span></span></strong></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đầu tư cao hơn, có thể có phí<br /> CORS </span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ổn định, dễ kiểm soát</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tùy quy mô dự án</span></span></td> </tr> </tbody> </table> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <h2 style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Blue and White Neon Gradients Virtual Video Background (100)(2).png" style="width: 780px; height: 439px;" /></span></span></h2> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. So sánh ứng dụng thực tế theo từng tình huống công việc</span></span></h2> <br /> <table border="0" cellpadding="0"> <thead> <tr> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tình huống</span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS</span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc</span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận định</span></span><br /> </th> </tr> </thead> <tbody> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo diện rộng (ruộng, rừng, KCN) </span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo nhanh, không cần line-of-sight </span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Khó triển khai diện rộng</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS vượt trội</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo chi tiết công trình</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác cm, dễ nhiễu</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác mm, ổn định </span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc tốt hơn</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Khu đô thị nhiều nhà cao tầng</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Dễ bị che khuất vệ tinh</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không phụ thuộc vệ tinh</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc hiệu quả</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa hình mở</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tín hiệu tốt, đo rất nhanh</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo được nhưng chậm</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK thuận tiện</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Giám sát thi công hằng ngày</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Xác định mốc tổng thể</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra trục, cao độ</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nên kết hợp</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chính – bản đồ – nông nghiệp </span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất phù hợp cho diện rộng</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Bổ trợ khi cần chi tiết</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK là chủ đạo</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoàn công – nghiệm thu</span></span></strong></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra tổng thể</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Chính xác chi tiết</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc an toàn</span></span></td> </tr> </tbody> </table> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica_TS16_Carousel_Image_1_800x428.jpg" style="width: 763px; height: 408px;" /></span></span></p> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Workflow được áp dụng phổ biến trong công tác cắm điểm/định vị thi công </span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">thực tế</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> </span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo hướng dẫn ứng dụng của Leica Geosystems và Trimble, các dự án chuyên nghiệp thường áp dụng quy trình sau:</span></span> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.1 RTK GNSS</span></span></h3> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xác định hệ tọa độ,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Fix mốc khống chế,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập bản đồ nền, định vị tổng thể.</span></span></li> </ul> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 Toàn đạc điện tử</span></span></h3> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bố trí tim trục,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm soát cao độ,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Stakeout chi tiết,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoàn công – nghiệm thu.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đây là lý do vì sao RTK và Toàn đạc luôn đi cùng nhau trên công trường, chứ không cạnh tranh trực tiếp.</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS mạnh về tốc độ, phạm vi, tính cơ động.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc điện tử mạnh về độ chính xác, hình học, cao độ và độ tin cậy.</span></span></li> </ul> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/maxresdefault (1)(2).jpg" style="width: 780px; height: 439px;" /></p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không có thiết bị nào “tốt nhất cho mọi công việc”. Việc sử dụng đúng thiết bị cho đúng mục đích giúp:</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm sai số,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dễ bảo vệ số liệu khi nghiệm thu.</span></span></li> </ul> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Kết hợp công nghệ GNSS hiện đại với độ chính xác truyền thống của máy toàn đạc </span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">là xu hướng chung của các đội đo đạc chuyên nghiệp hiện nay.<br /> <br /> <em>>>> <u>Nguồn tham khảo:</u><br /> Leica Geosystems – GNSS vs Total Station Applications<br /> Trimble – Stakeout and Construction Surveying Guidelines<br /> Topcon – GNSS and Total Station Field Workflows</em><br /> </span></span>', 'images' => '202512170947176dafab5f86d9e5f32ba9ce303d86098f.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy RTK', 'meta_key' => 'Máy RTK, máy toàn đạc điện tử, máy toàn đạc Leica, máy toàn đạc Topcon, máy toàn đạc Nikon, máy toàn đạc Sokkia, đo đạc, khảo sát, GIS, BIM', 'meta_des' => 'Máy RTK, máy toàn đạc điện tử, máy toàn đạc Leica, máy toàn đạc Topcon, máy toàn đạc Nikon, máy toàn đạc Sokkia, đo đạc, khảo sát, GIS, BIM', 'created' => '2025-12-17', 'modified' => '2026-02-02', 'status' => '1', 'view' => '1630', 'slug' => 'stakeout-bang-rtk-gnss-va-toan-dac-dien-tu', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '499', 'rght' => '500', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ) ) $tinlq = array( (int) 0 => array( 'Post' => array( 'id' => '769', 'name' => 'Vùng chiếu 3° và 6° trong hệ tọa độ VN-2000 là gì? Vì sao Việt Nam chọn vùng chiếu 3°?', 'code' => null, 'alias' => 'vung-chieu-3°-va-6°-trong-he-toa-do-vn-2000-la-gi-vi-sao-viet-nam-chon-vung-chieu-3°', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bài viết này giúp bạn hiểu rõ sự khác biệt giữa vùng chiếu 3° và 6°, lý do Việt Nam sử dụng vùng chiếu 3° trong hệ VN-2000, và vai trò của kinh tuyến trục trong từng vùng chiếu.</span></span>', 'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong công tác đo đạc, bản đồ và quản lý đất đai, việc sử dụng đúng <strong>phép chiếu bản đồ</strong> và cấu hình đúng <strong>vùng chiếu</strong> là yếu tố then chốt giúp đảm bảo độ chính xác tọa độ. Hệ tọa độ quốc gia VN-2000 của Việt Nam sử dụng phép chiếu <strong>Transverse Mercator (TM)</strong> với các vùng chiếu <strong>3°</strong> hoặc <strong>6°</strong>, tùy vào yêu cầu kỹ thuật.</span></span><br /> <br /> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Black White Modern Geometric Real Esatate Agent Facebook Cover (Bài đăng Facebook) (8).png" style="text-align: center; width: 480px; height: 402px;" /></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Vùng chiếu là gì?</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi chiếu mặt cong của Trái Đất (ellipsoid) lên mặt phẳng (bản đồ), để giảm sai số, người ta chia Trái Đất thành các <strong>vùng chiếu hẹp theo chiều kinh tuyến</strong>. Mỗi vùng sẽ có một <strong>kinh tuyến trục</strong> (central meridian) – là kinh độ nằm ở trung tâm vùng chiếu – nhằm giảm sai lệch hình học khi chiếu.</span></span><br /> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/2461fb1.png" style="width: 758px; height: 396px;" /></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. So sánh vùng chiếu 3° và 6°</strong></span></span></h2> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Black White Modern Geometric Real Esatate Agent Facebook Cover (Bài đăng Facebook) (12).png" style="width: 630px; height: 528px;" /></p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>** Ví dụ:</strong> Vùng chiếu 3° có <strong>kinh tuyến trục 105°</strong></span></span><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Vùng này bao phủ từ </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">103.5° đến 106.5° kinh độ Đông</strong><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Các tọa độ trong vùng sẽ được tính dựa vào phép chiếu TM với 105° làm trung tâm</span><br /> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Tọa độ X, Y (phẳng)</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> của điểm càng gần 105° thì càng chính xác</span><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngược lại, vùng chiếu 6° có 105° làm kinh tuyến trục sẽ bao phủ từ 102° đến 108°, dẫn đến biến dạng hình học lớn hơn ở rìa phía Đông/ Tây vùng chiếu.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Vì sao Việt Nam chọn vùng chiếu 3° trong hệ VN-2000?</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ tọa độ VN-2000 được Bộ TN&MT xây dựng với mục tiêu phục vụ:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản đồ địa chính</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấp Giấy chứng nhận quyền sử dụng đất</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập quy hoạch đô thị, nông thôn</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết kế kỹ thuật chi tiết, định vị GPS chính xác cao</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Những ứng dụng này <strong>yêu cầu sai số nhỏ</strong>, đặc biệt ở cấp độ thửa đất (<0.5m), nên: <strong>Vùng chiếu 3° được lựa chọn thay vì vùng 6°</strong>, để đảm bảo độ chính xác cao, giảm biến dạng tọa độ, phù hợp với địa hình và phạm vi hẹp của các đơn vị hành chính cấp tỉnh, huyện, xã.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>4. Các thông số kỹ thuật thường dùng cho vùng chiếu 3° trong VN-2000</strong></span></span></h2> <table border="0" cellpadding="0"> <thead> <tr> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tham số</strong></span></span></th> <th> <br /> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Giá trị tiêu chuẩn</strong></span></span></th> </tr> </thead> <tbody> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ellipsoid</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> GRS80 hoặc WGS-84</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Phép chiếu</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> Transverse Mercator</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kinh tuyến trục (λ₀) </span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> Tùy tỉnh: 105°, 106°, 107°, 108°…</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tọa độ X giả định</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> 500,000 m</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tọa độ Y giả định</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> 0 m (miền Bắc), 1,000,000 m (miền Nam)</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ số scale factor</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> 0.9999 (hoặc 0.9996 tùy trường hợp)</span></span><br /> </td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đơn vị tính</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mét (m)</span></span></td> </tr> </tbody> </table> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> Việc hiểu rõ và cấu hình đúng <strong>vùng chiếu 3° trong hệ VN-2000</strong> là điều bắt buộc bởi <strong>chọn sai vùng chiếu hoặc kinh tuyến trục có thể gây sai số hàng mét</strong>, ảnh hưởng đến cấp sổ đỏ, sai ranh giới đất đai hoặc sai vị trí thiết kế công trình.</span></span><br /> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Black White Modern Geometric Real Esatate Agent Facebook Cover (Bài đăng Facebook) (7)(1).png" style="width: 520px; 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Một trong những thay đổi quan trọng nhưng ít được chú ý là việc điều chỉnh lại kinh tuyến trục trong hệ tọa độ VN-2000.</span></span></em><br /> </p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Hệ tọa độ VN-2000</span></span></h2> <br /> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>VN-2000</strong> (hay Hệ tọa độ quốc gia Việt Nam 2000) là <strong data-end="342" data-start="322">hệ tọa độ địa lý</strong> chính thức do Bộ Tài nguyên và Môi trường ban hành, dùng trong quản lý đất đai, bản đồ địa chính, quy hoạch...</span></span></p> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dựa trên <strong data-end="484" data-start="465">ellipsoid GRS80</strong>, gần tương đương với <strong data-end="516" data-start="506">WGS-84</strong> nhưng có hiệu chỉnh để phù hợp với điều kiện thực tế của Việt Nam.</span></span><o:p></o:p></p> <p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">** <strong>Tóm tắt đặc điểm hệ tọa độ VN-2000:</strong></span></span></p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ quy chiếu: Geodetic, dựa trên ellipsoid <strong>GRS80</strong> hoặc <strong>WGS-84.</strong></span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gốc tọa độ: Gần trùng trạm GPS tại Tam Đảo, Vĩnh Phúc.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ tọa độ sử dụng: Tọa độ phẳng vuông góc (X, Y) theo phép chiếu Transverse Mercator.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thường dùng hệ tọa độ phẳng (X, Y) với vùng chiếu 3° hoặc 6°.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dùng phổ biến trong: Đo đạc, lập bản đồ địa chính, quy hoạch, cấp giấy chứng nhận đất đai...</span></span></li> </ul> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Kinh tuyến trục là gì?</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kinh tuyến trục là đường kinh độ được chọn làm trung tâm trong phép chiếu bản đồ (VN-2000 dùng phép chiếu Transverse Mercator). Nó giúp <strong>giảm sai số tọa độ</strong> khi chiếu bề mặt cong của Trái Đất lên mặt phẳng bản đồ.</span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Black White Modern Geometric Real Esatate Agent Facebook Cover (Bài đăng Facebook) (5)(1).png" style="width: 600px; height: 488px;" /></span></span></p> <p data-end="169" data-start="0"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Kinh tuyến trục</strong> của hệ tọa độ quốc gia Việt Nam VN-2000 (còn gọi là VN2000) là một yếu tố quan trọng trong hệ quy chiếu tọa độ quốc gia, dùng trong đo đạc và bản đồ.</span></span><br /> </p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kinh tuyến trục mặc định: 105° kinh độ Đông.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tuy nhiên, tùy theo từng khu vực, kinh tuyến trục có thể được chọn khác nhau để giảm sai số chiếu trong hệ tọa độ phép chiếu trục kinh tuyến trụ ngang (UTM) hoặc phép chiếu ngang đồng góc<strong data-end="496" data-start="445" style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> (Transverse Mercator)</strong>.</span></span></li> </ul> <div data-end="497" data-start="273"> </div> <h2 data-end="497" data-start="273"> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">3. Sự thay đổi của kinh tuyến trục mới sau khi sáp nhập 34 tỉnh, thành tại Việt Nam</span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Trước sáp nhập</strong><br /> <br /> Mỗi tỉnh có thể sử dụng <strong>kinh tuyến trục riêng</strong>, thường là số tròn gần nhất với trung tâm tỉnh: 105°, 106°, 107°, 108°…<br /> <br /> <strong>Sau sáp nhập</strong><br /> <br /> Khi địa giới mở rộng, các tỉnh mới cần <strong>chọn lại kinh tuyến trục</strong> sao cho:</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gần trung tâm địa lý mới.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp với quy hoạch tổng thể và hạ tầng kỹ thuật số.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đồng bộ dữ liệu với các huyện, xã đã thay đổi.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Lợi ích của việc điều chỉnh:</strong></span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đảm bảo <strong>độ chính xác tọa độ</strong> trong đo đạc, bản đồ, cấp sổ đỏ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tránh chồng lấn, sai số giữa các vùng dữ liệu cũ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ xây dựng <strong>hệ thống cơ sở dữ liệu đất đai và GIS toàn tỉnh thống nhất</strong>.</span></span></li> </ul> <div data-end="2454" data-start="2362"> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sự thay đổi kinh tuyến trục trong hệ tọa độ VN-2000 sau khi sáp nhập 34 tỉnh, thành là một bước đi cần thiết, mang tính kỹ thuật cao nhằm thích ứng với thay đổi hành chính. Đây là tiền đề quan trọng để nâng cao hiệu quả quản lý đất đai, quy hoạch và xây dựng cơ sở dữ liệu địa lý quốc gia thống nhất và hiện đại.</span></span></div> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Danh sách 34 tỉnh/thành phố mới sau sát nhập và kinh tuyến trục mới tương ứng theo hệ VN-2000 (từ ngày 01/07/2025).</span></span></h2> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Kinh tuyến trục hệ tọa độ Quốc gia VN2000.png" style="width: 600px; height: 849px;" /><br /> <img alt="" src="/admin/webroot/upload/image/images/z6743283259504_964313b195c826d3b99b713016934d9a.jpg" style="width: 600px; height: 851px;" /></span></span></p> ', 'images' => '20250626105525cfdf55d9c4687ca7b7d9b2d2b997135f.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Kinh tuyến trục Vn-2000 ', 'meta_key' => 'Kinh tuyến trục mới 2025, RTK, GNSS', 'meta_des' => 'Kinh tuyến trục, RTK, GNSS', 'created' => '2025-06-26', 'modified' => '2026-02-01', 'status' => '1', 'view' => '16718', 'slug' => 'quy-dinh-moi-ve-kinh-tuyen-truc-cua-he-toa-do-quoc-gia-vn-2000-cho-34-tinh-thanh-pho-da-sap-nhap', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '453', 'rght' => '454', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 2 => array( 'Post' => array( 'id' => '767', 'name' => 'Hướng dẫn làm thủ tục xin cấp phép bay FLYCAM/UAV tại Việt Nam', 'code' => null, 'alias' => 'huong-dan-lam-thu-tuc-xin-cap-phep-bay-flycam-uav-tai-viet-nam', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với sự phát triển của khoa học và công nghệ, flycam/UAV ngày càng được sử dụng phổ biến để phục vụ cho công việc và cuộc sống hàng ngày. Cùng tìm hiểu một số thông tin về việc đăng ký cấp phép bay flycam/UAV</span></span>.', 'content' => '<p> <em><span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;">Với sự phát triển của khoa học và công nghệ, flycam/UAV ngày càng được sử dụng phổ biến để phục vụ cho công việc và cuộc sống hàng ngày. Cùng tìm hiểu một số thông tin về việc đăng ký cấp phép bay flycam/UAV</span></span>.</em></p> <h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Cơ sở pháp lý chính</strong></span></span></span></h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>- Nghị định số 36/2008/NĐ-CP</strong> về quản lý UAV và phương tiện bay siêu nhẹ<br /> <strong>- Thông tư 19/2019/TT-BQP</strong> của Bộ Quốc phòng về quản lý hoạt động UAV<br /> - Các công văn hướng dẫn từ <strong>Cục Tác chiến – Bộ Tổng Tham mưu</strong><br /> </span></span></span> <h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Hồ sơ xin cấp phép bay flycam/UAV gồm những gì?</strong></span></span></span></h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bạn cần chuẩn bị một bộ hồ sơ gửi về <strong>Cục Tác chiến – Bộ Tổng Tham mưu</strong>, bao gồm:</span></span></span><br /> <br /> <h3> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.1 Đơn đề nghị cấp phép bay</strong></span></span></span></h3> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo mẫu quy định của Bộ Quốc phòng gồm các thông tin:<br /> <br /> - Thời gian, địa điểm bay<br /> - Mục đích sử dụng<br /> - Độ cao, bán kính bay<br /> - Người điều khiển thiết bị<br /> - Thiết bị sử dụng (hãng, mã số, model,...)</span></span></span><br /> <h3> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.2 Bản đồ khu vực bay</strong></span></span></span></h3> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- In kèm bản đồ địa hình khu vực dự kiến bay<br /> - Đánh dấu rõ phạm vi hoạt động UAV (tọa độ GPS hoặc mô tả ranh giới)<br /> - Độ cao tối đa dự kiến</span></span></span> <h3> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.3 Thông tin về thiết bị bay</strong></span></span></span></h3> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Hãng sản xuất, model<br /> - Thông số kỹ thuật<br /> - Ảnh thiết bị (nếu có)</span></span></span> <h3> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.4 CMND/CCCD hoặc giấy phép kinh doanh</strong></span></span></span></h3> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nếu là cá nhân: bản sao CCCD<br /> Nếu là tổ chức: bản sao Giấy phép ĐKKD và giấy giới thiệu người đại diện<br /> </span></span></span> <h2 style="text-align: center;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><img alt="" src="/admin/webroot/upload/image/images/base64-17345287524181812903669.jpeg" style="width: 800px; height: 533px;" /></strong></span></span></span></h2> <h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Thời gian nộp hồ sơ </strong></span></span></span></h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>- Tối thiểu 7 ngày làm việc trước ngày dự kiến bay</strong><br /> - Nộp sớm hơn nếu khu vực bay gần khu quân sự hoặc có yếu tố phức tạp<br /> </span></span></span> <h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>4. Nơi nộp hồ sơ</strong></span></span></span></h2> <br /> <span style="color:#000000;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Hồ sơ có thể được gửi thông qua hai hình thức là nộp trực tiếp tại văn phòng hoặc gửi qua đường bưu điện. </span></span><br style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;" /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Cục Tác chiến – Bộ Tổng Tham mưu, Bộ Quốc phòng</strong><br /> <strong>Số 1 Nguyễn Tri Phương, Quận Ba Đình, Hà Nội</strong></span></span></span><br /> <br /> <h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">5. Thời gian xử lý</strong></span></h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tùy tính chất khu vực bay, thường từ <strong>3 – 7 ngày làm việc</strong><br /> Trong một số trường hợp đặc biệt, Bộ Quốc phòng có thể từ chối cấp phép nếu:<br /> - Khu vực bay ảnh hưởng an ninh quốc phòng<br /> - Mục đích bay không rõ ràng<br /> - Hồ sơ không đầy đủ<br /> </span></span></span> <h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>6. Chế tài nếu bay không phép</strong></span></span></span></h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>- Phạt tiền:</strong> từ <strong>20 – 40 triệu đồng</strong><br /> <strong>- Tịch thu thiết bị</strong><br /> <strong>- Truy cứu trách nhiệm hình sự</strong> nếu gây ảnh hưởng đến an ninh hàng không, quốc phòng hoặc gây tai nạn<br /> </span></span></span> <h2 style="box-sizing: border-box; font-family: "Open Sans", Arial, Helvetica, sans-serif; line-height: 1.87; font-size: 22px; color: rgb(43, 46, 50); margin-top: 0px; margin-bottom: 5.5px;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">7. Hành vi bị nghiêm cấm khi hoạt động bay UAV</span></span></span></h2> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong quá trình thực hiện bay UAV tại Việt Nam, tuyệt đối nghiêm cấm các hành vi:</span></span></span></p> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tổ chức hoạt động bay khi chưa được cấp phép bay UAV.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoạt động bay diễn ra không đúng khu vực, trong giới hạn và điều kiện quy định. Vi phạm những quy tắc, quy định trong quản lý lãnh thổ, biên giới quốc gia.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mang chở các chất phóng xạ, chất gây cháy nổ trên phương tiện bay.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phóng, bắn, thả các loại vật, chất gây hại hoặc chứa nguy cơ gây hại từ trên không xuống.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lắp đặt thiết bị và thực hiện quay phim, chụp ảnh từ trên không khi chưa có sự cho phép.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tuyên truyền thông qua treo cờ, biểu ngữ, phát loa nằm ngoài quy định của cấp phép bay UAV.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không chấp hành đúng các lệnh, hiệu lệnh của cơ quan quản lý điều hành và giám sát hoạt động bay</span></span>.</span></li> </ul> <h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>8. Lưu ý khi bay flycam hợp pháp</strong></span></span></span></h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Luôn đem theo <strong>bản sao giấy phép bay</strong> khi bay flycam<br /> - Không bay gần sân bay, trụ sở nhà nước, khu quân sự<br /> - Không bay vào ban đêm nếu không được phép<br /> - Không truyền phát hình ảnh trực tiếp (livestream) nếu chưa được chấp thuận<br /> <br /> </span></span></span> <h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>>>> TẢI MẪU ĐƠN XIN PHÉP BAY: </strong></span></span></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><a href="https://drive.google.com/file/d/10gzkogi37uQqf3ouXiR8qcYhZwGEIyyt/view?usp=sharing"><span style="color:#000000;">TẠI ĐÂY</span></a></strong></span></span></h2> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/uav-viet-nam--e1661141233969.jpg" style="width: 800px; height: 519px;" /></p> ', 'images' => '20250616152553608ef9b55ee6bac12c66cadce9052b66.jpg', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'UAV', 'meta_key' => 'Cấp phép bay UAV, UAV', 'meta_des' => 'Cấp phép bay UAV, UAV', 'created' => '2025-06-16', 'modified' => '2026-02-02', 'status' => '1', 'view' => '180341', 'slug' => 'huong-dan-lam-thu-tuc-xin-cap-phep-bay-flycam-uav-tai-viet-nam', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '451', 'rght' => '452', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 3 => array( 'Post' => array( 'id' => '766', 'name' => 'BIM (Building Information Modeling) – Xu hướng tất yếu của ngành xây dựng hiện đại', 'code' => null, 'alias' => 'bim-building-information-modeling-–-xu-huong-tat-yeu-cua-nganh-xay-dung-hien-dai', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Trong thời đại công nghệ số phát triển mạnh mẽ, ngành xây dựng thế giới nói chung và Việt Nam nói riêng đang chứng kiến sự chuyển mình rõ rệt nhờ sự ra đời và ứng dụng của <strong data-end="531" data-start="492">BIM – Building Information Modeling</strong>, hay còn gọi là <strong data-end="580" data-start="548">Mô hình thông tin công trình</strong>. BIM không chỉ đơn thuần là một phần mềm hỗ trợ thiết kế, mà là một <strong data-end="672" data-start="649">quy trình toàn diện</strong> giúp thay đổi cách thiết kế, xây dựng và quản lý công trình theo hướng hiện đại, minh bạch và hiệu quả hơn.</span></span>', 'content' => '<h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong data-end="39" data-start="0" style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">1. BIM là gì?</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>BIM (Building Information Modeling)</strong> hay còn gọi là <strong data-end="580" data-start="548">Mô hình thông tin công trình </strong>là một quy trình công nghệ sử dụng mô hình kỹ thuật số để hỗ trợ thiết kế, xây dựng và quản lý công trình xây dựng một cách hiệu quả và chính xác hơn. BIM không chỉ là một phần mềm, mà là một phương pháp tiếp cận toàn diện, giúp các bên liên quan trong dự án (kiến trúc sư, kỹ sư, nhà thầu, chủ đầu tư, quản lý vận hành…) cộng tác với nhau thông qua một <strong>mô hình 3D thông minh</strong> chứa đầy đủ thông tin về vật liệu, kết cấu, chi phí, tiến độ, và vòng đời công trình.<br /> <br /> <strong>BIM không phải là một phần mềm, mà là một quy trình.</strong><br /> <br /> Mặc dù phần mềm đóng vai trò trung tâm trong BIM – hỗ trợ thiết kế 3D, mô hình thông minh và quản lý thông tin – nhưng đó chỉ là thành phần công nghệ của BIM. Một phần quan trọng khác là yếu tố xã hội, bao gồm cách làm việc, phối hợp và cộng tác giữa các bên liên quan trong dự án.<br /> <br /> Sự kết hợp giữa công nghệ và con người này tạo thành một quy trình toàn diện, nhằm xây dựng, quản lý và sử dụng mô hình thông tin số của công trình trong suốt vòng đời dự án – từ giai đoạn lập kế hoạch, thiết kế, thi công cho đến vận hành và bảo trì.</span></span> <p data-end="727" data-start="465" style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/BIM.jpg" style="width: 680px; height: 680px;" /></p> <h2 data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Các thành phần chính của BIM</span></span></h2> <br /> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô hình 3D thông minh</span></span></li> </ul> <p data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô hình không chỉ mô tả hình dáng mà còn tích hợp thông tin chi tiết về vật liệu, kỹ thuật, thiết bị, chi phí, và thời gian.</span></span></p> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy trình cộng tác</span></span></li> </ul> <p data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các bên liên quan có thể cùng làm việc trên một mô hình duy nhất theo thời gian thực, giảm lỗi, tránh xung đột thiết kế và tiết kiệm thời gian.</span></span></p> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thông tin xuyên suốt vòng đời công trình</span></span></li> </ul> <p data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Từ thiết kế, xây dựng, đến vận hành và bảo trì.<br /> </span></span></p> <h2 data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Lợi ích của BIM</span></span></h2> <br /> <div data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc áp dụng BIM mang lại nhiều lợi ích vượt trội so với phương pháp truyền thống:</span></span><br /> </div> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tăng độ chính xác trong thiết kế</strong>: Hạn chế lỗi sai nhờ mô hình 3D trực quan và thông minh.</span></span></li> </ul> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Phát hiện xung đột kỹ thuật sớm</strong> (clash detection): Giúp điều chỉnh thiết kế trước khi thi công, tiết kiệm thời gian và chi phí.</span></span></li> </ul> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Quản lý chi phí và tiến độ hiệu quả</strong>: BIM hỗ trợ mô phỏng tiến độ (4D), ước lượng chi phí (5D) ngay trong giai đoạn thiết kế.</span></span></li> </ul> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Cải thiện khả năng phối hợp giữa các bên</strong>: Mọi đối tác tham gia dự án có thể làm việc trên một mô hình chung, giảm thiểu hiểu lầm và trùng lặp.</span></span></li> </ul> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hỗ trợ quản lý vận hành sau thi công</strong>: BIM lưu trữ toàn bộ thông tin cần thiết phục vụ cho việc bảo trì, sửa chữa, nâng cấp công trình.</span></span></li> </ul> <h2 data-end="727" data-start="465"> </h2> <h2 data-end="727" data-start="465" style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/BIM_Project_Stages.jpg" style="width: 680px; height: 402px;" /></h2> <h2 data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>4. Tình hình triển khai BIM tại Việt Nam</strong></span></span></h2> <div data-end="727" data-start="465"> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tại Việt Nam, BIM đang dần được áp dụng rộng rãi, đặc biệt trong các dự án lớn, có yếu tố nước ngoài hoặc vốn đầu tư nhà nước. Chính phủ cũng đã thể hiện quyết tâm thúc đẩy BIM thông qua <strong>Quyết định 2500/QĐ-TTg (năm 2016)</strong> nhằm từng bước áp dụng BIM vào các công trình xây dựng công.<br /> Một số dự án tiêu biểu đã triển khai BIM thành công có thể kể đến như: Tuyến metro TP.HCM, sân bay Long Thành, các dự án của Vingroup, Sun Group, Coteccons, Hòa Bình…<br /> Tuy nhiên, thách thức còn lớn: thiếu nguồn nhân lực BIM chất lượng, chi phí đầu tư ban đầu cao, thiếu tiêu chuẩn quốc gia thống nhất, và sự phối hợp giữa các bên vẫn còn hạn chế.<br /> </span></span></div> <h2 data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>5. Công nghệ BIM và các phần mềm phổ biến</strong></span></span></h2> <br /> <div data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Một số phần mềm thường dùng trong quy trình BIM bao gồm:</span></span><br /> </div> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Autodesk Revit</strong>: Thiết kế kiến trúc, kết cấu, cơ điện.</span></span></li> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Navisworks</strong>: Kiểm tra xung đột mô hình và mô phỏng tiến độ.</span></span></li> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tekla Structures</strong>: Mô hình kết cấu thép và bê tông.</span></span></li> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>ArchiCAD</strong>: Thiết kế kiến trúc.</span></span></li> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Civil 3D / InfraWorks</strong>: Thiết kế hạ tầng và giao thông.</span></span></li> </ul> <div data-end="727" data-start="465" style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/bim_advantages.png" style="width: 680px; height: 383px;" /></span></span></div> <h2 data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>6. Tương lai của BIM</strong></span></span></h2> <br /> <div data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">BIM đang hướng đến tích hợp với các công nghệ tiên tiến như <strong>AI (trí tuệ nhân tạo), IoT (internet vạn vật), thực tế ảo (VR/AR)</strong> và dữ liệu lớn (<strong>Big Data</strong>). Điều này mở ra tiềm năng xây dựng <strong>Smart Building</strong> và <strong>Smart City</strong>, góp phần nâng cao chất lượng cuộc sống và hiệu quả đầu tư xây dựng.<br /> <br /> <strong>Kết luận</strong><br /> <br /> BIM là xu hướng tất yếu trong ngành xây dựng hiện đại. Việc hiểu đúng và triển khai BIM không chỉ mang lại lợi thế cạnh tranh cho doanh nghiệp mà còn góp phần nâng cao chất lượng và hiệu quả của toàn ngành. Trong bối cảnh công nghệ số phát triển không ngừng, BIM chính là “chìa khóa” mở ra kỷ nguyên xây dựng thông minh và bền vững.</span></span><br /> </div> <div data-end="727" data-start="465" style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/resource-bim-the-importance-of-bim-in-the-lighting-industry.jpg" style="width: 680px; height: 456px;" /></span></span></div> ', 'images' => '2025052810182863250044dd1234ebc4cab96a5d85f4e1.jpg', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'BIM (Building Information Modeling)', 'meta_key' => 'BIM (Building Information Modeling)', 'meta_des' => 'BIM (Building Information Modeling)', 'created' => '2025-05-28', 'modified' => '2026-02-01', 'status' => '1', 'view' => '43104', 'slug' => 'bim-building-information-modeling-xu-huong-tat-yeu-cua-nganh-xay-dung-hien-dai', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '449', 'rght' => '450', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 4 => array( 'Post' => array( 'id' => '765', 'name' => ' LEICA Geo Office – Giải pháp phần mềm trắc địa toàn diện', 'code' => null, 'alias' => 'leica-geo-office-–-giai-phap-phan-mem-trac-dia-toan-dien', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với <strong data-end="1233" data-start="1213">LEICA Geo Office</strong>, người dùng có thể <strong data-end="1296" data-start="1253">phân tích và quản lý dữ liệu không gian</strong> một cách dễ dàng, từ đó đưa ra các quyết định chính xác dựa trên thông tin đáng tin cậy.</span></span>', 'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>LEICA Geo Office – Giải pháp phần mềm trắc địa toàn diện!</strong><br /> <br /> <strong>LEICA Geo Office</strong> là bộ phần mềm chuyên dụng do <strong><img alt="" src="/admin/webroot/upload/image/images/Leica logo.jpg" style="width: 60px; height: 40px;" /></strong> phát triển, giúp đơn giản hóa và tối ưu hóa quá trình xử lý dữ liệu không gian địa lý từ các thiết bị đo đạc GNSS, máy toàn đạc và thủy bình kỹ thuật số. Đây là công cụ lý tưởng cho các kỹ sư trắc địa, chuyên gia GIS, và đơn vị thi công cần độ chính xác cao.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Tính năng nổi bật</strong></span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Xử lý dữ liệu GNSS</strong></span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phân tích và xử lý dữ liệu GNSS để tạo ra tọa độ chính xác và đánh giá chất lượng đo đạc ngoài thực địa.</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong> Xử lý dữ liệu máy toàn đạc</strong></span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ dữ liệu đo từ các thiết bị toàn đạc điện tử, phục vụ cho khảo sát địa hình, thiết kế kỹ thuật và xây dựng.</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Xử lý dữ liệu máy thủy bình kỹ thuật số</strong></span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản lý và tính toán dữ liệu cao độ, lý tưởng cho các dự án san nền, định vị mặt bằng và thi công công trình.</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tích hợp CAD</strong></span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhập – xuất dữ liệu với các định dạng phổ biến như AutoCAD (DXF) và MicroStation, giúp kết nối mượt mà với quy trình thiết kế.</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hệ tọa độ & chuyển đổi</strong></span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tùy chỉnh và chuyển đổi dữ liệu giữa các hệ tọa độ địa phương và toàn cầu một cách chính xác và linh hoạt.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Lợi ích khi sử dụng</strong></span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác cao đến từng centimet</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian xử lý và tổng hợp dữ liệu</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giao diện thân thiện, dễ sử dụng</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tích hợp chặt chẽ với thiết bị Leica</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ kỹ thuật và đào tạo chuyên sâu</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Các phiên bản hiện có</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>- Phiên bản mới nhất:</strong> 8.4.0.14023 (cập nhật ngày 17/04/2024)<br /> <strong>- Hệ điều hành hỗ trợ:</strong> Windows, Android<br /> <strong>- Bản dùng thử:</strong> Có, 30 ngày miễn phí<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>4. Đối tượng sử dụng </strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Kỹ sư trắc địa và địa chính<br /> - Đơn vị xây dựng – thi công<br /> - Nhà thầu hạ tầng giao thông<br /> - Cơ quan quản lý đất đai, bản đồ</span></span><br /> <h2 style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Leica-Captivate-Main-KV-Sensors-800x428px.jpg" style="width: 800px; height: 428px;" /></h2> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>5. Hỗ trợ & đào tạo</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Hướng dẫn sử dụng trực tuyến<br /> - Hỗ trợ qua email và điện thoại<br /> - Đào tạo tại chỗ hoặc từ xa theo yêu cầu</span></span><br /> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>6. Ưu Điểm (Pros)</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Khả năng xử lý dữ liệu nâng cao dành cho các dự án trắc địa và kỹ thuật<br /> - Tích hợp với nhiều thiết bị đo đạc của Leica, giúp truyền dữ liệu nhanh chóng và liền mạch<br /> - Cung cấp nhiều công cụ phân tích và hiệu chỉnh để đảm bảo độ chính xác của dữ liệu đo<br /> - Có thể tạo báo cáo và tài liệu chi tiết, phục vụ cho việc lưu trữ và trình bày kết quả khảo sát<br /> - Giao diện thân thiện với người dùng, cho phép tùy chỉnh nhằm tối ưu hóa quy trình làm việc<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>7. Nhược Điểm (Cons)</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Đòi hỏi người mới phải học nhiều do phần mềm có nhiều tính năng phức tạp<br /> - Chi phí sở hữu cao so với một số phần mềm khảo sát khác trên thị trường<br /> - Khả năng tương thích hạn chế với thiết bị không phải của Leica, có thể cần đầu tư thêm để đồng bộ dữ liệu<br /> - Hỗ trợ kỹ thuật có thể bị hạn chế hoặc tốn phí, đặc biệt khi cần hỗ trợ chuyên sâu</span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica_Geo_Office_pic_2360x714 (1).jpg" style="width: 800px; height: 242px;" /></span></span></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">8. <strong>Câu hỏi thường gặp (FAQ)</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">8.1 LEICA Geo Office là gì?<br /> <br /> LEICA Geo Office là một bộ phần mềm được phát triển bởi Leica Geosystems, cung cấp các công cụ để quản lý và xử lý hậu kỳ dữ liệu không gian địa lý như GPS, GNSS và GIS.<br /> <br /> 8.2 Hiện có những phiên bản LEICA Geo Office nào?<br /> <br /> Phiên bản hiện tại của LEICA Geo Office là 8.4, bao gồm các bản cập nhật và sửa lỗi từ các phiên bản trước. Phiên bản trước đó là LEICA Geo Office 8.3.<br /> <br /> 8.3 Yêu cầu hệ thống của LEICA Geo Office là gì?<br /> <br /> LEICA Geo Office yêu cầu:<br /> - Hệ điều hành Windows 7 trở lên (64-bit)<br /> - Tối thiểu 8 GB RAM<br /> - Card đồ họa hỗ trợ OpenGL<br /> - Kết nối Internet để kích hoạt phần mềm<br /> <br /> 8.4 LEICA Geo Office hỗ trợ những định dạng tệp nào?<br /> <br /> LEICA Geo Office hỗ trợ nhiều định dạng tệp, bao gồm: RINEX, M3C, DXF, TXT, CSV, SHP.<br /> <br /> 8.5 LEICA Geo Office được cấp phép như thế nào?<br /> <br /> Phần mềm được cấp phép theo từng người dùng. Người dùng có thể chọn giấy phép vĩnh viễn hoặc hàng năm, tùy theo nhu cầu sử dụng.<br /> <br /> 8.6 LEICA Geo Office tương thích với những thiết bị GPS nào?<br /> <br /> LEICA Geo Office tương thích với nhiều thiết bị GPS của Leica Geosystems, cũng như các thiết bị của bên thứ ba miễn là dữ liệu được lưu ở định dạng được hỗ trợ.<br /> <br /> 8.7 Các tính năng chính của LEICA Geo Office là gì?<br /> <br /> LEICA Geo Office cung cấp nhiều tính năng, bao gồm:<br /> - Nhập và xuất dữ liệu<br /> - Xử lý dữ liệu GPS<br /> - Quản lý dữ liệu GIS<br /> - Chuyển đổi hệ tọa độ<br /> - Kiểm soát và đánh giá chất lượng dữ liệu<br /> <br /> 8.8 Có những hình thức hỗ trợ nào cho LEICA Geo Office?<br /> <br /> Leica Geosystems cung cấp các hình thức hỗ trợ như:<br /> - Hỗ trợ qua email<br /> - Tài liệu hướng dẫn trực tuyến<br /> - Hỗ trợ qua điện thoại và truy cập từ xa (đối với người dùng có giấy phép hợp lệ)<br /> <br /> 8.9 LEICA Geo Office có phiên bản dùng thử không?<br /> <br /> Có. Leica Geosystems cung cấp phiên bản dùng thử 30 ngày để người dùng có thể trải nghiệm phần mềm và các tính năng trước khi mua giấy phép.<br /> <br /> 8.10 Có đào tạo nào cho LEICA Geo Office không?<br /> <br /> Có. Leica Geosystems cung cấp nhiều hình thức đào tạo, bao gồm:<br /> - Khóa học trực tuyến<br /> - Đào tạo tại chỗ<br /> - Chương trình đào tạo tùy chỉnh theo yêu cầu của người dùng<br /> </span></span><br /> <span style="margin: 0px; padding: 0px; font-family: arial; font-size: 13px; text-align: justify; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px; font-weight: bold;">Liên hệ: </strong></u><br style="margin: 0px; padding: 0px;" /> <br style="margin: 0px; padding: 0px;" /> Số 145 Láng Hạ, Đống Đa, Hà Nội<br style="margin: 0px; padding: 0px;" /> Số 5/161 Nguyễn Tuân. Thanh Xuân, Hà Nội<br style="margin: 0px; padding: 0px;" /> Tel: 024.37764930<br style="margin: 0px; padding: 0px;" /> Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" /> Website: </span></span></span><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear; font-size: 13px;" target="_blank"><span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);">www.tracdiathanhdat.vn</span></a></span></span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" /> <span style="margin: 0px; padding: 0px; font-family: arial; font-size: 13px; text-align: justify; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px;"> </span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px; font-weight: bold;">@ Luôn đồng hành cùng bạn!</strong></span></span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"> </span></span>', 'images' => '202505141514525f9ec9a8660a545bcba20ac5e2c2004a.jpg', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Leica Geo Office', 'meta_key' => 'Leica GNSS, Máy toàn đạc điện tử Leica, máy thủy bình kỹ thuật số Leica', 'meta_des' => 'Leica GNSS, Máy toàn đạc điện tử Leica, máy thủy bình kỹ thuật số Leica', 'created' => '2025-05-14', 'modified' => '2026-02-01', 'status' => '1', 'view' => '14703', 'slug' => 'leica-geo-office-giai-phap-phan-mem-trac-dia-toan-dien', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '447', 'rght' => '448', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 5 => array( 'Post' => array( 'id' => '764', 'name' => 'Pin và Bộ Sạc - Đảm bảo cung cấp nguồn điện đáng tin cậy! ', 'code' => null, 'alias' => 'pin-va-bo-sac-dam-bao-cung-cap-nguon-dien-dang-tin-cay', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc lựa chọn pin và bộ sạc phù hợp có thể giúp tăng hiệu quả công việc ngoài trời, bảo vệ thiết bị và tối ưu hóa quy trình làm việc luôn là yếu tố cần ưu tiên!</span></span>', 'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Pin và bộ sạc đóng vai trò rất quan trọng trong việc đảm bảo nguồn điện ổn định cho các thiết bị công nghệ, đặc biệt là các thiết bị như máy toàn đạc, máy RTK và thiết bị khảo sát, nơi mà việc duy trì hiệu suất liên tục là rất quan trọng.<br /> <br /> Việc lựa chọn pin và bộ sạc phù hợp có thể giúp tăng hiệu quả công việc ngoài trời, bảo vệ thiết bị và tối ưu hóa quy trình làm việc luôn là yếu tố cần ưu tiên!<br /> <br /> Cùng tham khảo các yếu tố quan trọng của Pin và Bộ Sạc - Nguồn cung cấp điện đáng tin cậy!</span></span><br /> <br /> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Batteries_Chargers_PIC_1766x750 (2).jpg" style="width: 800px; height: 340px;" /></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Loại pin và hiệu suất</span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Pin Lithium-Ion (Li-Ion): Đây là loại pin phổ biến nhất trong các thiết bị hiện đại như máy thu GNSS và thiết bị khảo sát. Pin Li-Ion cung cấp mật độ năng lượng cao, tuổi thọ dài và tỷ lệ tự xả thấp. Chúng lý tưởng cho việc sử dụng liên tục ngoài trời.</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lợi ích: Nhẹ, tuổi thọ dài, sạc nhanh và bảo trì thấp.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu ý: Nhạy cảm với nhiệt độ cực đoan (cả nhiệt độ rất nóng và rất lạnh có thể làm giảm hiệu suất).</span></span></li> </ul> </li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Pin Nickel-Metal Hydride (NiMH): Mặc dù ít phổ biến ngày nay, nhưng pin NiMH vẫn được sử dụng trong một số thiết bị. Chúng được biết đến là thân thiện với môi trường hơn so với các loại pin khác.</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lợi ích: Ít độc hại và thường rẻ hơn so với pin Li-Ion, với hiệu suất hợp lý.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu ý: Mật độ năng lượng thấp hơn và tuổi thọ ngắn hơn so với pin Li-Ion.</span></span></li> </ul> </li> </ul> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Tuổi thọ pin</span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dung lượng và tuổi thọ: Dung lượng của pin (được đo bằng mAh hoặc Ah) quyết định thời gian thiết bị có thể hoạt động trước khi cần sạc lại. Đối với công việc ngoài trời, bạn cần các loại pin có thể hoạt động liên tục trong suốt một ca làm việc hoặc lâu hơn mà không bị hết pin.</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ví dụ, một máy thu GNSS hoặc thiết bị khảo sát có thể cần từ 8 đến 12 giờ hoặc hơn tùy vào yêu cầu công suất của thiết bị.</span></span></li> </ul> </li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản lý Pin: Nhiều thiết bị cao cấp đi kèm với hệ thống quản lý pin (BMS) tích hợp để theo dõi sức khỏe pin, ngăn ngừa sạc quá mức và tối ưu hóa hiệu suất theo thời gian.</span></span></li> </ul> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Bộ sạc: Hiệu Quả và Sạc Nhanh</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính tương thích: Điều quan trọng là bộ sạc phải được thiết kế đặc biệt cho loại pin mà nó hỗ trợ. Việc sử dụng bộ sạc không phù hợp có thể làm hỏng pin hoặc dẫn đến việc sạc không hiệu quả.</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ sạc nhanh: Một số hệ thống sử dụng bộ sạc nhanh, giúp sạc pin trong 1-2 giờ. Điều này rất hữu ích trong môi trường làm việc ngoài trời khi bạn có thời gian hạn chế.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trạm sạc cho nhiều thiết bị: Trong các hoạt động nhóm, trạm sạc nhiều ngăn có thể sạc nhiều pin cùng lúc, giúp bạn luôn có pin đầy khi cần.</span></span></li> </ul> <h2 style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica_Geosystems_GEB334_GEB364_batteries_800x428.jpg" style="width: 800px; height: 428px;" /></span></span></h2> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Giải pháp sạc ngoài trời</span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Pin dự phòng di động: Đối với việc sử dụng ngoài trời kéo dài, bộ sạc năng lượng mặt trời hoặc pin dự phòng di động có thể là những cứu cánh. Chúng đặc biệt hữu ích cho những khu vực xa xôi, nơi nguồn điện có thể hạn chế. Bộ sạc năng lượng mặt trời cung cấp một cách sạc ngoài lưới điện và tái tạo năng lượng cho các thiết bị cần nguồn điện ổn định.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ sạc Ô Tô: Trong nhiều ứng dụng ngoài trời, bộ sạc ô tô được sử dụng để sạc thiết bị khi đang di chuyển. Chúng hữu ích cho việc sạc thiết bị khi di chuyển giữa các công trường, giúp bạn không phải lãng phí thời gian.</span></span></li> </ul> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Độ bền và khả năng chịu đựng thời tiết</span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết kế chắc chắn: Pin và bộ sạc cho các ứng dụng ngoài trời hoặc công trường cần được thiết kế để chịu được môi trường khắc nghiệt. Điều này bao gồm khả năng chống nước, chống sốc và có thể chịu được nhiệt độ cực đoan.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xếp Hạng IP: Kiểm tra các thiết bị có xếp hạng IP cao (Bảo vệ chống xâm nhập), giúp đảm bảo chúng chống lại bụi bẩn, nước và các yếu tố môi trường khác. Điều này đặc biệt quan trọng đối với các thiết bị khảo sát hoặc điều tra hiện trường tai nạn.</span></span></li> </ul> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. Tính năng sạc thông minh</span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bảo vệ quá Tải: Một số bộ sạc hiện đại đi kèm với tính năng sạc thông minh, ngăn ngừa việc sạc quá mức và kéo dài tuổi thọ pin.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giám sát nhiệt độ: Cảm biến nhiệt độ được tích hợp sẽ bảo vệ thiết bị khỏi việc quá nhiệt, tính năng quan trọng cho các thiết bị ngoài trời cần sạc lâu dài hoặc sử dụng trong môi trường khắc nghiệt.</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/74286536_1376595119168281_1988573397101051904_n(1).jpg" style="width: 500px; height: 318px;" /></span></span></p> ', 'images' => '20250509100102409072cb60e202d2797a91e395909240.jpg', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Pin và sạc pin', 'meta_key' => 'Pin và Bộ Sạc - nguồn cung cấp điện đáng tin cậy! 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Pin, sạc pin, Leica, Nikon, Sokkia, Topcon', 'created' => '2025-05-09', 'modified' => '2026-02-01', 'status' => '1', 'view' => '3596', 'slug' => 'pin-va-bo-sac-dam-bao-cung-cap-nguon-dien-dang-tin-cay', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '445', 'rght' => '446', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 6 => array( 'Post' => array( 'id' => '763', 'name' => 'Phần mềm Leica Captivate v9.00', 'code' => null, 'alias' => 'phan-mem-leica-captivate-v9-00', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong data-end="157" data-start="65">Các bạn đã cập nhật lên phiên bản Leica Captivate 9.10 chưa?</strong> Phiên bản cập nhật nhỏ này mang đến một số tính năng hữu ích và là một lời nhắc tuyệt vời để khám phá tất cả các tính năng nâng cấp chính từ phiên bản 9, bao gồm sự tích hợp tốt hơn với dịch vụ <strong data-end="370" data-start="352">GeoCloud Drive.</strong></span></span>', 'content' => '<p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Phần mềm Leica Captivate v9.00</strong></span></span></p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tương thích với các sản phẩm:</span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy điều khiển hiện trường: CS20, CS30, CS35, CC180, CC200</span></span></li> </ul> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy toàn đạc điện tử: TS10, TS13, TS16, TS60, TM60, MS60</span></span></li> </ul> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy GNSS RTK: GS18 T, GS18 I, GS18, GS05</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngày phát hành:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">30 tháng 10 năm 2024</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có sẵn trên myWorld.<br /> <br /> <strong>>>></strong> <strong>Đăng ký: <a href="https://l.facebook.com/l.php?u=https%3A%2F%2Fhxgn.biz%2F4hzEhej&h=AT26Jho3db1szRAqSlz_lVvTo666P6aN3mZYBnN2EdAnCnJAgn6TlfLwGRoMwKrPBgOgjIHG60nQHb3tkcrAoAovo4eP2zKJkbxcXzJaUIUdxZ2MEaT4Db452_s0uYuLDY3pAzi_1Ybk6UuSTioWwP1PaH-YZw4IdC_113pMAj3qJ0cx&__tn__=-UK-R&c[0]=AT1yHTD1klVU0LNce4HVHmD3kv4nUHbf9zyU-rFVb4OZjXntoRIAagIgzvt7XZydeb2PEyuKl5CCr-9g_lxOfMJ2w2_XEk3SslxiIJaD2R9j49DvqPJytX4Vr-yJyfbt1EpWumBuD4vZRLVJ2iMcyn5WRfEBWS2yrbOw3EhGxKnxERDWOao9ecpOFHvcCyO73jJEV-RUvTC7Cy5IGgcNqfm7SvXfZuU0eibF0X5T">TẠI ĐÂY</a></strong></span></span><br /> <br /> <p data-end="414" data-start="387"> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phiên bản 9 có gì mới?</span></span></strong><br /> </p> <ul> <li data-end="414" data-start="387"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Sao lưu nhanh chóng</strong>: Với tùy chọn 'Upload to GeoCloud Drive' trong menu ngữ cảnh của công việc, bạn sẽ tạo bản sao lưu trên đám mây của các công việc của mình chỉ trong nháy mắt.</span></span></li> <li data-end="414" data-start="387"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Xuất dữ liệu đơn giản hơn</strong>: Bảng xuất dữ liệu giờ đây có một tùy chọn mới - 'Upload a copy to GeoCloud Drive'. Điều này đảm bảo rằng một bản sao của dữ liệu xuất được chuẩn bị để tải lên dự án đã chọn trong GeoCloud Drive, giúp giảm số bước cần thực hiện trong quá trình này.</span></span></li> </ul> <p data-end="414" data-start="387"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Geosystems đã cố gắng làm cho việc chia sẻ dữ liệu trở nên mượt mà hơn, đảm bảo rằng các thành viên trong nhóm của bạn có thể dễ dàng và nhanh chóng truy cập vào đóng góp của bạn.<br /> <br /> Để tìm hiểu tất cả các tính năng mới nhất của Leica Captivate -> <strong><a href="https://hxgn.biz/4hzEhej">XEM TẠI ĐÂY</a></strong></span></span><br /> </p> <iframe allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share" allowfullscreen="" frameborder="0" height="305" referrerpolicy="strict-origin-when-cross-origin" src="https://www.youtube.com/embed/Kxk3A93lWZc" title="Leica Captivate v9.0: SmartPole Extensions, GeoCloud Drive and Snapping Enhancements & more" width="680"></iframe>', 'images' => '20250508094032e9f29fd87b074748e5f064af2850e79a.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy RTK', 'meta_key' => 'Leica Captivate v9.0', 'meta_des' => 'Leica Captivate v9.0', 'created' => '2025-05-08', 'modified' => '2026-02-02', 'status' => '1', 'view' => '11925', 'slug' => 'phan-mem-leica-captivate-v9-00', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '443', 'rght' => '444', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 7 => array( 'Post' => array( 'id' => '762', 'name' => 'Thúc đẩy cơ sở hạ tầng trắc địa của Việt Nam với mạng lưới tham chiếu GNSS toàn quốc!', 'code' => null, 'alias' => 'thuc-day-co-so-ha-tang-trac-dia-cua-viet-nam-voi-mang-luoi-tham-chieu-gnss-toan-quoc', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thúc đẩy cơ sở hạ tầng trắc địa của Việt Nam với mạng lưới tham chiếu GNSS toàn quốc với công nghệ tiên tiến của Leica Geosystems.</span></span></p> ', 'content' => '<div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trải dài 1.650 km từ Bắc vào Nam, Việt Nam có cảnh quan đa dạng với những ngọn núi có rừng, đồng bằng châu thổ màu mỡ, bờ biển rộng lớn và các khu đô thị đang phát triển nhanh chóng. Đảm bảo cơ sở hạ tầng trắc địa của Việt Nam hiện đại và đáng tin cậy là rất quan trọng đối với các hoạt động khảo sát và lập bản đồ quốc gia dựa trên công nghệ GNSS.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc xây dựng hệ thống trạm CORS ở Việt Nam là nhu cầu cấp thiết nhằm hỗ trợ cung cấp thông tin, dữ liệu, đảm bảo tính đầy đủ, chính xác và kịp thời đóng góp cho sự phát triển của các lĩnh vực kinh tế – xã hội, giám sát tài nguyên, bảo vệ môi trường, quốc phòng – an ninh, đặc biệt nhất là góp phần vào công tác bảo vệ chủ quyền lãnh thổ quốc gia và thúc đẩy những hoạt động nghiên cứu khoa học Trái Đất.<br /> <br /> Trạm tham chiếu hoạt động liên tục (CORS) rộng lớn hiện nay tại Việt Nam với sự công nghệ tiên tiến của Leica Geosystems đã giúp tất cả những điều này trở nên khả thi với dữ liệu định vị theo thời gian thực và xử lý hậu kỳ ở cấp độ centimet có sẵn trên khắp cả nước.</span></span></div> <div> <br /> </div> <div style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Rover_connect1_v2.jpg" style="width: 800px; height: 420px;" /></div> <div> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuyển đổi bản đồ quốc gia của Việt Nam bằng mạng lưới trạm tham chiếu GNSS</span></span></strong><br /> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Năm 2016, Cục Đo đạc, Bản đồ và Thông tin địa lý Việt Nam (DOSMVN), cơ quan dữ liệu không gian địa lý của quốc gia, đã bắt tay vào một dự án đầy tham vọng nhằm xây dựng mạng lưới GNSS trên khắp cả nước. Để đạt được những mục tiêu này, DOSMVN cần thiết lập CORS trên quy mô toàn quốc, bao gồm sự kết hợp giữa các máy thu và ăng-ten GNSS cùng phần mềm tinh vi để liên tục ghi lại, xử lý và cung cấp dữ liệu định vị chính xác theo thời gian thực.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sáng kiến này sẽ cải tổ cơ sở hạ tầng trắc địa của Việt Nam, tận dụng các khả năng tiên tiến của công nghệ định vị GNSS thời gian thực để tinh chỉnh các quy trình khảo sát và lập bản đồ, đồng thời nâng cao hệ thống tọa độ và phép chiếu quốc gia.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">"Việc triển khai mạng lưới CORS trên khắp Việt Nam là một bước quan trọng hướng tới việc khai thác toàn bộ phổ dữ liệu GNSS cho các nỗ lực lập bản đồ quốc gia của chúng tôi", Trần Phúc Thắng, Giám đốc Trung tâm Điều tra - Xử lý dữ liệu khảo sát và lập bản đồ tại DOSMVN giải thích.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">"Mạng lưới kết nối các trạm định vị vệ tinh trên toàn quốc thành một hệ thống thống nhất để tối ưu hóa thiết bị, giảm thiểu đầu tư và mở rộng khả năng hoạt động cho nhiều ứng dụng khác nhau" "Nó đảm bảo tuân thủ mạng lưới Dịch vụ GNSS quốc tế (IGS) và các mạng lưới của các tổ chức GNSS khác trên toàn thế giới".</span></span></div> <div> </div> <div> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuyển đổi bản đồ quốc gia của Việt Nam bằng mạng lưới trạm tham chiếu GNSS</span></span></strong><br /> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tập đoàn SISC đã được DOSMVN ký hợp đồng thiết kế, xây dựng và đưa vào vận hành mạng lưới định vị vệ tinh quốc gia, VNGEONET. Năm 2019, họ đã hoàn thành việc lắp đặt, thiết lập mạng lưới toàn quốc gồm 65 trạm, bao gồm 24 trạm Geodetic CORS và 41 trạm NRTK CORS.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mạng lưới có 65 máy chủ tham chiếu Leica GR50, lý tưởng cho các cài đặt cố định và cung cấp 555 kênh hỗ trợ tất cả các chòm sao GNSS toàn cầu, chẳng hạn như GPS, GLONASS, Galileo và BeiDou, cũng như các hệ thống khu vực. Với các giao diện đồng thời và nhiều giao diện để truyền thông, cung cấp điện và ghi dữ liệu, các máy chủ tham chiếu này cung cấp các hoạt động đáng tin cậy cần thiết cho dự án này.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mạng lưới bao gồm 65 ăng-ten GNSS 4 chòm sao Leica AR25 và Bộ phần mềm Leica Spider. Leica Spider Software hỗ trợ hệ thống bằng cách cung cấp dữ liệu từ tất cả GNSS cùng lúc, cung cấp một cách hiệu quả để truy cập dữ liệu thời gian thực và dữ liệu xử lý sau. Phần mềm Spider được thiết kế riêng theo nhu cầu cụ thể của DOSMVN, bao gồm bản đồ tùy chỉnh và các tính năng của người dùng, giúp giải pháp này trở nên linh hoạt.</span></span></div> <div> </div> <div> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mạng GNSS quốc gia mang lại lợi ích cho ngành công nghiệp và phát triển cơ sở hạ tầng</span></span></strong><br /> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dự án này thể hiện sự phát triển từ các phương pháp truyền thống sang các giải pháp mới nhất và minh họa cho những lợi ích của việc áp dụng mạng tham chiếu GNSS toàn quốc để thúc đẩy hoạt động khảo sát và lập bản đồ cùng với một loạt các ứng dụng công nghiệp khác.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">"Ngoài việc hiện đại hóa hoạt động lập bản đồ, chúng tôi muốn đạt được độ chính xác cao trong các dịch vụ Định vị động học thời gian thực (RTK) và RTK mạng áp dụng cho nhiều ngành công nghiệp khác nhau", ông Thắng cho biết.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều ngành công nghiệp trên khắp Việt Nam phụ thuộc vào dữ liệu không gian địa lý chính xác để sử dụng các công nghệ tiên tiến và đảm bảo dữ liệu dự án được hoàn thiện. Điều này bao gồm từ công việc khảo sát, như sử dụng xe tự hành GNSS để đo ranh giới tài sản hoặc máy bay không người lái để khảo sát trên không các công trường xây dựng, đến các ứng dụng điều khiển máy tự động, phát triển cơ sở hạ tầng, v.v.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cung cấp các bản sửa lỗi RTK mạng 24/7 dễ truy cập cho các công ty trên khắp Việt Nam mang lại một số lợi ích về kinh tế và phát triển cơ sở hạ tầng. Dữ liệu RTK liên tục và có sẵn rộng rãi giúp giảm chi phí phát sinh cho các doanh nghiệp vốn sẽ phải chịu chi phí hoạt động cao hơn nhiều nếu không có dịch vụ như vậy. Điều này dẫn đến tiết kiệm chi phí trong các lĩnh vực như kỹ thuật dân dụng, xây dựng, nông nghiệp và giao thông - giúp thúc đẩy tăng trưởng kinh tế.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngoài ra, việc giảm chi phí thu thập dữ liệu không gian có độ chính xác cao giúp lập kế hoạch và thực hiện chính xác các dự án cơ sở hạ tầng quy mô lớn quan trọng để thích ứng với dân số đô thị ngày càng tăng của Việt Nam.<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/GEODETIC CORS AND NRTK CORS_Cropped.png" style="width: 800px; height: 356px;" /></span></span><br /> <br /> <div> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nghiên cứu khoa học và giám sát môi trường bằng GNSS</span></span></strong><br /> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các nhà nghiên cứu trong các lĩnh vực như khoa học môi trường, địa chất và bản đồ học cũng được hưởng lợi vì họ có thể thực hiện các nghiên cứu sâu rộng và chính xác hơn. CORS tại Việt Nam đã cải thiện đáng kể khả năng đo tốc độ dịch chuyển mảng và đóng góp dữ liệu có giá trị cho nghiên cứu khí tượng và tầng điện ly.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">CORS cung cấp một cách để đo mức tầng điện ly, sử dụng máy thu để thu thập thông tin về độ trễ tầng điện ly mà tín hiệu GNSS gặp phải trên đường đi của chúng. Điều này cho phép các chuyên gia tính toán tổng số electron (TEC) và lập bản đồ mật độ electron tầng điện ly. Hoạt động của tầng điện ly ảnh hưởng trực tiếp đến độ chính xác của các hệ thống dựa trên GNSS để khảo sát, định vị, viễn thông, v.v. Việc giám sát tầng điện ly cho phép các chuyên gia đánh giá độ tin cậy của các hệ thống này và thực hiện các biện pháp giảm thiểu khi có thể.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mạng lưới này cũng cung cấp thông tin có giá trị về các điều kiện khí quyển, bao gồm lượng hơi nước trong khí quyển – đặc biệt quan trọng đối với các khu vực có lượng mưa lớn ở Việt Nam. Tương tự như việc đo hoạt động tầng điện ly, các máy thu CORS ghi lại độ trễ mà tín hiệu GNSS gặp phải khi di chuyển qua khí quyển do hơi nước. Bằng cách so sánh thời gian đến ước tính và thực tế của tín hiệu GNSS tại các máy thu CORS, có thể ước tính mức độ hơi nước. Phương pháp này cung cấp các quan sát khí tượng độc đáo, góp phần vào dự báo thời tiết và nghiên cứu khí hậu.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngoài ra, mạng lưới rộng lớn của Việt Nam giúp có thể theo dõi các chuyển động trong lớp vỏ trái đất và tốc độ của các chuyển động này theo thời gian bằng GNSS. Là một khu vực hoạt động địa chấn, đây là một nguồn tài nguyên đặc biệt có giá trị để ghi lại và dự đoán các chuyển động mặt đất.</span></span><br /> </div> <div> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">“Việc kết nối 65 trạm này trên khắp đất nước chúng tôi đánh dấu bước tiến vượt bậc trong khả năng lập bản đồ và khảo sát của chúng tôi, đạt được mức độ chính xác và độ tin cậy chưa từng thấy trước đây”</span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc triển khai các trạm tham chiếu GNSS và phần mềm Leica Geosystems đóng vai trò then chốt trong việc hiện thực hóa các mục tiêu của dự án này.<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/CHỌN ANH TÀI (665 x 295 px) (Quảng cáo trên Facebook) (6).png" style="width: 800px; height: 419px;" /></span></span></div> <div> </div> </div> ', 'images' => '2025042311180589dc854da356e13b8a4eeadb31876909.jpg', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy RTK', 'meta_key' => 'Máy RTK, máy định vị vệ tinh RTK, máy GPS RTK, máy định vị vệ tinh GNSS RTK, máy RTK giá rẻ, máy RTK tốt nhất', 'meta_des' => 'Máy RTK, máy định vị vệ tinh RTK, máy GPS RTK, máy định vị vệ tinh GNSS RTK, máy RTK giá rẻ, máy RTK tốt nhất', 'created' => '2025-04-23', 'modified' => '2026-02-02', 'status' => '1', 'view' => '13732', 'slug' => 'thuc-day-co-so-ha-tang-trac-dia-cua-viet-nam-voi-mang-luoi-tham-chieu-gnss-toan-quoc', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '441', 'rght' => '442', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 8 => array( 'Post' => array( 'id' => '760', 'name' => 'Pin hạt nhân BV100 - công nghệ của tương lai', 'code' => null, 'alias' => 'pin-hat-nhan-bv100-cong-nghe-cua-tuong-lai', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ<strong><span itemprop="isBasedOn" itemscope="" itemtype="https://schema.org/WebPage" style="position: fixed; 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Viên pin BV100 của công ty Betavolt Technology đến từ Trung Quốc đang biến điều không tưởng ấy thành hiện thực với công nghệ pin hạt nhân hoàn toàn mới. https://techfancy.net/" border="0" height="1" itemprop="image" src="https://xurls.net/px.gif?utm_campaign=https%3A%2F%2Ftechfancy.net%2F&utm_source=dmca&utm_medium=copy&utm_term=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi&utm_content=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi.%20B%E1%BA%A1n%20%C4%91%C3%A3%20bao%20gi%E1%BB%9D%20t%C6%B0%E1%BB%9Fng%20t%C6%B0%E1%BB%A3ng%20v%E1%BB%81%20m%E1%BB%99t%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B4ng%20ngh%E1%BB%87%20c%C3%B3%20th%E1%BB%83%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20su%E1%BB%91t%20n%E1%BB%ADa%20th%E1%BA%BF%20k%E1%BB%B7%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20hay%20ch%C6%B0a%3F%20Vi%C3%AAn%20pin%20BV100%20c%E1%BB%A7a%20c%C3%B4ng%20ty%20Betavol.%20B%E1%BA%A1n%20%C4%91%C3%A3%20bao%20gi%E1%BB%9D%20t%C6%B0%E1%BB%9Fng%20t%C6%B0%E1%BB%A3ng%20v%E1%BB%81%20m%E1%BB%99t%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B4ng%20ngh%E1%BB%87%20c%C3%B3%20th%E1%BB%83%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20su%E1%BB%91t%20n%E1%BB%ADa%20th%E1%BA%BF%20k%E1%BB%B7%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20hay%20ch%C6%B0a%3F%20Vi%C3%AAn%20pin%20BV100%20c%E1%BB%A7a%20c%C3%B4ng%20ty%20Betavolt%20Technology%20%C4%91%E1%BA%BFn%20t%E1%BB%AB%20Trung%20Qu%E1%BB%91c%20%C4%91ang%20bi%E1%BA%BFn%20%C4%91i%E1%BB%81u%20kh%C3%B4ng%20t%C6%B0%E1%BB%9Fng%20%E1%BA%A5y%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20v%E1%BB%9Bi%20c%C3%B4ng%20ngh%E1%BB%87%20pin%20h%E1%BA%A1t%20nh%C3%A2n%20ho%C3%A0n%20to%C3%A0n%20m%E1%BB%9Bi.%20https%3A%2F%2Ftechfancy.net%2F&dmcaaducpp=1" style="position: fixed; inset: initial; opacity: 0; visibility: visible; display: inline-block; margin: 0px; padding: 0px; overflow: hidden; border: none; background: none; color: initial; cursor: auto; max-width: 1px; max-height: 1px; width: 1px; height: 1px;" title="Pin hạt nhân BV100 Betavolt - Khi khoa học viễn tưởng trở thành hiện thực - BlogAnChoi. Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? Viên pin BV100 của công ty Betavol. Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? Viên pin BV100 của công ty Betavolt Technology đến từ Trung Quốc đang biến điều không tưởng ấy thành hiện thực với công nghệ pin hạt nhân hoàn toàn mới. https://techfancy.net/" width="1" /></a></strong> có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? Viên pin BV100 của công ty Betavolt Technology đến từ Trung Quốc đang biến điều không tưởng ấy thành hiện thực với công nghệ pin hạt nhân hoàn toàn mới.</span></span>', 'content' => '<p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="background-color: rgb(254, 254, 254);">Công ty </span>Betavolt New Energy Technology, có trụ sở tại Bắc Kinh<span style="background-color: rgb(254, 254, 254);">, Trung Quốc vừa công bố sản xuất đại trà pin hạt nhân với thông số ấn tượng: điện áp 3V, công suất 100 microwatt. Dù công suất không lớn, pin có tuổi thọ lên tới 50 năm và kích thước siêu nhỏ (15×15×5 mm). Đặc biệt, nó hoạt động ổn định trong dải nhiệt độ từ -60°C đến 120°C và an toàn nhờ sử dụng niken-63 - đồng vị phóng xạ có chu kỳ bán rã 100 năm, cuối cùng phân hủy thành đồng vị đồng bền.</span></span></span></span></p> <p> <br /> <span style="background-color: rgb(254, 254, 254); font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">Theo chuyên gia Nga, công nghệ này đã xuất hiện từ vài năm trước. Năm 2023, Giáo sư Mefi (Nga) từng thiết kế thử nghiệm "pin hạt nhân" dựa trên nguồn đồng vị phóng xạ và vật liệu bán dẫn. Tuy nhiên, chi phí sản xuất quá cao do giá niken-63 đắt đỏ (hơn 200 triệu rúp/100g) khiến Nga không thể phát triển thêm.</span></p> <p> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sinh ra từ khát vọng đổi mới ngành năng lượng trên toàn cầu, Betavolt Technology đã ra mắt thế giới viên pin “viễn tưởng” BV100 vào đầu 2024 chỉ sau 3 năm thành lập công ty. Với kích thước khiêm tốn chỉ to ngang một đồng xu, viên pin này là sự kết hợp hoàn hảo giữa những đồng vị phóng xạ nickel-63 và công nghệ bán dẫn kim cương thế hệ thứ tư. Cơ chế chuyển đổi năng lượng phân rã beta thành điện năng cho phép BV100 làm điều tưởng chừng như không thế: cung cấp năng lượng liên tục trong nửa thế kỷ mà không đòi hỏi một lần sạc hay bảo trì nào.<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/pin-hat-nhan-betavolt_65a4f1f79425d.jpg" style="width: 800px; height: 447px;" /></span></span></span></p> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Nguyên lý hoạt động của pin hạt nhân BV100</strong></span></span></span><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">Pin hạt nhân BV100 hoạt động dựa trên nguyên lý betavoltaic, trong đó các hạt beta phát ra từ quá trình phân rã của nickel-63 được chuyển đổi thành điện năng thông qua một lớp bán dẫn kim cương mỏng.</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);"> Cấu trúc của pin bao gồm các lớp xen kẽ giữa nguồn nickel-63 và các lớp bán dẫn kim cương, tạo thành một mô-đun có thể mở rộng để tăng công suất. <br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/pin-hat-nhan.jpeg" style="width: 800px; height: 451px;" /></span></p> <p> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">2. Những ưu điểm của viên pin hạt nhân BV100</strong></p> <p> </p> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tuổi thọ vượt trội</strong></span></span></span></p> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm nổi bật nhất ở viên pin BV100 đó chính là việc nó có thể cung cấp năng lượng liên tục trong 50 năm mà không cần sạc lại hoặc bảo trì, từ đó đáp ứng nhu cầu của các thiết bị đòi hỏi độ tin cậy cao và vận hành dài hạn trong các ứng dụng quan trọng trong cuộc sống.</span></span></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://bloganchoi.com/pin-hat-nhan-bv100-betavolt/?utm_campaign=https%3A%2F%2Fbloganchoi.com%2Fpin-hat-nhan-bv100-betavolt%2F&utm_source=dmca&utm_medium=copy&utm_term=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi&utm_content=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi.%20B%E1%BA%A1n%20%C4%91%C3%A3%20bao%20gi%E1%BB%9D%20t%C6%B0%E1%BB%9Fng%20t%C6%B0%E1%BB%A3ng%20v%E1%BB%81%20m%E1%BB%99t%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B4ng%20ngh%E1%BB%87%20c%C3%B3%20th%E1%BB%83%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20su%E1%BB%91t%20n%E1%BB%ADa%20th%E1%BA%BF%20k%E1%BB%B7%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20hay%20ch%C6%B0a%3F%20Vi%C3%AAn%20pin%20BV100%20c%E1%BB%A7a%20c%C3%B4ng%20ty%20Betavol.%20Nh%E1%BB%AFng%20%C6%B0u%20%C4%91i%E1%BB%83m%20c%E1%BB%A7a%20vi%C3%AAn%20pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20C%E1%BA%A5u%20tr%C3%BAc%20c%E1%BB%A7a%20vi%C3%AAn%20pin%20BV100%20(Ngu%E1%BB%93n%3A%20Internet)Tu%E1%BB%95i%20th%E1%BB%8D%20v%C6%B0%E1%BB%A3t%20tr%E1%BB%99iNh%C6%B0%20m%C3%ACnh%20%C4%91%C3%A3%20%C4%91%E1%BB%81%20c%E1%BA%ADp%20%E1%BB%9F%20b%C3%AAn%20tr%C3%AAn%2C%20%C4%91i%E1%BB%83m%20n%E1%BB%95i%20b%E1%BA%ADt%20nh%E1%BA%A5t%20%E1%BB%9F%20vi%C3%AAn%20pin%20BV100%20%C4%91%C3%B3%20ch%C3%ADnh%20l%C3%A0%20vi%E1%BB%87c%20n%C3%B3%20c%C3%B3%20th%E1%BB%83%20cung%20c%E1%BA%A5p%20n%C4%83ng%20l%C6%B0%E1%BB%A3ng%20li%C3%AAn%20t%E1%BB%A5c%20trong%2050%20n%C4%83m%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20l%E1%BA%A1i%20ho%E1%BA%B7c%20b%E1%BA%A3o%20tr%C3%AC%2C%20t%E1%BB%AB%20%C4%91%C3%B3%20%C4%91%C3%A1p%20%E1%BB%A9ng%20nhu%20c%E1%BA%A7u%20c%E1%BB%A7a%20c%C3%A1c%20thi%E1%BA%BFt%20b%E1%BB%8B%20%C4%91%C3%B2i%20h%E1%BB%8Fi%20%C4%91%E1%BB%99%20tin%20c%E1%BA%ADy%20cao%20v%C3%A0%20v%E1%BA%ADn%20h%C3%A0nh%20d%C3%A0i%20h%E1%BA%A1n%20trong%20c%C3%A1c%20%E1%BB%A9ng%20d%E1%BB%A5ng%20quan%20tr%E1%BB%8Dng%20trong%20cu%E1%BB%99c%20s%E1%BB%91ng.Thi%E1%BA%BFt%20k%E1%BA%BF%20nh%E1%BB%8F%20g%E1%BB%8DnV%E1%BB%9Bi%20k%C3%ADch%20th%C6%B0%E1%BB%9Bc%20ch%E1%BB%89%20t%C6%B0%C6%A1ng%20%C4%91%C6%B0%C6%A1ng%20m%E1%BB%99t%20%C4%91%E1%BB%93ng%20xu%2C%20pin%20BV100%20mang%20%C4%91%E1%BA%BFn%20kh%E1%BA%A3%20n%C4%83ng%20t%C3%ADch%20h%E1%BB%A3p%20linh%20ho%E1%BA%A1t%20v%C3%A0o%20nhi%E1%BB%81u%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B3%20kh%C3%B4ng%20gian%20h%E1%BA%A1n%20ch%E1%BA%BF%2C%20gi%C3%BAp%20m%E1%BB%9F%20r%E1%BB%99ng%20%C4%91%C3%A1ng%20k%E1%BB%83%20ph%E1%BA%A1m%20vi%20%E1%BB%A9ng%20d%E1%BB%A5ng%20trong%20nhi%E1%BB%81u%20l%C4%A9nh%20v%E1%BB%B1c%20c%C3%B4ng%20ngh%E1%BB%87.An%20to%C3%A0n%20v%C3%A0%20b%E1%BB%81n%20v%E1%BB%AFngV%C3%AC%20trong%20quy%20tr%C3%ACnh%20chuy%E1%BB%83n%20h%C3%B3a%20c%E1%BB%A7a%20nickel%20%E2%80%93%2063%20s%E1%BA%BD%20bi%E1%BA%BFn%20n%C3%B3%20th%C3%A0nh%20%C4%90%E1%BB%93ng%20%E2%80%93%2063%20%E2%80%93%20m%E1%BB%99t%20nguy%C3%AAn%20t%E1%BB%91%20%E1%BB%95n%20%C4%91%E1%BB%8Bnh%20v%C3%A0%20kh%C3%B4ng%20ph%C3%B3ng%20x%E1%BA%A1%2C%20t%E1%BB%AB%20%C4%91%C3%B3%20gi%C3%BAp%20%C4%91%E1%BA%A3m%20b%E1%BA%A3o%20t%C3%ADnh%20an%20to%C3%A0n%20v%C3%A0%20gi%E1%BA%A3m%20thi%E1%BB%83u%20c%C3%A1c%20t%C3%A1c%20%C4%91%E1%BB%99ng%20%C4%91%E1%BA%BFn%20m%C3%B4i%20tr%C6%B0%E1%BB%9Dng%2C%20%C4%91%C3%A1p%20%E1%BB%A9ng%20c%C3%A1c%20ti%C3%AAu%20chu%E1%BA%A9n%20kh%E1%BA%AFt%20khe%20v%E1%BB%81%20ph%C3%A1t%20tri%E1%BB%83n%20c%C3%B4ng%20ngh%E1%BB%87%20b%E1%BB%81n%20v%E1%BB%AFng.%20Sponsor%20Kh%E1%BA%A3%20n%C4%83ng%20v%E1%BA%ADn%20h%C3%A0nh%20trong%20%C4%91i%E1%BB%81u%20ki%E1%BB%87n%20kh%E1%BA%AFc%20nghi%E1%BB%87tPin%20BV100%20c%C3%B3%20th%E1%BB%83%20duy%20tr%C3%AC%20hi%E1%BB%87u%20su%E1%BA%A5t%20%E1%BB%95n%20%C4%91%E1%BB%8Bnh%20trong%20ph%E1%BA%A1m%20vi%20nhi%E1%BB%87t%20%C4%91%E1%BB%99%20r%E1%BB%99ng%20t%E1%BB%AB%20-60%C2%B0C%20%C4%91%E1%BA%BFn%20120%C2%B0C%2C%20mang%20%C4%91%E1%BA%BFn%20gi%E1%BA%A3i%20ph%C3%A1p%20n%C4%83ng%20l%C6%B0%E1%BB%A3ng%20%C4%91%C3%A1ng%20tin%20c%E1%BA%ADy%20cho%20c%C3%A1c%20thi%E1%BA%BFt%20b%E1%BB%8B%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20c%C3%A1c%20m%C3%B4i%20tr%C6%B0%E1%BB%9Dng%20c%E1%BB%B1c%20k%E1%BB%B3%20kh%E1%BA%AFc%20nghi%E1%BB%87t.%20https%3A%2F%2Fbloganchoi.com%2Fpin-hat-nhan-bv100-betavolt%2F" title=""Pin hạt nhân BV100 Betavolt - Khi khoa học viễn tưởng trở thành hiện thực - BlogAnChoi. Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? Viên pin BV100 của công ty Betavol. Những ưu đi"><span style="color:#000000;"><img border="0" height="1" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAEAAAABCAMAAAAoyzS7AAAAAXNSR0ICQMB9xQAAAANQTFRFAAAAp3o92gAAAAF0Uk5TAEDm2GYAAAAJcEhZcwAADsQAAA7EAZUrDhsAAAAZdEVYdFNvZnR3YXJlAE1pY3Jvc29mdCBPZmZpY2V/7TVxAAAACklEQVQY02NgAAAAAgABmGNs1wAAAABJRU5ErkJggg==" width="1" /></span></a><a href="https://bloganchoi.com/?utm_campaign=https%3A%2F%2Fbloganchoi.com%2Fpin-hat-nhan-bv100-betavolt%2F&utm_source=dmca&utm_medium=copy&utm_term=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi&utm_content=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi.%20B%E1%BA%A1n%20%C4%91%C3%A3%20bao%20gi%E1%BB%9D%20t%C6%B0%E1%BB%9Fng%20t%C6%B0%E1%BB%A3ng%20v%E1%BB%81%20m%E1%BB%99t%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B4ng%20ngh%E1%BB%87%20c%C3%B3%20th%E1%BB%83%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20su%E1%BB%91t%20n%E1%BB%ADa%20th%E1%BA%BF%20k%E1%BB%B7%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20hay%20ch%C6%B0a%3F%20Vi%C3%AAn%20pin%20BV100%20c%E1%BB%A7a%20c%C3%B4ng%20ty%20Betavol.%20Nh%E1%BB%AFng%20%C6%B0u%20%C4%91i%E1%BB%83m%20c%E1%BB%A7a%20vi%C3%AAn%20pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20C%E1%BA%A5u%20tr%C3%BAc%20c%E1%BB%A7a%20vi%C3%AAn%20pin%20BV100%20(Ngu%E1%BB%93n%3A%20Internet)Tu%E1%BB%95i%20th%E1%BB%8D%20v%C6%B0%E1%BB%A3t%20tr%E1%BB%99iNh%C6%B0%20m%C3%ACnh%20%C4%91%C3%A3%20%C4%91%E1%BB%81%20c%E1%BA%ADp%20%E1%BB%9F%20b%C3%AAn%20tr%C3%AAn%2C%20%C4%91i%E1%BB%83m%20n%E1%BB%95i%20b%E1%BA%ADt%20nh%E1%BA%A5t%20%E1%BB%9F%20vi%C3%AAn%20pin%20BV100%20%C4%91%C3%B3%20ch%C3%ADnh%20l%C3%A0%20vi%E1%BB%87c%20n%C3%B3%20c%C3%B3%20th%E1%BB%83%20cung%20c%E1%BA%A5p%20n%C4%83ng%20l%C6%B0%E1%BB%A3ng%20li%C3%AAn%20t%E1%BB%A5c%20trong%2050%20n%C4%83m%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20l%E1%BA%A1i%20ho%E1%BA%B7c%20b%E1%BA%A3o%20tr%C3%AC%2C%20t%E1%BB%AB%20%C4%91%C3%B3%20%C4%91%C3%A1p%20%E1%BB%A9ng%20nhu%20c%E1%BA%A7u%20c%E1%BB%A7a%20c%C3%A1c%20thi%E1%BA%BFt%20b%E1%BB%8B%20%C4%91%C3%B2i%20h%E1%BB%8Fi%20%C4%91%E1%BB%99%20tin%20c%E1%BA%ADy%20cao%20v%C3%A0%20v%E1%BA%ADn%20h%C3%A0nh%20d%C3%A0i%20h%E1%BA%A1n%20trong%20c%C3%A1c%20%E1%BB%A9ng%20d%E1%BB%A5ng%20quan%20tr%E1%BB%8Dng%20trong%20cu%E1%BB%99c%20s%E1%BB%91ng.Thi%E1%BA%BFt%20k%E1%BA%BF%20nh%E1%BB%8F%20g%E1%BB%8DnV%E1%BB%9Bi%20k%C3%ADch%20th%C6%B0%E1%BB%9Bc%20ch%E1%BB%89%20t%C6%B0%C6%A1ng%20%C4%91%C6%B0%C6%A1ng%20m%E1%BB%99t%20%C4%91%E1%BB%93ng%20xu%2C%20pin%20BV100%20mang%20%C4%91%E1%BA%BFn%20kh%E1%BA%A3%20n%C4%83ng%20t%C3%ADch%20h%E1%BB%A3p%20linh%20ho%E1%BA%A1t%20v%C3%A0o%20nhi%E1%BB%81u%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B3%20kh%C3%B4ng%20gian%20h%E1%BA%A1n%20ch%E1%BA%BF%2C%20gi%C3%BAp%20m%E1%BB%9F%20r%E1%BB%99ng%20%C4%91%C3%A1ng%20k%E1%BB%83%20ph%E1%BA%A1m%20vi%20%E1%BB%A9ng%20d%E1%BB%A5ng%20trong%20nhi%E1%BB%81u%20l%C4%A9nh%20v%E1%BB%B1c%20c%C3%B4ng%20ngh%E1%BB%87.An%20to%C3%A0n%20v%C3%A0%20b%E1%BB%81n%20v%E1%BB%AFngV%C3%AC%20trong%20quy%20tr%C3%ACnh%20chuy%E1%BB%83n%20h%C3%B3a%20c%E1%BB%A7a%20nickel%20%E2%80%93%2063%20s%E1%BA%BD%20bi%E1%BA%BFn%20n%C3%B3%20th%C3%A0nh%20%C4%90%E1%BB%93ng%20%E2%80%93%2063%20%E2%80%93%20m%E1%BB%99t%20nguy%C3%AAn%20t%E1%BB%91%20%E1%BB%95n%20%C4%91%E1%BB%8Bnh%20v%C3%A0%20kh%C3%B4ng%20ph%C3%B3ng%20x%E1%BA%A1%2C%20t%E1%BB%AB%20%C4%91%C3%B3%20gi%C3%BAp%20%C4%91%E1%BA%A3m%20b%E1%BA%A3o%20t%C3%ADnh%20an%20to%C3%A0n%20v%C3%A0%20gi%E1%BA%A3m%20thi%E1%BB%83u%20c%C3%A1c%20t%C3%A1c%20%C4%91%E1%BB%99ng%20%C4%91%E1%BA%BFn%20m%C3%B4i%20tr%C6%B0%E1%BB%9Dng%2C%20%C4%91%C3%A1p%20%E1%BB%A9ng%20c%C3%A1c%20ti%C3%AAu%20chu%E1%BA%A9n%20kh%E1%BA%AFt%20khe%20v%E1%BB%81%20ph%C3%A1t%20tri%E1%BB%83n%20c%C3%B4ng%20ngh%E1%BB%87%20b%E1%BB%81n%20v%E1%BB%AFng.%20Sponsor%20Kh%E1%BA%A3%20n%C4%83ng%20v%E1%BA%ADn%20h%C3%A0nh%20trong%20%C4%91i%E1%BB%81u%20ki%E1%BB%87n%20kh%E1%BA%AFc%20nghi%E1%BB%87tPin%20BV100%20c%C3%B3%20th%E1%BB%83%20duy%20tr%C3%AC%20hi%E1%BB%87u%20su%E1%BA%A5t%20%E1%BB%95n%20%C4%91%E1%BB%8Bnh%20trong%20ph%E1%BA%A1m%20vi%20nhi%E1%BB%87t%20%C4%91%E1%BB%99%20r%E1%BB%99ng%20t%E1%BB%AB%20-60%C2%B0C%20%C4%91%E1%BA%BFn%20120%C2%B0C%2C%20mang%20%C4%91%E1%BA%BFn%20gi%E1%BA%A3i%20ph%C3%A1p%20n%C4%83ng%20l%C6%B0%E1%BB%A3ng%20%C4%91%C3%A1ng%20tin%20c%E1%BA%ADy%20cho%20c%C3%A1c%20thi%E1%BA%BFt%20b%E1%BB%8B%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20c%C3%A1c%20m%C3%B4i%20tr%C6%B0%E1%BB%9Dng%20c%E1%BB%B1c%20k%E1%BB%B3%20kh%E1%BA%AFc%20nghi%E1%BB%87t.%20https%3A%2F%2Fbloganchoi.com%2Fpin-hat-nhan-bv100-betavolt%2F" title=""This article is referenced content from https://bloganchoi.com - Pin hạt nhân BV100 Betavolt - Khi khoa học viễn tưởng trở thành hiện thực - BlogAnChoi. Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không "><span style="color:#000000;"><img border="0" height="1" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAEAAAABCAMAAAAoyzS7AAAAAXNSR0ICQMB9xQAAAANQTFRFAAAAp3o92gAAAAF0Uk5TAEDm2GYAAAAJcEhZcwAADsQAAA7EAZUrDhsAAAAZdEVYdFNvZnR3YXJlAE1pY3Jvc29mdCBPZmZpY2V/7TVxAAAACklEQVQY02NgAAAAAgABmGNs1wAAAABJRU5ErkJggg==" width="1" /></span></a></span></span><br /> </p> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Thiết kế nhỏ gọn</strong></span></span></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://techfancy.net/?utm_campaign=https%3A%2F%2Ftechfancy.net%2F&utm_source=dmca&utm_medium=copy&utm_term=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi&utm_content=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi.%20B%E1%BA%A1n%20%C4%91%C3%A3%20bao%20gi%E1%BB%9D%20t%C6%B0%E1%BB%9Fng%20t%C6%B0%E1%BB%A3ng%20v%E1%BB%81%20m%E1%BB%99t%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B4ng%20ngh%E1%BB%87%20c%C3%B3%20th%E1%BB%83%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20su%E1%BB%91t%20n%E1%BB%ADa%20th%E1%BA%BF%20k%E1%BB%B7%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20hay%20ch%C6%B0a%3F%20Vi%C3%AAn%20pin%20BV100%20c%E1%BB%A7a%20c%C3%B4ng%20ty%20Betavol.%20Nh%E1%BB%AFng%20%C6%B0u%20%C4%91i%E1%BB%83m%20c%E1%BB%A7a%20vi%C3%AAn%20pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20C%E1%BA%A5u%20tr%C3%BAc%20c%E1%BB%A7a%20vi%C3%AAn%20pin%20BV100%20(Ngu%E1%BB%93n%3A%20Internet)Tu%E1%BB%95i%20th%E1%BB%8D%20v%C6%B0%E1%BB%A3t%20tr%E1%BB%99iNh%C6%B0%20m%C3%ACnh%20%C4%91%C3%A3%20%C4%91%E1%BB%81%20c%E1%BA%ADp%20%E1%BB%9F%20b%C3%AAn%20tr%C3%AAn%2C%20%C4%91i%E1%BB%83m%20n%E1%BB%95i%20b%E1%BA%ADt%20nh%E1%BA%A5t%20%E1%BB%9F%20vi%C3%AAn%20pin%20BV100%20%C4%91%C3%B3%20ch%C3%ADnh%20l%C3%A0%20vi%E1%BB%87c%20n%C3%B3%20c%C3%B3%20th%E1%BB%83%20cung%20c%E1%BA%A5p%20n%C4%83ng%20l%C6%B0%E1%BB%A3ng%20li%C3%AAn%20t%E1%BB%A5c%20trong%2050%20n%C4%83m%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20l%E1%BA%A1i%20ho%E1%BA%B7c%20b%E1%BA%A3o%20tr%C3%AC%2C%20t%E1%BB%AB%20%C4%91%C3%B3%20%C4%91%C3%A1p%20%E1%BB%A9ng%20nhu%20c%E1%BA%A7u%20c%E1%BB%A7a%20c%C3%A1c%20thi%E1%BA%BFt%20b%E1%BB%8B%20%C4%91%C3%B2i%20h%E1%BB%8Fi%20%C4%91%E1%BB%99%20tin%20c%E1%BA%ADy%20cao%20v%C3%A0%20v%E1%BA%ADn%20h%C3%A0nh%20d%C3%A0i%20h%E1%BA%A1n%20trong%20c%C3%A1c%20%E1%BB%A9ng%20d%E1%BB%A5ng%20quan%20tr%E1%BB%8Dng%20trong%20cu%E1%BB%99c%20s%E1%BB%91ng.Thi%E1%BA%BFt%20k%E1%BA%BF%20nh%E1%BB%8F%20g%E1%BB%8DnV%E1%BB%9Bi%20k%C3%ADch%20th%C6%B0%E1%BB%9Bc%20ch%E1%BB%89%20t%C6%B0%C6%A1ng%20%C4%91%C6%B0%C6%A1ng%20m%E1%BB%99t%20%C4%91%E1%BB%93ng%20xu%2C%20pin%20BV100%20mang%20%C4%91%E1%BA%BFn%20kh%E1%BA%A3%20n%C4%83ng%20t%C3%ADch%20h%E1%BB%A3p%20linh%20ho%E1%BA%A1t%20v%C3%A0o%20nhi%E1%BB%81u%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B3%20kh%C3%B4ng%20gian%20h%E1%BA%A1n%20ch%E1%BA%BF%2C%20gi%C3%BAp%20m%E1%BB%9F%20r%E1%BB%99ng%20%C4%91%C3%A1ng%20k%E1%BB%83%20ph%E1%BA%A1m%20vi%20%E1%BB%A9ng%20d%E1%BB%A5ng%20trong%20nhi%E1%BB%81u%20l%C4%A9nh%20v%E1%BB%B1c%20c%C3%B4ng%20ngh%E1%BB%87.An%20to%C3%A0n%20v%C3%A0%20b%E1%BB%81n%20v%E1%BB%AFngV%C3%AC%20trong%20quy%20tr%C3%ACnh%20chuy%E1%BB%83n%20h%C3%B3a%20c%E1%BB%A7a%20nickel%20%E2%80%93%2063%20s%E1%BA%BD%20bi%E1%BA%BFn%20n%C3%B3%20th%C3%A0nh%20%C4%90%E1%BB%93ng%20%E2%80%93%2063%20%E2%80%93%20m%E1%BB%99t%20nguy%C3%AAn%20t%E1%BB%91%20%E1%BB%95n%20%C4%91%E1%BB%8Bnh%20v%C3%A0%20kh%C3%B4ng%20ph%C3%B3ng%20x%E1%BA%A1%2C%20t%E1%BB%AB%20%C4%91%C3%B3%20gi%C3%BAp%20%C4%91%E1%BA%A3m%20b%E1%BA%A3o%20t%C3%ADnh%20an%20to%C3%A0n%20v%C3%A0%20gi%E1%BA%A3m%20thi%E1%BB%83u%20c%C3%A1c%20t%C3%A1c%20%C4%91%E1%BB%99ng%20%C4%91%E1%BA%BFn%20m%C3%B4i%20tr%C6%B0%E1%BB%9Dng%2C%20%C4%91%C3%A1p%20%E1%BB%A9ng%20c%C3%A1c%20ti%C3%AAu%20chu%E1%BA%A9n%20kh%E1%BA%AFt%20khe%20v%E1%BB%81%20ph%C3%A1t%20tri%E1%BB%83n%20c%C3%B4ng%20ngh%E1%BB%87%20b%E1%BB%81n%20v%E1%BB%AFng.%20Sponsor%20Kh%E1%BA%A3%20n%C4%83ng%20v%E1%BA%ADn%20h%C3%A0nh%20trong%20%C4%91i%E1%BB%81u%20ki%E1%BB%87n%20kh%E1%BA%AFc%20nghi%E1%BB%87tPin%20BV100%20c%C3%B3%20th%E1%BB%83%20duy%20tr%C3%AC%20hi%E1%BB%87u%20su%E1%BA%A5t%20%E1%BB%95n%20%C4%91%E1%BB%8Bnh%20trong%20ph%E1%BA%A1m%20vi%20nhi%E1%BB%87t%20%C4%91%E1%BB%99%20r%E1%BB%99ng%20t%E1%BB%AB%20-60%C2%B0C%20%C4%91%E1%BA%BFn%20120%C2%B0C%2C%20mang%20%C4%91%E1%BA%BFn%20gi%E1%BA%A3i%20ph%C3%A1p%20n%C4%83ng%20l%C6%B0%E1%BB%A3ng%20%C4%91%C3%A1ng%20tin%20c%E1%BA%ADy%20cho%20c%C3%A1c%20thi%E1%BA%BFt%20b%E1%BB%8B%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20c%C3%A1c%20m%C3%B4i%20tr%C6%B0%E1%BB%9Dng%20c%E1%BB%B1c%20k%E1%BB%B3%20kh%E1%BA%AFc%20nghi%E1%BB%87t.%20https%3A%2F%2Ftechfancy.net%2F" title=""Pin hạt nhân BV100 Betavolt - Khi khoa học viễn tưởng trở thành hiện thực - BlogAnChoi. Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? Viên pin BV100 của công ty Betavol. Những ưu đi"><span style="color:#000000;"><strong><img border="0" height="1" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAEAAAABCAMAAAAoyzS7AAAAAXNSR0ICQMB9xQAAAANQTFRFAAAAp3o92gAAAAF0Uk5TAEDm2GYAAAAJcEhZcwAADsQAAA7EAZUrDhsAAAAZdEVYdFNvZnR3YXJlAE1pY3Jvc29mdCBPZmZpY2V/7TVxAAAACklEQVQY02NgAAAAAgABmGNs1wAAAABJRU5ErkJggg==" width="1" /></strong></span></a></span></span></p> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với kích thước chỉ tương đương một đồng xu, pin BV100 mang đến khả năng tích hợp linh hoạt vào nhiều thiết bị có không gian hạn chế, giúp mở rộng đáng kể phạm vi ứng dụng trong nhiều lĩnh vực công nghệ.</span></span></span><br /> </p> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>An toàn và bền vững</strong></span></span></span></p> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vì trong quy trình chuyển hóa của nickel – 63 sẽ biến nó thành Đồng – 63 – một nguyên tố ổn định và không phóng xạ, từ đó giúp đảm bảo tính an toàn và giảm thiểu các tác động đến môi trường, đáp ứng các tiêu chuẩn khắt khe về phát triển công nghệ bền vững.</span></span></span><br /> <br /> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">Khả năng vận hành trong điều kiện khắc nghiệt</strong></p> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Pin BV100 có thể duy trì hiệu suất ổn định trong phạm vi nhiệt độ rộng từ -60°C đến 120°C, mang đến giải pháp năng lượng đáng tin cậy cho các thiết bị hoạt động trong các môi trường cực kỳ khắc nghiệt.<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/pin-hat-nhan-cho-dien-thoai-2.jpeg" style="width: 800px; height: 450px;" /></span></span></span></p> <p id="nhung-ung-dung-tiem-nang"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc thương mại hóa loại pin hạt nhân siêu nhỏ này được kỳ vọng sẽ mở ra tương lai cho hàng loạt thiết bị đòi hỏi nguồn năng lượng lâu dài như vệ tinh, cảm biến AI, máy móc y tế, drone mini hay thậm chí là rô-bốt cỡ nhỏ.</span></span></span><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">Hiện nay, không chỉ Trung Quốc mà rất nhiều quốc gia khác cũng đang đẩy mạnh phát triển pin hạt nhân. Tại Mỹ, </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); box-sizing: border-box; font-weight: bold;">City Labs</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);"> đang hợp tác với </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); box-sizing: border-box; font-weight: bold;">Viện Y tế Quốc gia</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);"> để tạo pin betavoltaic dùng </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); box-sizing: border-box; font-weight: bold;">tritium</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);"> cho các thiết bị y tế như máy trợ tim. Trong khi đó, tại Anh, </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); box-sizing: border-box; font-weight: bold;">Arkenlight</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);"> đang nghiên cứu công nghệ tương tự với vật liệu </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); box-sizing: border-box; font-weight: bold;">carbon-14</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">.</span><br /> </p> <p style="box-sizing: border-box; margin-top: 0px; margin-bottom: 26px; overflow-wrap: break-word; font-family: Verdana, BlinkMacSystemFont, -apple-system, "Segoe UI", Roboto, Oxygen, Ubuntu, Cantarell, "Open Sans", "Helvetica Neue", sans-serif; font-size: 15px;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công ty Betavolt<b> </b>đã khẳng định họ là nhà sản xuất vật liệu bán dẫn kim cương quy mô lớn duy nhất hiện nay. </span></span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">Công nghệ pin hạt nhân của Betavolt đã đánh dấu một bước tiến đáng kể trong lĩnh vực lưu trữ năng lượng của thế giới nói chung và của Trung Quốc nói riêng. Nó hứa hẹn sẽ cung cấp cho con người nguồn năng lượng bền vững và lâu dài trong nhiều lĩnh vực thiết yếu từ thiết bị y tế cho đến thám hiểm không gian.<br /> <br /> Mặc dù hiện tại vẫn còn nhiều thách thức cần vượt qua như công suất thấp (chỉ cung cấp 100 microwatt ở 3 volt), chi phí sản xuất cao cũng như những lo ngại về phóng xạ nhưng công nghệ này vẫn là một ẩn số thú vị cần được phát triển đúng cách để con người có thể khai thác tối đa tiềm năng của nó.</span></p> <p> </p> <p id="nhung-ung-dung-tiem-nang"> </p> ', 'images' => '2025040909570998e45e4601a11c8439a61cf258f3651a.jpg', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Pin hạt nhân', 'meta_key' => 'Pin hạt nhân', 'meta_des' => 'Pin hạt nhân', 'created' => '2025-04-09', 'modified' => '2026-02-01', 'status' => '1', 'view' => '12375', 'slug' => 'pin-hat-nhan-bv100-cong-nghe-cua-tuong-lai', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '439', 'rght' => '440', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 9 => array( 'Post' => array( 'id' => '759', 'name' => 'Tìm hiểu tính năng đo bù nghiêng trên máy định vị GNSS RTK!', 'code' => null, 'alias' => 'tim-hieu-tinh-nang-do-bu-nghieng-tren-may-dinh-vi-gnss-rtk', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong quá trình khảo sát bằng máy định vị GNSS RTK sử dụng tính năng bù nghiêng là một trong những cách hiệu quả giúp bạn nâng cao hiệu suất và chất lượng của dữ liệu thu thập trong đo đạc.</span></span>', 'content' => '<h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Đo bù nghiêng trên máy định vị GNSS RTK là gì?</span></span></span></h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo bù nghiêng trên máy GPS RTK (hay còn gọi là IMU) là một tính năng mới và nổi bật của dòng máy định vị GNSS RTK. Tính năng bù nghiêng giúp đo ở nơi khó đặt sào, góc khuất, khu vực nguy hiểm,… an toàn cho người đo, thao tác dễ dàng. <br /> Trong thực tế không phải lúc nào người kỹ sư cũng có thể dựng thẳng sào máy. Tính năng bù nghiêng được sử dụng trong một số điều kiện địa hình có chướng ngại vật hoặc góc khuất điển hình như:</span></span></span><br /> <ul> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đo nằm ở góc tường, cạnh tường</span></span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đo bị che khuất bởi các vật thể không mong muốn</span></span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đo nằm ở các điểm khó với tới như ao, hồ, sông, suối</span></span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đo nằm ở khu vực nguy hiểm</span></span></span></li> </ul> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong các trường hợp trên, các kỹ sư cần phải kích hoạt tính năng đo bù nghiêng để đặt chân sào vào điểm cần đo để tiến hành thu thập dữ liệu. Do đó, tính năng đo bù nghiêng là không thể thiếu, giúp cho công tác đo đạc ngoài thực địa trở nên dễ dàng và hiệu quả hơn.</span></span></span><br /> <h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Nguyên lý hoạt động</span></span></span></h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thông thường, khi khảo sát, người dùng phải để sào máy thẳng đứng, vuông góc với mặt phẳng trái đất để máy RTK thu thập được tọa độ X,Y. Còn cao độ Z thì chỉ cần lấy cao độ hiện tại máy thu thập được, trừ đi chiều cao sào máy là được.<br /> Vậy khi sào máy nghiêng, máy RTK chỉ có thể tính toán được tọa độ tại vị trí của đầu máy, làm sao để biết được tọa độ điểm tại chân máy? Câu trả lời là cảm biến IMU tích hợp bên trong máy và thuật toán được cài đặt sẵn trong main.<br /> <br /> Cảm biến IMU<br /> IMU ( viết tắt của Inertial measurement unit) – là một cảm biến được tích hợp bên trong máy RTK (Hoặc hầu hết các thiết bị điện tử) nhằm đo lường quán tính, gia tốc, tốc độ, góc nghiêng của thiết bị so với trục vuông góc với bề mặt trái đất.<br /> <br /> Hai thành phần chính cấu tạo lên cảm biến IMU:<br /> <img alt="" src="/admin/webroot/upload/image/images/gia-toc-ke-2-300x141.gif" style="width: 300px; height: 141px;" /><br /> <br /> Gia tốc kế<br /> Dùng để đo gia tốc của bản thân cảm biến IMU, thường gồm 2 hoặc 3 trục, ứng với 3 chiều không gian.<br /> <img alt="" src="/admin/webroot/upload/image/images/con-quay-hoi-chuyen.gif" style="width: 220px; height: 220px;" /><br /> Con quay hồi chuyển<br /> Dùng để đo tốc độ quay quanh một trục của cảm biến IMU, cũng như góc nghiêng của IMU so với trục vuông góc với mặt phẳng trái đất.<br /> Nhờ vào cảm biến IMU, mà máy định vị GNSS RTK có thể xác định được 2 yếu tố là góc nghiêng và hướng nghiêng của sào máy so với trục thẳng đứng. Kết hợp với chiều cao sào, máy RTK có thể biết được vị trí của nó so với điểm cần đo.</span></span></span><br /> <br /> <h2 style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">3. Ưu điểm và nhược điểm của tính năng đo bù nghiêng trên máy định vị GNSS RTK</span></h2> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">- Ưu điểm: </span></p> <ul> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng tốc độ đo đạc: Người sử dụng không cần phải mất thời gian để dựng thẳng sào máy, do đó có thể thu thập dữ liệu nhanh hơn.</span></span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng độ chính xác: Việc sử dụng cảm biến IMU giúp loại bỏ sai số do sào máy không được dựng thẳng, do đó tọa độ điểm đo được sẽ chính xác hơn.</span></span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng tính linh hoạt: Người sử dụng có thể đo đạc ở những khu vực khó tiếp cận, nơi mà việc dựng thẳng sào máy là khó khăn hoặc không thể thực hiện được.</span></span></span></li> </ul> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngoài những ưu điểm trên tính năng đo bù nghiêng trên các thiết bị GPS RTK có một nhược điểm nhưng không đáng kể đó là khả năng sai số cao hơn một chút. Tuy nhiên trong quá trình đo đạc nếu các kỹ sư nắm vững được nguyên lý hoạt động của thiết bị GPS RTK cũng như điều chỉnh được điểm đặt chân sào sẽ hạn chế được những sai số trong quá trình thu thập dữ liệu, có kết quả đo chính xác.</span></span></span><br /> <br /> <h2 style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Có nên thường xuyên sử dụng tính năng đo nghiêng hay không?</span></span></span></h2> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Để có thể trả lời câu hỏi này, ta phải cân nhắc đến vấn đề về độ chính xác. Khi khởi tạo tính năng đo nghiêng, máy RTK sẽ phải thêm một bước tính toán nữa để xác định tọa độ điểm đo.<br /> Tính năng đo bù nghiêng thực sự rất hữu ích giúp giảm thời gian khảo sát một cách đáng kể nhưng cũng sẽ khiến sai số tăng thêm vài cen-ti-mét. Vì vậy chúng tôi khuyến nghị chỉ nên chỉ sử dụng tính năng này khi thật sự cần thiết!</span></span></span></p> <h2 style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); text-align: justify; margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">5. </span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); text-align: justify;">Địa chỉ mua máy RTK chính hãng:</span></h2> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">CÔNG TY CP CÔNG NGHỆ VÀ TM THÀNH ĐẠT chuyên nhập khẩu và cung cấp các máy GNSS RTK của các hãng: E-survey, Geomate, eFix, Foif, Toknav,.... tại Việt Nam. </span></span></span></p> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Liên hệ: </strong></u><br style="margin: 0px; padding: 0px;" /> <br style="margin: 0px; padding: 0px;" /> Số 145 Láng Hạ, Đống Đa, Hà Nội<br style="margin: 0px; padding: 0px;" /> Số 5/161 Nguyễn Tuân. Thanh Xuân, Hà Nội<br style="margin: 0px; padding: 0px;" /> Tel: 024.37764930<br style="margin: 0px; padding: 0px;" /> Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" /> Website: </span></span></span><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear; font-size: 13px;" target="_blank"><span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);">www.tracdiathanhdat.vn</span></a></span></span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px;"> </span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;">@ Luôn đồng hành cùng bạn!</strong></span></span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"> </span></span></p> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> </p> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px; text-align: center;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Blue Aesthetic January 2024 Calendar Desktop Wallpaper (665 x 295 px) (665 x 295 px) (1).png" style="width: 665px; height: 295px;" /></span></span></span></p> ', 'images' => '20250217100043c413f7f539f39425597705c9142a94b0.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Tính năng bù nghiêng ở máy RTK', 'meta_key' => 'Máy RTK, máy định vị vệ tinh RTK, máy GPS RTK, máy định vị vệ tinh GNSS RTK, máy RTK giá rẻ, máy RTK tốt nhất', 'meta_des' => 'Máy RTK, máy định vị vệ tinh RTK, máy GPS RTK, máy định vị vệ tinh GNSS RTK, máy RTK giá rẻ, máy RTK tốt nhất', 'created' => '2025-02-17', 'modified' => '2026-02-01', 'status' => '1', 'view' => '5942', 'slug' => 'tim-hieu-tinh-nang-do-bu-nghieng-tren-may-dinh-vi-gnss-rtk', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '437', 'rght' => '438', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ) ) $detailNews = array( 'Post' => array( 'id' => '721', 'name' => 'Định vị công trình bằng máy toàn đạc điện tử', 'code' => null, 'alias' => 'dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<p style="margin: 0in 0in 15.6pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(51, 51, 51);">Định vị thi công công trình là công tác trắc địa nhằm xác định vị trí mặt <span style="box-sizing: border-box; touch-action: manipulation; color: rgb(51, 72, 98);">bằng</span> của các điểm, các đường thẳng, các điểm chi tiết của công trình xây dựng trên đất liền cũng như trên mặt nước theo đúng thiết kế.</span></span></span><span style="font-size:11.5pt; font-family:Montserrat;color:#333333"><o:p></o:p></span></p> ', 'content' => '<h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Tìm hiểu về định vị thi công công trình </strong></span></span></span></h2> <br /> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị thi công công trình là công tác trắc địa nhằm xác định vị trí mặt bằng của các điểm, các đường thẳng, các điểm chi tiết của công trình xây dựng trên đất liền cũng như trên mặt nước theo đúng thiết kế.<br /> <br /> Định vị công trình bằng máy toàn đạc có thể hiểu là thao tác sử dụng máy toàn đạc để khảo sát, xác định vị trí tọa độ công trình chi tiết, nhanh chóng và chính xác. Các kỹ sư sẽ nhập các tham số trên bản vẽ vào máy. Sau đó, các thuật toán của máy toàn đạc sẽ xử lý những số liệu này. Cuối cùng, máy toàn đạc sẽ khảo sát, xác định chi tiết và xác thực những vị trí điểm ra thực địa. <br /> <br /> Chỉ cần trích xuất những vị trí tọa độ chính xác điểm trên bản vẽ sang <strong><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">máy toàn đạc điện tử</a> , </strong> máy sẽ xử lý các thông số này. Sau đó, máy triển khai vị trí những tim trục trên bản đồ lên thực địa. Nhờ vậy, sẽ định vị được xác thực tim trục của nền móng cho những bước thi công tiếp theo.</span></span></span></p> <p style="text-align: center;"> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/dinh-vi-cong-trinh-bang-may-toan-dac.jpg" style="width: 620px; height: 360px;" /></span></span></span></p> <h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Phương pháp thực hiện định vị công trình bằng máy toàn đạc điện tử</strong></span></span></span></h2> <p style="text-align: center;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" 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" style="height: 411px; width: 620px;" /></span></span></span></p> <p style="text-align: center;"> <em><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Bản vẽ mặt bằng mộtt nhà xưởng</span></span></span></em><br /> </p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Reference Line (Định ᴠị công trình theo đường chuẩn là đường thẳng): một đường chuẩn có thể được хác định bằng cách tham chiếu tới 1 đường thẳng gốc đã biết. <br /> <br /> 1. Xác định đường gốc<br /> <br /> Một đường gốc được gắn ᴠới 2 điểm gốc ᴠà được хác định theo 3 cách: Đo đến điểm gốc; Nhập toạ độ bằng taу; Gọi điểm từ bộ nhớ.<br /> <br /> a) Đo tới điểm gốc. Nhập tên điểm <strong>PtID</strong> ᴠà đo bằng phím <br /> b) Với điểm gốc đã biết toạ độ tìm kiếm điểm <strong>PtID</strong> trong bộ nhớ. Nhập toạ độ bằng taу. Hiển thị những điểm ѕẵn trong máу.<br /> (1) Điểm gốc trang bị 1 <br /> (2) Điểm gốc thứ hai.<br /> (3) Đường gốc.<br /> (4) Đường chuẩn.<br /> <br /> 2. Dịch chuуển/Quaу đường gốc<br /> Đường gốc được dịch chuуển ѕong ѕong, chiều dọc, chiều đứng hoặc là quaу. Tất cả các kết quả đo ѕau đó ѕẽ ảnh hưởng đến đường chuẩn.<br /> <strong>BP</strong>: Điểm gốc.<br /> <strong>BL</strong>: Đường gốc.<br /> <strong>RP</strong>: Điểm chuẩn.<br /> <strong>RL</strong>: Đường chuẩn.<br /> <strong>Off</strong>: Dịch chuуển ѕong ѕong.<br /> <strong>L</strong>: Dịch chuуển theo chiều dọc.<br /> <strong>R</strong>: Thông ѕố quaу.<br /> <br /> Nhập thông ѕố: Sử dụng phím nàу để chuуển con trỏ đến trường thông ѕố bắt buộc nhập. Ta có thể nhập các thông ѕố như ѕau:<br /> <strong>Offѕet</strong>: Dịch chuуển đường chuẩn ѕong ѕong ᴠề phía bên cần của đường gốc, ᴠào hướng của đường gốc (BP1-BP2).<br /> <strong>Line</strong>: Dịch chuуển đường chuẩn theo chiều dọc tính từ điểm gốc trước tiên theo hướng từ điểm gốc đầu tiên tới điểm gốc vật dụng hai.<br /> <strong>Rotate</strong>: Quaу đường chuẩn theo chiều kim đồng hồ хung quanh điểm gốc.<br /> <strong>Height</strong>: Đường chuẩn cao hơn đường gốc.<br /> <strong>Ref.Hgt:Point1:</strong> Chênh cao ѕo ᴠới điểm gốc chuẩn nhất.<br /> <strong>Point 2</strong>: Chênh cao ѕo ᴠới điểm gốc chuẩn hai.<br /> <strong>Interpolated:</strong> Chênh cao dọc theo đường chuẩn.<br /> <strong>No height</strong>: Chênh cao không được tính toán ᴠà hiển thị.<br /> <br /> 3. Tiến hành đo hoặc chuуển ѕang chế độ chuуển điểm bề ngoài ra thực địa. Tiến hành đo đến điểm đích. Chuуển ѕang chế độ chuуển điểm bề ngoài ra thực địa.<br /> <br /> 4. Ứng dụng tương trợ “Line&Offѕet”: tính toán ra ᴠị trí của điểm đo ѕo ᴠới đường chuẩn bằng cách hiển thị các lệch dọc trục, lệch ngang, chênh cao…<br /> </span></span></span><br /> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc đạc công trình hay đo đạc công trình là khảo sát và khai triển bản vẽ thiết kế của công trình ra thực địa, dùng cho thi công và giám sát xây dựng công trình đúng bản vẽ thiết kế. Quan trắc dịch chuyển của công trình ra thực địa, chuyên dụng cho thi công và giám sát xây dựng công trình đúng bản vẽ thiết kế. Công cụ đo bằng những mẫu máy đo đạc như máy kinh vĩ, máy thủy bình,máy đo khoảng cách laser, máy toàn đạc điện tử … </span></span></span></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiệm vụ chủ đạo của công tác trắc địa trong xây dựng là đảm bảo cho công trình được xây dựng đúng kích thước hình học và đúng vị trí thiết kế. Chỉ khi hai yêu cầu này được đáp ứng thì công trình mới mang thể vận hành an toàn. </span></span></span></p> <h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="font-weight: var(--h2_typography-font-weight); font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">III. Những thiết bị được sử dụng trong định vị thi công công trình</span></h2> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#ff0000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-tu-dong"><strong>Máy thủy bình tự động, máy thủy bình điện tử</strong></a></span></span></span><span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">:</span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Xác định cao độ, dẫn mốc cao độ, đo chênh cao, quan trắc lún…</span></span></span></li> </ul> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">Máy toàn đạc điện tử</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span> Bố trí trí tọa độ thiết kế ra thực địa; tính toán khoảng cách ngang, đứng, góc phương vị của đường, tọa độ điểm, diện tích và bố trí đường thẳng, đường cong; dẫn lưới lập mốc đường chuyền…</span></span></span></li> </ul> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">Máy định vị GNSS</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span> Khảo sát thành lập lưới khống chế tọa độ; bố trí điểm phục vụ cho công tác chuyển điểm thiết kế ra thực địa; giao hội, bố trí đường cong, tính diện tích…</span></span></span></li> </ul> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;"> <span style="color:#000000;"><img alt="" src="/admin/webroot/upload/image/images/Banner (665 × 295 px) (31).png" style="width: 665px; height: 295px;" /></span></p> ', 'images' => '202305301610048b836b9276e806fc2f8458b2bc05f8fc.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy toàn đạc điện tử', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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Hà Nội cấp ngày 28-04-2009<br /> Điện thoại: <a href="javascript: void(0)" style="font-family: tahoma, geneva, sans-serif;font-size:11px;"><span style="color: rgb(255, 255, 255);"><strong style="font-family: arial, helvetica, sans-serif;">(</strong><strong style="font-family: arial, helvetica, sans-serif;">024) 3776 4930</strong></span></a></span></span></p> <div> <p> <strong style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><u>Cửa hàng</u></strong><span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">:</span></p> </div> <p> <span style="font-family: tahoma, geneva, sans-serif;">- <span style="font-size:12px;">Số <strong><span style="font-size:14px;">145 </span></strong></span></span><span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">Láng Hạ, Phường Láng Hạ, Hà Nội</span></span></p> <p> <span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></span><br /> <br /> </p> ', 'contactinfo_eng' => '', 'taikhoan' => '<strong><span style="color:#04529a;">Số Tài khoản các ngân hàng của công ty Tân Á</span></strong><br /> <br /> 1. 13022-0506-5430 - Nguyễn Văn Hiệu - Agribank - CN Trung Yên, HN<br /> 2. 0011-00404-0367 - Nguyễn Văn Hiệu - Vietcombank - CN Sở Giao dịch, HN<br /> 3. 711A-6202-9713 - Nguyễn Văn Hiệu - Vietinbank - CN Thanh Xuân, HN<br /> 4. 190-256-018-210-13 - Nguyễn Văn Hiệu - Techcombank, Hà Nội<br /> 5. 1231-0000-368-767 - Nguyễn Văn Hiệu - BIDV CN Quang Trung, Hà Nội', 'contactinfo' => '<div dir="rtl" style="text-align: left;"> <u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Văn Phòng</strong></u></div> <div style=""> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ: Số 157 Đặng Văn Ngữ, Phường Kim Liên, Hà Nội, Việt Nam<br /> Tel: (024) 3776 4930 <br /> Fax: (024) 3776 5908<br /> Email: thanhdatsurvey.JSC@gmail.com/ tracdiathanhdat@gmail.com<br /> Hotline: <strong>0913 051 734</strong><br /> <br /> <strong><u>C</u></strong><strong><u>ửa hàng</u></strong></span></span><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Số 145 Láng Hạ, Phường Láng Hạ, Hà Nội</span></span><br /> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0942 288 388</strong></span><br /> </div> <div style=""> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></div> <div style=""> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0949 322 456</strong></span></div> <div style=""> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>VPĐD tại Tp. Hồ Chí Minh</u></strong><br /> <br /> - 1/56 Nguyễn Thái Sơn, Phường Hạnh Thông, Hồ Chí Minh</span></span><br /> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0904 925 936</strong></span></div> ', 'telephone' => '01659 014592', 'hotline' => '0913051734', 'email' => 'tracdiathanhdat@yahoo.com', 'url' => '', 'meta_key' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax, Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GNSS RTK, máy thủy bình, máy toàn đạc, máy laser, máy GPS cầm tay, UAV, ống nhòm (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...). Uy tín, chất lượng, giá tốt hàng đầu tại Việt Nam!', 'created' => '2012-06-05', 'modified' => '1769758152', 'youtube' => 'http://youtube.com', 'twitter' => 'https://twitter.com/', 'myspace' => 'https://myspace.com/', 'facebook' => 'https://www.facebook.com/thanhdatsurvey.jsc/', 'email2' => 'duycuong7640', 'skype' => 'hothihuyen.hn', 'yahoo' => 'duycuong7640', 'yahoo1' => 'duycuong7640', 'content' => 'Thanks for your interest in Vn Discoverytours. For a fast response, please submit this basic Quick Enquiry form below by clicking “Submit”, and we’ll get back to you by e-mail within 12 to 24 hours (in working days). For urgent booking, call us at +84 974 839 873', 'video' => '<iframe width="1280" height="720" src="https://www.youtube.com/embed/mR4kOuAkEtY" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>', 'slogan' => 'trung tâm sửa chữa và bảo hành máy giặt electrolux', 'slogan_eng' => '', 'printer' => '', 'googleplus' => '', 'bando' => '<p> <iframe allowfullscreen="" frameborder="0" height="410" src="https://www.google.com/maps/embed?pb=!1m18!1m12!1m3!1d1680.2372398112452!2d105.81212934716025!3d21.01437303922492!2m3!1f0!2f0!3f0!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ab63b645b665%3A0xa6797ac6008687bf!2zQ-G7rWEgSMOgbmcgVHLhuq9jIMSQ4buLYQ!5e0!3m2!1svi!2s!4v1449908805279" style="border:0" width="600"></iframe></p> ', 'gioithieu' => '<p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/gioithieu.png" /></p> ', 'thongtincongty' => 'Sửa máy lạnh tại nhà Sửa máy lạnh tại HCM Sửa tủ lạnh Bơm ga máy lạnh ', 'trogiupkh' => 'Tai nghe Iphone Sua may tinh tai nha Máy Ozone Z755', 'dichvuft' => 'Sửa máy lạnh Bảo dưỡng máy lạnh Vệ sinh máy lạnh Lắp đặt máy lạnh', 'bb' => '', 'zing' => '', 'hotline2' => '0912 35 65 75', 'thelink' => '<script type='text/javascript'>window._sbzq||function(e){e._sbzq=[];var t=e._sbzq;t.push(["_setAccount",32506]);var n=e.location.protocol=="https:"?"https:":"http:";var r=document.createElement("script");r.type="text/javascript";r.async=true;r.src=n+"//static.subiz.com/public/js/loader.js";var i=document.getElementsByTagName("script")[0];i.parentNode.insertBefore(r,i)}(window);</script> <script> (function(i,s,o,g,r,a,m){i['GoogleAnalyticsObject']=r;i[r]=i[r]||function(){ (i[r].q=i[r].q||[]).push(arguments)},i[r].l=1*new Date();a=s.createElement(o), m=s.getElementsByTagName(o)[0];a.async=1;a.src=g;m.parentNode.insertBefore(a,m) })(window,document,'script','//www.google-analytics.com/analytics.js','ga'); ga('create', 'UA-72584674-1', 'auto'); ga('send', 'pageview'); </script> <!-- Global site tag (gtag.js) - Google Ads: 876059345 --> <script async src="https://www.googletagmanager.com/gtag/js?id=AW-876059345"></script> <script> window.dataLayer = window.dataLayer || []; function gtag(){dataLayer.push(arguments);} gtag('js', new Date()); gtag('config', 'AW-876059345'); </script> <script>!function(s,u,b,i,z){var o,t,r,y;s[i]||(s._sbzaccid=z,s[i]=function(){s[i].q.push(arguments)},s[i].q=[],s[i]("setAccount",z),r=["widget.subiz.net","storage.googleapis"+(t=".com"),"app.sbz.workers.dev",i+"a"+(o=function(k,t){var n=t<=6?5:o(k,t-1)+o(k,t-3);return k!==t?n:n.toString(32)})(20,20)+t,i+"b"+o(30,30)+t,i+"c"+o(40,40)+t],(y=function(k){var t,n;s._subiz_init_2094850928430||r[k]&&(t=u.createElement(b),n=u.getElementsByTagName(b)[0],t.async=1,t.src="https://"+r[k]+"/sbz/app.js?accid="+z,n.parentNode.insertBefore(t,n),setTimeout(y,2e3,k+1))})(0))}(window,document,"script","subiz","acqxaefflwedscstabut")</script>', 'theh1' => 'thanhdatsurvey.JSC', 'hanoi' => '<div> <strong>CÔNG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div> <div> <strong>Địa chỉ</strong> : Số 51 - Trần Duy Hưng, Trung Hòa, Cầu Giấy, Hà Nội</div> <div> <strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div> <div> <strong>Email </strong>: info@ifes.vn</div> ', 'tphcm' => '<div> <strong>CÔNG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div> <div> <strong>Địa chỉ</strong> : Số 51 - Trần Duy Hưng, Trung Hòa, Cầu Giấy, Hà Nội</div> <div> <strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div> <div> <strong>Email </strong>: info@ifes.vn</div> ', 'tt' => '', 'pp' => 'https://www.facebook.com/ruaxetudong.net', 'tphcm_eng' => '', 'hanoi_eng' => '', 'hotline_eng' => '', 'name_eng' => '', 'chinhsach' => null, 'bandohn' => '<iframe frameborder="0" height="450" src="https://www.google.com/maps/embed?pb=!1m14!1m8!1m3!1d3724.958946511035!2d105.8172709!3d20.9942827!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ac91e206c757%3A0xf0f7a088bc4c72a2!2zMTg2IEtoxrDGoW5nIFRydW5nLCBUaGFuaCBYdcOibiwgSMOgIE7hu5lpLCBWaeG7h3QgTmFt!5e0!3m2!1svi!2s!4v1419913280809" style="border:0" width="600"></iframe>', 'bandohaiphong' => '<iframe frameborder="0" height="450" src="https://www.google.com/maps/embed?pb=!1m14!1m8!1m3!1d3724.958946511035!2d105.8172709!3d20.9942827!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ac91e206c757%3A0xf0f7a088bc4c72a2!2zMTg2IEtoxrDGoW5nIFRydW5nLCBUaGFuaCBYdcOibiwgSMOgIE7hu5lpLCBWaeG7h3QgTmFt!5e0!3m2!1svi!2s!4v1419913280809" style="border:0" width="600"></iframe>', 'gt' => '<p style="text-align: justify;"> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Là công ty chuyên nhập khẩu, cung cấp và chuyển giao công nghệ các loại máy đo đạc, trắc địa phục vụ khảo sát thiết kế, xây dựng và đo vẽ bản đồ của các hãng nổi tiếng trên thế giới như: LEICA, TOPCON, NIKON, PENTAX, SOKKIA, GLUNZ, TRIMPLE, SPECTRA, GEOMAX, GARMIN..., chúng tôi cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! </span><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm cùng</span> <span style="font-family: tahoma, geneva, sans-serif;">đội ngũ nhân viên, kỹ thuật viên năng động, có trình độ cao chúng tôi tự hào và tin tưởng Quý khách hàng sẽ hài lòng khi sử dụng các sản phẩm và dịch vụ do chúng tôi cung cấp!</span></span><br /> </p> <div style="text-align: justify;"> <span style="color:#ff9966;"><span style="font-family:comic sans ms,cursive;"><span style="font-size:14px;"><strong style="font-family: tahoma, geneva, sans-serif;">Hỗ trợ 24/7:</strong> <strong>0942 288 388/</strong></span><span style="font-size: 14px;"><strong>0949 322 456</strong> (Zalo) </span></span></span></div> ', 'gt_eng' => '' ) $tin_ft = array( (int) 0 => array( 'Post' => array( 'id' => '588', 'name' => 'Hướng dẫn mua hàng', 'code' => null, 'alias' => 'huong-dan-mua-hang', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<p> <span style="color:#000000;"><b><span style="font-size: 10.5pt; line-height: 107%; font-family: Verdana, sans-serif;">Cảm ơn Quý khách đã tin tưởng lựa chọn sản phẩm và dịch vụ vủa chúng tôi!</span></b><br /> <span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"> </span></span><span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"><!--[if !supportLineBreakNewLine]--><!--[endif]--></span></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="line-height: 107%;"><!--[if !supportLineBreakNewLine]--><!--[endif]--></span></span></span> <p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;">Quý khách có thể mua hàng theo những cách sau:</span></span></span><br /> </p> <p> <span style="color: rgb(0, 0, 0); font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Cách 1: </strong>Đặt hàng trực tiếp tại mục ĐẶT HÀNG (Thêm vào giỏ hàng) trên website: </span></span><span style="font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://maytracdiasaoviet.vn/" target="_blank"><span style="color:#000000;">https://tracdiathanhdat.vn/</span></a></span></span><span style="color: rgb(0, 0, 0); font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;">.</span></span></p> <p> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngay sau khi tiếp nhận thông tin đặt hàng, nhân viên kinh doanh công ty sẽ gọi điện cho quý khách để xác nhận đơn hàng và tiến hành giao hàng cho quý khách ngay trong ngày.</span></span></span></p> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Cách 2: </strong>Đặt hàng trực tiếp qua số hotline của công ty <br /> <br /> – Tại trụ sở Hà Nội: <strong>0913 051 734 </strong></span></span></span><span style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Zalo/Call)</span><br /> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">– Tại VPGD Hồ Chí Minh:<strong> 0904 925 936 </strong></span></span></span><span style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Zalo/Call)</span><br /> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Cách 3: </strong>Quý khách mua hàng trực tiếp tại địa chỉ sau:<br /> <br /> <strong>CÔNG TY CP CÔNG NGHỆ VÀ THƯƠNG MẠI THÀNH ĐẠT</strong></span></span></span><br /> <div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;"> <br style="margin: 0px; padding: 0px;" /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- 145 Láng Hạ, Đống Đa, Hà Nội</span><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- 5/161 Nguyễn Tuân, Thanh Xuân, Hà Nội</span></div> <div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;"> </div> <div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">- 1/56 Nguyễn Thái Sơn, Phường 3, Quận Gò Vấp, Hồ Chí Minh</span></span><br style="margin: 0px; padding: 0px;" /> <br /> Rất mong được hợp tác với Quý khách hàng trên cả nước.<br /> <br /> Trân trọng!</span></span></span></div> ', 'images' => '202104071220058398ebc1b9cf669cf602eb8040be387a.jpg', 'images_multi' => '', 'pos' => '1', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2021-04-07', 'modified' => '2026-02-01', 'status' => '1', 'view' => '3641', 'slug' => 'huong-dan-mua-hang', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '143', 'rght' => '144', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '4', 'name' => 'Chính sách bán hàng', 'parent_id' => null, 'alias' => 'chinh-sach-ban-hang', 'images' => '', 'lft' => '47', 'rght' => '48', 'pos' => '3', 'status' => '0', 'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc', 'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...', 'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!', 'created' => '2015-12-02', 'modified' => '2025-10-29', 'slug' => 'chinh-sach-ban-hang-1', 'cate' => '4', 'link' => 'dich-vu', 'name_eng' => 'Sales Policy', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 1 => array( 'Post' => array( 'id' => '586', 'name' => 'Chính sách thanh toán', 'code' => null, 'alias' => 'chinh-sach-thanh-toan', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;"> <span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"><b><span style="font-size: 10.5pt; line-height: 107%; font-family: Verdana, sans-serif;">Cảm ơn Quý khách đã tin tưởng lựa chọn sản phẩm và dịch vụ vủa chúng tôi!</span></b><br /> <br /> <span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"> <!--[if !supportLineBreakNewLine]--><!--[endif]--></span> </span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;">Chúng tôi c</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">hấp nhận các hình thức thanh toán bằng tiền mặt, chuyển khoản theo đúng quy định pháp luật. </span></span></p> <p style="margin: 0px 0px 1.3em; padding: 0px; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;"> <img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (22).png" style="width: 320px; height: 183px;" /></p> <p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;"> <span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Quý khách có thể chọn các phương thức thanh toán sau đây:</span></span><br /> <br /> <strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">I. Thanh toán trực tiếp tại cửa hàng<br /> <br /> II. Thanh toán qua hình thức chuyển khoản</span></strong><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Thông tin tài khoản:</span></span></p> <p style="margin: 0px 0px 1.3em; padding: 0px; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;"> <strong style="color: rgb(0, 0, 0); margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"><em>Chủ tài khoản</em>: CÔNG TY CP CÔNG NGHỆ VÀ THƯƠNG MẠI THÀNH ĐẠT</strong></p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em style="margin: 0px; padding: 0px;"><strong>Số tài khoản</strong></em><em style="margin: 0px; padding: 0px;">: <strong>0611001648635</strong> tại Ngân hàng TMCP Ngoại thương Việt Nam, chi nhánh Ba Đình<br /> <br /> <strong>Nội dung chuyển khoản</strong>: Tên công ty - Thông tin sản phẩm đã mua – Số điện thoại người chuyển tiền</em></span></span></span><br /> <br /> <p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;"> <span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Sau khi chuyển khoản hãy thông báo lại cho chúng tôi để chúng tôi kiểm tra và xác nhận lại cho Quý khách.</span></span><br /> <br /> <strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">III. Thanh toán khi nhân viên đến giao nhận hàng</span></strong></span></p> <p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66);"> <span style="color:#000000;"><font face="tahoma, geneva, sans-serif"><span style="font-size: 14px;">Quý khách hàng thanh toán trực tiếp bằng tiền mặt cho nhân viên giao hàng của chúng tôi ngay khi kiểm tra và nhận hàng.<br /> <br /> Mọi phản hồi và thắc mắc về việc thanh toán, Quý khách liên hệ <strong>0942 288 388</strong> để được tư vấn.</span></font><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trân trọng!</span></span></span></p> ', 'images' => '20210407122232bf3e6d52a68ca60f97fc6048b14e4acc.jpg', 'images_multi' => '', 'pos' => '2', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2021-04-07', 'modified' => '2026-02-01', 'status' => '1', 'view' => '3306', 'slug' => 'chinh-sach-thanh-toan', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '139', 'rght' => '140', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '4', 'name' => 'Chính sách bán hàng', 'parent_id' => null, 'alias' => 'chinh-sach-ban-hang', 'images' => '', 'lft' => '47', 'rght' => '48', 'pos' => '3', 'status' => '0', 'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc', 'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...', 'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!', 'created' => '2015-12-02', 'modified' => '2025-10-29', 'slug' => 'chinh-sach-ban-hang-1', 'cate' => '4', 'link' => 'dich-vu', 'name_eng' => 'Sales Policy', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 2 => array( 'Post' => array( 'id' => '587', 'name' => 'Chính sách vận chuyển', 'code' => null, 'alias' => 'chinh-sach-van-chuyen', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><span style="font-family:verdana,geneva,sans-serif;">Cảm ơn Quý khách đã tin tưởng lựa chọn sản phẩm và dịch vụ vủa chúng tôi!</span></strong><br /> <br /> Chúng tôi hỗ trợ giao hàng toàn quốc cho Quý khách mua hàng tại hệ thống cửa hàng của chúng tôi.</span></span><br /> </div> <div> <p style="margin: 0in 0in 7.5pt; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"> <span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;">Sau khi nhận được thông tin đặt hàng chúng tôi sẽ lập tức xử lý đơn hàng và phản hồi lại thông tin cho khách hàng về việc thanh toán và giao nhận.<br /> <br /> <strong>> Thời gian giao hàng </strong><br /> <br /> - Trong vòng 24 giờ nếu địa điểm giao hàng <b style="color: rgb(74, 74, 74); box-sizing: border-box;">≤ 20 km</b> tính từ cửa hàng của chúng tôi.</span></span></p> <p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Trong vòng 1-2 ngày nếu địa điểm giao hàng nằm trong phạm vi <b style="box-sizing: border-box">50 - 100 km</b> </span></span><span style="font-family: Arial, sans-serif;"><o:p></o:p></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">tính từ cửa hàng của chúng tôi.<br /> <br /> - Trong vòng 3-5 ngày</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> nếu địa điểm giao hàng từ <strong>20</strong></span><b style="font-family: tahoma, geneva, sans-serif; font-size: 14px; box-sizing: border-box;">0 km</b><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> trở lên </span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">tính từ cửa hàng của chúng tôi.</span></p> <p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;"> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trước khi vận chuyển, bộ phận giao nhận sẽ liên lạc với Quý khách hàng để xác nhận khoảng thời gian và địa điểm giao hàng cụ thể.</span></p> <p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;"> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">> Phí vận chuyển</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"> sẽ được tính theo từng giá trị đơn hàng và được thoả thuận giữa hai bên ngay trước khi giao hàng. </span></p> <p style="margin: 0in 0in 7.5pt; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"> <span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px;">Mọi thắc mắc liên quan đến việc giao hàng, Quý khách hàng liên hệ số điện thoại <strong>0942 288 388</strong> để được giải đáp và giải quyết kịp thời.<br /> <br /> Trân trọng!</span></span></span></p> </div> ', 'images' => '20210407122135505ddef64809ce7ee5f9db7cfdfd3e2e.jpg', 'images_multi' => '', 'pos' => '3', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2021-04-07', 'modified' => '2026-02-01', 'status' => '1', 'view' => '3322', 'slug' => 'chinh-sach-van-chuyen', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '141', 'rght' => '142', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '4', 'name' => 'Chính sách bán hàng', 'parent_id' => null, 'alias' => 'chinh-sach-ban-hang', 'images' => '', 'lft' => '47', 'rght' => '48', 'pos' => '3', 'status' => '0', 'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc', 'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...', 'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!', 'created' => '2015-12-02', 'modified' => '2025-10-29', 'slug' => 'chinh-sach-ban-hang-1', 'cate' => '4', 'link' => 'dich-vu', 'name_eng' => 'Sales Policy', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 3 => array( 'Post' => array( 'id' => '585', 'name' => 'Chính sách đổi trả', 'code' => null, 'alias' => 'chinh-sach-doi-tra', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<span style="color:#000000;"><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Chúng tôi hỗ trợ đổi trả sản phẩm trong vòng 07 ngày nếu lỗi phát sinh do nhà sản xuất.<br /> <br /> Trong thời gian đổi trả, Công ty CP Công nghệ và Thương mại Thành Đạt sẽ hỗ trợ cung cấp máy móc thay thế kịp thời để công việc khảo sát, đo đạc của Quý khách không bị gián đoạn. Chi phí vận chuyển cho việc đổi trả do hai bên tự thoả thuận.</span><br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" /> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Điều kiện đổi trả: </span></span></strong></span><br /> <ul> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm phải còn nguyên tem mác.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm bị lỗi do nhà sản xuất.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm không đúng như đơn đặt hàng.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số lần đổi trả cho 1 sản phẩm là 1 lần</span></span></span></li> </ul> <br /> <div style="text-align: start;"> <span style="color:#000000;"><strong><span style="text-align: justify;"><font face="tahoma, geneva, sans-serif"><span style="font-size: 14px;">> </span></font><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Việc đổi trả sẽ không được chấp nhận nếu:</span> <span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"> </span></span></strong></span></div> <ul> <li> <span style="color:#000000;"><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Trong quá trình sử dụng sản phẩm Quý khách không tuân thủ các chỉ dẫn của Nhà sản xuất.</span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="text-align: justify;">S</span>ản phẩm bị trầy xước, không nguyên vẹn</span></span></span></li> </ul> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngoài ra, chúng tôi cũng hỗ trợ đổi trả sản phẩm vì lý do chủ quan của Quý khách hàng ( muốn đổi sang sản phẩm cùng chủng loại nhưng khác về màu sắc, hãng sản xuất hay thông số kỹ thuật). Chi phí cho việc đổi trả này do Quý khách hàng chịu.</span></span><br /> <br /> <span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;"><img alt="" src="https://tracdiathanhdat.vn/admin/webroot/upload/image/images/lien-he.jpg" style="margin: 0px; padding: 8px 0px; height: 36px; max-width: 100%; vertical-align: middle; border: 0px; opacity: 1; font-size: 13px; width: 38px;" /><span style="margin: 0px; padding: 0px; font-size: 13px;"> </span></strong></span></span><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;"> </strong></span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Liên hệ hotline <strong>0913 051 734</strong> để được tư vấn đổi trả theo đúng qui định.</span></span>', 'images' => '202104071223177d9b7f6e319f9fa90078c7c61ed9bd19.jpg', 'images_multi' => '', 'pos' => '4', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2021-04-07', 'modified' => '2026-02-02', 'status' => '1', 'view' => '3317', 'slug' => 'chinh-sach-doi-tra', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '137', 'rght' => '138', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '4', 'name' => 'Chính sách bán hàng', 'parent_id' => null, 'alias' => 'chinh-sach-ban-hang', 'images' => '', 'lft' => '47', 'rght' => '48', 'pos' => '3', 'status' => '0', 'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc', 'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...', 'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!', 'created' => '2015-12-02', 'modified' => '2025-10-29', 'slug' => 'chinh-sach-ban-hang-1', 'cate' => '4', 'link' => 'dich-vu', 'name_eng' => 'Sales Policy', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 4 => array( 'Post' => array( 'id' => '583', 'name' => 'Chính sách bảo hành', 'code' => null, 'alias' => 'chinh-sach-bao-hanh', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<div> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><span style="color: rgb(66, 66, 66); text-align: justify;">Tất cả các sản phẩm mua tại hệ thống cửa hàng của chúng tôi đều được bảo hành chính hãng theo quy định của nhà sản xuất. </span><br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" /> <br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" /> <span style="color: rgb(66, 66, 66); text-align: justify;">Chúng tôi hỗ trợ kỹ thuật 24/7 qua số hotline <strong>0913 051 734</strong> trong suốt quá trình Quý khách sử dụng sản phẩm.</span></span></span></div> <div> <br /> <strong><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">1. Sản phẩm được bảo hành miễn phí: </span></span></strong><br /> <br /> <ul> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm sẽ được bảo hành miễn phí nếu sản phẩm đó còn thời hạn bảo hành (được tính kể từ ngày mua hàng).</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Thời hạn bảo hành được ghi trên Tem Bảo Hành và theo quy định của từng Nhà sản xuất đối với tất cả các sự cố về mặt kỹ thuật.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Có Tem bảo hành trên sản phẩm.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Khi sản phẩm có sự cố kĩ thuật chúng tôi sẽ trực tiếp khắc phục sự cố tại cửa hàng hoặc thay mặt khách hàng mang sản phẩm tới Trung Tâm Bảo Hành của hãng.</span></span></li> </ul> <br /> <strong><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">2. Những trường hợp không được bảo hành (sửa chữa có tính phí): </span></span></strong><br /> <br /> <ul> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm đã quá thời hạn bảo hành hoặc không có Tem bảo hành trên máy.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm bị hư hỏng do tác động cơ học làm rơi, vỡ, va đập, trầy xước, móp méo, ẩm ướt, hoen rỉ, chảy nước hoặc do hỏa hoạn, thiên tai gây nên.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm bị hỏng do sử dụng không đúng cách, sử dụng sai điện áp quy định.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Tự ý tháo dỡ, sửa chữa sản phẩm</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trân trọng!</span></span><br /> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"> </span></span></div> ', 'images' => '20210407123801c4049edabae0c54e2347c82e21413ec3.jpg', 'images_multi' => '', 'pos' => '5', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2021-04-07', 'modified' => '2026-02-01', 'status' => '1', 'view' => '3071', 'slug' => 'chinh-sach-bao-hanh', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '133', 'rght' => '134', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '4', 'name' => 'Chính sách bán hàng', 'parent_id' => null, 'alias' => 'chinh-sach-ban-hang', 'images' => '', 'lft' => '47', 'rght' => '48', 'pos' => '3', 'status' => '0', 'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc', 'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...', 'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!', 'created' => '2015-12-02', 'modified' => '2025-10-29', 'slug' => 'chinh-sach-ban-hang-1', 'cate' => '4', 'link' => 'dich-vu', 'name_eng' => 'Sales Policy', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 5 => array( 'Post' => array( 'id' => '584', 'name' => 'Chính sách bảo mật thông tin', 'code' => null, 'alias' => 'chinh-sach-bao-mat-thong-tin', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<div> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">1. Mục đích thu nhập thông tin cá nhân</span></span></span></span></h2> <p style="text-align: justify;"> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(51, 51, 51);">Thông tin cá nhân mà chúng tôi thu thập bao gồm: họ tên, địa chỉ giao hàng, địa chỉ email, số điện thoại cố định, số điện thoại di động, cookies.</span></p> <ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Đối với các giao dịch thanh toán qua cổng thanh toán trực tuyến, Chúng tôi không lưu trữ thông tin số tài khoản, số thẻ ngân hàng của khách hàng, những thông tin này sẽ được cổng thanh toán lưu trữ để phục vụ việc đối soát giao dịch.</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Thông tin cá nhân khách hàng sẽ được sử dụng cho một hoặc tất cả các mục đích sau đây:</span></span></span></span> <ul style="margin: 0px; padding: 0px 0px 0px 15px;"> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Giao hàng cho quý khách đã mua hàng</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Thông báo về việc giao hàng và hỗ trợ khách hàng</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Cung cấp thông tin liên quan đến sản phẩm</span></span></span></span></li> </ul> </li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ngoài ra, chúng tôi sẽ sử dụng thông tin của quý khách cung cấp để hỗ trợ quản lý tài khoản khách hàng (nếu có); xác nhận và thực hiện các giao dịch tài chính liên quan đến các khoản thanh toán trực tuyến của quý khách;</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Chúng tôi không được phép thu nhập thông tin nếu khách hàng không tự nguyện, cũng không sử dụng phương thức thu thập thông tin khách hàng bằng các hình thức bất hợp pháp.</span></span></span></span></li> </ul> <p style="text-align: justify;"> </p> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">2. Phạm vi sử dụng thông tin</span></span></span></span></h2> <br /> <ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Thông tin cá nhân thu thập được sẽ chỉ được sử dụng trong nội bộ công ty.</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Chúng tôi có thể chia sẻ tên và địa chỉ của quý khách cho dịch vụ chuyển phát nhanh có uy tín để giao hàng cho quý khách theo cam kết.</span></span></span></span></li> </ul> <p style="text-align: justify;"> </p> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">3. Thời gian lưu trữ thông tin</span></span></span></span></h2> <p style="text-align: justify;"> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(51, 51, 51); text-align: justify;">Thông tin khách hàng được lưu trữ nội bộ cho đến khi có yêu cầu xóa thông tin từ phía khách hàng.</span></p> <div style="margin: 0px; padding: 0px; line-height: 20px;"> <div> <div style="text-align: justify;"> </div> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Những người hoặc tổ chức có thể được tiếp cận với thông tin </span></span></h2> <br /> <div style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đối tượng được tiếp cận với thông tin cá nhân của khách hàng thuộc một trong những trường hợp sau:</span></span><br /> </div> <div style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Nhân viên của Công ty Cổ phần Công nghệ và thương mại Thành Đạt</span></span></div> <div style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Các đối tác có ký hợp đồng thực hiện 1 phần dịch vụ của Công ty. Các đối tác này sẽ nhận được những thông tin theo thỏa thuận hợp đồng (có thể 1 phần hoặc toàn bộ thông tin tuy theo điều khoản hợp đồng) để tiến hành hỗ trợ người dùng sử dụng dịch vụ do Công ty cung cấp.</span></span></div> <div style="text-align: justify;"> </div> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Địa chỉ của đơn vị thu thập và quản lý thông tin</span></span></h2> <div style="text-align: justify;"> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">(bao gồm cách thức liên lạc để người tiêu dùng có thể hỏi về hoạt động thu thập, xử lý thông tin liên quan đến cá nhân mình)</span></span></em></div> <div style="text-align: justify;"> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ của đơn vị thu thập và quản lý thông tin:</span></span><br /> </div> <div style="text-align: justify;"> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Công ty Cổ phần Công nghệ và thương mại Thành Đạt </span></span></strong></div> <div style="text-align: justify;"> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Địa chỉ: số 157 phố Đặng Văn Ngữ, P. Phương Liên, Q. Đống Đa, Tp. Hà Nội</span></span></strong></div> <div style="text-align: justify;"> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Điện thoại: 0243 7764930</span></span></strong></div> <div style="text-align: justify;"> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Email: tracdiathanhdat@gmail.com<span style="white-space: pre;"> </span></span></span></strong></div> </div> </div> <p style="text-align: justify;"> <br /> <span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Người dùng có thể gọi điện tới tổng đài hỗ trợ và chăm sóc khách hàng </span><strong style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify; margin: 0px; padding: 0px;">0949 322 456</strong><span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"> để điều chỉnh hoặc xóa đi dữ liệu cá nhân của mình.</span><br /> </p> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">6. Cam kết bảo mật thông tin cá nhân khách hàng</span></span></span></span></h2> <br /> <ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Không bán, chia sẻ hay trao đổi thông tin cá nhân của khách hàng thu thập trên trang web cho một bên thứ ba nào khác.</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ngoại trừ các trường hợp về sử dụng thông tin cá nhân như đã nêu trong chính sách này,chúng tôi cam kết không tiết lộ thông tin cá nhân của bạn ra ngoài. Trong một số trường hợp, chúng tôi có thể thuê một đơn vị độc lập để tiến hành các dự án nghiên cứu thị trường và khi đó thông tin của bạn sẽ được cung cấp cho đơn vị này để tiến hành dự án. Bên thứ ba này sẽ bị ràng buộc bởi một thỏa thuận về bảo mật mà theo đó họ chỉ được phép sử dụng những thông tin được cung cấp cho mục đích hoàn thành dự án.</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Chúng tôi có thể tiết lộ hoặc cung cấp thông tin cá nhân của bạn trong các trường hợp thật sự cần thiết như sau: (a) khi có yêu cầu của các cơ quan pháp luật; (b) trong trường hợp mà chúng tôi tin rằng điều đó sẽ giúp chúng tôi bảo vệ quyền lợi chính đáng của mình trước pháp luật.</span></span></span></span></li> </ul> <p style="text-align: justify;"> </p> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">7. Thay đổi về chính sách</span></span></span></span></h2> <p style="text-align: justify;"> <br style="margin: 0px; padding: 0px;" /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">Nội dung của “Chính sách bảo mật” này có thể thay đổi để phù hợp với các nhu cầu của Công Ty CP Công nghệ và Thương Mại Thành Đạt cũng như nhu cầu và sự phản hồi từ khách hàng (nếu có). </span></span></span></span></p> </div> <div style="text-align: justify;"> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chúng tôi hiểu rằng quyền lợi của bạn trong việc bảo vệ thông tin cá nhân cũng chính là trách nhiệm của chúng tôi nên trong bất kỳ trường hợp có thắc mắc, góp ý nào liên quan đến chính sách bảo mật, việc thông tin cá nhân bị sử dụng sai mục đích vui lòng liên hệ qua số điện thoại <strong>0949 322 456</strong> hoặc gửi phản hồi về địa chỉ email: <em><strong>tracdiathanhdat@gmail.com.</strong></em><br /> <br /> Trân trọng!</span></span></div> ', 'images' => '202104071236589b665b2accf17da9077cea4c5dad8e94.jpg', 'images_multi' => '', 'pos' => '6', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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} .toc_cap3{ padding-left: 50px!important; } .ct-tt table.download{ width: 100%!important; } .ct-tt a.download{ background-color: #4a90e2;width: 90%;color: #fff;padding:10px;border-radius: 20px;display: block;text-align: center;text-transform: uppercase; } .ct-tt table.dangkythamgia{ width: 100%!important; } .ct-tt a.dangkythamgia{ padding:10px 20px; background-color: #00ffff; } .ct-tt div{max-width: 100%;} </style> <div class="bg-cat-danhmuc"> <div class="cat-title-danhmuc"> <a href="" title=""> <h1></h1> </a> </div> </div> <div class="box-content-detail"> <div class="clear-content"></div><div class="clear-content"></div> <div class="col-product"> <div class="box-new-content"> <div class="box-new-detail"> <div class="time-date"> 12:00:00 <span>30/05/2023</span> </div><!--end time-date--><div class="clear-content"></div> <div class="box-like-share"> <div class="like1"> <div class="fb-like" data-href="https://www.tracdiathanhdat.vn/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu.htm" data-layout="standard" data-action="like" data-show-faces="true" data-share="true"></div> </div> </div><!--end box-like-share--><div class="clear-content"></div> <div class="ct-tt"> <style> #row-2097407503{display: flex;flex-wrap: wrap;} #row-2097407503 p{ margin-bottom: 20px; } .large-4 { flex-basis: 33.3333333333%;text-align: center; max-width: 33.3333333333%;margin-bottom: 30px; } .large-4 a{ color: #fff;text-transform: uppercase;font-weight:bold; } .large-4 .col-inner{padding:0 15px;} .expand { display: block; max-width: 100%!important; padding-left: 0!important; padding-right: 0!important; width: 100%!important;padding:10px; } .button.success { background-color: #4a90e2; } .box-shadow-4-hover:hover, .box-shadow-5-hover:hover, .row-box-shadow-4-hover .col-inner:hover, .row-box-shadow-5-hover .col-inner:hover { transform: translateY(-6px);box-shadow: 0 30px 40px 0 rgb(0 0 0 / 20%); } .box-shadow-1, .box-shadow-1-hover, .box-shadow-2, .box-shadow-2-hover, .box-shadow-3, .box-shadow-3-hover, .box-shadow-4, .box-shadow-4-hover, .box-shadow-5, .box-shadow-5-hover, .row-box-shadow-1 .col-inner, .row-box-shadow-1-hover .col-inner, .row-box-shadow-2 .col-inner, .row-box-shadow-2-hover .col-inner, .row-box-shadow-3 .col-inner, .row-box-shadow-3-hover .col-inner, .row-box-shadow-4 .col-inner, .row-box-shadow-4-hover .col-inner, .row-box-shadow-5 .col-inner, .row-box-shadow-5-hover .col-inner { transition: transform .3s,box-shadow .3s,background-color .3s,color .3s,opacity .3s; } .box-shadow-3, .box-shadow-3-hover:hover, .row-box-shadow-3 .col-inner, .row-box-shadow-3-hover .col-inner:hover { box-shadow: 0 10px 20px rgb(0 0 0 / 19%), 0 6px 6px rgb(0 0 0 / 22%); } .button span { font-weight: 400; } .is-shade:after { box-shadow: inset 1px 1px 0 0 hsl(0deg 0% 100% / 10%), inset 0 2em 15px 0 hsl(0deg 0% 100% / 20%); } </style> <div class="" id="row-2097407503"> <p style="font-family:tahoma,geneva,sans-serif; font-size: 14px;"> Nếu bạn đang tìm kiếm phần mềm trắc địa, các thông tin liên quan về máy móc đo đạc, trắc địa cho dự án của mình bạn đã tìm đúng kho lưu trữ! Trong quá trình sử dụng máy và cài đặt phần mềm, nếu gặp bất cứ vấn đề gì hãy liên lạc với chúng tôi qua số Hotline <b><a href="tel:0913051734">0913. 051.734</a></b> để được hỗ trợ!</p> <div id="col-680915017" class="col medium-4 small-4 large-4"> <div class="col-inner"> <a rel="noopener noreferrer" href="tel:0913051734" target="_blank" class="button success is-shade box-shadow-3 box-shadow-5-hover expand" style="border-radius:20px;"> <span>Gọi Điện</span> </a> </div> </div> <div id="col-569433728" class="col medium-4 small-4 large-4"> <div class="col-inner"> <a rel="noopener noreferrer" href="sms:0913051734" target="_blank" class="button success is-shade box-shadow-3 box-shadow-5-hover expand" style="border-radius:20px;"> <span>Nhắn Tin</span> </a> </div> </div> <div id="col-272138532" class="col medium-4 small-4 large-4"> <div class="col-inner"> <a rel="noopener noreferrer nofollow" href="https://zalo.me/0913051734" target="_blank" class="button success box-shadow-3 box-shadow-5-hover expand" style="border-radius:20px;"> <span>chat zalo</span> </a> </div> </div> </div> <div class="clear-main"></div> </div><!--end ct-tt--> <!--<div class="fb-comments" data-href="https://www.tracdiathanhdat.vn/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu.htm" data-width="715" data-numposts="5" data-colorscheme="light"></div>--> <div class="clear-content"></div><div class="clear-content"></div> </div><!--end box-new-detail--> <div class="bar-new-detail"> <label>Private same category</label> <div class="clear-main"></div> <ul> <li> <a href="https://www.tracdiathanhdat.vn/vung-chieu-3-va-6-trong-he-toa-do-vn-2000-la-gi-vi-sao-viet-nam-chon-vung-chieu-3.htm" title=""> <h3> <span>(26-06-2025)</span></h3> </a> </li> <li> <a href="https://www.tracdiathanhdat.vn/quy-dinh-moi-ve-kinh-tuyen-truc-cua-he-toa-do-quoc-gia-vn-2000-cho-34-tinh-thanh-pho-da-sap-nhap.htm" title=""> <h3> <span>(26-06-2025)</span></h3> </a> </li> <li> <a href="https://www.tracdiathanhdat.vn/huong-dan-lam-thu-tuc-xin-cap-phep-bay-flycam-uav-tai-viet-nam.htm" title=""> <h3> <span>(16-06-2025)</span></h3> </a> </li> <li> <a href="https://www.tracdiathanhdat.vn/bim-building-information-modeling-xu-huong-tat-yeu-cua-nganh-xay-dung-hien-dai.htm" title=""> <h3> <span>(28-05-2025)</span></h3> </a> </li> <li> <a href="https://www.tracdiathanhdat.vn/leica-geo-office-giai-phap-phan-mem-trac-dia-toan-dien.htm" title=""> <h3> <span>(14-05-2025)</span></h3> </a> </li> <li> <a href="https://www.tracdiathanhdat.vn/pin-va-bo-sac-dam-bao-cung-cap-nguon-dien-dang-tin-cay.htm" title=""> <h3> <span>(09-05-2025)</span></h3> </a> </li> <li> <a href="https://www.tracdiathanhdat.vn/phan-mem-leica-captivate-v9-00.htm" title=""> <h3> <span>(08-05-2025)</span></h3> </a> </li> <li> <a href="https://www.tracdiathanhdat.vn/thuc-day-co-so-ha-tang-trac-dia-cua-viet-nam-voi-mang-luoi-tham-chieu-gnss-toan-quoc.htm" title=""> <h3> <span>(23-04-2025)</span></h3> </a> </li> <li> <a href="https://www.tracdiathanhdat.vn/pin-hat-nhan-bv100-cong-nghe-cua-tuong-lai.htm" title=""> <h3> <span>(09-04-2025)</span></h3> </a> </li> <li> <a href="https://www.tracdiathanhdat.vn/tim-hieu-tinh-nang-do-bu-nghieng-tren-may-dinh-vi-gnss-rtk.htm" title=""> <h3> <span>(17-02-2025)</span></h3> </a> </li> </ul> <div class="clear-main"></div> </div><!--end bar-new-detail--> <div class="clear-main"></div> <div class="pagination"> <span><a href="/Product/chitiet/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu/page:1/sms:0913051734" rel="first">« First</a></span><span class="prev"><a href="/Product/chitiet/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu/page:3/sms:0913051734" rel="prev">« Previous</a></span><span class="number"><a href="/Product/chitiet/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu/page:1/sms:0913051734">1</a></span><span class="number"><a href="/Product/chitiet/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu/page:2/sms:0913051734">2</a></span><span class="number"><a href="/Product/chitiet/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu/page:3/sms:0913051734">3</a></span><span class="current number">4</span><span class="number"><a href="/Product/chitiet/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu/page:5/sms:0913051734">5</a></span><span class="number"><a href="/Product/chitiet/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu/page:6/sms:0913051734">6</a></span><span class="number"><a href="/Product/chitiet/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu/page:7/sms:0913051734">7</a></span>...<span class="number"><a href="/Product/chitiet/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu/page:18/sms:0913051734">18</a></span><span class="number"><a href="/Product/chitiet/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu/page:19/sms:0913051734">19</a></span><span class="next"><a href="/Product/chitiet/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu/page:5/sms:0913051734" rel="next">Next »</a></span><span><a href="/Product/chitiet/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu/page:19/sms:0913051734" rel="last">End »</a></span>Page 4/19. View 10/181. </div> <div class="clear-main"></div> </div><!--end box-ctbar--> </div> </div> <script type="text/javascript"> var ToC = "<div id='ez-toc-container' class='ez-toc-v2_0_17 counter-hierarchy ez-toc-grey'><div class='ez-toc-title-container'><p class='ez-toc-title'></p><span class='ez-toc-title-toggle'><a class='ez-toc-pull-right ez-toc-btn ez-toc-btn-xs ez-toc-btn-default ez-toc-toggle' style='display: inline'><i class='ez-toc-glyphicon ez-toc-icon-toggle'></i></a></span></div><nav role='navigation' class='menu_danhmuc'>" + // "<div class='tile_mucluc'><span>Mục lục:</span></div>" + "<ul class='ez-toc-list ez-toc-list-level-1'>"; var newLine, el, title, link ,id; $(".ct-tt h2 ,.ct-tt h3 ,.ct-tt h4").each(function() { el = $(this); title = el.text(); id = title.toLowerCase().replace(/\s+/,'-').replace(/à|á|ạ|ả|ã|â|ầ|ấ|ậ|ẩ|ẫ|ă|ằ|ắ|ặ|ẳ|ẵ/g,"a").replace(/è|é|ẹ|ẻ|ẽ|ê|ề|ế|ệ|ể|ễ/g,"e").replace(/ì|í|ị|ỉ|ĩ/g,"i").replace(/ò|ó|ọ|ỏ|õ|ô|ồ|ố|ộ|ổ|ỗ|ơ|ờ|ớ|ợ|ở|ỡ/g,"o").replace(/ù|ú|ụ|ủ|ũ|ư|ừ|ứ|ự|ử|ữ/g,"u").replace(/ỳ|ý|ỵ|ỷ|ỹ/g,"y").replace(/đ/g,"d").replace(/!|@|\$|%|\^|\*|\(|\)|\+|\=|\<|\>|\?|\/|,|\.|\:|\'| |\"|\&|\#|\[|\]|~/g,"-").replace(/-+-/g,"-").replace(/^\-+|\-+$/g,""); $(this).attr('id', id); if($(this).is("h2")){ newLine = "<li>" + "<a href='#"+ id + "' >" + title + "</a>" + "</li>"; } if($(this).is("h3")){ newLine = "<li class='toc_cap2'>" + "<a href='#"+ id + "' >" + title + "</a>" + "</li>"; } if($(this).is("h4")){ newLine = "<li class='toc_cap3'>" + "<a href='#"+ id + "' >" + title + "</a>" + "</li>"; } ToC += newLine; }); ToC += "</ul>" + "</nav></div><div style='clear:both;'></div>"; $(".ct-tt").prepend(ToC); $( ".ez-toc-glyphicon" ).toggle( function() { $('#ez-toc-container').addClass( "selected" ); $('.menu_danhmuc').hide(); }, function() { $('#ez-toc-container').removeClass( "selected" ); $('.menu_danhmuc').show(); } ); </script> ' $scripts_for_layout = '' $count = (int) 0 $price = (int) 0 $sl = (int) 0 $cap1 = array( 'Catproduct' => array( 'id' => '3', 'name' => 'Giới thiệu ', 'slug' => 'gioi-thieu' ) ) $dm_c2 = array( (int) 0 => array( 'Catproduct' => array( 'id' => '44', 'name' => 'Sửa chữa - Kiểm nghiệm', 'parent_id' => '3', 'alias' => 'sua-chua-kiem-nghiem', 'images' => '', 'lft' => '40', 'rght' => '41', 'pos' => '1', 'status' => '1', 'title_seo' => '', 'meta_key' => '', 'meta_des' => '', 'created' => '2016-01-21', 'modified' => '2016-01-21', 'slug' => 'sua-chua-kiem-nghiem', 'cate' => '4', 'link' => 'gioi-thieu', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 1 => array( 'Catproduct' => array( 'id' => '45', 'name' => 'Dịch vụ thuê máy', 'parent_id' => '3', 'alias' => 'dich-vu-thue-may', 'images' => '', 'lft' => '42', 'rght' => '43', 'pos' => '2', 'status' => '1', 'title_seo' => '', 'meta_key' => '', 'meta_des' => '', 'created' => '2016-01-21', 'modified' => '2016-01-21', 'slug' => 'dich-vu-thue-may', 'cate' => '4', 'link' => 'gioi-thieu', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ) )include - APP/View/Elements/menu.ctp, line 56 View::_evaluate() - CORE/Cake/View/View.php, line 920 View::_render() - CORE/Cake/View/View.php, line 883 View::element() - CORE/Cake/View/View.php, line 424 include - APP/View/Layouts/home.ctp, line 169 View::_evaluate() - CORE/Cake/View/View.php, line 920 View::_render() - CORE/Cake/View/View.php, line 883 View::renderLayout() - CORE/Cake/View/View.php, line 539 View::render() - CORE/Cake/View/View.php, line 483 Controller::render() - CORE/Cake/Controller/Controller.php, line 957 ProductController::chitiet() - APP/Controller/ProductController.php, line 135 ReflectionMethod::invokeArgs() - [internal], line ?? 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Notice (8): Undefined index: name_eng [APP/View/Elements/menu.ctp, line 55]
Code Context
">
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'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu',
'created' => '2015-12-16',
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'slug' => 'blogs',
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'shortdes' => '<p style="margin: 0in 0in 15.6pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(51, 51, 51);">Định vị thi công công trình là công tác trắc địa nhằm xác định vị trí mặt <span style="box-sizing: border-box; touch-action: manipulation; color: rgb(51, 72, 98);">bằng</span> của các điểm, các đường thẳng, các điểm chi tiết của công trình xây dựng trên đất liền cũng như trên mặt nước theo đúng thiết kế.</span></span></span><span style="font-size:11.5pt;
font-family:Montserrat;color:#333333"><o:p></o:p></span></p>
',
'content' => '<h2>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Tìm hiểu về định vị thi công công trình </strong></span></span></span></h2>
<br />
<p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị thi công công trình là công tác trắc địa nhằm xác định vị trí mặt bằng của các điểm, các đường thẳng, các điểm chi tiết của công trình xây dựng trên đất liền cũng như trên mặt nước theo đúng thiết kế.<br />
<br />
Định vị công trình bằng máy toàn đạc có thể hiểu là thao tác sử dụng máy toàn đạc để khảo sát, xác định vị trí tọa độ công trình chi tiết, nhanh chóng và chính xác. Các kỹ sư sẽ nhập các tham số trên bản vẽ vào máy. Sau đó, các thuật toán của máy toàn đạc sẽ xử lý những số liệu này. Cuối cùng, máy toàn đạc sẽ khảo sát, xác định chi tiết và xác thực những vị trí điểm ra thực địa. <br />
<br />
Chỉ cần trích xuất những vị trí tọa độ chính xác điểm trên bản vẽ sang <strong><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">máy toàn đạc điện tử</a> , </strong> máy sẽ xử lý các thông số này. Sau đó, máy triển khai vị trí những tim trục trên bản đồ lên thực địa. Nhờ vậy, sẽ định vị được xác thực tim trục của nền móng cho những bước thi công tiếp theo.</span></span></span></p>
<p style="text-align: center;">
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/dinh-vi-cong-trinh-bang-may-toan-dac.jpg" style="width: 620px; height: 360px;" /></span></span></span></p>
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<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Phương pháp thực hiện định vị công trình bằng máy toàn đạc điện tử</strong></span></span></span></h2>
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<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" 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" style="height: 411px; width: 620px;" /></span></span></span></p>
<p style="text-align: center;">
<em><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Bản vẽ mặt bằng mộtt nhà xưởng</span></span></span></em><br />
</p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Reference Line (Định ᴠị công trình theo đường chuẩn là đường thẳng): một đường chuẩn có thể được хác định bằng cách tham chiếu tới 1 đường thẳng gốc đã biết. <br />
<br />
1. Xác định đường gốc<br />
<br />
Một đường gốc được gắn ᴠới 2 điểm gốc ᴠà được хác định theo 3 cách: Đo đến điểm gốc; Nhập toạ độ bằng taу; Gọi điểm từ bộ nhớ.<br />
<br />
a) Đo tới điểm gốc. Nhập tên điểm <strong>PtID</strong> ᴠà đo bằng phím <br />
b) Với điểm gốc đã biết toạ độ tìm kiếm điểm <strong>PtID</strong> trong bộ nhớ. Nhập toạ độ bằng taу. Hiển thị những điểm ѕẵn trong máу.<br />
(1) Điểm gốc trang bị 1 <br />
(2) Điểm gốc thứ hai.<br />
(3) Đường gốc.<br />
(4) Đường chuẩn.<br />
<br />
2. Dịch chuуển/Quaу đường gốc<br />
Đường gốc được dịch chuуển ѕong ѕong, chiều dọc, chiều đứng hoặc là quaу. Tất cả các kết quả đo ѕau đó ѕẽ ảnh hưởng đến đường chuẩn.<br />
<strong>BP</strong>: Điểm gốc.<br />
<strong>BL</strong>: Đường gốc.<br />
<strong>RP</strong>: Điểm chuẩn.<br />
<strong>RL</strong>: Đường chuẩn.<br />
<strong>Off</strong>: Dịch chuуển ѕong ѕong.<br />
<strong>L</strong>: Dịch chuуển theo chiều dọc.<br />
<strong>R</strong>: Thông ѕố quaу.<br />
<br />
Nhập thông ѕố: Sử dụng phím nàу để chuуển con trỏ đến trường thông ѕố bắt buộc nhập. Ta có thể nhập các thông ѕố như ѕau:<br />
<strong>Offѕet</strong>: Dịch chuуển đường chuẩn ѕong ѕong ᴠề phía bên cần của đường gốc, ᴠào hướng của đường gốc (BP1-BP2).<br />
<strong>Line</strong>: Dịch chuуển đường chuẩn theo chiều dọc tính từ điểm gốc trước tiên theo hướng từ điểm gốc đầu tiên tới điểm gốc vật dụng hai.<br />
<strong>Rotate</strong>: Quaу đường chuẩn theo chiều kim đồng hồ хung quanh điểm gốc.<br />
<strong>Height</strong>: Đường chuẩn cao hơn đường gốc.<br />
<strong>Ref.Hgt:Point1:</strong> Chênh cao ѕo ᴠới điểm gốc chuẩn nhất.<br />
<strong>Point 2</strong>: Chênh cao ѕo ᴠới điểm gốc chuẩn hai.<br />
<strong>Interpolated:</strong> Chênh cao dọc theo đường chuẩn.<br />
<strong>No height</strong>: Chênh cao không được tính toán ᴠà hiển thị.<br />
<br />
3. Tiến hành đo hoặc chuуển ѕang chế độ chuуển điểm bề ngoài ra thực địa. Tiến hành đo đến điểm đích. Chuуển ѕang chế độ chuуển điểm bề ngoài ra thực địa.<br />
<br />
4. Ứng dụng tương trợ “Line&Offѕet”: tính toán ra ᴠị trí của điểm đo ѕo ᴠới đường chuẩn bằng cách hiển thị các lệch dọc trục, lệch ngang, chênh cao…<br />
</span></span></span><br />
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc đạc công trình hay đo đạc công trình là khảo sát và khai triển bản vẽ thiết kế của công trình ra thực địa, dùng cho thi công và giám sát xây dựng công trình đúng bản vẽ thiết kế. Quan trắc dịch chuyển của công trình ra thực địa, chuyên dụng cho thi công và giám sát xây dựng công trình đúng bản vẽ thiết kế. Công cụ đo bằng những mẫu máy đo đạc như máy kinh vĩ, máy thủy bình,máy đo khoảng cách laser, máy toàn đạc điện tử … </span></span></span></p>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiệm vụ chủ đạo của công tác trắc địa trong xây dựng là đảm bảo cho công trình được xây dựng đúng kích thước hình học và đúng vị trí thiết kế. Chỉ khi hai yêu cầu này được đáp ứng thì công trình mới mang thể vận hành an toàn. </span></span></span></p>
<h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
<span style="font-weight: var(--h2_typography-font-weight); font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">III. Những thiết bị được sử dụng trong định vị thi công công trình</span></h2>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
<li style="box-sizing: border-box;">
<span style="color:#ff0000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-tu-dong"><strong>Máy thủy bình tự động, máy thủy bình điện tử</strong></a></span></span></span><span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">:</span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Xác định cao độ, dẫn mốc cao độ, đo chênh cao, quan trắc lún…</span></span></span></li>
</ul>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
<li style="box-sizing: border-box;">
<span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">Máy toàn đạc điện tử</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span> Bố trí trí tọa độ thiết kế ra thực địa; tính toán khoảng cách ngang, đứng, góc phương vị của đường, tọa độ điểm, diện tích và bố trí đường thẳng, đường cong; dẫn lưới lập mốc đường chuyền…</span></span></span></li>
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<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
<li style="box-sizing: border-box;">
<span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">Máy định vị GNSS</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span> Khảo sát thành lập lưới khống chế tọa độ; bố trí điểm phục vụ cho công tác chuyển điểm thiết kế ra thực địa; giao hội, bố trí đường cong, tính diện tích…</span></span></span></li>
</ul>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;">
<span style="color:#000000;"><img alt="" src="/admin/webroot/upload/image/images/Banner (665 × 295 px) (31).png" style="width: 665px; height: 295px;" /></span></p>
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'title_seo' => 'Máy toàn đạc điện tử',
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'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
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'id' => '1',
'name' => 'Công ty CP Công nghệ và Thương mại Thành Đạt',
'title' => 'Chuyên phân phối máy đo đạc, trắc địa: Máy GPS RTK, máy thủy bình, máy toàn đạc, máy scanner, UAV chính hãng (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...)',
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'address' => '<p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Văn phòng</u></strong></span></span><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">: Số 157 Đặng Văn Ngữ, Phường Kim Liên, Hà Nội</span></span></p>
<p>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">MST:<strong><a href="javascript: void(0)" style="font-size:11px;"><span style="color:#ffffff;"> 0103764857 </span></a></strong>do Sở KHĐT TP. Hà Nội cấp ngày 28-04-2009<br />
Điện thoại: <a href="javascript: void(0)" style="font-family: tahoma, geneva, sans-serif;font-size:11px;"><span style="color: rgb(255, 255, 255);"><strong style="font-family: arial, helvetica, sans-serif;">(</strong><strong style="font-family: arial, helvetica, sans-serif;">024) 3776 4930</strong></span></a></span></span></p>
<div>
<p>
<strong style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><u>Cửa hàng</u></strong><span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">:</span></p>
</div>
<p>
<span style="font-family: tahoma, geneva, sans-serif;">- <span style="font-size:12px;">Số <strong><span style="font-size:14px;">145 </span></strong></span></span><span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">Láng Hạ, Phường Láng Hạ, Hà Nội</span></span></p>
<p>
<span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></span><br />
<br />
</p>
',
'contactinfo_eng' => '',
'taikhoan' => '<strong><span style="color:#04529a;">Số Tài khoản các ngân hàng của công ty Tân Á</span></strong><br />
<br />
1. 13022-0506-5430 - Nguyễn Văn Hiệu - Agribank - CN Trung Yên, HN<br />
2. 0011-00404-0367 - Nguyễn Văn Hiệu - Vietcombank - CN Sở Giao dịch, HN<br />
3. 711A-6202-9713 - Nguyễn Văn Hiệu - Vietinbank - CN Thanh Xuân, HN<br />
4. 190-256-018-210-13 - Nguyễn Văn Hiệu - Techcombank, Hà Nội<br />
5. 1231-0000-368-767 - Nguyễn Văn Hiệu - BIDV CN Quang Trung, Hà Nội',
'contactinfo' => '<div dir="rtl" style="text-align: left;">
<u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Văn Phòng</strong></u></div>
<div style="">
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ: Số 157 Đặng Văn Ngữ, Phường Kim Liên, Hà Nội, Việt Nam<br />
Tel: (024) 3776 4930 <br />
Fax: (024) 3776 5908<br />
Email: thanhdatsurvey.JSC@gmail.com/ tracdiathanhdat@gmail.com<br />
Hotline: <strong>0913 051 734</strong><br />
<br />
<strong><u>C</u></strong><strong><u>ửa hàng</u></strong></span></span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Số 145 Láng Hạ, Phường Láng Hạ, Hà Nội</span></span><br />
<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0942 288 388</strong></span><br />
</div>
<div style="">
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></div>
<div style="">
<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0949 322 456</strong></span></div>
<div style="">
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>VPĐD tại Tp. Hồ Chí Minh</u></strong><br />
<br />
- 1/56 Nguyễn Thái Sơn, Phường Hạnh Thông, Hồ Chí Minh</span></span><br />
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'email' => 'tracdiathanhdat@yahoo.com',
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'meta_key' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax, Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ',
'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GNSS RTK, máy thủy bình, máy toàn đạc, máy laser, máy GPS cầm tay, UAV, ống nhòm (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...). Uy tín, chất lượng, giá tốt hàng đầu tại Việt Nam!',
'created' => '2012-06-05',
'modified' => '1769758152',
'youtube' => 'http://youtube.com',
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'content' => 'Thanks for your interest in Vn Discoverytours. For a fast response, please submit this basic Quick Enquiry form below by clicking “Submit”, and we’ll get back to you by e-mail within 12 to 24 hours (in working days). For urgent booking, call us at +84 974 839 873',
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'slogan' => 'trung tâm sửa chữa và bảo hành máy giặt electrolux',
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<iframe allowfullscreen="" frameborder="0" height="410" src="https://www.google.com/maps/embed?pb=!1m18!1m12!1m3!1d1680.2372398112452!2d105.81212934716025!3d21.01437303922492!2m3!1f0!2f0!3f0!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ab63b645b665%3A0xa6797ac6008687bf!2zQ-G7rWEgSMOgbmcgVHLhuq9jIMSQ4buLYQ!5e0!3m2!1svi!2s!4v1449908805279" style="border:0" width="600"></iframe></p>
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<img alt="" src="/admin/webroot/upload/image/images/gioithieu.png" /></p>
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'thongtincongty' => 'Sửa máy lạnh tại nhà
Sửa máy lạnh tại HCM
Sửa tủ lạnh
Bơm ga máy lạnh ',
'trogiupkh' => 'Tai nghe Iphone
Sua may tinh tai nha
Máy Ozone Z755',
'dichvuft' => 'Sửa máy lạnh
Bảo dưỡng máy lạnh
Vệ sinh máy lạnh
Lắp đặt máy lạnh',
'bb' => '',
'zing' => '',
'hotline2' => '0912 35 65 75',
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'theh1' => 'thanhdatsurvey.JSC',
'hanoi' => '<div>
<strong>CÔNG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div>
<div>
<strong>Địa chỉ</strong> : Số 51 - Trần Duy Hưng, Trung Hòa, Cầu Giấy, Hà Nội</div>
<div>
<strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div>
<div>
<strong>Email </strong>: info@ifes.vn</div>
',
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<strong>CÔNG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div>
<div>
<strong>Địa chỉ</strong> : Số 51 - Trần Duy Hưng, Trung Hòa, Cầu Giấy, Hà Nội</div>
<div>
<strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div>
<div>
<strong>Email </strong>: info@ifes.vn</div>
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'gt' => '<p style="text-align: justify;">
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Là công ty chuyên nhập khẩu, cung cấp và chuyển giao công nghệ các loại máy đo đạc, trắc địa phục vụ khảo sát thiết kế, xây dựng và đo vẽ bản đồ của các hãng nổi tiếng trên thế giới như: LEICA, TOPCON, NIKON, PENTAX, SOKKIA, GLUNZ, TRIMPLE, SPECTRA, GEOMAX, GARMIN..., chúng tôi cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! </span><br />
<br />
<span style="font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm cùng</span> <span style="font-family: tahoma, geneva, sans-serif;">đội ngũ nhân viên, kỹ thuật viên năng động, có trình độ cao chúng tôi tự hào và tin tưởng Quý khách hàng sẽ hài lòng khi sử dụng các sản phẩm và dịch vụ do chúng tôi cung cấp!</span></span><br />
</p>
<div style="text-align: justify;">
<span style="color:#ff9966;"><span style="font-family:comic sans ms,cursive;"><span style="font-size:14px;"><strong style="font-family: tahoma, geneva, sans-serif;">Hỗ trợ 24/7:</strong> <strong>0942 288 388/</strong></span><span style="font-size: 14px;"><strong>0949 322 456</strong> (Zalo) </span></span></span></div>
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'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong hạ tầng trắc địa hiện đại, RINEX không phải dữ liệu phụ, mà là nền móng kỹ thuật của hệ tọa độ quốc gia. RTK giúp đo nhanh hôm nay, nhưng RINEX mới là yếu tố đảm bảo bản đồ, mốc và công trình đứng vững trong nhiều năm tới.</span></span>',
'content' => '<p>
<em><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trong những năm gần đây, công nghệ GNSS RTK cùng các mạng trạm CORS phát triển mạnh mẽ, giúp công tác đo đạc, thi công và bố trí công trình đạt được kết quả gần như tức thời với độ chính xác cao.</span></em></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Tuy nhiên, nếu nhìn ở góc độ xây dựng và duy trì hạ tầng trắc địa quốc gia dài hạn, nhiều quốc gia phát triển như Mỹ, châu Âu, Nhật Bản đều có chung một quan điểm: RTK là lớp ứng dụng đo nhanh ngoài hiện trường, trong khi RINEX – dữ liệu GNSS đo tĩnh – mới là lớp nền cốt lõi của hệ tọa độ.</em><br />
<br />
<em>RTK cho phép định vị nhanh theo thời gian thực, nhưng độ ổn định và khả năng kiểm chứng của kết quả RTK phụ thuộc mạnh vào điều kiện truyền cải chính tại thời điểm đo. Ngược lại, dữ liệu RINEX cho phép xử lý hậu kỳ, kiểm chứng, đối soát và duy trì độ ổn định tọa độ trong thời gian dài.<br />
</em></span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. RINEX là gì?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX (<em>Receiver Independent Exchange Format</em>) là định dạng dữ liệu GNSS thô chuẩn quốc tế, được phát triển và duy trì bởi cộng đồng GNSS toàn cầu dưới sự điều phối của các tổ chức quốc tế như IGS (International GNSS Service) và RTCM SC-104.</span></span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX cho phép trao đổi dữ liệu GNSS giữa các thiết bị và phần mềm khác nhau, không phụ thuộc hãng sản xuất, và được sử dụng rộng rãi trên toàn thế giới cho các mục đích kỹ thuật chuyên sâu. Dữ liệu RINEX cho phép:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xử lý hậu kỳ GNSS (Static / PPK)</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bình sai mạng lưới GNSS</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm soát chất lượng và truy xuất nguồn gốc số liệu</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Duy trì và kiểm chứng hệ tọa độ theo thời gian dài</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK cho kết quả nhanh – RINEX cho kết quả bền và kiểm chứng được.<br />
</span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Cách các quốc gia khai thác RINEX trong hạ tầng trắc địa</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tại nhiều quốc gia, mạng CORS quốc gia không chỉ phục vụ RTK thời gian thực mà còn coi dữ liệu RINEX liên tục là tài sản dữ liệu cốt lõi. Mô hình khai thác phổ biến:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu trữ dữ liệu GNSS 24/7.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cho phép tải RINEX theo các khoảng thời gian:</span></span>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">15 phút</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1 giờ</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6 giờ</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">24 giờ</span></span></li>
</ul>
</li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cung cấp đầy đủ metadata:</span></span>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thông tin trạm GNSS</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian quan sát</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chu kỳ ghi (1s, 15s, 30s…)</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ quy chiếu và mô hình tham chiếu.</span></span></li>
</ul>
</li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Ví dụ tiêu biểu:</span></span><br />
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mỹ: NOAA CORS Network cung cấp dữ liệu RINEX phục vụ đo tĩnh và xử lý hậu kỳ.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Châu Âu: EUREF Permanent Network (EPN) lưu trữ dữ liệu RINEX cho bình sai lưới khu vực.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhật Bản: GEONET do GSI vận hành, cung cấp dữ liệu RINEX cho xử lý hậu kỳ và nghiên cứu GNSS.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm chung của các mô hình này là coi RINEX liên tục mới là nền tảng bền vững của hệ tọa độ quốc gia.<br />
</span></span>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/ncn_agol.png" style="width: 800px; height: 511px;" /></span></span></p>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Vai trò của RINEX trong hệ thống trắc địa hiện đại</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều quốc gia đang triển khai mô hình tổng hợp:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS CORS + RINEX → lớp khống chế nền, duy trì hệ tọa độ dài hạn</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc khống chế vật lý → đối tượng kiểm chứng và cơ sở pháp lý</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK → công cụ đo nhanh ngoài hiện trường</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đây không phải xu hướng “bỏ mốc”, mà là:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm phụ thuộc vào việc chạy mốc thủ công tốn thời gian</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuyển vai trò mốc từ nguồn gốc duy nhất sang đối tượng kiểm chứng</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng vai trò của dữ liệu GNSS chuẩn hóa trong duy trì hệ tọa độ</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. RINEX giúp ổn định và kiểm soát hệ tọa độ theo thời gian như thế nào?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu RINEX cho phép xử lý hậu kỳ và bình sai mạng lưới, nhờ đó:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm ảnh hưởng của thời điểm đo</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế tác động của điều kiện khí quyển và môi trường</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng khả năng đối soát và truy nguyên số liệu</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khái niệm “ổn định” ở đây được hiểu theo nghĩa kỹ thuật: Cho phép tái xử lý, kiểm chứng và so sánh tọa độ tại các thời điểm khác nhau, tránh sai lệch tích lũy do đo nhanh tức thời.<br />
</span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Ứng dụng thực tế của dữ liệu RINEX và lợi ích khai thác RINEX hiệu quả</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu RINEX hiện được sử dụng rộng rãi trong:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập mốc khống chế GNSS</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bình sai lưới quốc gia và khu vực</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan trắc dịch chuyển công trình, địa chất</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Làm cơ sở kỹ thuật và pháp lý dài hạn cho bản đồ và hạ tầng kỹ thuật</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
Khai thác RINEX bài bản mang lại:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm thời gian và chi phí thiết lập lưới khống chế</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nâng cao độ ổn định và khả năng kiểm chứng số liệu</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp với dự án lớn, triển khai dài hạn, yêu cầu pháp lý cao</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chủ động khi RTK không ổn định hoặc mất hiệu chỉnh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. Cấu trúc dữ liệu RINEX gồm những gì?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu RINEX không phải là một file đơn lẻ, mà là tập hợp nhiều file thành phần, mỗi file đảm nhiệm một vai trò riêng.<br />
<br />
6.1. File quan sát – Observation file (*.obs). Bao gồm:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sóng mang và mã giả</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu GPS, GLONASS, Galileo, BeiDou…</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thông tin thời gian, tần số, tín hiệu</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">File bắt buộc khi xử lý GNSS hậu kỳ và bình sai.<br />
<br />
6.2. File quỹ đạo vệ tinh – Navigation file (*.nav, *.gnav…) có chứa q</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">uỹ đạo vệ tinh (broadcast ephemeris) - d</span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ữ liệu cần thiết để tính vị trí vệ tinh theo thời gian.<br />
<br />
Tùy phiên bản RINEX và hệ vệ tinh, file điều hướng (Navigation file) có thể được đặt tên khác nhau.<br />
Trong các hệ thống và phần mềm cũ (RINEX 2.x), file điều hướng thường được tách theo từng hệ GNSS, với các đuôi phổ biến như:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GPS: .N</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS: .G</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">BeiDou: .C</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Galileo: .E</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong các hệ thống hiện đại sử dụng RINEX 3.x trở lên, file điều hướng thường được gộp đa hệ GNSS và sử dụng chung đuôi .nav (hoặc .rnx), trong đó chứa đồng thời dữ liệu GPS, GLONASS, Galileo, BeiDou…</span></span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6.3. File đồng hồ vệ tinh – Clock file (*.clk)</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh sai số đồng hồ vệ tinh và trạm</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác cao hơn dữ liệu quảng bá</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dùng cho bình sai chính xác cao và nghiên cứu dài hạn.<br />
<br />
6.4. File quỹ đạo chính xác – Precise orbit (*.sp3)</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quỹ đạo vệ tinh độ chính xác cao</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp với .clk để nâng cao chất lượng xử lý</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
6.5. Các file phụ trợ</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Metadata trạm, antenna, receiver</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">File khí quyển, site log</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giúp nâng cao độ tin cậy và truy xuất nguồn gốc số liệu.<br />
<br />
>>> Phiên bản RINEX và xu hướng hiện nay:</span></span><br />
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 2.x: cũ, hạn chế hệ GNSS.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 3.x: đa hệ, phổ biến hiện nay.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 4.x: hỗ trợ tín hiệu hiện đại, độ chính xác cao.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế xử lý GNSS hậu kỳ, RINEX 2.11 vẫn được sử dụng rộng rãi nhờ tính ổn định và khả năng tương thích cao. Nhiều lỗi xử lý hiện nay phát sinh từ việc chuyển đổi RINEX không đúng chuẩn hoặc thiếu dữ liệu đi kèm.</span></span><br />
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Bài viết 30_1_26.png" style="width: 800px; height: 526px;" /></span></span></p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 3 & 4 là xu hướng chính trong các hệ thống CORS hiện đại.<br />
<br />
Hiểu đúng và khai thác đúng dữ liệu RINEX chính là bước chuyển từ đo nhanh sang đo bền vững trong trắc địa hiện đại – đặc biệt trong bối cảnh Việt Nam đang vận hành các mạng CORS và duy trì hệ tọa độ VN-2000.<br />
<br />
<em>>>> Nguồn tham khảo:</em></span></span><br />
<ul>
<li>
<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">IGS & RTCM – Chuẩn dữ liệu RINEX</span></span></em></li>
<li>
<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">NOAA CORS Network (Mỹ)</span></span></em></li>
<li>
<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">EUREF Permanent Network (Châu Âu)</span></span></em></li>
<li>
<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GEONET – GSI (Nhật Bản)</span></span></em></li>
</ul>
<p style="text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/RINEX - GNSS DATA (665 x 295 px).png" style="width: 800px; height: 355px;" /></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>',
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'id' => '801',
'name' => 'Đo không gương (Non-Prism) trên máy toàn đạc',
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'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo không gương (Non-Prism) trên máy toàn đạc là gì? Khi nào nên dùng, khi nào không nên dùng? Phân tích ưu nhược điểm, sai số giao hội và khuyến nghị kỹ thuật khi đo Non-Prism trên máy toàn đạc.</span></span>',
'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế thi công và đo đạc, đo không gương (Non-Prism) là một tính năng rất hữu ích của máy toàn đạc, nhưng cũng tiềm ẩn nhiều rủi ro sai số nếu sử dụng không đúng mục đích. Bài viết dưới đây sẽ phân tích bản chất đo Non-Prism, phạm vi ứng dụng, ưu – nhược điểm, ảnh hưởng đến giao hội và các khuyến nghị kỹ thuật cần tuân thủ.</span></span></em><br />
<br />
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Đo không gương (Non-Prism) là gì?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế đo đạc, không phải lúc nào cũng có thể đặt được gương phản xạ. Các vị trí như tường cao, taluy, vách hầm, kết cấu thép, khu vực đang thi công hoặc nguy hiểm là những trường hợp điển hình.<br />
Đo không gương (Non-Prism) là phương pháp đo khoảng cách không sử dụng gương phản xạ. Máy toàn đạc phát tia laser trực tiếp tới bề mặt mục tiêu và thu tín hiệu phản hồi để xác định khoảng cách và tọa độ điểm đo.<br />
<br />
Phương pháp này cho phép đo các vị trí:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khó tiếp cận hoặc không thể đặt gương.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không an toàn để tiếp cận trực tiếp.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần đo nhanh hiện trạng mà không bố trí phụ trợ.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br />
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.1 Ưu điểm của đo không gương</span></span></h3>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo được các vị trí “bất khả thi” với phương pháp đo gương.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng mức độ an toàn cho người đo ngoài công trường.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian đi gương, giảm nhân lực.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất hiệu quả khi đo hiện trạng, kiểm tra hình học kết cấu.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.2 Nhược điểm và hạn chế kỹ thuật của Non-Prism</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bên cạnh ưu điểm, đo không gương tồn tại nhiều hạn chế kỹ thuật cần hiểu rõ:<br />
<br />
<strong>Phụ thuộc mạnh vào bề mặt đo</strong></span></span>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt sáng, phẳng, khô → đo xa hơn, ổn định hơn.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt tối, thô, ẩm, xiên góc → tầm đo giảm rõ rệt, sai số tăng.</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác thấp hơn đo gương</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không có tâm phản xạ cố định như gương.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách lớn hơn và kém ổn định hơn.</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hao pin hơn</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo Non-Prism liên tục tiêu thụ pin nhiều hơn so với đo gương.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br />
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (40).png" style="width: 800px; height: 671px;" /></span></span></p>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.3 Những lưu ý quan trọng khi sử dụng đo không gương</span></span></h3>
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không sử dụng đo không gương cho mốc khống chế.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không dùng cho dẫn mốc, nghiệm thu pháp lý.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ dùng cho đo hiện trạng, kiểm tra, tham khảo kỹ thuật.</span></span></li>
</ul>
<h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.4 Khoảng cách đo không gương của một số dòng máy phổ biến</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng cách công bố của nhà sản xuất thường được đo trong điều kiện tiêu chuẩn:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica FlexLine TS03 / TS07 / TS10: ~500 m / ~1000 m (tùy cấu hình)</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon N-Series: ~600 m</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon XS-Series: ~800 m</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Topcon GM-100 Series: ~500 m</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thực tế ngoài công trường, khoảng cách đo thường ngắn hơn catalogue, phụ thuộc mạnh vào bề mặt và điều kiện môi trường.<br />
</span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5 Khi nào nên dùng đo không gương?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo không gương phát huy hiệu quả trong các công việc:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo chi tiết hoàn công.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kiểm tra hình học kết cấu.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo taluy, vách đứng, vách hầm.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo các điểm nguy hiểm không thể tiếp cận.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Đo không gương là công nghệ bổ trợ, không phải để thay thế đo gương.<br />
</span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Hỏi và Đáp: Đo không gương & sai số giao hội</span></span></h2>
<br />
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. 1 Vì sao đo không gương dễ gây sai số khi giao hội?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vì đo Non-Prism phụ thuộc vào bề mặt phản xạ, không có tâm phản xạ cố định như gương.<br />
Trong bài toán giao hội, sai số nhỏ ở từng hướng bắn có thể bị phóng đại tại điểm giao, khiến kết quả thiếu ổn định.<br />
</span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.2 Sai số giao hội khi dùng Non-Prism thường đến từ đâu?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các nguyên nhân chính:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt phản xạ không phẳng, không đồng nhất.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tia laser phản xạ không cùng một điểm hình học.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Góc bắn xiên, bắn vào mép cạnh hoặc bề mặt nhỏ.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách lớn hơn so với đo gương.</span></span></li>
</ul>
<h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.3 Đo không gương ảnh hưởng nhiều hơn đến giao hội góc hay giao hội cạnh?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo không gương ảnh hưởng mạnh hơn đến giao hội cạnh, vì:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách của Non-Prism lớn hơn.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội cạnh, sai số khoảng cách tác động trực tiếp tới vị trí điểm giao.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với giao hội góc, sai số vẫn tồn tại nhưng ít phụ thuộc hơn vào chất lượng phản xạ.<br />
</span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.4 Vì sao giao hội nghịch đặc biệt nhạy cảm với đo không gương?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội nghịch:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đặt máy cần được xác định rất chính xác.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không xác định được tâm phản xạ rõ ràng.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các trạm có thể “nhìn” vào những điểm khác nhau trên cùng một bề mặt.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điều này khiến sai số khó kiểm soát và khó phát hiện.<br />
</span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.5 Có thể giảm sai số khi buộc phải giao hội bằng Non-Prism không?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có thể giảm rủi ro, nhưng không loại bỏ hoàn toàn, bằng cách:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn bề mặt phẳng, sáng, rõ ràng.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tránh bắn vào mép cạnh hoặc bề mặt nhỏ.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngắm vuông góc với bề mặt.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo lặp nhiều lần để kiểm tra.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp kiểm tra chéo bằng phương pháp khác.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ áp dụng cho đo tham khảo, không dùng cho mốc.<br />
</span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.6 Khi nào tuyệt đối không nên dùng Non-Prism cho giao hội?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không sử dụng trong các trường hợp:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dẫn mốc tọa độ.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập lưới khống chế.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc pháp lý, nghiệm thu công trình.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công việc yêu cầu độ chính xác cao (cm – mm).</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.7 Vì sao đo gương vẫn là phương pháp chuẩn cho giao hội?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vì khi đo gương:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có tâm phản xạ xác định rõ ràng.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách nhỏ và ổn định.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các trạm cùng xác định một điểm hình học duy nhất.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đây là yếu tố then chốt trong các bài toán giao hội.<br />
</span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.8 Có nên coi đo không gương là phương pháp thay thế đo gương?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không. Đo không gương là giải pháp bổ trợ, không phải phương pháp thay thế.<br />
<br />
Khuyến nghị nên tuân thủ quy tắc kỹ thuật:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có thể đặt gương → ưu tiên đo gương.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không thể đặt gương → dùng Non-Prism đúng mục đích.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
>>> Đo không gương (Non-Prism) mang lại nhiều tiện lợi trong đo hiện trạng và các vị trí khó tiếp cận, tuy nhiên phương pháp này nhạy cảm với sai số, đặc biệt trong các bài toán giao hội.<br />
Trong thực tế, giao hội thuận có thể cân nhắc sử dụng đo không gương cho mục đích tham khảo, khi điều kiện bề mặt cho phép. Ngược lại, giao hội nghịch không được khuyến nghị sử dụng Non-Prism do sai số khó kiểm soát. Đối với các công việc thiết lập lưới khống chế, dẫn mốc tọa độ và hồ sơ pháp lý, việc đo bằng gương phản xạ là bắt buộc để đảm bảo độ chính xác và giá trị pháp lý của số liệu.</span></span><br />
<br />
<p style="text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/CHỌN ANH TÀI (16).png" style="width: 800px; height: 618px;" /></p>
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'name' => 'Đo không gương (Non-Prism) trên máy toàn đạc',
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'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo không gương (Non-Prism) trên máy toàn đạc là gì? Khi nào nên dùng, khi nào không nên dùng? Phân tích ưu nhược điểm, sai số giao hội và khuyến nghị kỹ thuật khi đo Non-Prism trên máy toàn đạc.</span></span>',
'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế thi công và đo đạc, đo không gương (Non-Prism) là một tính năng rất hữu ích của máy toàn đạc, nhưng cũng tiềm ẩn nhiều rủi ro sai số nếu sử dụng không đúng mục đích. Bài viết dưới đây sẽ phân tích bản chất đo Non-Prism, phạm vi ứng dụng, ưu – nhược điểm, ảnh hưởng đến giao hội và các khuyến nghị kỹ thuật cần tuân thủ.</span></span></em><br />
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Đo không gương (Non-Prism) là gì?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế đo đạc, không phải lúc nào cũng có thể đặt được gương phản xạ. Các vị trí như tường cao, taluy, vách hầm, kết cấu thép, khu vực đang thi công hoặc nguy hiểm là những trường hợp điển hình.<br />
Đo không gương (Non-Prism) là phương pháp đo khoảng cách không sử dụng gương phản xạ. Máy toàn đạc phát tia laser trực tiếp tới bề mặt mục tiêu và thu tín hiệu phản hồi để xác định khoảng cách và tọa độ điểm đo.<br />
<br />
Phương pháp này cho phép đo các vị trí:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khó tiếp cận hoặc không thể đặt gương.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không an toàn để tiếp cận trực tiếp.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần đo nhanh hiện trạng mà không bố trí phụ trợ.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br />
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.1 Ưu điểm của đo không gương</span></span></h3>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo được các vị trí “bất khả thi” với phương pháp đo gương.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng mức độ an toàn cho người đo ngoài công trường.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian đi gương, giảm nhân lực.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất hiệu quả khi đo hiện trạng, kiểm tra hình học kết cấu.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.2 Nhược điểm và hạn chế kỹ thuật của Non-Prism</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bên cạnh ưu điểm, đo không gương tồn tại nhiều hạn chế kỹ thuật cần hiểu rõ:<br />
<br />
<strong>Phụ thuộc mạnh vào bề mặt đo</strong></span></span>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt sáng, phẳng, khô → đo xa hơn, ổn định hơn.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt tối, thô, ẩm, xiên góc → tầm đo giảm rõ rệt, sai số tăng.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác thấp hơn đo gương</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không có tâm phản xạ cố định như gương.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách lớn hơn và kém ổn định hơn.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hao pin hơn</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo Non-Prism liên tục tiêu thụ pin nhiều hơn so với đo gương.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br />
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (40).png" style="width: 800px; height: 671px;" /></span></span></p>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.3 Những lưu ý quan trọng khi sử dụng đo không gương</span></span></h3>
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không sử dụng đo không gương cho mốc khống chế.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không dùng cho dẫn mốc, nghiệm thu pháp lý.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ dùng cho đo hiện trạng, kiểm tra, tham khảo kỹ thuật.</span></span></li>
</ul>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.4 Khoảng cách đo không gương của một số dòng máy phổ biến</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng cách công bố của nhà sản xuất thường được đo trong điều kiện tiêu chuẩn:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica FlexLine TS03 / TS07 / TS10: ~500 m / ~1000 m (tùy cấu hình)</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon N-Series: ~600 m</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon XS-Series: ~800 m</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Topcon GM-100 Series: ~500 m</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thực tế ngoài công trường, khoảng cách đo thường ngắn hơn catalogue, phụ thuộc mạnh vào bề mặt và điều kiện môi trường.<br />
</span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5 Khi nào nên dùng đo không gương?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo không gương phát huy hiệu quả trong các công việc:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo chi tiết hoàn công.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kiểm tra hình học kết cấu.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo taluy, vách đứng, vách hầm.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo các điểm nguy hiểm không thể tiếp cận.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Đo không gương là công nghệ bổ trợ, không phải để thay thế đo gương.<br />
</span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Hỏi và Đáp: Đo không gương & sai số giao hội</span></span></h2>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. 1 Vì sao đo không gương dễ gây sai số khi giao hội?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vì đo Non-Prism phụ thuộc vào bề mặt phản xạ, không có tâm phản xạ cố định như gương.<br />
Trong bài toán giao hội, sai số nhỏ ở từng hướng bắn có thể bị phóng đại tại điểm giao, khiến kết quả thiếu ổn định.<br />
</span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.2 Sai số giao hội khi dùng Non-Prism thường đến từ đâu?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các nguyên nhân chính:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt phản xạ không phẳng, không đồng nhất.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tia laser phản xạ không cùng một điểm hình học.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Góc bắn xiên, bắn vào mép cạnh hoặc bề mặt nhỏ.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách lớn hơn so với đo gương.</span></span></li>
</ul>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.3 Đo không gương ảnh hưởng nhiều hơn đến giao hội góc hay giao hội cạnh?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo không gương ảnh hưởng mạnh hơn đến giao hội cạnh, vì:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách của Non-Prism lớn hơn.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội cạnh, sai số khoảng cách tác động trực tiếp tới vị trí điểm giao.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với giao hội góc, sai số vẫn tồn tại nhưng ít phụ thuộc hơn vào chất lượng phản xạ.<br />
</span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.4 Vì sao giao hội nghịch đặc biệt nhạy cảm với đo không gương?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội nghịch:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đặt máy cần được xác định rất chính xác.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không xác định được tâm phản xạ rõ ràng.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các trạm có thể “nhìn” vào những điểm khác nhau trên cùng một bề mặt.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điều này khiến sai số khó kiểm soát và khó phát hiện.<br />
</span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.5 Có thể giảm sai số khi buộc phải giao hội bằng Non-Prism không?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có thể giảm rủi ro, nhưng không loại bỏ hoàn toàn, bằng cách:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn bề mặt phẳng, sáng, rõ ràng.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tránh bắn vào mép cạnh hoặc bề mặt nhỏ.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngắm vuông góc với bề mặt.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo lặp nhiều lần để kiểm tra.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp kiểm tra chéo bằng phương pháp khác.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ áp dụng cho đo tham khảo, không dùng cho mốc.<br />
</span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.6 Khi nào tuyệt đối không nên dùng Non-Prism cho giao hội?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không sử dụng trong các trường hợp:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dẫn mốc tọa độ.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập lưới khống chế.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc pháp lý, nghiệm thu công trình.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công việc yêu cầu độ chính xác cao (cm – mm).</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.7 Vì sao đo gương vẫn là phương pháp chuẩn cho giao hội?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vì khi đo gương:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có tâm phản xạ xác định rõ ràng.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách nhỏ và ổn định.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các trạm cùng xác định một điểm hình học duy nhất.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đây là yếu tố then chốt trong các bài toán giao hội.<br />
</span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.8 Có nên coi đo không gương là phương pháp thay thế đo gương?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không. Đo không gương là giải pháp bổ trợ, không phải phương pháp thay thế.<br />
<br />
Khuyến nghị nên tuân thủ quy tắc kỹ thuật:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có thể đặt gương → ưu tiên đo gương.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không thể đặt gương → dùng Non-Prism đúng mục đích.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
>>> Đo không gương (Non-Prism) mang lại nhiều tiện lợi trong đo hiện trạng và các vị trí khó tiếp cận, tuy nhiên phương pháp này nhạy cảm với sai số, đặc biệt trong các bài toán giao hội.<br />
Trong thực tế, giao hội thuận có thể cân nhắc sử dụng đo không gương cho mục đích tham khảo, khi điều kiện bề mặt cho phép. Ngược lại, giao hội nghịch không được khuyến nghị sử dụng Non-Prism do sai số khó kiểm soát. Đối với các công việc thiết lập lưới khống chế, dẫn mốc tọa độ và hồ sơ pháp lý, việc đo bằng gương phản xạ là bắt buộc để đảm bảo độ chính xác và giá trị pháp lý của số liệu.</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>',
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'id' => '799',
'name' => 'Máy toàn đạc điện tử Leica TS20 - Dòng máy robot cao cấp!',
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'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica TS20 là dòng máy toàn đạc điện tử robot cao cấp của Leica Geosystems, được thiết kế để đáp ứng các yêu cầu khắt khe trong khảo sát, thi công hạ tầng, đo vẽ bản đồ và xây dựng công nghiệp. Leica TS20 tập trung vào tự động hóa, độ ổn định và độ chính xác cao, giúp tối ưu thao tác hiện trường và nâng cao hiệu suất làm việc trong mọi điều kiện công trường phức tạp.</span></span>',
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<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><em>Leica TS20 là dòng máy toàn đạc điện tử robot cao cấp của Leica Geosystems, được phát triển cho các công việc khảo sát, thi công hạ tầng, đo vẽ bản đồ và xây dựng công nghiệp. Dòng máy này tập trung vào tự động hóa, độ ổn định và độ chính xác cao, giúp tối ưu thao tác hiện trường và nâng cao hiệu suất làm việc trong điều kiện công trường phức tạp.</em><br />
<br />
Trong thực tế triển khai, Leica TS20 được cung cấp với nhiều cấu hình tính năng khác nhau nhằm đáp ứng đa dạng nhu cầu sử dụng. Trên thị trường và trong tài liệu kỹ thuật, các cấu hình này thường được phân nhóm như sau:</span></span></p>
<ul>
<li>
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Auto Aiming (<strong>TS20 A</strong>): Hỗ trợ tự động ngắm gương (ATR).</span></span></li>
<li>
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">PowerSearch (<strong>TS20 P</strong>): Bổ sung khả năng tự động tìm gương.</span></span></li>
<li>
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Imaging (<strong>TS20 I</strong>): Tích hợp camera và các thuật toán AI hỗ trợ đo đạc, cho phép nhận dạng mục tiêu, theo dõi chuyển động và thu điểm bằng hình ảnh trong môi trường phức tạp.</span></span></li>
</ul>
<p>
<br />
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Bên cạnh các cấu hình tính năng, Leica TS20 còn có các tùy chọn kỹ thuật chung, bao gồm:</span></span></p>
<ul>
<li>
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Độ chính xác đo góc: 1″ / 2″ / 3″ / 5″</span></span></li>
<li>
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Tầm đo không gương (EDM): 800 m hoặc 1600 m</span></span></li>
</ul>
<p>
<br />
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Mức độ tự động hóa và hỗ trợ AI phụ thuộc vào cấu hình được lựa chọn, trong đó TS20 I là cấu hình cao cấp nhất, phù hợp cho các dự án yêu cầu hiệu suất, độ tin cậy và kiểm soát chất lượng cao.</span></span><br />
</p>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica-TS20-Application-Tunnel-300dpi-2-2048x1365.jpg" style="width: 800px; height: 533px;" /></span></span></p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Leica TS20I – Phiên bản tích hợp Camera & AI</strong><br />
<br />
Chỉ phiên bản TS20I (Imaging) mới được Leica trang bị camera và các thuật toán AI hỗ trợ đo đạc, giúp nâng tầm hiệu quả khảo sát hiện đại.<br />
<br />
<strong>AI – Công nghệ tạo khác biệt trên TS20I.</strong><br />
<br />
Trên TS20I, Leica ứng dụng AI kết hợp camera và thuật toán xử lý thông minh, cho phép:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận dạng mục tiêu chính xác hơn.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo dõi chuyển động mục tiêu ổn định hơn.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế nhầm lẫn trong môi trường nhiều vật phản xạ.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các xử lý này được thực hiện trực tiếp trên thiết bị, giúp đảm bảo tốc độ, độ ổn định và an toàn dữ liệu khi làm việc ngoài hiện trường.<br />
<br />
<strong>AI-Detect – Nhận dạng gương & cảnh báo sai cấu hình (TS20I)</strong><br />
<br />
Sai loại gương là nguyên nhân phổ biến gây sai offset và sai số đo. AI-Detect (chỉ có trên TS20I) sử dụng camera để:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận dạng loại gương Leica đang đo.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">So sánh với cấu hình gương trong Leica Captivate.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cảnh báo ngay khi phát hiện không khớp.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính năng này giúp:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm lỗi chủ quan.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tránh đo sai – làm lại.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nâng cao độ tin cậy dữ liệu thi công.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
<strong>AI-Follow (Dynamic Lock nâng cao) – Theo dõi mục tiêu mượt mà</strong><br />
<br />
Trên TS20I, AI hỗ trợ khả năng dự đoán chuyển động của lăng kính khi:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bị che khuất tạm thời.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Di chuyển trong môi trường đông người, máy móc.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhờ đó, TS20I giúp:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khóa lại mục tiêu nhanh hơn.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế mất tia.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giữ quá trình đo liên tục, ổn định.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
<strong>AI tăng cường ATR & PowerSearch (TS20I)</strong><br />
<br />
Thuật toán AI giúp ATR và PowerSearch trên TS20I hoạt động hiệu quả hơn trong các điều kiện khó:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sương mù nhẹ, mưa bụi.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gương che khuất một phần.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều điểm phản xạ trong vùng quét.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đây là khác biệt lớn giữa TS20I và TS20A / TS20P.</span></span><br />
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica-TS20-Application-Cadastral-Surveying-300dpi-15-1-2048x1365.jpg" style="width: 800px; height: 533px;" /></span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
<strong>Các thế mạnh chung của dòng Leica TS20</strong><br />
<br />
Bên cạnh AI trên TS20I, toàn bộ dòng TS20 vẫn kế thừa những giá trị cốt lõi của Leica:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác đo góc & khoảng cách cao,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Động cơ Direct Drives nhanh, êm, không ma sát,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm Leica Captivate trực quan, dễ thao tác,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phím Trigger đo nhanh,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu trữ dữ liệu lớn, xuất file linh hoạt,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết cấu bền bỉ, chuẩn công trường,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dọi tâm laser/quang học chính xác.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
<strong>Lợi ích thực tế khi sử dụng Leica TS20</strong></span></span><br />
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng tốc độ đo & bố trí công trình,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm nhân lực vận hành,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế sai sót hiện trường,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu ổn định, đáng tin cậy,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp từ khảo sát địa hình đến thi công công trình lớn.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
<strong>BẢNG SO SÁNH: TS20A vs TS20P vs TS20I</strong></span></span><br />
<br />
<br />
<table border="0" cellpadding="0" style="width: 100%">
<thead>
<tr>
<th>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tính năng / Chức năng</strong></span></span><br />
</th>
<th>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20A</strong><br />
<strong>(Auto Aiming)</strong></span></span><br />
</th>
<th>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20P</strong><br />
<strong>(PowerSearch)</strong></span></span><br />
</th>
<th>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20I</strong><br />
<strong>(Imaging/ Camera & AI)</strong></span></span><br />
</th>
</tr>
</thead>
<tbody>
<tr>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động ngắm mục tiêu (ATR)</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có<br />
(ATR tiêu chuẩn)</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có<br />
(ATR tiêu chuẩn)</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có<br />
(ATR tăng cường nhờ camera & thuật toán)</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động tìm gương (PowerSearch)</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có<br />
(kết hợp camera & thuật toán nâng cao)</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Camera tích hợp</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Thu điểm bằng hình ảnh</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận dạng mục tiêu / gương (AI-Detect)</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo dõi mục tiêu di chuyển (Dynamic Lock)</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Khả năng giữ bám khi mục tiêu<br />
che khuất ngắn hạn</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có (AI-Follow)</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Làm việc hiệu quả trong môi trường<br />
nhiều phản xạ</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiêu chuẩn</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiêu chuẩn</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tối ưu hơn nhờ camera & thuật toán</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức độ tự động hóa</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cơ bản</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Trung bình</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cao nhất</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ đo không người<br />
(one-man operation)</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có (ổn định nhất)</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm vận hành</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Captivate</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Captivate</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Captivate</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng phù hợp</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo topo, bố trí cơ bản</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo nhanh, nhiều trạm</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan trắc, đo phức tạp</span></span></td>
</tr>
</tbody>
</table>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Xem thêm Cataloge TS20: <a href="https://drive.google.com/file/d/1KRyhFd21zOZpYZFqy6uUF-xJFJkJJGmE/view?usp=sharing">TẠI ĐÂY</a></span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br />
<div style="text-align: start;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="text-align: justify;">> >> </span><span style="color: rgb(51, 51, 51); text-align: justify;">Liên hệ </span><a href="https://tracdiathanhdat.vn/" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear; font-size: 13px; text-align: justify;"><strong style="margin: 0px; padding: 0px; font-weight: bold;">Trắc Địa Thành Đạt </strong></a><span style="color: rgb(51, 51, 51); text-align: justify;">để được tư vấn chọn máy toàn đạc Leica phù hợp đúng công trình – đúng ngân sách – đúng nhu cầu thực tế tại Việt Nam!</span></span></span></div>
<span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"> </span>',
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'name' => 'Kiểm tra cao độ sàn nhà xưởng bằng máy thủy bình – Giải pháp chính xác cho thi công công nghiệp!',
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<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong xây dựng nhà xưởng, nhà máy và khu công nghiệp, kiểm tra cao độ sàn là công tác bắt buộc nhằm đảm bảo độ phẳng, cao độ đồng nhất và khả năng thoát nước đúng thiết kế. Chỉ một sai số nhỏ vài milimet cũng có thể ảnh hưởng đến vận hành máy móc, lưu thông xe nâng, tuổi thọ sàn bê tông và chất lượng nghiệm thu công trình. Chính vì vậy, máy thủy bình luôn là thiết bị được kỹ sư trắc địa – xây dựng tin dùng để kiểm tra cao độ sàn nhà xưởng với độ chính xác và độ ổn định cao.<br />
</span></span></p>
',
'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Trong xây dựng nhà xưởng, nhà máy và khu công nghiệp, kiểm tra cao độ sàn là công tác bắt buộc nhằm đảm bảo độ phẳng, cao độ đồng nhất và khả năng thoát nước đúng thiết kế. Chỉ một sai số nhỏ vài milimet cũng có thể ảnh hưởng đến vận hành máy móc, lưu thông xe nâng, tuổi thọ sàn bê tông và chất lượng nghiệm thu công trình. Chính vì vậy, máy thủy bình luôn là thiết bị được kỹ sư trắc địa – xây dựng tin dùng để kiểm tra cao độ sàn nhà xưởng nhờ độ chính xác cao và tính ổn định lâu dài.<br />
</em></span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Tại sao cần kiểm tra cao độ sàn nhà xưởng?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo cao độ sàn bằng máy thủy bình giúp:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đảm bảo cao độ và độ phẳng đúng hồ sơ thiết kế</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phát hiện kịp thời các điểm lồi – lõm để xử lý trước khi hoàn thiện</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phục vụ công tác nghiệm thu sàn bê tông theo tiêu chuẩn kỹ thuật</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế chi phí sửa chữa sau khi công trình đưa vào sử dụng</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế, một số đơn vị sử dụng máy cân mực laser để kiểm tra cao độ. Tuy nhiên, phương pháp này chỉ phù hợp cho khu vực nhỏ. Với nhà xưởng có diện tích lớn, tia laser dễ bị phân tán khi chiếu xa, làm tăng sai số (có thể 5–10 mm), gây khó khăn trong kiểm soát chất lượng và nghiệm thu.<br />
<br />
Máy thủy bình quang học, với nguyên lý tia ngắm nằm ngang và độ phóng đại ống kính, cho kết quả ổn định và tin cậy hơn trên diện tích sàn lớn.<br />
</span></span><br />
<p style="text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/nhà xưởng(1).jpg" style="width: 512px; height: 302px;" /></p>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Ưu điểm của máy thủy bình trong kiểm tra cao độ sàn</span></span></h2>
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác cao: sai số khoảng 1–2 mm/1 km đo khép</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoạt động ổn định trong nhiều điều kiện ánh sáng</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đọc số trực tiếp trên mia, hạn chế sai số chủ quan</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp đo liên tục nhiều điểm trên mặt sàn nhà xưởng</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhờ các ưu điểm này, máy thủy bình vẫn là thiết bị tiêu chuẩn trong kiểm tra cao độ sàn công nghiệp.<br />
</span></span><br />
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Tiêu chí lựa chọn máy thủy bình đo sàn nhà xưởng</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Để đảm bảo sai số đo trong giới hạn cho phép (±2 mm), máy thủy bình nên đáp ứng các yêu cầu sau:</span></span><br />
<br />
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.1 Độ phóng đại ống kính</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Khuyến nghị từ 24X – 32X.</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Đọc mia rõ ở khoảng cách 50–80 m.</span></span>
<h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 Độ chính xác</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khép tuyến ≤ 2.0 mm/1 km</span></span>
<h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.3 Hệ thống cân bằng</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Nên sử dụng con lắc từ tính (Magnetic Damping)</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Giúp tia ngắm ổn định nhanh trong môi trường rung động</span></span>
<h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.4 Tiêu chuẩn bảo vệ</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Tối thiểu IP54, ưu tiên IP66</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Phù hợp môi trường nhiều bụi xi măng và nước bắn</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Các máy thủy bình được tin dùng khi kiểm tra cao độ sàn nhà xưởng</span></span></h2>
<br />
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.1 Máy thủy bình Sokkia B40A</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sokkia B40A là dòng máy được sử dụng phổ biến trong đo sàn nhà xưởng.<br />
Ưu điểm nổi bật:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuẩn chống bụi – nước IP66, chịu được mưa rào</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Con lắc từ tính giúp bù nghiêng nhanh, chống rung tốt</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ phóng đại 24X, đọc mia rõ ở khoảng cách 40–50 m</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp cho thi công sàn nhà xưởng, nhà kho và khu công nghiệp quy mô vừa – lớn.<br />
</span></span>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/B40A.jpg" style="width: 450px; height: 377px;" /></span></span></p>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.2 Máy thủy bình Nikon AC-2S</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon AC-2S là lựa chọn phù hợp khi làm việc trong nhà xưởng thiếu ánh sáng.<br />
Ưu điểm:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ống kính Nikon có độ sáng và độ trong cao</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hình ảnh mia sắc nét, giảm mỏi mắt khi đo nhiều điểm</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết kế gọn nhẹ, dễ di chuyển trong không gian hẹp</span></span></li>
</ul>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/Nikon AC2S.jpg" style="width: 450px; height: 377px;" /></span></span></p>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.3 Máy thủy bình Leica NA300 series ( NA320/NA324)</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dòng máy dành cho các công trình yêu cầu độ chính xác cao.<br />
<br />
Đặc điểm nổi bật:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số < 1.5 mm/1 km</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ bền cơ học cao, chịu va đập tốt</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoạt động ổn định lâu dài, ít phải hiệu chỉnh</span></span></li>
</ul>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp cho nhà máy công nghệ cao, phòng sạch, khu sản xuất chính xác.<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/476249529_986351956959976_7286419762816488861_n.jpg" style="width: 450px; height: 377px;" /></span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br />
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.4 Leica LS15 Digital Level – Máy thủy bình điện tử cao cấp</span></span></h3>
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác: ~±0.2 mm/1 km (với mia invar)</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính năng nổi bật:</span></span>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động lấy nét và kiểm tra độ nghiêng</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Màn hình màu cảm ứng, giảm sai sót do đọc thủ công</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bluetooth & USB truyền dữ liệu</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ nhớ lưu đến ~30.000 trị đo</span></span></li>
</ul>
</li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ phóng đại: 32×, phạm vi đo lên đến ~110 m</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp các dự án sàn công nghiệp quan trọng, lưới cao độ chính xác cao, đo khép tuyến.</span></span><br />
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/LS15.jpg" style="width: 450px; height: 396px;" /></span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br />
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.5 Trimble DiNi Digital Level Series (Dini-03 / Dini-07)</span></span></h3>
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác: tùy chọn đến ~0.3 mm/1 km</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiêu chuẩn bảo vệ: IP55</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giao diện trực quan, dễ thao tác</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Truyền dữ liệu nhanh qua USB</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp đo lặp nhiều, quan trắc và báo cáo số liệu chi tiết</span></span></li>
</ul>
</li>
</ul>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/Trimble Dini.jpg" style="width: 450px; height: 450px;" /></span></span></p>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Quy trình kiểm tra cao độ sàn nhà xưởng bằng máy thủy bình</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><u><strong>Bước 1</strong></u>: Chia lưới ô vuông (Grid Method)</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chia sàn thành các ô 3×3 m hoặc 5×5 m</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các giao điểm là vị trí đặt mia</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Bước 2</u></strong>: Dẫn mốc cao độ chuẩn</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập Benchmark (H₀) ổn định bên ngoài khu vực thi công</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Làm cơ sở so sánh cho toàn bộ số liệu</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Bước 3</u></strong>: Đo đạc thực địa</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đặt máy ở vị trí trung tâm, nền cứng</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cân bằng máy chính xác</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đọc BS → xác định HI</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đọc FS tại các nút lưới</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><u><strong>Bước 4</strong></u>: Xử lý và đánh giá số liệu<br />
ΔH = Số đọc thực tế – Số đọc thiết kế</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ΔH > 0 → Sàn thấp (lõm)</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ΔH < 0 → Sàn cao (lồi)</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
!!! Lưu ý quan trọng khi kiểm tra cao độ sàn nhà xưởng:</span></span><br />
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc chuẩn phải ổn định – quyết định độ tin cậy toàn bộ phép đo</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng cách ngắm ≤ 40 m để kiểm soát sai số</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra máy trước khi đo: mực nước, ống kính, chân máy</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
>>> Kiểm tra cao độ sàn nhà xưởng bằng máy thủy bình là công tác không thể thiếu nhằm đảm bảo chất lượng thi công, độ phẳng sàn và an toàn vận hành lâu dài. Việc lựa chọn đúng thiết bị và tuân thủ quy trình đo chuẩn sẽ giúp kỹ sư và nhà thầu thu được kết quả chính xác – đáng tin cậy – dễ nghiệm thu cho mọi dự án xây dựng công nghiệp.</span></span><br />
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. FAQ – Hỏi đáp</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Kiểm tra cao độ sàn nhà xưởng nên sử dụng thiết bị nào?<br />
<em>Máy thủy bình quang học là lựa chọn phù hợp nhờ độ chính xác cao và ổn định trên diện tích lớn.<br />
</em><br />
- Máy laser cân mực có thể thay thế máy thủy bình không?<br />
<em>Không. Máy laser chỉ phù hợp cho phạm vi nhỏ, không đáp ứng độ chính xác khi kiểm tra sàn nhà xưởng diện tích lớn.</em><br />
<br />
- Sai số cho phép khi kiểm tra cao độ sàn là bao nhiêu?<br />
Thông thường yêu cầu sai số trong khoảng ±2 mm, tùy tiêu chuẩn thiết kế và yêu cầu của chủ đầu tư.<br />
<br />
- Khoảng cách đo tối đa từ máy thủy bình đến mia là bao nhiêu?<br />
<em>Khuyến nghị không vượt quá 40 m để đảm bảo kiểm soát sai số.</em><br />
<br />
- Có cần kiểm tra cao độ sàn trước khi hoàn thiện không?<br />
<em>Có. Việc kiểm tra sớm giúp xử lý sai lệch trước khi hoàn thiện, giảm rủi ro và chi phí sửa chữa.</em></span></span><br />
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Máy thủy bình 2.jpg" style="width: 800px; height: 419px;" /></span></span></p>
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'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với dải sản phẩm trải rộng từ FlexLine → TS → Nova → MS (MultiStation), Leica Geosystems mang đến nhiều lựa chọn, nhưng cũng khiến không ít anh em băn khoăn: <em>công trình của mình nên dùng dòng nào là hợp lý nhất?</em></span></span>',
'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong trắc địa – xây dựng hiện nay, việc lựa chọn máy toàn đạc điện tử Leica phù hợp với từng loại công trình đóng vai trò then chốt, ảnh hưởng trực tiếp đến độ chính xác, hiệu suất thi công và chi phí đầu tư.<br />
<br />
Với dải sản phẩm trải rộng từ FlexLine → TS → Nova → MS (MultiStation), Leica Geosystems mang đến nhiều lựa chọn, nhưng cũng khiến không ít anh em băn khoăn: công trình của mình nên dùng dòng nào là hợp lý nhất?<br />
<br />
Bài viết dưới đây sẽ giúp bạn so sánh rõ ưu – nhược điểm từng dòng máy toàn đạc Leica, đồng thời gợi ý chọn máy đúng nhu cầu thực tế tại Việt Nam.</span></span></em><br />
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Máy toàn đạc Leica FlexLine (TS03, TS07, TS10…)</span></span></h2>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu hình đơn giản, dễ sử dụng, phù hợp nhiều đối tượng.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi phí đầu tư thấp hơnso với các dòng tự động/robot.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đáp ứng tốt các công việc khảo sát – trắc địa cơ bản.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần lớn thao tác thủ công.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không có motor, ATR, tự động khóa prism.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu suất đo và tốc độ làm việc thấp hơn dòng TS và Nova.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp:</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo đạc địa chính, lập bản đồ nền.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công tác đo nhỏ lẻ, khối lượng không lớn.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đơn vị cần máy toàn đạc Leica bền – ổn định – dễ dùng.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Nếu chỉ cần đo khảo sát cơ bản, Leica FlexLine là lựa chọn kinh tế và đủ dùng.<br />
</span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Máy toàn đạc Leica TS (TS13, TS20…)</span></span></h2>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức độ tự động hóa cao, có phiên bản robot.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác góc và EDM ổn định, phù hợp thi công.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ phần mềm Captivate, dễ tích hợp GNSS/RTK.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm thao tác thủ công, tăng tốc độ bố trí và đo kiểm.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giá cao hơndòng FlexLine.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với model cao cấp (TS20) cần tính thêm phụ kiện robot (prism, tripod, pin, tay cầm).</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp:</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xây dựng dân dụng, công trình nhỏ và vừa.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công tác bố trí công trình, đo kiểm hình học.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi cần độ chính xác và hiệu suất cao hơn FlexLine.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Dòng TS là lựa chọn cân bằng giữa độ chính xác – tiện lợi – chi phí.<br />
</span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Máy toàn đạc Leica Nova (TS60, TM60…)</span></span></h2>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công nghệ robot hiện đại, động cơ chính xác cao.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động khóa mục tiêu, đo nhanh, ổn định.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều tính năng nâng cao:</span></span>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Multi-target</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo khoảng cách dài</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tích hợp GNSS / Sensor / Monitoring</span></span></li>
</ul>
</li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi phí đầu tư cao, yêu cầu người vận hành có chuyên môn tốt.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi phí vận hành (pin, phụ kiện, bảo trì) lớn hơn các dòng thấp.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp:</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công trình lớn: cầu, đường, hầm, metro.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dự án hạ tầng quy mô lớn, yêu cầu độ tin cậy cao.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan trắc biến dạng, đo lặp chính xác dài hạn.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Với dự án quy mô lớn, Leica Nova là “xương sống” về độ chính xác và tự động hóa.<br />
</span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Máy toàn đạc Leica MS – MultiStation (MS60)</span></span></h2>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp toàn đạc + quét 3D + GNSS trong một thiết bị.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thu thập dữ liệu 3D dày, nhanh, giảm nhân lực.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất mạnh cho khảo sát hiện trạng và địa hình phức tạp.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giá rất cao.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu hậu xử lý phức tạp, cần kỹ năng chuyên sâu.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp:</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dự án cần dữ liệu 3D chi tiết.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy hoạch, khảo sát hạ tầng phức tạp.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công tác đo đạc + bản đồ + mô hình số trong một workflow.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> MS là giải pháp cao cấp nhất cho bài toán 3D và dữ liệu lớn.<br />
</span></span><br />
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Gợi ý chọn máy toàn đạc điện tử Leica theo nhu cầu</span></span></h2>
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát đất đai, địa chính, bản đồ nền → <em>Leica FlexLine</em> hoặc <em>TS (model cơ bản).</em></span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xây dựng dân dụng, công trình nhỏ & vừa, bố trí thiết kế → <em>Leica TS</em> hoặc <em>Nova</em> (tùy yêu cầu độ chính xác).</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công trình giao thông, cầu hầm, hạ tầng phức tạp → <em>Leica Nova</em> hoặc <em>MS (MultiStation / Robot).</em></span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát địa hình phức tạp, cần dữ liệu 3D, đo nhanh nhiều điểm → <em>Leica MS – MultiStation.</em></span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>BẢNG SO SÁNH THÔNG SỐ LEICA FLEXLINE – TS – NOVA</strong></span></span><br />
<br />
<table border="0" cellpadding="0" cellspacing="3" style="width: 100%">
<thead>
<tr>
<th style="text-align: left;">
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tiêu chí</strong></span></span></th>
<th style="text-align: left;">
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS03</strong></span></span></th>
<th style="text-align: left;">
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS07</strong></span></span></th>
<th style="text-align: left;">
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS10</strong></span></span></th>
<th style="text-align: left;">
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS13</strong></span></span></th>
<th style="text-align: left;">
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20</strong></span></span></th>
<th style="text-align: left;">
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nova TM60</strong></span></span></th>
<th style="text-align: left;">
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nova TS60</strong></span></span></th>
<th style="text-align: left;">
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nova MS60</strong></span></span></th>
</tr>
</thead>
<tbody>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác góc</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2″, 3″, 5″</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5″, 1″</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5″</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo lăng kính</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0–3,500 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.8–10,000 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5–10,000 m</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác đo gương</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1 mm+1 ppm</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>0.6 mm+1ppm</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo không gương</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">800 m (R800) / 1,600 m (R1600)</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2,000 m</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác không gương</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm 2 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Màn hình</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5″ đơn sắc</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5″ màu</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA (tuỳ chọn)</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Kết nối có dây</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Ethernet / USB-C</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Bluetooth / WLAN</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Dữ liệu di động (4G)</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>AutoHeight</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera tổng quan</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera kính ngắm</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>SmartStation GNSS</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tiêu chí</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS03</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS07</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS10</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS13</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS20</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Nova TM60</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Nova TS60</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Nova MS60</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác góc</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2″, 3″, 5″</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5″, 1″</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5″</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo lăng kính</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0–3,500 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.8–10,000 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5–10,000 m</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác đo gương</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.6 mm + 1 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo không gương</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">800 m (R800) / 1,600 m (R1600)</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2,000 m</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác không gương</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Màn hình</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5″ đơn sắc</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5″ màu</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA (tuỳchọn)</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Kết nối có dây</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Ethernet / USB-C</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Bluetooth / WLAN</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Dữ liệu di động (4G)</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>AutoHeight</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera tổng quan</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera kính ngắm</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>SmartStation GNSS</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Động cơ (Robot)</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">DC Motor</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Brushless Direct Drives</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Piezo drives</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Piezo drives</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Piezo drives</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>ATR / Tracking</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (R1000)</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">AI-powered ATR</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Prism Fast Search</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Scanning 3D</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (30,000 pts/s)</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Điều khiển từ xa</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hỗ trợ AP20</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">AP20 ID</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">AP20 ID + AutoPole</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hệ điều hành</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">FlexField</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">FlexField</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">FlexField</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate (Loc8 / GeoCloud Protect)</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Thời lượng pin</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 h</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 h</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 h</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">8–19 h</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~5 h</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~8 h</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~9 h</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~9 h</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Trọng lượng</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.3 kg</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.3 kg</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.4 kg</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.8 kg</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5.0 kg</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">7.2 kg</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">7.3 kg</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">7.6 kg</span></span></td>
</tr>
</tbody>
</table>
<p>
</p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/so-sanh-may-toan-dac-dien-tu-leica-FlexLine-TS-Nova-MS.jpg" style="width: 800px; height: 463px;" /></span></span>
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. Câu hỏi thường gặp về máy toàn đạc Leica (FAQ)</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6.1 Máy toàn đạc Leica FlexLine có đủ dùng cho địa chính không?<br />
→ Có. Với đo địa chính và bản đồ nền, FlexLine đáp ứng tốt và tiết kiệm chi phí.<br />
<br />
6.2 Khi nào nên chọn TS thay vì FlexLine?<br />
→ Khi cần độ chính xác cao hơn, thao tác nhanh hơn và giảm nhân lực.<br />
<br />
6.3 Leica Nova có phù hợp công trình dân dụng không?<br />
→ Phù hợp nếu công trình yêu cầu độ chính xác rất cao hoặc quan trắc.<br />
<br />
6.4 MultiStation MS60 có thay thế máy quét laser không?<br />
→ MS60 không thay thế hoàn toàn TLS chuyên dụng, nhưng rất hiệu quả cho khảo sát 3D kết hợp đo toàn đạc.<br />
<br />
>>> <u><strong>Tổng kết:</strong></u></span></span><br />
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo khảo sát cơ bản→ <em>FlexLine là đủ.</em></span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cân bằng giữa chính xác & tiện lợi→ <em>TS là lựa chọn hợp lý.</em></span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công trình lớn, yêu cầu cao→ <em>Nova hoặc MS.</em></span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Liên hệ <a href="https://tracdiathanhdat.vn/"><strong>Trắc Địa Thành Đạt </strong></a>để được tư vấn chọn máy toàn đạc Leica phù hợp đúng công trình – đúng ngân sách – đúng nhu cầu thực tế tại Việt Nam!<br />
</span></span>',
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'name' => 'Cập nhật firrmware RTK qua WEB UI',
'code' => null,
'alias' => 'cap-nhat-firrmware-rtk-qua-web-ui',
'cat_id' => '40',
'price' => '0',
'type' => 'new',
'shortdes' => '<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Cập nhật firmware RTK qua Web UI – Hướng dẫn chi tiết & lưu ý kỹ thuật</span><br />
',
'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong quá trình sử dụng máy GNSS RTK, việc cập nhật firmware bộ thu GNSS đóng vai trò đặc biệt quan trọng nhằm:</span></span></em><br />
<ul>
<li>
<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tối ưu khả năng FIX và độ ổn định khi đo RTK</span></span></em></li>
<li>
<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khắc phục các lỗi tồn tại trong firmware cũ</span></span></em></li>
<li>
<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bổ sung hoặc cải thiện các tính năng mới như IMU, radio, AR, giao tiếp dữ liệu…</span></span></em></li>
</ul>
<br />
<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tuy nhiên, cập nhật firmware KHÔNG phải là cập nhật ứng dụng Android (APK), mà là nâng cấp hệ thống điều khiển lõi của bộ thu GNSS, tác động trực tiếp đến khả năng định vị và hoạt động RTK. Nếu thực hiện không đúng quy trình hoặc sử dụng firmware không phù hợp, thiết bị có thể phát sinh các lỗi nghiêm trọng như mất FIX, treo hệ thống, không khởi động hoặc không thể kết nối RTK.<br />
<br />
Hiện nay, nhiều dòng máy RTK đã hỗ trợ cập nhật firmware thông qua Web UI – giao diện quản lý nội bộ cho phép truy cập trực tiếp bằng trình duyệt web. Phần nội dung dưới đây tổng hợp cách các hãng GNSS phổ biến triển khai Web UI, quy trình cập nhật firmware, đồng thời hướng dẫn kết nối và sử dụng Web UI một cách an toàn, đúng kỹ thuật.<br />
</span></span></em>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Web UI trong máy RTK GNSS là gì?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Web UI (Web-based User Interface) là giao diện quản lý nội bộ của bộ thu RTK, cho phép người dùng:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối trực tiếp với thiết bị qua WiFi hoặc mạng LAN</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Truy cập bằng trình duyệt web (Chrome, Edge, Safari…)</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xem thông tin thiết bị và trạng thái GNSS</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu hình các tham số hệ thống</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật firmware bộ thu GNSS</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải dữ liệu đo, dữ liệu thô và nhật ký hệ thống</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Web UI mang lại sự tiện lợi lớn trong môi trường hiện trường, tuy nhiên cũng tiềm ẩn rủi ro nếu người dùng không hiểu rõ cách triển khai Web UI của từng hãng GNSS.<br />
</span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Cập nhật Firmware RTK qua Web UI theo từng hãng GNSS</span></span></h2>
<br />
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.1. eFix GNSS – Web UI trong hệ sinh thái Android</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Web UI của eFix GNSS cho phép:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra thông tin thiết bị (model, serial, firmware)</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo dõi trạng thái GNSS</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thực hiện cập nhật firmware bộ thu</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cách truy cập Web UI eFix</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối WiFi do bộ thu eFix phát</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở trình duyệt và truy cập IP mặc định của thiết bị</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">LƯU Ý: Firmware eFix phụ thuộc rất chặt vào model và đời mainboard. Việc cài sai firmware có thể khiến máy không boot được hoặc hoạt động không ổn định.<br />
<em>(Nguồn tham khảo: eFix GNSS – Firmware & User Guidance chính hãng).</em><br />
</span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.2. Meridian GNSS – Web UI trực quan với IP mặc định</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Meridian GNSS tích hợp Web UI nội bộ cho phép:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xem thông tin thiết bị và trạng thái GNSS</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu hình các tham số cơ bản</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật firmware trực tiếp qua Web UI</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cách truy cập</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối WiFi do bộ thu phát</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở trình duyệt và nhập: http://192.168.10.1</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Khuyến nghị: Chỉ sử dụng firmware chính hãng từ nhà sản xuất hoặc đại lý ủy quyền để đảm bảo tính tương thích và ổn định lâu dài.<br />
</span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.3. eSurvey / SurPad – Cập nhật firmware qua Web UI</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trên các bộ thu RTK eSurvey, Web UI (kết hợp với hệ thống SurPad / E-Survey) cho phép:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra trạng thái GNSS</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập các tham số cơ bản</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật firmware từ tab “Management”</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Người dùng truy cập Web UI bằng cách kết nối WiFi bộ thu và mở trình duyệt tương tự các hãng khác.<br />
<em>(Nguồn tham khảo: Hướng dẫn sử dụng Web UI trên máy RTK eSurvey).</em><br />
</span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.4. GeoMate GNSS – Web UI có nhưng cần thận trọng</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với GeoMate GNSS, Web UI chủ yếu dùng để:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản lý thiết bị</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu hình cơ bản hệ thống</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiện các tài liệu công bố chưa mô tả chi tiết quy trình cập nhật firmware trực tiếp qua Web UI.<br />
<br />
> Khuyến nghị khi cập nhật firmware GeoMate:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ tải firmware từ nguồn chính hãng</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra chính xác model + phiên bản firmware hiện tại trước khi cài đặt</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.5. Trimble – Web UI có kiểm soát chặt từ hãng</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trimble hỗ trợ cập nhật firmware GNSS qua Web UI chính thức, với quy trình rõ ràng:</span></span><br />
<ol>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Truy cập Web UI của bộ thu</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn Firmware → Install New Firmware</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn file firmware tải từ trang hỗ trợ Trimble</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cài đặt và khởi động lại thiết bị</span></span></li>
</ol>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trimble kiểm soát firmware theo model và serial, giúp giảm nguy cơ cài sai.<br />
<em>(Nguồn tham khảo: Trimble Receiver Help Portal).</em><br />
</span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.6. Leica Geosystems – Hạn chế Web UI, ưu tiên quy trình chuẩn</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khác với nhiều hãng khác, Leica Geosystems không khuyến khích cập nhật firmware trực tiếp qua Web UI. Thay vào đó:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Firmware đi kèm Captivate Release Notes</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật theo quy trình chính hãng (qua thẻ SD hoặc bộ điều khiển)</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Nguồn tham khảo: Leica Captivate Manual & Release Notes.</em><br />
</span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Kết nối máy tính, điện thoại, máy tính bảng với máy RTK qua Web UI</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hầu hết các bộ thu GNSS RTK hiện đại đều hoạt động như một điểm phát WiFi nội bộ (WiFi Hotspot). Người dùng có thể kết nối bằng PC, điện thoại hoặc máy tính bảng để truy cập Web UI mà không cần cài thêm phần mềm.<br />
<br />
Các bước truy cập Web UI (ví dụ trên PC)</span></span><br />
<br />
<ol>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối WiFi do bộ thu RTK phát: Tên WiFi thường là Serial Number (SN)</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở trình duyệt web</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhập địa chỉ: http://192.168.10.1</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đăng nhập Web UI: Mật khẩu mặc định: password (có thể thay đổi).</span></span></li>
</ol>
<h2>
<br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">4. Các chức năng chính trong Web UI của máy RTK </span></h2>
<p>
<em><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Dựa trên </span><span style="font-size: 12px;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">giao diện Web UI dòng máy RTK của hãng eSurvey và các dòng máy tương tự</span></span>)</span></em></p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.1 Tab Position – Định vị & trạng thái GNSS</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chế độ làm việc: Base / Rover / Static</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tọa độ (kinh, vĩ, cao độ)</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trạng thái nghiệm: Fix / Float / Single</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số vệ tinh theo dõi</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PDOP, HDOP, TDOP, HRMS, VRMS</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giờ địa phương & múi giờ</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bắt đầu / dừng ghi dữ liệu đo tĩnh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-position1.jpg" style="width: 600px; height: 405px;" /></span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.2 Tab Data Link – Liên kết dữ liệu</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bluetooth</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Radio</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Network / SIM</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-position-1.jpg" style="width: 600px; height: 405px;" /><br />
4.3 Tab Satellites – Vệ tinh</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan sát số vệ tinh</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phân bố vệ tinh theo hệ</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập góc ngưỡng vệ tinh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-ve-tinh 3.jpg" style="width: 600px; height: 407px;" /><br />
4.4 Tab Information – Thông tin thiết bị</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS receiver, anten</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mainboard</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UHF, Network module</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-thong-tin 4.jpg" style="width: 600px; height: 404px;" /><br />
4.5 Tab Working Mode – Chế độ làm việc</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn Base / Rover / Static</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phương thức kết nối tương ứng</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-thiet-lap-che-do-lam-viec 5.jpg" style="width: 600px; height: 407px;" /><br />
4.6 Tab Satellite Settings – Thiết lập thu vệ tinh</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GPS, GLONASS, BeiDou, Galileo, SBAS, QZSS</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK timeout</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chế độ FIX chính xác cao</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-satellite-setting 6.jpg" style="width: 600px; height: 403px;" /><br />
4.7 Tab Device Configuration – Cấu hình thiết bị</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Time zone</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">IMU output</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Baud rate cổng serial</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Âm thanh, cảnh báo Base</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ nhớ, debug</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động bật/tắt nguồn</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chia sẻ Internet qua WiFi hotspot</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-device-configuration 7.jpg" style="width: 600px; height: 403px;" /><br />
4.8 Tab NMEA Message – Dữ liệu NMEA</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu hình NMEA qua Bluetooth / cổng 5-pin</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS PPP output</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ghi NMEA</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-nmea-message8.jpg" style="width: 600px; height: 403px;" /><br />
4.9 Tab View Log – Nhật ký</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xem & tải log ứng dụng, log hệ điều hành</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-view-log 9.jpg" style="width: 600px; height: 403px;" /><br />
4.10 Tab Raw Data – Dữ liệu thô</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải raw GNSS</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuyển đổi RINEX</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải nhiều file</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-raw-data 10.jpg" style="width: 600px; height: 403px;" /><br />
4.11 Tab Backup Data – Sao lưu</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải hoặc xóa dữ liệu điểm</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-backup-data 11.jpg" style="width: 600px; height: 403px;" /><br />
4.12 Tab Management – Quản lý thiết bị</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cài đặt firmware mới</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đăng ký thiết bị / GNSS</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập bảo mật</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định dạng bộ nhớ</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự kiểm tra</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khôi phục cài đặt gốc</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khởi động lại bộ thu</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/tab-management 12.jpg" style="width: 600px; height: 403px;" /><br />
<br />
>>> Việc cập nhật firmware thông qua Web UI tác động trực tiếp đến hệ thống lõi của bộ thu GNSS. Người dùng chỉ nên thực hiện khi đã xác định đúng model, đúng firmware và đúng quy trình của nhà sản xuất.<br />
Cập nhật firmware đúng cách – đúng nguồn – đúng thời điểm sẽ giúp hệ thống RTK hoạt động ổn định, tối ưu khả năng FIX và hạn chế tối đa rủi ro ngoài thực tế.<br />
</span></span><br />
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'id' => '795',
'name' => 'MÚI CHIẾU 3° VÀ 6° TRONG HỆ TỌA ĐỘ VN-2000',
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'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu 3° và 6° trong hệ tọa độ VN-2000 <br />
<em>(Góc nhìn theo Thông tư 973/2001/TT-TCĐC)</em></span></span>',
'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong lĩnh vực trắc địa, GIS và xây dựng, việc lựa chọn và sử dụng múi chiếu bản đồ có ảnh hưởng trực tiếp đến độ chính xác hình học, sai số biến dạng và tính pháp lý của dữ liệu không gian. Trong thực tế, các khái niệm múi chiếu 3°, múi chiếu 6°, UTM và VN-2000 đôi khi bị sử dụng chưa thống nhất, dẫn đến nhầm lẫn trong áp dụng và trao đổi kỹ thuật.<br />
<br />
Bài viết này trình bày và làm rõ vấn đề múi chiếu 3° và 6° trong hệ tọa độ quốc gia VN-2000, dựa trên Thông tư 973/2001/TT-TCĐC và bản chất của phép chiếu Transverse Mercator, nhằm giúp người sử dụng hiểu đúng và áp dụng phù hợp trong từng bài toán cụ thể.<br />
</span></span></em>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Múi chiếu bản đồ là gì?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu bản đồ là phần bề mặt Trái Đất được giới hạn bởi hai đường kinh tuyến, được biểu diễn lên mặt phẳng thông qua một phép chiếu bản đồ xác định.<br />
<br />
Việc chia bề mặt Trái Đất thành các múi chiếu giúp:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm sai số biến dạng khi chiếu từ mặt cong sang mặt phẳng,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thuận tiện cho đo đạc, tính toán và thành lập bản đồ,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp với từng quy mô và mục đích sử dụng khác nhau.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế trắc địa và bản đồ học, phép chiếu hình trụ ngang đồng góc (Transverse Mercator) là một trong những phép chiếu được sử dụng phổ biến nhất, đặc biệt đối với các múi chiếu 3° và 6°.<br />
</span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Quy định về múi chiếu trong hệ tọa độ VN-2000</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo Thông tư 973/2001/TT-TCĐC của Tổng cục Địa chính, khi áp dụng Hệ quy chiếu và Hệ tọa độ quốc gia VN-2000: <em>“Hệ tọa độ quốc gia VN-2000 được xây dựng trên phép chiếu hình trụ ngang đồng góc (Transverse Mercator) và cho phép áp dụng các múi chiếu 3° hoặc 6° tùy theo mục đích và quy mô bản đồ.”</em><br />
<br />
Từ quy định này có thể khẳng định:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ tọa độ VN-2000 cho phép sử dụng cả múi chiếu 3° và múi chiếu 6°,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc lựa chọn múi chiếu không mang tính tùy tiện, mà phải phù hợp với mục đích sử dụng và quy mô bản đồ.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế trắc địa và bản đồ học, phép chiếu hình trụ ngang đồng góc (Transverse Mercator) là một trong những phép chiếu được sử dụng phổ biến nhất, đặc biệt đối với các múi chiếu 3° và 6°.</span></span>
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Múi chiếu 6° (UTM) – Phạm vi khu vực và liên tỉnh</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu 6° có bề rộng 6 độ kinh độ, thường được biết đến rộng rãi thông qua hệ thống UTM (Universal Transverse Mercator).<br />
<br />
3.1 Đặc điểm chính</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ diện tích rộng,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thuận lợi cho các bài toán bản đồ và GIS quy mô lớn,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số biến dạng tăng dần khi khoảng cách tới kinh tuyến trục tăng.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 Phạm vi ứng dụng<br />
<br />
Múi chiếu 6° phù hợp cho:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản đồ quốc gia, vùng, liên tỉnh,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các hệ thống GIS tổng hợp,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy hoạch không gian, hạ tầng quy mô lớn.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu ý: UTM không phải là một hệ tọa độ riêng, mà là cách tổ chức múi chiếu 6° của phép chiếu Transverse Mercator, thường được sử dụng cùng hệ quy chiếu WGS84 trong thông lệ quốc tế.<br />
</span></span>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Utm-zones(1).jpg" style="width: 800px; height: 400px;" /></span></span></p>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Múi chiếu 3° – Tiêu chuẩn cho đo đạc chính xác</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu 3° có bề rộng hẹp hơn, giúp giảm đáng kể sai số biến dạng so với múi 6°.<br />
<br />
4.1 Đặc điểm chính</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác hình học cao,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Biến dạng chiều dài và diện tích nhỏ,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp cho các bài toán yêu cầu độ chính xác cao.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.2 Phạm vi ứng dụng<br />
<br />
Trong hệ tọa độ VN-2000, múi chiếu 3° thường được sử dụng cho:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo vẽ địa chính,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản đồ tỷ lệ lớn,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bố trí và thi công công trình,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hồ sơ pháp lý đất đai.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi sử dụng VN-2000, bắt buộc phải xác định rõ múi chiếu và kinh tuyến trục, vì đây là tham số pháp lý của hệ tọa độ, không được mặc định như trong hệ UTM.<br />
</span></span><br />
<br />
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Nhận định thực tế tại Việt Nam</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế đo đạc tại Việt Nam:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">VN-2000 múi chiếu 3° là lựa chọn chủ đạo cho công tác địa chính và xây dựng,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu 6° (UTM) chủ yếu phù hợp cho bản đồ khu vực – vùng và các bài toán GIS tổng hợp.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc sử dụng đúng múi chiếu giúp đảm bảo:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác kỹ thuật,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính thống nhất dữ liệu,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sự phù hợp với quy định pháp lý hiện hành.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
<strong>>>> Tóm lại: </strong></span></span><br />
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ tọa độ quốc gia VN-2000 cho phép sử dụng cả múi chiếu 3° và 6° theo Thông tư 973/2001/TT-TCĐC.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu 6° (UTM) phù hợp cho bản đồ khu vực và liên tỉnh.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu 3° được ưu tiên cho đo đạc chính xác, địa chính và công trình.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UTM là cách tổ chức múi chiếu, trong khi VN-2000 là hệ tọa độ quốc gia – hai khái niệm này không nên sử dụng thay thế cho nhau.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiểu đúng và sử dụng đúng múi chiếu là điều kiện quan trọng để đảm bảo độ chính xác kỹ thuật và tính pháp lý của mọi sản phẩm đo đạc và bản đồ.<br />
<br />
<em>>>> Tài liệu tham khảo:</em></span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Thông tư 973/2001/TT-TCĐC – Hướng dẫn áp dụng Hệ quy chiếu và Hệ tọa độ quốc gia VN-2000</em></span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Tài liệu chuyên ngành về phép chiếu Transverse Mercator / UTM</em></span></span></li>
</ul>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em><img alt="" src="/admin/webroot/upload/image/images/Kinh tuyến trục.jpg" style="width: 747px; height: 420px;" /></em></span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>',
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'name' => 'Tìm hiểu các phương pháp hiệu chỉnh GNSS ',
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'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh GNSS là yếu tố then chốt để đạt được định vị độ chính xác cao. Tín hiệu GNSS thô (không hiệu chỉnh) thường chỉ đạt độ chính xác khoảng 5–10 mét, không đáp ứng yêu cầu của các lĩnh vực như nông nghiệp chính xác, trắc địa, robot tự hành, xe tự lái,… Bằng cách tính toán và áp dụng các hiệu chỉnh sai số lên tín hiệu GNSS, độ chính xác có thể được cải thiện gấp 100 lần, đạt mức centimet.</span></span>',
'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Hiệu chỉnh GNSS là yếu tố then chốt để đạt được định vị độ chính xác cao. Tín hiệu GNSS thô (không hiệu chỉnh) thường chỉ đạt độ chính xác khoảng 5–10 mét, không đáp ứng yêu cầu của các lĩnh vực như nông nghiệp chính xác, trắc địa, robot tự hành, xe tự lái,… Bằng cách tính toán và áp dụng các hiệu chỉnh sai số lên tín hiệu GNSS, độ chính xác có thể được cải thiện gấp 100 lần, đạt mức centimet.</em><br />
<br />
Bài viết này trình bày các phương pháp hiệu chỉnh GNSS chính:</span></span><br />
<ul>
<li>
<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">DGNSS (GNSS vi sai)</span></span></em></strong></li>
<li>
<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SBAS (Hệ thống tăng cường vệ tinh)</span></span></em></strong></li>
<li>
<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK (Động học thời gian thực)</span></span></em></strong></li>
<li>
<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP (Định vị điểm chính xác)</span></span></em></strong></li>
<li>
<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP-RTK</span></span></em></strong></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đồng thời phân tích đặc điểm, ưu nhược điểm và phạm vi ứng dụng của từng phương pháp, cũng như cách lựa chọn phương án phù hợp.<br />
</span></span>
<p>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS định vị tiêu chuẩn hoạt động như thế nào?</span></span></strong><br />
</p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tín hiệu GNSS thô từ mỗi vệ tinh mang một mã giả ngẫu nhiên (PRN), cung cấp ba thông tin chính:</span></span><br />
<ul>
<li>
<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ai: định danh vệ tinh.</span></span></em></strong></li>
<li>
<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ở đâu: vị trí quỹ đạo.</span></span></em></strong></li>
<li>
<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi nào: thời điểm phát tín hiệu.</span></span></em></strong></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy thu GNSS so sánh mã PRN nhận được với mã PRN nội sinh của nó để xác định thời gian truyền tín hiệu, từ đó tính ra khoảng cách giả (pseudorange). Khi có khoảng cách đến ít nhất 4 vệ tinh, máy thu có thể xác định vị trí 3D của mình.<br />
<br />
Tín hiệu GNSS bị ảnh hưởng bởi nhiều nguồn sai số:</span></span><br />
<ul>
<li>
<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tầng điện ly & đối lưu làm chậm và bẻ cong tín hiệu.</span></span></em></li>
<li>
<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đồng hồ & quỹ đạo vệ tinh.</span></span></em></li>
<li>
<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đa đường (multipath) do phản xạ từ nhà cửa, cây cối.</span></span></em></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tổng sai số dẫn đến độ chính xác chỉ khoảng 5–10 m. Từ đây, các phương pháp hiệu chỉnh GNSS ra đời để giảm và loại bỏ các sai số này.<br />
</span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Differential GNSS (DGNSS – GNSS vi sai)</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguyên lý:</strong><br />
Định vị tương đối bằng cách so sánh số liệu giữa máy rover và trạm tham chiếu có tọa độ đã biết chính xác.<br />
<br />
<strong>Cách hoạt động:</strong></span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trạm base tính sai số pseudorange cho từng vệ tinh</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phát các hiệu chỉnh này cho rover</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rover áp dụng hiệu chỉnh để loại bỏ sai số chung</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác</strong>: Dưới 1 mét<br />
<br />
<strong>Ưu điểm</strong></span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dễ triển khai</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiêu thụ điện thấp</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian hội tụ nhanh</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác thấp hơn RTK/PPP</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phụ thuộc khoảng cách đến trạm base</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng: </span></span></strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Hàng hải, n</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">ông nghiệp mức cơ bản, t</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">hiết bị GNSS pin nhỏ.</span>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/GNSSCorrections-Types-SBAS-2-1024x683.jpg" style="width: 800px; height: 534px;" /></span></span></p>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. SBAS – Hệ thống tăng cường vệ tinh</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguyên lý</strong>: Tương tự DGNSS nhưng hiệu chỉnh được t</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">ính toán tập trung và p</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">hát qua vệ tinh địa tĩnh.</span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ví dụ SBAS:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">WAAS (Mỹ)</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">EGNOS (Châu Âu)</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">MSAS (Nhật Bản)</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác</strong>: ~1–3 m<br />
<br />
<strong>Ưu điểm</strong></span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Miễn phí</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ rộng khu vực lớn</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không cần base cục bộ</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác hạn chế</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khó thu vệ tinh địa tĩnh ở đô thị / vĩ độ cao</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng: </span></span></strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Hàng không, </span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Hàng hải, </span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Nông nghiệp quy mô lớn.</span>
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. RTK – Real-Time Kinematic</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguyên lý: </strong>Sử dụng đo pha sóng mang (carrier-phase) kết hợp hiệu chỉnh thời gian thực từ trạm base.<br />
<br />
<strong>Đặc điểm kỹ thuật:</strong></span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bước sóng L1 GPS ≈ 19 cm</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giải ẩn số nguyên (integer ambiguity)</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sử dụng double differencing + thuật toán LAMBDA</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác</strong>: 1–2 cm<br />
<br />
<strong>Thời gian fix</strong>: vài giây<br />
<br />
<strong>Ưu điểm: </strong></span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Độ chính xác cao nhất, h</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">ội tụ cực nhanh</span><br />
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi giới hạn (≈ 20–30 km)</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần kết nối ổn định (radio / NTRIP)</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc địa</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thi công – stakeout</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Robot, UAV</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nông nghiệp chính xác</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. PPP – Precise Point Positioning</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguyên lý</strong>: Định vị tuyệt đối bằng cách áp dụng:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quỹ đạo vệ tinh chính xác</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đồng hồ vệ tinh chính xác</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô hình khí quyển toàn cầu</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đặc điểm:</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không cần trạm base cục bộ</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hội tụ bằng cách tự giải ẩn số pha</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác</strong>: cm (tĩnh)<br />
<br />
<strong>Thời gian hội tụ</strong>: 10–30 phút<br />
<br />
<strong>Ưu điểm</strong></span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ toàn cầu</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp vùng xa, biển khơi</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hội tụ chậm</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không phù hợp ứng dụng cần real-time</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hàng hải – ngoài khơi</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoa học – địa vật lý</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo đạc khu vực hẻo lánh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. PPP-RTK – Phương pháp lai hiện đại</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguyên lý</strong>: Là sự kết hợp giữa:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh vệ tinh chính xác của PPP</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh khí quyển & pha kiểu RTK</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công nghệ cốt lõi:</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SSR (State Space Representation)</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Wide-lane ambiguity resolution (bước sóng dài → fix nhanh)</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác</strong>: 3–7 cm<br />
<br />
<strong>Thời gian hội tụ</strong>: 10–30 giây<br />
<br />
<strong>Ưu điểm</strong></span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhanh hơn PPP</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ rộng hơn RTK</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở rộng cho số lượng người dùng lớn</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần máy GNSS đa tần hiện đại</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác thấp hơn RTK cự ly ngắn</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xe tự lái – ADAS</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UAV</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản lý đội xe</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nông nghiệp thông minh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
<strong>BẢNG SO SÁNH </strong></span></span><br />
<br />
<table border="0" cellpadding="0" style="width: 100%">
<thead>
<tr>
<th>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phương pháp</span></span></th>
<th>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác</span></span></th>
<th>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian fix</span></span></th>
<th>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi</span></span></th>
</tr>
</thead>
<tbody>
<tr>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS thường</span></span></td>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5–10 m</span></span></td>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vài giây</span></span></td>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn cầu</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SBAS</span></span></td>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1–3 m</span></span></td>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 s</span></span></td>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lục địa</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">DGNSS</span></span></td>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><1 m</span></span></td>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5–20 s</span></span></td>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cục bộ</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP</span></span></td>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">~10 cm</span></span></td>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">10–30 phút</span></span></td>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn cầu</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP-RTK</span></span></td>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3–7 cm</span></span></td>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">10–30 s</span></span></td>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khu vực</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK</span></span></td>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1–2 cm</span></span></td>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">~5 s</span></span></td>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">≤30 km</span></span></td>
</tr>
</tbody>
</table>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
>>> Không có phương pháp hiệu chỉnh GNSS nào “tốt nhất cho mọi trường hợp”. Chỉ có phương pháp phù hợp nhất với yêu cầu công việc:</span></span><br />
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần nhanh – chính xác tuyệt đối → RTK</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần phủ rộng – không cần base → PPP / PPP-RTK</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần ổn định – tiết kiệm năng lượng → DGNSS / SBAS</span></span></li>
</ul>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/Grey Minimalist Architecture Search Bar Facebook Cover (1).png" style="width: 800px; height: 451px;" /></span></span></p>
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'name' => 'Stakeout bằng RTK GNSS và Toàn đạc điện tử',
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'shortdes' => '<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trong công tác stakeout (cắm điểm/định vị thi công), GNSS RTK và Toàn đạc điện tử đều là công cụ quan trọng — nhưng mỗi cái có đặc thù, ưu/nhược điểm và thời điểm sử dụng khác nhau. Không phải cái nào “tốt hơn”, mà là chọn đúng nơi – đúng lúc.</span>',
'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong công tác stakeout (cắm điểm/định vị thi công), GNSS RTK và Toàn đạc điện tử đều là công cụ quan trọng — nhưng mỗi cái có đặc thù, ưu/nhược điểm và thời điểm sử dụng khác nhau. Không phải cái nào “tốt hơn”, mà là chọn đúng nơi – đúng lúc.<br />
<br />
RTK GNSS là phương pháp định vị vệ tinh động thời gian thực, trong đó tọa độ điểm đo được xác định thông qua xử lý tín hiệu GNSS và hiệu chỉnh sai số từ trạm Base hoặc mạng CORS. Kết quả đo được thể hiện trong hệ tọa độ không gian toàn cầu hoặc hệ tọa độ quốc gia, phù hợp cho các bài toán định vị tổng thể, đo diện rộng và thiết lập khung khống chế ban đầu.<br />
<br />
Toàn đạc điện tử là thiết bị đo đạc sử dụng nguyên lý đo góc và khoảng cách để xác định vị trí điểm trong hệ tọa độ cục bộ hoặc hệ tọa độ công trình, dựa trên các điểm khống chế đã biết. Phương pháp này cho phép kiểm soát chặt chẽ hình học không gian, cao độ và sai số tương đối, đặc biệt hiệu quả trong các công trình yêu cầu độ chính xác cao.<br />
<br />
Chính sự khác biệt về nguyên lý đo và cách kiểm soát sai số khiến RTK GNSS và Toàn đạc điện tử không mang tính thay thế, mà thường được kết hợp trong cùng một workflow để đạt hiệu quả và độ tin cậy cao nhất.<br />
</span></span></em><br />
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Bảng so sánh tổng quan RTK GNSS vs Toàn đạc điện tử</span></span></h2>
<br />
<table border="0" cellpadding="0">
<thead>
<tr>
<th>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiêu chí</span></span><br />
</th>
<th>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS</span></span><br />
</th>
<th>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc điện tử</span></span><br />
</th>
<th>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận xét kỹ thuật</span></span><br />
</th>
</tr>
</thead>
<tbody>
<tr>
<td>
<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản chất đo</span></span></strong><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị tuyệt đối theo GNSS</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị tương đối trong mạng khống chế </span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Khác nhau về nguyên lý</span></span><br />
</td>
</tr>
<tr>
<td>
<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác</span></span></strong><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức cm (RTK Fix, môi trường tốt) </span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức mm (đo cạnh & góc)</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc vượt trội cho chi tiết</span></span><br />
</td>
</tr>
<tr>
<td>
<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tốc độ</span></span></strong><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất nhanh, phù hợp diện rộng</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Chậm hơn do ngắm gương</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK có lợi thế tốc độ</span></span><br />
</td>
</tr>
<tr>
<td>
<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi</span></span></strong><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Vài km đến hàng chục km<br />
(Base–Rover / CORS) </span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">~500–1000 m, cần line-of-sight</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK phù hợp khu vực lớn</span></span><br />
</td>
</tr>
<tr>
<td>
<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cao độ & hình học </span></span></strong><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có thể biến động theo vệ tinh</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm soát cao độ rất tốt</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc an toàn cho cao độ</span></span><br />
</td>
</tr>
<tr>
<td>
<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhân lực</span></span></strong><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Thường 1 người</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Thường 2 người (robot có thể 1)</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK tiết kiệm nhân lực</span></span><br />
</td>
</tr>
<tr>
<td>
<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính cơ động</span></span></strong><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Gọn nhẹ, setup nhanh</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cồng kềnh hơn</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK linh hoạt hơn</span></span><br />
</td>
</tr>
<tr>
<td>
<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi phí</span></span></strong></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đầu tư cao hơn, có thể có phí<br />
CORS </span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ổn định, dễ kiểm soát</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tùy quy mô dự án</span></span></td>
</tr>
</tbody>
</table>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br />
<h2 style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Blue and White Neon Gradients Virtual Video Background (100)(2).png" style="width: 780px; height: 439px;" /></span></span></h2>
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. So sánh ứng dụng thực tế theo từng tình huống công việc</span></span></h2>
<br />
<table border="0" cellpadding="0">
<thead>
<tr>
<th>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tình huống</span></span><br />
</th>
<th>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS</span></span><br />
</th>
<th>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc</span></span><br />
</th>
<th>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận định</span></span><br />
</th>
</tr>
</thead>
<tbody>
<tr>
<td>
<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo diện rộng (ruộng, rừng, KCN) </span></span></strong><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo nhanh, không cần line-of-sight </span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Khó triển khai diện rộng</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS vượt trội</span></span><br />
</td>
</tr>
<tr>
<td>
<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo chi tiết công trình</span></span></strong><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác cm, dễ nhiễu</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác mm, ổn định </span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc tốt hơn</span></span><br />
</td>
</tr>
<tr>
<td>
<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Khu đô thị nhiều nhà cao tầng</span></span></strong><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Dễ bị che khuất vệ tinh</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không phụ thuộc vệ tinh</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc hiệu quả</span></span><br />
</td>
</tr>
<tr>
<td>
<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa hình mở</span></span></strong><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tín hiệu tốt, đo rất nhanh</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo được nhưng chậm</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK thuận tiện</span></span><br />
</td>
</tr>
<tr>
<td>
<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Giám sát thi công hằng ngày</span></span></strong><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Xác định mốc tổng thể</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra trục, cao độ</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nên kết hợp</span></span><br />
</td>
</tr>
<tr>
<td>
<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chính – bản đồ – nông nghiệp </span></span></strong><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất phù hợp cho diện rộng</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Bổ trợ khi cần chi tiết</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK là chủ đạo</span></span><br />
</td>
</tr>
<tr>
<td>
<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoàn công – nghiệm thu</span></span></strong></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra tổng thể</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Chính xác chi tiết</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc an toàn</span></span></td>
</tr>
</tbody>
</table>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica_TS16_Carousel_Image_1_800x428.jpg" style="width: 763px; height: 408px;" /></span></span></p>
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Workflow được áp dụng phổ biến trong công tác cắm điểm/định vị thi công </span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">thực tế</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> </span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo hướng dẫn ứng dụng của Leica Geosystems và Trimble, các dự án chuyên nghiệp thường áp dụng quy trình sau:</span></span>
<h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.1 RTK GNSS</span></span></h3>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xác định hệ tọa độ,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Fix mốc khống chế,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập bản đồ nền, định vị tổng thể.</span></span></li>
</ul>
<h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 Toàn đạc điện tử</span></span></h3>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bố trí tim trục,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm soát cao độ,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Stakeout chi tiết,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoàn công – nghiệm thu.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đây là lý do vì sao RTK và Toàn đạc luôn đi cùng nhau trên công trường, chứ không cạnh tranh trực tiếp.</span></span>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS mạnh về tốc độ, phạm vi, tính cơ động.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc điện tử mạnh về độ chính xác, hình học, cao độ và độ tin cậy.</span></span></li>
</ul>
<p style="text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/maxresdefault (1)(2).jpg" style="width: 780px; height: 439px;" /></p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không có thiết bị nào “tốt nhất cho mọi công việc”. Việc sử dụng đúng thiết bị cho đúng mục đích giúp:</span></span>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm sai số,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dễ bảo vệ số liệu khi nghiệm thu.</span></span></li>
</ul>
<br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Kết hợp công nghệ GNSS hiện đại với độ chính xác truyền thống của máy toàn đạc </span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">là xu hướng chung của các đội đo đạc chuyên nghiệp hiện nay.<br />
<br />
<em>>>> <u>Nguồn tham khảo:</u><br />
Leica Geosystems – GNSS vs Total Station Applications<br />
Trimble – Stakeout and Construction Surveying Guidelines<br />
Topcon – GNSS and Total Station Field Workflows</em><br />
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'id' => '769',
'name' => 'Vùng chiếu 3° và 6° trong hệ tọa độ VN-2000 là gì? Vì sao Việt Nam chọn vùng chiếu 3°?',
'code' => null,
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'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bài viết này giúp bạn hiểu rõ sự khác biệt giữa vùng chiếu 3° và 6°, lý do Việt Nam sử dụng vùng chiếu 3° trong hệ VN-2000, và vai trò của kinh tuyến trục trong từng vùng chiếu.</span></span>',
'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong công tác đo đạc, bản đồ và quản lý đất đai, việc sử dụng đúng <strong>phép chiếu bản đồ</strong> và cấu hình đúng <strong>vùng chiếu</strong> là yếu tố then chốt giúp đảm bảo độ chính xác tọa độ. Hệ tọa độ quốc gia VN-2000 của Việt Nam sử dụng phép chiếu <strong>Transverse Mercator (TM)</strong> với các vùng chiếu <strong>3°</strong> hoặc <strong>6°</strong>, tùy vào yêu cầu kỹ thuật.</span></span><br />
<br />
<p style="text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/Black White Modern Geometric Real Esatate Agent Facebook Cover (Bài đăng Facebook) (8).png" style="text-align: center; width: 480px; height: 402px;" /></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Vùng chiếu là gì?</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi chiếu mặt cong của Trái Đất (ellipsoid) lên mặt phẳng (bản đồ), để giảm sai số, người ta chia Trái Đất thành các <strong>vùng chiếu hẹp theo chiều kinh tuyến</strong>. Mỗi vùng sẽ có một <strong>kinh tuyến trục</strong> (central meridian) – là kinh độ nằm ở trung tâm vùng chiếu – nhằm giảm sai lệch hình học khi chiếu.</span></span><br />
<p style="text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/2461fb1.png" style="width: 758px; height: 396px;" /></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. So sánh vùng chiếu 3° và 6°</strong></span></span></h2>
<p style="text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/Black White Modern Geometric Real Esatate Agent Facebook Cover (Bài đăng Facebook) (12).png" style="width: 630px; height: 528px;" /></p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>** Ví dụ:</strong> Vùng chiếu 3° có <strong>kinh tuyến trục 105°</strong></span></span><br />
<br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Vùng này bao phủ từ </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">103.5° đến 106.5° kinh độ Đông</strong><br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Các tọa độ trong vùng sẽ được tính dựa vào phép chiếu TM với 105° làm trung tâm</span><br />
<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Tọa độ X, Y (phẳng)</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> của điểm càng gần 105° thì càng chính xác</span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngược lại, vùng chiếu 6° có 105° làm kinh tuyến trục sẽ bao phủ từ 102° đến 108°, dẫn đến biến dạng hình học lớn hơn ở rìa phía Đông/ Tây vùng chiếu.<br />
</span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Vì sao Việt Nam chọn vùng chiếu 3° trong hệ VN-2000?</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ tọa độ VN-2000 được Bộ TN&MT xây dựng với mục tiêu phục vụ:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản đồ địa chính</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấp Giấy chứng nhận quyền sử dụng đất</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập quy hoạch đô thị, nông thôn</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết kế kỹ thuật chi tiết, định vị GPS chính xác cao</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Những ứng dụng này <strong>yêu cầu sai số nhỏ</strong>, đặc biệt ở cấp độ thửa đất (<0.5m), nên: <strong>Vùng chiếu 3° được lựa chọn thay vì vùng 6°</strong>, để đảm bảo độ chính xác cao, giảm biến dạng tọa độ, phù hợp với địa hình và phạm vi hẹp của các đơn vị hành chính cấp tỉnh, huyện, xã.<br />
</span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>4. Các thông số kỹ thuật thường dùng cho vùng chiếu 3° trong VN-2000</strong></span></span></h2>
<table border="0" cellpadding="0">
<thead>
<tr>
<th>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tham số</strong></span></span></th>
<th>
<br />
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Giá trị tiêu chuẩn</strong></span></span></th>
</tr>
</thead>
<tbody>
<tr>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ellipsoid</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
GRS80 hoặc WGS-84</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Phép chiếu</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
Transverse Mercator</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kinh tuyến trục (λ₀) </span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
Tùy tỉnh: 105°, 106°, 107°, 108°…</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tọa độ X giả định</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
500,000 m</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tọa độ Y giả định</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
0 m (miền Bắc), 1,000,000 m (miền Nam)</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ số scale factor</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
0.9999 (hoặc 0.9996 tùy trường hợp)</span></span><br />
</td>
</tr>
<tr>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đơn vị tính</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mét (m)</span></span></td>
</tr>
</tbody>
</table>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
Việc hiểu rõ và cấu hình đúng <strong>vùng chiếu 3° trong hệ VN-2000</strong> là điều bắt buộc bởi <strong>chọn sai vùng chiếu hoặc kinh tuyến trục có thể gây sai số hàng mét</strong>, ảnh hưởng đến cấp sổ đỏ, sai ranh giới đất đai hoặc sai vị trí thiết kế công trình.</span></span><br />
<p style="text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/Black White Modern Geometric Real Esatate Agent Facebook Cover (Bài đăng Facebook) (7)(1).png" style="width: 520px; height: 436px;" /></p>
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'name' => 'Quy định mới về kinh tuyến trục của hệ tọa độ Quốc gia VN-2000 cho 34 tỉnh, thành phố đã sáp nhập!',
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<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc sáp nhập các tỉnh không chỉ là thay đổi về hành chính – mà còn kéo theo nhiều điều chỉnh kỹ thuật liên quan đến bản đồ, đất đai và hạ tầng số. Một trong những thay đổi quan trọng nhưng ít được chú ý là việc điều chỉnh lại kinh tuyến trục trong hệ tọa độ VN-2000.</span></span></em><br />
</p>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Hệ tọa độ VN-2000</span></span></h2>
<br />
<p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>VN-2000</strong> (hay Hệ tọa độ quốc gia Việt Nam 2000) là <strong data-end="342" data-start="322">hệ tọa độ địa lý</strong> chính thức do Bộ Tài nguyên và Môi trường ban hành, dùng trong quản lý đất đai, bản đồ địa chính, quy hoạch...</span></span></p>
<p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dựa trên <strong data-end="484" data-start="465">ellipsoid GRS80</strong>, gần tương đương với <strong data-end="516" data-start="506">WGS-84</strong> nhưng có hiệu chỉnh để phù hợp với điều kiện thực tế của Việt Nam.</span></span><o:p></o:p></p>
<p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">** <strong>Tóm tắt đặc điểm hệ tọa độ VN-2000:</strong></span></span></p>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ quy chiếu: Geodetic, dựa trên ellipsoid <strong>GRS80</strong> hoặc <strong>WGS-84.</strong></span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gốc tọa độ: Gần trùng trạm GPS tại Tam Đảo, Vĩnh Phúc.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ tọa độ sử dụng: Tọa độ phẳng vuông góc (X, Y) theo phép chiếu Transverse Mercator.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thường dùng hệ tọa độ phẳng (X, Y) với vùng chiếu 3° hoặc 6°.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dùng phổ biến trong: Đo đạc, lập bản đồ địa chính, quy hoạch, cấp giấy chứng nhận đất đai...</span></span></li>
</ul>
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Kinh tuyến trục là gì?</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kinh tuyến trục là đường kinh độ được chọn làm trung tâm trong phép chiếu bản đồ (VN-2000 dùng phép chiếu Transverse Mercator). Nó giúp <strong>giảm sai số tọa độ</strong> khi chiếu bề mặt cong của Trái Đất lên mặt phẳng bản đồ.</span></span><br />
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Black White Modern Geometric Real Esatate Agent Facebook Cover (Bài đăng Facebook) (5)(1).png" style="width: 600px; height: 488px;" /></span></span></p>
<p data-end="169" data-start="0">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Kinh tuyến trục</strong> của hệ tọa độ quốc gia Việt Nam VN-2000 (còn gọi là VN2000) là một yếu tố quan trọng trong hệ quy chiếu tọa độ quốc gia, dùng trong đo đạc và bản đồ.</span></span><br />
</p>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kinh tuyến trục mặc định: 105° kinh độ Đông.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tuy nhiên, tùy theo từng khu vực, kinh tuyến trục có thể được chọn khác nhau để giảm sai số chiếu trong hệ tọa độ phép chiếu trục kinh tuyến trụ ngang (UTM) hoặc phép chiếu ngang đồng góc<strong data-end="496" data-start="445" style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> (Transverse Mercator)</strong>.</span></span></li>
</ul>
<div data-end="497" data-start="273">
</div>
<h2 data-end="497" data-start="273">
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">3. Sự thay đổi của kinh tuyến trục mới sau khi sáp nhập 34 tỉnh, thành tại Việt Nam</span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Trước sáp nhập</strong><br />
<br />
Mỗi tỉnh có thể sử dụng <strong>kinh tuyến trục riêng</strong>, thường là số tròn gần nhất với trung tâm tỉnh: 105°, 106°, 107°, 108°…<br />
<br />
<strong>Sau sáp nhập</strong><br />
<br />
Khi địa giới mở rộng, các tỉnh mới cần <strong>chọn lại kinh tuyến trục</strong> sao cho:</span></span>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gần trung tâm địa lý mới.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp với quy hoạch tổng thể và hạ tầng kỹ thuật số.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đồng bộ dữ liệu với các huyện, xã đã thay đổi.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Lợi ích của việc điều chỉnh:</strong></span></span><br />
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đảm bảo <strong>độ chính xác tọa độ</strong> trong đo đạc, bản đồ, cấp sổ đỏ.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tránh chồng lấn, sai số giữa các vùng dữ liệu cũ.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ xây dựng <strong>hệ thống cơ sở dữ liệu đất đai và GIS toàn tỉnh thống nhất</strong>.</span></span></li>
</ul>
<div data-end="2454" data-start="2362">
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sự thay đổi kinh tuyến trục trong hệ tọa độ VN-2000 sau khi sáp nhập 34 tỉnh, thành là một bước đi cần thiết, mang tính kỹ thuật cao nhằm thích ứng với thay đổi hành chính. Đây là tiền đề quan trọng để nâng cao hiệu quả quản lý đất đai, quy hoạch và xây dựng cơ sở dữ liệu địa lý quốc gia thống nhất và hiện đại.</span></span></div>
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Danh sách 34 tỉnh/thành phố mới sau sát nhập và kinh tuyến trục mới tương ứng theo hệ VN-2000 (từ ngày 01/07/2025).</span></span></h2>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Kinh tuyến trục hệ tọa độ Quốc gia VN2000.png" style="width: 600px; height: 849px;" /><br />
<img alt="" src="/admin/webroot/upload/image/images/z6743283259504_964313b195c826d3b99b713016934d9a.jpg" style="width: 600px; height: 851px;" /></span></span></p>
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'name' => 'Hướng dẫn làm thủ tục xin cấp phép bay FLYCAM/UAV tại Việt Nam',
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'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với sự phát triển của khoa học và công nghệ, flycam/UAV ngày càng được sử dụng phổ biến để phục vụ cho công việc và cuộc sống hàng ngày. Cùng tìm hiểu một số thông tin về việc đăng ký cấp phép bay flycam/UAV</span></span>.',
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<em><span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;">Với sự phát triển của khoa học và công nghệ, flycam/UAV ngày càng được sử dụng phổ biến để phục vụ cho công việc và cuộc sống hàng ngày. Cùng tìm hiểu một số thông tin về việc đăng ký cấp phép bay flycam/UAV</span></span>.</em></p>
<h2>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Cơ sở pháp lý chính</strong></span></span></span></h2>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>- Nghị định số 36/2008/NĐ-CP</strong> về quản lý UAV và phương tiện bay siêu nhẹ<br />
<strong>- Thông tư 19/2019/TT-BQP</strong> của Bộ Quốc phòng về quản lý hoạt động UAV<br />
- Các công văn hướng dẫn từ <strong>Cục Tác chiến – Bộ Tổng Tham mưu</strong><br />
</span></span></span>
<h2>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Hồ sơ xin cấp phép bay flycam/UAV gồm những gì?</strong></span></span></span></h2>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bạn cần chuẩn bị một bộ hồ sơ gửi về <strong>Cục Tác chiến – Bộ Tổng Tham mưu</strong>, bao gồm:</span></span></span><br />
<br />
<h3>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.1 Đơn đề nghị cấp phép bay</strong></span></span></span></h3>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo mẫu quy định của Bộ Quốc phòng gồm các thông tin:<br />
<br />
- Thời gian, địa điểm bay<br />
- Mục đích sử dụng<br />
- Độ cao, bán kính bay<br />
- Người điều khiển thiết bị<br />
- Thiết bị sử dụng (hãng, mã số, model,...)</span></span></span><br />
<h3>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.2 Bản đồ khu vực bay</strong></span></span></span></h3>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- In kèm bản đồ địa hình khu vực dự kiến bay<br />
- Đánh dấu rõ phạm vi hoạt động UAV (tọa độ GPS hoặc mô tả ranh giới)<br />
- Độ cao tối đa dự kiến</span></span></span>
<h3>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.3 Thông tin về thiết bị bay</strong></span></span></span></h3>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Hãng sản xuất, model<br />
- Thông số kỹ thuật<br />
- Ảnh thiết bị (nếu có)</span></span></span>
<h3>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.4 CMND/CCCD hoặc giấy phép kinh doanh</strong></span></span></span></h3>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nếu là cá nhân: bản sao CCCD<br />
Nếu là tổ chức: bản sao Giấy phép ĐKKD và giấy giới thiệu người đại diện<br />
</span></span></span>
<h2 style="text-align: center;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><img alt="" src="/admin/webroot/upload/image/images/base64-17345287524181812903669.jpeg" style="width: 800px; height: 533px;" /></strong></span></span></span></h2>
<h2>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Thời gian nộp hồ sơ </strong></span></span></span></h2>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>- Tối thiểu 7 ngày làm việc trước ngày dự kiến bay</strong><br />
- Nộp sớm hơn nếu khu vực bay gần khu quân sự hoặc có yếu tố phức tạp<br />
</span></span></span>
<h2>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>4. Nơi nộp hồ sơ</strong></span></span></span></h2>
<br />
<span style="color:#000000;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Hồ sơ có thể được gửi thông qua hai hình thức là nộp trực tiếp tại văn phòng hoặc gửi qua đường bưu điện. </span></span><br style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;" />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Cục Tác chiến – Bộ Tổng Tham mưu, Bộ Quốc phòng</strong><br />
<strong>Số 1 Nguyễn Tri Phương, Quận Ba Đình, Hà Nội</strong></span></span></span><br />
<br />
<h2>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">5. Thời gian xử lý</strong></span></h2>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tùy tính chất khu vực bay, thường từ <strong>3 – 7 ngày làm việc</strong><br />
Trong một số trường hợp đặc biệt, Bộ Quốc phòng có thể từ chối cấp phép nếu:<br />
- Khu vực bay ảnh hưởng an ninh quốc phòng<br />
- Mục đích bay không rõ ràng<br />
- Hồ sơ không đầy đủ<br />
</span></span></span>
<h2>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>6. Chế tài nếu bay không phép</strong></span></span></span></h2>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>- Phạt tiền:</strong> từ <strong>20 – 40 triệu đồng</strong><br />
<strong>- Tịch thu thiết bị</strong><br />
<strong>- Truy cứu trách nhiệm hình sự</strong> nếu gây ảnh hưởng đến an ninh hàng không, quốc phòng hoặc gây tai nạn<br />
</span></span></span>
<h2 style="box-sizing: border-box; font-family: "Open Sans", Arial, Helvetica, sans-serif; line-height: 1.87; font-size: 22px; color: rgb(43, 46, 50); margin-top: 0px; margin-bottom: 5.5px;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">7. Hành vi bị nghiêm cấm khi hoạt động bay UAV</span></span></span></h2>
<p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong quá trình thực hiện bay UAV tại Việt Nam, tuyệt đối nghiêm cấm các hành vi:</span></span></span></p>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
<li style="box-sizing: border-box;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tổ chức hoạt động bay khi chưa được cấp phép bay UAV.</span></span></span></li>
<li style="box-sizing: border-box;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoạt động bay diễn ra không đúng khu vực, trong giới hạn và điều kiện quy định. Vi phạm những quy tắc, quy định trong quản lý lãnh thổ, biên giới quốc gia.</span></span></span></li>
<li style="box-sizing: border-box;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mang chở các chất phóng xạ, chất gây cháy nổ trên phương tiện bay.</span></span></span></li>
<li style="box-sizing: border-box;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phóng, bắn, thả các loại vật, chất gây hại hoặc chứa nguy cơ gây hại từ trên không xuống.</span></span></span></li>
<li style="box-sizing: border-box;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lắp đặt thiết bị và thực hiện quay phim, chụp ảnh từ trên không khi chưa có sự cho phép.</span></span></span></li>
<li style="box-sizing: border-box;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tuyên truyền thông qua treo cờ, biểu ngữ, phát loa nằm ngoài quy định của cấp phép bay UAV.</span></span></span></li>
<li style="box-sizing: border-box;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không chấp hành đúng các lệnh, hiệu lệnh của cơ quan quản lý điều hành và giám sát hoạt động bay</span></span>.</span></li>
</ul>
<h2>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>8. Lưu ý khi bay flycam hợp pháp</strong></span></span></span></h2>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Luôn đem theo <strong>bản sao giấy phép bay</strong> khi bay flycam<br />
- Không bay gần sân bay, trụ sở nhà nước, khu quân sự<br />
- Không bay vào ban đêm nếu không được phép<br />
- Không truyền phát hình ảnh trực tiếp (livestream) nếu chưa được chấp thuận<br />
<br />
</span></span></span>
<h2>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>>>> TẢI MẪU ĐƠN XIN PHÉP BAY: </strong></span></span></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><a href="https://drive.google.com/file/d/10gzkogi37uQqf3ouXiR8qcYhZwGEIyyt/view?usp=sharing"><span style="color:#000000;">TẠI ĐÂY</span></a></strong></span></span></h2>
<p style="text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/uav-viet-nam--e1661141233969.jpg" style="width: 800px; height: 519px;" /></p>
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'shortdes' => '<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Trong thời đại công nghệ số phát triển mạnh mẽ, ngành xây dựng thế giới nói chung và Việt Nam nói riêng đang chứng kiến sự chuyển mình rõ rệt nhờ sự ra đời và ứng dụng của <strong data-end="531" data-start="492">BIM – Building Information Modeling</strong>, hay còn gọi là <strong data-end="580" data-start="548">Mô hình thông tin công trình</strong>. BIM không chỉ đơn thuần là một phần mềm hỗ trợ thiết kế, mà là một <strong data-end="672" data-start="649">quy trình toàn diện</strong> giúp thay đổi cách thiết kế, xây dựng và quản lý công trình theo hướng hiện đại, minh bạch và hiệu quả hơn.</span></span>',
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<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong data-end="39" data-start="0" style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">1. BIM là gì?</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>BIM (Building Information Modeling)</strong> hay còn gọi là <strong data-end="580" data-start="548">Mô hình thông tin công trình </strong>là một quy trình công nghệ sử dụng mô hình kỹ thuật số để hỗ trợ thiết kế, xây dựng và quản lý công trình xây dựng một cách hiệu quả và chính xác hơn. BIM không chỉ là một phần mềm, mà là một phương pháp tiếp cận toàn diện, giúp các bên liên quan trong dự án (kiến trúc sư, kỹ sư, nhà thầu, chủ đầu tư, quản lý vận hành…) cộng tác với nhau thông qua một <strong>mô hình 3D thông minh</strong> chứa đầy đủ thông tin về vật liệu, kết cấu, chi phí, tiến độ, và vòng đời công trình.<br />
<br />
<strong>BIM không phải là một phần mềm, mà là một quy trình.</strong><br />
<br />
Mặc dù phần mềm đóng vai trò trung tâm trong BIM – hỗ trợ thiết kế 3D, mô hình thông minh và quản lý thông tin – nhưng đó chỉ là thành phần công nghệ của BIM. Một phần quan trọng khác là yếu tố xã hội, bao gồm cách làm việc, phối hợp và cộng tác giữa các bên liên quan trong dự án.<br />
<br />
Sự kết hợp giữa công nghệ và con người này tạo thành một quy trình toàn diện, nhằm xây dựng, quản lý và sử dụng mô hình thông tin số của công trình trong suốt vòng đời dự án – từ giai đoạn lập kế hoạch, thiết kế, thi công cho đến vận hành và bảo trì.</span></span>
<p data-end="727" data-start="465" style="text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/BIM.jpg" style="width: 680px; height: 680px;" /></p>
<h2 data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Các thành phần chính của BIM</span></span></h2>
<br />
<ul>
<li data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô hình 3D thông minh</span></span></li>
</ul>
<p data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô hình không chỉ mô tả hình dáng mà còn tích hợp thông tin chi tiết về vật liệu, kỹ thuật, thiết bị, chi phí, và thời gian.</span></span></p>
<ul>
<li data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy trình cộng tác</span></span></li>
</ul>
<p data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các bên liên quan có thể cùng làm việc trên một mô hình duy nhất theo thời gian thực, giảm lỗi, tránh xung đột thiết kế và tiết kiệm thời gian.</span></span></p>
<ul>
<li data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thông tin xuyên suốt vòng đời công trình</span></span></li>
</ul>
<p data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Từ thiết kế, xây dựng, đến vận hành và bảo trì.<br />
</span></span></p>
<h2 data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Lợi ích của BIM</span></span></h2>
<br />
<div data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc áp dụng BIM mang lại nhiều lợi ích vượt trội so với phương pháp truyền thống:</span></span><br />
</div>
<ul>
<li data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tăng độ chính xác trong thiết kế</strong>: Hạn chế lỗi sai nhờ mô hình 3D trực quan và thông minh.</span></span></li>
</ul>
<ul>
<li data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Phát hiện xung đột kỹ thuật sớm</strong> (clash detection): Giúp điều chỉnh thiết kế trước khi thi công, tiết kiệm thời gian và chi phí.</span></span></li>
</ul>
<ul>
<li data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Quản lý chi phí và tiến độ hiệu quả</strong>: BIM hỗ trợ mô phỏng tiến độ (4D), ước lượng chi phí (5D) ngay trong giai đoạn thiết kế.</span></span></li>
</ul>
<ul>
<li data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Cải thiện khả năng phối hợp giữa các bên</strong>: Mọi đối tác tham gia dự án có thể làm việc trên một mô hình chung, giảm thiểu hiểu lầm và trùng lặp.</span></span></li>
</ul>
<ul>
<li data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hỗ trợ quản lý vận hành sau thi công</strong>: BIM lưu trữ toàn bộ thông tin cần thiết phục vụ cho việc bảo trì, sửa chữa, nâng cấp công trình.</span></span></li>
</ul>
<h2 data-end="727" data-start="465">
</h2>
<h2 data-end="727" data-start="465" style="text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/BIM_Project_Stages.jpg" style="width: 680px; height: 402px;" /></h2>
<h2 data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>4. Tình hình triển khai BIM tại Việt Nam</strong></span></span></h2>
<div data-end="727" data-start="465">
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tại Việt Nam, BIM đang dần được áp dụng rộng rãi, đặc biệt trong các dự án lớn, có yếu tố nước ngoài hoặc vốn đầu tư nhà nước. Chính phủ cũng đã thể hiện quyết tâm thúc đẩy BIM thông qua <strong>Quyết định 2500/QĐ-TTg (năm 2016)</strong> nhằm từng bước áp dụng BIM vào các công trình xây dựng công.<br />
Một số dự án tiêu biểu đã triển khai BIM thành công có thể kể đến như: Tuyến metro TP.HCM, sân bay Long Thành, các dự án của Vingroup, Sun Group, Coteccons, Hòa Bình…<br />
Tuy nhiên, thách thức còn lớn: thiếu nguồn nhân lực BIM chất lượng, chi phí đầu tư ban đầu cao, thiếu tiêu chuẩn quốc gia thống nhất, và sự phối hợp giữa các bên vẫn còn hạn chế.<br />
</span></span></div>
<h2 data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>5. Công nghệ BIM và các phần mềm phổ biến</strong></span></span></h2>
<br />
<div data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Một số phần mềm thường dùng trong quy trình BIM bao gồm:</span></span><br />
</div>
<ul>
<li data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Autodesk Revit</strong>: Thiết kế kiến trúc, kết cấu, cơ điện.</span></span></li>
<li data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Navisworks</strong>: Kiểm tra xung đột mô hình và mô phỏng tiến độ.</span></span></li>
<li data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tekla Structures</strong>: Mô hình kết cấu thép và bê tông.</span></span></li>
<li data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>ArchiCAD</strong>: Thiết kế kiến trúc.</span></span></li>
<li data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Civil 3D / InfraWorks</strong>: Thiết kế hạ tầng và giao thông.</span></span></li>
</ul>
<div data-end="727" data-start="465" style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/bim_advantages.png" style="width: 680px; height: 383px;" /></span></span></div>
<h2 data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>6. Tương lai của BIM</strong></span></span></h2>
<br />
<div data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">BIM đang hướng đến tích hợp với các công nghệ tiên tiến như <strong>AI (trí tuệ nhân tạo), IoT (internet vạn vật), thực tế ảo (VR/AR)</strong> và dữ liệu lớn (<strong>Big Data</strong>). Điều này mở ra tiềm năng xây dựng <strong>Smart Building</strong> và <strong>Smart City</strong>, góp phần nâng cao chất lượng cuộc sống và hiệu quả đầu tư xây dựng.<br />
<br />
<strong>Kết luận</strong><br />
<br />
BIM là xu hướng tất yếu trong ngành xây dựng hiện đại. Việc hiểu đúng và triển khai BIM không chỉ mang lại lợi thế cạnh tranh cho doanh nghiệp mà còn góp phần nâng cao chất lượng và hiệu quả của toàn ngành. Trong bối cảnh công nghệ số phát triển không ngừng, BIM chính là “chìa khóa” mở ra kỷ nguyên xây dựng thông minh và bền vững.</span></span><br />
</div>
<div data-end="727" data-start="465" style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/resource-bim-the-importance-of-bim-in-the-lighting-industry.jpg" style="width: 680px; height: 456px;" /></span></span></div>
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'name' => ' LEICA Geo Office – Giải pháp phần mềm trắc địa toàn diện',
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'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với <strong data-end="1233" data-start="1213">LEICA Geo Office</strong>, người dùng có thể <strong data-end="1296" data-start="1253">phân tích và quản lý dữ liệu không gian</strong> một cách dễ dàng, từ đó đưa ra các quyết định chính xác dựa trên thông tin đáng tin cậy.</span></span>',
'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>LEICA Geo Office – Giải pháp phần mềm trắc địa toàn diện!</strong><br />
<br />
<strong>LEICA Geo Office</strong> là bộ phần mềm chuyên dụng do <strong><img alt="" src="/admin/webroot/upload/image/images/Leica logo.jpg" style="width: 60px; height: 40px;" /></strong> phát triển, giúp đơn giản hóa và tối ưu hóa quá trình xử lý dữ liệu không gian địa lý từ các thiết bị đo đạc GNSS, máy toàn đạc và thủy bình kỹ thuật số. Đây là công cụ lý tưởng cho các kỹ sư trắc địa, chuyên gia GIS, và đơn vị thi công cần độ chính xác cao.<br />
</span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Tính năng nổi bật</strong></span></span></h2>
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Xử lý dữ liệu GNSS</strong></span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phân tích và xử lý dữ liệu GNSS để tạo ra tọa độ chính xác và đánh giá chất lượng đo đạc ngoài thực địa.</span></span>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong> Xử lý dữ liệu máy toàn đạc</strong></span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ dữ liệu đo từ các thiết bị toàn đạc điện tử, phục vụ cho khảo sát địa hình, thiết kế kỹ thuật và xây dựng.</span></span>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Xử lý dữ liệu máy thủy bình kỹ thuật số</strong></span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản lý và tính toán dữ liệu cao độ, lý tưởng cho các dự án san nền, định vị mặt bằng và thi công công trình.</span></span>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tích hợp CAD</strong></span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhập – xuất dữ liệu với các định dạng phổ biến như AutoCAD (DXF) và MicroStation, giúp kết nối mượt mà với quy trình thiết kế.</span></span>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hệ tọa độ & chuyển đổi</strong></span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tùy chỉnh và chuyển đổi dữ liệu giữa các hệ tọa độ địa phương và toàn cầu một cách chính xác và linh hoạt.<br />
</span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Lợi ích khi sử dụng</strong></span></span></h2>
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác cao đến từng centimet</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian xử lý và tổng hợp dữ liệu</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giao diện thân thiện, dễ sử dụng</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tích hợp chặt chẽ với thiết bị Leica</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ kỹ thuật và đào tạo chuyên sâu</span></span></li>
</ul>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span></p>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Các phiên bản hiện có</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>- Phiên bản mới nhất:</strong> 8.4.0.14023 (cập nhật ngày 17/04/2024)<br />
<strong>- Hệ điều hành hỗ trợ:</strong> Windows, Android<br />
<strong>- Bản dùng thử:</strong> Có, 30 ngày miễn phí<br />
</span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>4. Đối tượng sử dụng </strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Kỹ sư trắc địa và địa chính<br />
- Đơn vị xây dựng – thi công<br />
- Nhà thầu hạ tầng giao thông<br />
- Cơ quan quản lý đất đai, bản đồ</span></span><br />
<h2 style="text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/Leica-Captivate-Main-KV-Sensors-800x428px.jpg" style="width: 800px; height: 428px;" /></h2>
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>5. Hỗ trợ & đào tạo</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Hướng dẫn sử dụng trực tuyến<br />
- Hỗ trợ qua email và điện thoại<br />
- Đào tạo tại chỗ hoặc từ xa theo yêu cầu</span></span><br />
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>6. Ưu Điểm (Pros)</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Khả năng xử lý dữ liệu nâng cao dành cho các dự án trắc địa và kỹ thuật<br />
- Tích hợp với nhiều thiết bị đo đạc của Leica, giúp truyền dữ liệu nhanh chóng và liền mạch<br />
- Cung cấp nhiều công cụ phân tích và hiệu chỉnh để đảm bảo độ chính xác của dữ liệu đo<br />
- Có thể tạo báo cáo và tài liệu chi tiết, phục vụ cho việc lưu trữ và trình bày kết quả khảo sát<br />
- Giao diện thân thiện với người dùng, cho phép tùy chỉnh nhằm tối ưu hóa quy trình làm việc<br />
</span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>7. Nhược Điểm (Cons)</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Đòi hỏi người mới phải học nhiều do phần mềm có nhiều tính năng phức tạp<br />
- Chi phí sở hữu cao so với một số phần mềm khảo sát khác trên thị trường<br />
- Khả năng tương thích hạn chế với thiết bị không phải của Leica, có thể cần đầu tư thêm để đồng bộ dữ liệu<br />
- Hỗ trợ kỹ thuật có thể bị hạn chế hoặc tốn phí, đặc biệt khi cần hỗ trợ chuyên sâu</span></span><br />
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica_Geo_Office_pic_2360x714 (1).jpg" style="width: 800px; height: 242px;" /></span></span></p>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">8. <strong>Câu hỏi thường gặp (FAQ)</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">8.1 LEICA Geo Office là gì?<br />
<br />
LEICA Geo Office là một bộ phần mềm được phát triển bởi Leica Geosystems, cung cấp các công cụ để quản lý và xử lý hậu kỳ dữ liệu không gian địa lý như GPS, GNSS và GIS.<br />
<br />
8.2 Hiện có những phiên bản LEICA Geo Office nào?<br />
<br />
Phiên bản hiện tại của LEICA Geo Office là 8.4, bao gồm các bản cập nhật và sửa lỗi từ các phiên bản trước. Phiên bản trước đó là LEICA Geo Office 8.3.<br />
<br />
8.3 Yêu cầu hệ thống của LEICA Geo Office là gì?<br />
<br />
LEICA Geo Office yêu cầu:<br />
- Hệ điều hành Windows 7 trở lên (64-bit)<br />
- Tối thiểu 8 GB RAM<br />
- Card đồ họa hỗ trợ OpenGL<br />
- Kết nối Internet để kích hoạt phần mềm<br />
<br />
8.4 LEICA Geo Office hỗ trợ những định dạng tệp nào?<br />
<br />
LEICA Geo Office hỗ trợ nhiều định dạng tệp, bao gồm: RINEX, M3C, DXF, TXT, CSV, SHP.<br />
<br />
8.5 LEICA Geo Office được cấp phép như thế nào?<br />
<br />
Phần mềm được cấp phép theo từng người dùng. Người dùng có thể chọn giấy phép vĩnh viễn hoặc hàng năm, tùy theo nhu cầu sử dụng.<br />
<br />
8.6 LEICA Geo Office tương thích với những thiết bị GPS nào?<br />
<br />
LEICA Geo Office tương thích với nhiều thiết bị GPS của Leica Geosystems, cũng như các thiết bị của bên thứ ba miễn là dữ liệu được lưu ở định dạng được hỗ trợ.<br />
<br />
8.7 Các tính năng chính của LEICA Geo Office là gì?<br />
<br />
LEICA Geo Office cung cấp nhiều tính năng, bao gồm:<br />
- Nhập và xuất dữ liệu<br />
- Xử lý dữ liệu GPS<br />
- Quản lý dữ liệu GIS<br />
- Chuyển đổi hệ tọa độ<br />
- Kiểm soát và đánh giá chất lượng dữ liệu<br />
<br />
8.8 Có những hình thức hỗ trợ nào cho LEICA Geo Office?<br />
<br />
Leica Geosystems cung cấp các hình thức hỗ trợ như:<br />
- Hỗ trợ qua email<br />
- Tài liệu hướng dẫn trực tuyến<br />
- Hỗ trợ qua điện thoại và truy cập từ xa (đối với người dùng có giấy phép hợp lệ)<br />
<br />
8.9 LEICA Geo Office có phiên bản dùng thử không?<br />
<br />
Có. Leica Geosystems cung cấp phiên bản dùng thử 30 ngày để người dùng có thể trải nghiệm phần mềm và các tính năng trước khi mua giấy phép.<br />
<br />
8.10 Có đào tạo nào cho LEICA Geo Office không?<br />
<br />
Có. Leica Geosystems cung cấp nhiều hình thức đào tạo, bao gồm:<br />
- Khóa học trực tuyến<br />
- Đào tạo tại chỗ<br />
- Chương trình đào tạo tùy chỉnh theo yêu cầu của người dùng<br />
</span></span><br />
<span style="margin: 0px; padding: 0px; font-family: arial; font-size: 13px; text-align: justify; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px; font-weight: bold;">Liên hệ: </strong></u><br style="margin: 0px; padding: 0px;" />
<br style="margin: 0px; padding: 0px;" />
Số 145 Láng Hạ, Đống Đa, Hà Nội<br style="margin: 0px; padding: 0px;" />
Số 5/161 Nguyễn Tuân. Thanh Xuân, Hà Nội<br style="margin: 0px; padding: 0px;" />
Tel: 024.37764930<br style="margin: 0px; padding: 0px;" />
Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" />
Website: </span></span></span><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear; font-size: 13px;" target="_blank"><span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);">www.tracdiathanhdat.vn</span></a></span></span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; font-family: arial; font-size: 13px; text-align: justify; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px;" />
<span style="margin: 0px; padding: 0px;"> </span><br style="margin: 0px; padding: 0px;" />
<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px; font-weight: bold;">@ Luôn đồng hành cùng bạn!</strong></span></span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"> </span></span>',
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'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
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'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc lựa chọn pin và bộ sạc phù hợp có thể giúp tăng hiệu quả công việc ngoài trời, bảo vệ thiết bị và tối ưu hóa quy trình làm việc luôn là yếu tố cần ưu tiên!</span></span>',
'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Pin và bộ sạc đóng vai trò rất quan trọng trong việc đảm bảo nguồn điện ổn định cho các thiết bị công nghệ, đặc biệt là các thiết bị như máy toàn đạc, máy RTK và thiết bị khảo sát, nơi mà việc duy trì hiệu suất liên tục là rất quan trọng.<br />
<br />
Việc lựa chọn pin và bộ sạc phù hợp có thể giúp tăng hiệu quả công việc ngoài trời, bảo vệ thiết bị và tối ưu hóa quy trình làm việc luôn là yếu tố cần ưu tiên!<br />
<br />
Cùng tham khảo các yếu tố quan trọng của Pin và Bộ Sạc - Nguồn cung cấp điện đáng tin cậy!</span></span><br />
<br />
<p style="text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/Batteries_Chargers_PIC_1766x750 (2).jpg" style="width: 800px; height: 340px;" /></p>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Loại pin và hiệu suất</span></span></h2>
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Pin Lithium-Ion (Li-Ion): Đây là loại pin phổ biến nhất trong các thiết bị hiện đại như máy thu GNSS và thiết bị khảo sát. Pin Li-Ion cung cấp mật độ năng lượng cao, tuổi thọ dài và tỷ lệ tự xả thấp. Chúng lý tưởng cho việc sử dụng liên tục ngoài trời.</span></span>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lợi ích: Nhẹ, tuổi thọ dài, sạc nhanh và bảo trì thấp.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu ý: Nhạy cảm với nhiệt độ cực đoan (cả nhiệt độ rất nóng và rất lạnh có thể làm giảm hiệu suất).</span></span></li>
</ul>
</li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Pin Nickel-Metal Hydride (NiMH): Mặc dù ít phổ biến ngày nay, nhưng pin NiMH vẫn được sử dụng trong một số thiết bị. Chúng được biết đến là thân thiện với môi trường hơn so với các loại pin khác.</span></span>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lợi ích: Ít độc hại và thường rẻ hơn so với pin Li-Ion, với hiệu suất hợp lý.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu ý: Mật độ năng lượng thấp hơn và tuổi thọ ngắn hơn so với pin Li-Ion.</span></span></li>
</ul>
</li>
</ul>
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Tuổi thọ pin</span></span></h2>
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dung lượng và tuổi thọ: Dung lượng của pin (được đo bằng mAh hoặc Ah) quyết định thời gian thiết bị có thể hoạt động trước khi cần sạc lại. Đối với công việc ngoài trời, bạn cần các loại pin có thể hoạt động liên tục trong suốt một ca làm việc hoặc lâu hơn mà không bị hết pin.</span></span>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ví dụ, một máy thu GNSS hoặc thiết bị khảo sát có thể cần từ 8 đến 12 giờ hoặc hơn tùy vào yêu cầu công suất của thiết bị.</span></span></li>
</ul>
</li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản lý Pin: Nhiều thiết bị cao cấp đi kèm với hệ thống quản lý pin (BMS) tích hợp để theo dõi sức khỏe pin, ngăn ngừa sạc quá mức và tối ưu hóa hiệu suất theo thời gian.</span></span></li>
</ul>
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Bộ sạc: Hiệu Quả và Sạc Nhanh</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính tương thích: Điều quan trọng là bộ sạc phải được thiết kế đặc biệt cho loại pin mà nó hỗ trợ. Việc sử dụng bộ sạc không phù hợp có thể làm hỏng pin hoặc dẫn đến việc sạc không hiệu quả.</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ sạc nhanh: Một số hệ thống sử dụng bộ sạc nhanh, giúp sạc pin trong 1-2 giờ. Điều này rất hữu ích trong môi trường làm việc ngoài trời khi bạn có thời gian hạn chế.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trạm sạc cho nhiều thiết bị: Trong các hoạt động nhóm, trạm sạc nhiều ngăn có thể sạc nhiều pin cùng lúc, giúp bạn luôn có pin đầy khi cần.</span></span></li>
</ul>
<h2 style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica_Geosystems_GEB334_GEB364_batteries_800x428.jpg" style="width: 800px; height: 428px;" /></span></span></h2>
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Giải pháp sạc ngoài trời</span></span></h2>
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Pin dự phòng di động: Đối với việc sử dụng ngoài trời kéo dài, bộ sạc năng lượng mặt trời hoặc pin dự phòng di động có thể là những cứu cánh. Chúng đặc biệt hữu ích cho những khu vực xa xôi, nơi nguồn điện có thể hạn chế. Bộ sạc năng lượng mặt trời cung cấp một cách sạc ngoài lưới điện và tái tạo năng lượng cho các thiết bị cần nguồn điện ổn định.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ sạc Ô Tô: Trong nhiều ứng dụng ngoài trời, bộ sạc ô tô được sử dụng để sạc thiết bị khi đang di chuyển. Chúng hữu ích cho việc sạc thiết bị khi di chuyển giữa các công trường, giúp bạn không phải lãng phí thời gian.</span></span></li>
</ul>
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Độ bền và khả năng chịu đựng thời tiết</span></span></h2>
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết kế chắc chắn: Pin và bộ sạc cho các ứng dụng ngoài trời hoặc công trường cần được thiết kế để chịu được môi trường khắc nghiệt. Điều này bao gồm khả năng chống nước, chống sốc và có thể chịu được nhiệt độ cực đoan.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xếp Hạng IP: Kiểm tra các thiết bị có xếp hạng IP cao (Bảo vệ chống xâm nhập), giúp đảm bảo chúng chống lại bụi bẩn, nước và các yếu tố môi trường khác. Điều này đặc biệt quan trọng đối với các thiết bị khảo sát hoặc điều tra hiện trường tai nạn.</span></span></li>
</ul>
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. Tính năng sạc thông minh</span></span></h2>
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bảo vệ quá Tải: Một số bộ sạc hiện đại đi kèm với tính năng sạc thông minh, ngăn ngừa việc sạc quá mức và kéo dài tuổi thọ pin.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giám sát nhiệt độ: Cảm biến nhiệt độ được tích hợp sẽ bảo vệ thiết bị khỏi việc quá nhiệt, tính năng quan trọng cho các thiết bị ngoài trời cần sạc lâu dài hoặc sử dụng trong môi trường khắc nghiệt.</span></span></li>
</ul>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/74286536_1376595119168281_1988573397101051904_n(1).jpg" style="width: 500px; height: 318px;" /></span></span></p>
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'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong data-end="157" data-start="65">Các bạn đã cập nhật lên phiên bản Leica Captivate 9.10 chưa?</strong> Phiên bản cập nhật nhỏ này mang đến một số tính năng hữu ích và là một lời nhắc tuyệt vời để khám phá tất cả các tính năng nâng cấp chính từ phiên bản 9, bao gồm sự tích hợp tốt hơn với dịch vụ <strong data-end="370" data-start="352">GeoCloud Drive.</strong></span></span>',
'content' => '<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Phần mềm Leica Captivate v9.00</strong></span></span></p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tương thích với các sản phẩm:</span></span><br />
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy điều khiển hiện trường: CS20, CS30, CS35, CC180, CC200</span></span></li>
</ul>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy toàn đạc điện tử: TS10, TS13, TS16, TS60, TM60, MS60</span></span></li>
</ul>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy GNSS RTK: GS18 T, GS18 I, GS18, GS05</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngày phát hành:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">30 tháng 10 năm 2024</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có sẵn trên myWorld.<br />
<br />
<strong>>>></strong> <strong>Đăng ký: <a href="https://l.facebook.com/l.php?u=https%3A%2F%2Fhxgn.biz%2F4hzEhej&h=AT26Jho3db1szRAqSlz_lVvTo666P6aN3mZYBnN2EdAnCnJAgn6TlfLwGRoMwKrPBgOgjIHG60nQHb3tkcrAoAovo4eP2zKJkbxcXzJaUIUdxZ2MEaT4Db452_s0uYuLDY3pAzi_1Ybk6UuSTioWwP1PaH-YZw4IdC_113pMAj3qJ0cx&__tn__=-UK-R&c[0]=AT1yHTD1klVU0LNce4HVHmD3kv4nUHbf9zyU-rFVb4OZjXntoRIAagIgzvt7XZydeb2PEyuKl5CCr-9g_lxOfMJ2w2_XEk3SslxiIJaD2R9j49DvqPJytX4Vr-yJyfbt1EpWumBuD4vZRLVJ2iMcyn5WRfEBWS2yrbOw3EhGxKnxERDWOao9ecpOFHvcCyO73jJEV-RUvTC7Cy5IGgcNqfm7SvXfZuU0eibF0X5T">TẠI ĐÂY</a></strong></span></span><br />
<br />
<p data-end="414" data-start="387">
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phiên bản 9 có gì mới?</span></span></strong><br />
</p>
<ul>
<li data-end="414" data-start="387">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Sao lưu nhanh chóng</strong>: Với tùy chọn 'Upload to GeoCloud Drive' trong menu ngữ cảnh của công việc, bạn sẽ tạo bản sao lưu trên đám mây của các công việc của mình chỉ trong nháy mắt.</span></span></li>
<li data-end="414" data-start="387">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Xuất dữ liệu đơn giản hơn</strong>: Bảng xuất dữ liệu giờ đây có một tùy chọn mới - 'Upload a copy to GeoCloud Drive'. Điều này đảm bảo rằng một bản sao của dữ liệu xuất được chuẩn bị để tải lên dự án đã chọn trong GeoCloud Drive, giúp giảm số bước cần thực hiện trong quá trình này.</span></span></li>
</ul>
<p data-end="414" data-start="387">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Geosystems đã cố gắng làm cho việc chia sẻ dữ liệu trở nên mượt mà hơn, đảm bảo rằng các thành viên trong nhóm của bạn có thể dễ dàng và nhanh chóng truy cập vào đóng góp của bạn.<br />
<br />
Để tìm hiểu tất cả các tính năng mới nhất của Leica Captivate -> <strong><a href="https://hxgn.biz/4hzEhej">XEM TẠI ĐÂY</a></strong></span></span><br />
</p>
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'name' => 'Thúc đẩy cơ sở hạ tầng trắc địa của Việt Nam với mạng lưới tham chiếu GNSS toàn quốc!',
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'content' => '<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trải dài 1.650 km từ Bắc vào Nam, Việt Nam có cảnh quan đa dạng với những ngọn núi có rừng, đồng bằng châu thổ màu mỡ, bờ biển rộng lớn và các khu đô thị đang phát triển nhanh chóng. Đảm bảo cơ sở hạ tầng trắc địa của Việt Nam hiện đại và đáng tin cậy là rất quan trọng đối với các hoạt động khảo sát và lập bản đồ quốc gia dựa trên công nghệ GNSS.</span></span></div>
<div>
</div>
<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc xây dựng hệ thống trạm CORS ở Việt Nam là nhu cầu cấp thiết nhằm hỗ trợ cung cấp thông tin, dữ liệu, đảm bảo tính đầy đủ, chính xác và kịp thời đóng góp cho sự phát triển của các lĩnh vực kinh tế – xã hội, giám sát tài nguyên, bảo vệ môi trường, quốc phòng – an ninh, đặc biệt nhất là góp phần vào công tác bảo vệ chủ quyền lãnh thổ quốc gia và thúc đẩy những hoạt động nghiên cứu khoa học Trái Đất.<br />
<br />
Trạm tham chiếu hoạt động liên tục (CORS) rộng lớn hiện nay tại Việt Nam với sự công nghệ tiên tiến của Leica Geosystems đã giúp tất cả những điều này trở nên khả thi với dữ liệu định vị theo thời gian thực và xử lý hậu kỳ ở cấp độ centimet có sẵn trên khắp cả nước.</span></span></div>
<div>
<br />
</div>
<div style="text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/Rover_connect1_v2.jpg" style="width: 800px; height: 420px;" /></div>
<div>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuyển đổi bản đồ quốc gia của Việt Nam bằng mạng lưới trạm tham chiếu GNSS</span></span></strong><br />
</div>
<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Năm 2016, Cục Đo đạc, Bản đồ và Thông tin địa lý Việt Nam (DOSMVN), cơ quan dữ liệu không gian địa lý của quốc gia, đã bắt tay vào một dự án đầy tham vọng nhằm xây dựng mạng lưới GNSS trên khắp cả nước. Để đạt được những mục tiêu này, DOSMVN cần thiết lập CORS trên quy mô toàn quốc, bao gồm sự kết hợp giữa các máy thu và ăng-ten GNSS cùng phần mềm tinh vi để liên tục ghi lại, xử lý và cung cấp dữ liệu định vị chính xác theo thời gian thực.</span></span></div>
<div>
</div>
<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sáng kiến này sẽ cải tổ cơ sở hạ tầng trắc địa của Việt Nam, tận dụng các khả năng tiên tiến của công nghệ định vị GNSS thời gian thực để tinh chỉnh các quy trình khảo sát và lập bản đồ, đồng thời nâng cao hệ thống tọa độ và phép chiếu quốc gia.</span></span></div>
<div>
</div>
<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">"Việc triển khai mạng lưới CORS trên khắp Việt Nam là một bước quan trọng hướng tới việc khai thác toàn bộ phổ dữ liệu GNSS cho các nỗ lực lập bản đồ quốc gia của chúng tôi", Trần Phúc Thắng, Giám đốc Trung tâm Điều tra - Xử lý dữ liệu khảo sát và lập bản đồ tại DOSMVN giải thích.</span></span></div>
<div>
</div>
<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">"Mạng lưới kết nối các trạm định vị vệ tinh trên toàn quốc thành một hệ thống thống nhất để tối ưu hóa thiết bị, giảm thiểu đầu tư và mở rộng khả năng hoạt động cho nhiều ứng dụng khác nhau" "Nó đảm bảo tuân thủ mạng lưới Dịch vụ GNSS quốc tế (IGS) và các mạng lưới của các tổ chức GNSS khác trên toàn thế giới".</span></span></div>
<div>
</div>
<div>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuyển đổi bản đồ quốc gia của Việt Nam bằng mạng lưới trạm tham chiếu GNSS</span></span></strong><br />
</div>
<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tập đoàn SISC đã được DOSMVN ký hợp đồng thiết kế, xây dựng và đưa vào vận hành mạng lưới định vị vệ tinh quốc gia, VNGEONET. Năm 2019, họ đã hoàn thành việc lắp đặt, thiết lập mạng lưới toàn quốc gồm 65 trạm, bao gồm 24 trạm Geodetic CORS và 41 trạm NRTK CORS.</span></span></div>
<div>
</div>
<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mạng lưới có 65 máy chủ tham chiếu Leica GR50, lý tưởng cho các cài đặt cố định và cung cấp 555 kênh hỗ trợ tất cả các chòm sao GNSS toàn cầu, chẳng hạn như GPS, GLONASS, Galileo và BeiDou, cũng như các hệ thống khu vực. Với các giao diện đồng thời và nhiều giao diện để truyền thông, cung cấp điện và ghi dữ liệu, các máy chủ tham chiếu này cung cấp các hoạt động đáng tin cậy cần thiết cho dự án này.</span></span></div>
<div>
</div>
<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mạng lưới bao gồm 65 ăng-ten GNSS 4 chòm sao Leica AR25 và Bộ phần mềm Leica Spider. Leica Spider Software hỗ trợ hệ thống bằng cách cung cấp dữ liệu từ tất cả GNSS cùng lúc, cung cấp một cách hiệu quả để truy cập dữ liệu thời gian thực và dữ liệu xử lý sau. Phần mềm Spider được thiết kế riêng theo nhu cầu cụ thể của DOSMVN, bao gồm bản đồ tùy chỉnh và các tính năng của người dùng, giúp giải pháp này trở nên linh hoạt.</span></span></div>
<div>
</div>
<div>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mạng GNSS quốc gia mang lại lợi ích cho ngành công nghiệp và phát triển cơ sở hạ tầng</span></span></strong><br />
</div>
<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dự án này thể hiện sự phát triển từ các phương pháp truyền thống sang các giải pháp mới nhất và minh họa cho những lợi ích của việc áp dụng mạng tham chiếu GNSS toàn quốc để thúc đẩy hoạt động khảo sát và lập bản đồ cùng với một loạt các ứng dụng công nghiệp khác.</span></span></div>
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<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">"Ngoài việc hiện đại hóa hoạt động lập bản đồ, chúng tôi muốn đạt được độ chính xác cao trong các dịch vụ Định vị động học thời gian thực (RTK) và RTK mạng áp dụng cho nhiều ngành công nghiệp khác nhau", ông Thắng cho biết.</span></span></div>
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<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều ngành công nghiệp trên khắp Việt Nam phụ thuộc vào dữ liệu không gian địa lý chính xác để sử dụng các công nghệ tiên tiến và đảm bảo dữ liệu dự án được hoàn thiện. Điều này bao gồm từ công việc khảo sát, như sử dụng xe tự hành GNSS để đo ranh giới tài sản hoặc máy bay không người lái để khảo sát trên không các công trường xây dựng, đến các ứng dụng điều khiển máy tự động, phát triển cơ sở hạ tầng, v.v.</span></span></div>
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<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cung cấp các bản sửa lỗi RTK mạng 24/7 dễ truy cập cho các công ty trên khắp Việt Nam mang lại một số lợi ích về kinh tế và phát triển cơ sở hạ tầng. Dữ liệu RTK liên tục và có sẵn rộng rãi giúp giảm chi phí phát sinh cho các doanh nghiệp vốn sẽ phải chịu chi phí hoạt động cao hơn nhiều nếu không có dịch vụ như vậy. Điều này dẫn đến tiết kiệm chi phí trong các lĩnh vực như kỹ thuật dân dụng, xây dựng, nông nghiệp và giao thông - giúp thúc đẩy tăng trưởng kinh tế.</span></span></div>
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<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngoài ra, việc giảm chi phí thu thập dữ liệu không gian có độ chính xác cao giúp lập kế hoạch và thực hiện chính xác các dự án cơ sở hạ tầng quy mô lớn quan trọng để thích ứng với dân số đô thị ngày càng tăng của Việt Nam.<br />
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<img alt="" src="/admin/webroot/upload/image/images/GEODETIC CORS AND NRTK CORS_Cropped.png" style="width: 800px; height: 356px;" /></span></span><br />
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<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nghiên cứu khoa học và giám sát môi trường bằng GNSS</span></span></strong><br />
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<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các nhà nghiên cứu trong các lĩnh vực như khoa học môi trường, địa chất và bản đồ học cũng được hưởng lợi vì họ có thể thực hiện các nghiên cứu sâu rộng và chính xác hơn. CORS tại Việt Nam đã cải thiện đáng kể khả năng đo tốc độ dịch chuyển mảng và đóng góp dữ liệu có giá trị cho nghiên cứu khí tượng và tầng điện ly.</span></span></div>
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<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">CORS cung cấp một cách để đo mức tầng điện ly, sử dụng máy thu để thu thập thông tin về độ trễ tầng điện ly mà tín hiệu GNSS gặp phải trên đường đi của chúng. Điều này cho phép các chuyên gia tính toán tổng số electron (TEC) và lập bản đồ mật độ electron tầng điện ly. Hoạt động của tầng điện ly ảnh hưởng trực tiếp đến độ chính xác của các hệ thống dựa trên GNSS để khảo sát, định vị, viễn thông, v.v. Việc giám sát tầng điện ly cho phép các chuyên gia đánh giá độ tin cậy của các hệ thống này và thực hiện các biện pháp giảm thiểu khi có thể.</span></span></div>
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<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mạng lưới này cũng cung cấp thông tin có giá trị về các điều kiện khí quyển, bao gồm lượng hơi nước trong khí quyển – đặc biệt quan trọng đối với các khu vực có lượng mưa lớn ở Việt Nam. Tương tự như việc đo hoạt động tầng điện ly, các máy thu CORS ghi lại độ trễ mà tín hiệu GNSS gặp phải khi di chuyển qua khí quyển do hơi nước. Bằng cách so sánh thời gian đến ước tính và thực tế của tín hiệu GNSS tại các máy thu CORS, có thể ước tính mức độ hơi nước. Phương pháp này cung cấp các quan sát khí tượng độc đáo, góp phần vào dự báo thời tiết và nghiên cứu khí hậu.</span></span></div>
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<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngoài ra, mạng lưới rộng lớn của Việt Nam giúp có thể theo dõi các chuyển động trong lớp vỏ trái đất và tốc độ của các chuyển động này theo thời gian bằng GNSS. Là một khu vực hoạt động địa chấn, đây là một nguồn tài nguyên đặc biệt có giá trị để ghi lại và dự đoán các chuyển động mặt đất.</span></span><br />
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<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">“Việc kết nối 65 trạm này trên khắp đất nước chúng tôi đánh dấu bước tiến vượt bậc trong khả năng lập bản đồ và khảo sát của chúng tôi, đạt được mức độ chính xác và độ tin cậy chưa từng thấy trước đây”</span></div>
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<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc triển khai các trạm tham chiếu GNSS và phần mềm Leica Geosystems đóng vai trò then chốt trong việc hiện thực hóa các mục tiêu của dự án này.<br />
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<img alt="" src="/admin/webroot/upload/image/images/CHỌN ANH TÀI (665 x 295 px) (Quảng cáo trên Facebook) (6).png" style="width: 800px; height: 419px;" /></span></span></div>
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'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ<strong><span itemprop="isBasedOn" itemscope="" itemtype="https://schema.org/WebPage" style="position: fixed; inset: initial; opacity: 0; visibility: visible; display: inline-block; margin: 0px; padding: 0px; overflow: hidden; border: none; background: none; color: initial; cursor: auto; max-width: 1px; max-height: 1px; width: 1px; height: 1px;"><a content="https://bloganchoi.com/pin-hat-nhan-bv100-betavolt/" href="https://bloganchoi.com/pin-hat-nhan-bv100-betavolt/?utm_campaign=https%3A%2F%2Fbloganchoi.com%2Fpin-hat-nhan-bv100-betavolt%2F&utm_source=dmca&utm_medium=copy&utm_term=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi&utm_content=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi.%20B%E1%BA%A1n%20%C4%91%C3%A3%20bao%20gi%E1%BB%9D%20t%C6%B0%E1%BB%9Fng%20t%C6%B0%E1%BB%A3ng%20v%E1%BB%81%20m%E1%BB%99t%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B4ng%20ngh%E1%BB%87%20c%C3%B3%20th%E1%BB%83%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20su%E1%BB%91t%20n%E1%BB%ADa%20th%E1%BA%BF%20k%E1%BB%B7%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20hay%20ch%C6%B0a%3F%20Vi%C3%AAn%20pin%20BV100%20c%E1%BB%A7a%20c%C3%B4ng%20ty%20Betavol.%20B%E1%BA%A1n%20%C4%91%C3%A3%20bao%20gi%E1%BB%9D%20t%C6%B0%E1%BB%9Fng%20t%C6%B0%E1%BB%A3ng%20v%E1%BB%81%20m%E1%BB%99t%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B4ng%20ngh%E1%BB%87%20c%C3%B3%20th%E1%BB%83%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20su%E1%BB%91t%20n%E1%BB%ADa%20th%E1%BA%BF%20k%E1%BB%B7%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20hay%20ch%C6%B0a%3F%20Vi%C3%AAn%20pin%20BV100%20c%E1%BB%A7a%20c%C3%B4ng%20ty%20Betavolt%20Technology%20%C4%91%E1%BA%BFn%20t%E1%BB%AB%20Trung%20Qu%E1%BB%91c%20%C4%91ang%20bi%E1%BA%BFn%20%C4%91i%E1%BB%81u%20kh%C3%B4ng%20t%C6%B0%E1%BB%9Fng%20%E1%BA%A5y%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20v%E1%BB%9Bi%20c%C3%B4ng%20ngh%E1%BB%87%20pin%20h%E1%BA%A1t%20nh%C3%A2n%20ho%C3%A0n%20to%C3%A0n%20m%E1%BB%9Bi.%20https%3A%2F%2Fbloganchoi.com%2Fpin-hat-nhan-bv100-betavolt%2F" itemprop="mainEntityOfPage" style="position: fixed; inset: initial; opacity: 0; visibility: visible; display: inline-block; margin: 0px; padding: 0px; overflow: hidden; text-decoration-line: none; border: none; background: none; cursor: auto; max-width: 1px; max-height: 1px; width: 1px; height: 1px;" target="_blank" title="Pin hạt nhân BV100 Betavolt - Khi khoa học viễn tưởng trở thành hiện thực - BlogAnChoi. 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Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? Viên pin BV100 của công ty Betavol. Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? Viên pin BV100 của công ty Betavolt Technology đến từ Trung Quốc đang biến điều không tưởng ấy thành hiện thực với công nghệ pin hạt nhân hoàn toàn mới. https://techfancy.net/"><img alt="Pin hạt nhân BV100 Betavolt - Khi khoa học viễn tưởng trở thành hiện thực - BlogAnChoi. Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? Viên pin BV100 của công ty Betavol. Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? 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Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? Viên pin BV100 của công ty Betavol. Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? Viên pin BV100 của công ty Betavolt Technology đến từ Trung Quốc đang biến điều không tưởng ấy thành hiện thực với công nghệ pin hạt nhân hoàn toàn mới. https://techfancy.net/" width="1" /></a></strong> có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? Viên pin BV100 của công ty Betavolt Technology đến từ Trung Quốc đang biến điều không tưởng ấy thành hiện thực với công nghệ pin hạt nhân hoàn toàn mới.</span></span>',
'content' => '<p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="background-color: rgb(254, 254, 254);">Công ty </span>Betavolt New Energy Technology, có trụ sở tại Bắc Kinh<span style="background-color: rgb(254, 254, 254);">, Trung Quốc vừa công bố sản xuất đại trà pin hạt nhân với thông số ấn tượng: điện áp 3V, công suất 100 microwatt. Dù công suất không lớn, pin có tuổi thọ lên tới 50 năm và kích thước siêu nhỏ (15×15×5 mm). Đặc biệt, nó hoạt động ổn định trong dải nhiệt độ từ -60°C đến 120°C và an toàn nhờ sử dụng niken-63 - đồng vị phóng xạ có chu kỳ bán rã 100 năm, cuối cùng phân hủy thành đồng vị đồng bền.</span></span></span></span></p>
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<span style="background-color: rgb(254, 254, 254); font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">Theo chuyên gia Nga, công nghệ này đã xuất hiện từ vài năm trước. Năm 2023, Giáo sư Mefi (Nga) từng thiết kế thử nghiệm "pin hạt nhân" dựa trên nguồn đồng vị phóng xạ và vật liệu bán dẫn. Tuy nhiên, chi phí sản xuất quá cao do giá niken-63 đắt đỏ (hơn 200 triệu rúp/100g) khiến Nga không thể phát triển thêm.</span></p>
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<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sinh ra từ khát vọng đổi mới ngành năng lượng trên toàn cầu, Betavolt Technology đã ra mắt thế giới viên pin “viễn tưởng” BV100 vào đầu 2024 chỉ sau 3 năm thành lập công ty. Với kích thước khiêm tốn chỉ to ngang một đồng xu, viên pin này là sự kết hợp hoàn hảo giữa những đồng vị phóng xạ nickel-63 và công nghệ bán dẫn kim cương thế hệ thứ tư. Cơ chế chuyển đổi năng lượng phân rã beta thành điện năng cho phép BV100 làm điều tưởng chừng như không thế: cung cấp năng lượng liên tục trong nửa thế kỷ mà không đòi hỏi một lần sạc hay bảo trì nào.<br />
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<img alt="" src="/admin/webroot/upload/image/images/pin-hat-nhan-betavolt_65a4f1f79425d.jpg" style="width: 800px; height: 447px;" /></span></span></span></p>
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<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Nguyên lý hoạt động của pin hạt nhân BV100</strong></span></span></span><br />
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<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">Pin hạt nhân BV100 hoạt động dựa trên nguyên lý betavoltaic, trong đó các hạt beta phát ra từ quá trình phân rã của nickel-63 được chuyển đổi thành điện năng thông qua một lớp bán dẫn kim cương mỏng.</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);"> Cấu trúc của pin bao gồm các lớp xen kẽ giữa nguồn nickel-63 và các lớp bán dẫn kim cương, tạo thành một mô-đun có thể mở rộng để tăng công suất. <br />
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<img alt="" src="/admin/webroot/upload/image/images/pin-hat-nhan.jpeg" style="width: 800px; height: 451px;" /></span></p>
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<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">2. Những ưu điểm của viên pin hạt nhân BV100</strong></p>
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<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tuổi thọ vượt trội</strong></span></span></span></p>
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<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm nổi bật nhất ở viên pin BV100 đó chính là việc nó có thể cung cấp năng lượng liên tục trong 50 năm mà không cần sạc lại hoặc bảo trì, từ đó đáp ứng nhu cầu của các thiết bị đòi hỏi độ tin cậy cao và vận hành dài hạn trong các ứng dụng quan trọng trong cuộc sống.</span></span></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://bloganchoi.com/pin-hat-nhan-bv100-betavolt/?utm_campaign=https%3A%2F%2Fbloganchoi.com%2Fpin-hat-nhan-bv100-betavolt%2F&utm_source=dmca&utm_medium=copy&utm_term=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi&utm_content=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi.%20B%E1%BA%A1n%20%C4%91%C3%A3%20bao%20gi%E1%BB%9D%20t%C6%B0%E1%BB%9Fng%20t%C6%B0%E1%BB%A3ng%20v%E1%BB%81%20m%E1%BB%99t%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B4ng%20ngh%E1%BB%87%20c%C3%B3%20th%E1%BB%83%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20su%E1%BB%91t%20n%E1%BB%ADa%20th%E1%BA%BF%20k%E1%BB%B7%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20hay%20ch%C6%B0a%3F%20Vi%C3%AAn%20pin%20BV100%20c%E1%BB%A7a%20c%C3%B4ng%20ty%20Betavol.%20Nh%E1%BB%AFng%20%C6%B0u%20%C4%91i%E1%BB%83m%20c%E1%BB%A7a%20vi%C3%AAn%20pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20C%E1%BA%A5u%20tr%C3%BAc%20c%E1%BB%A7a%20vi%C3%AAn%20pin%20BV100%20(Ngu%E1%BB%93n%3A%20Internet)Tu%E1%BB%95i%20th%E1%BB%8D%20v%C6%B0%E1%BB%A3t%20tr%E1%BB%99iNh%C6%B0%20m%C3%ACnh%20%C4%91%C3%A3%20%C4%91%E1%BB%81%20c%E1%BA%ADp%20%E1%BB%9F%20b%C3%AAn%20tr%C3%AAn%2C%20%C4%91i%E1%BB%83m%20n%E1%BB%95i%20b%E1%BA%ADt%20nh%E1%BA%A5t%20%E1%BB%9F%20vi%C3%AAn%20pin%20BV100%20%C4%91%C3%B3%20ch%C3%ADnh%20l%C3%A0%20vi%E1%BB%87c%20n%C3%B3%20c%C3%B3%20th%E1%BB%83%20cung%20c%E1%BA%A5p%20n%C4%83ng%20l%C6%B0%E1%BB%A3ng%20li%C3%AAn%20t%E1%BB%A5c%20trong%2050%20n%C4%83m%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20l%E1%BA%A1i%20ho%E1%BA%B7c%20b%E1%BA%A3o%20tr%C3%AC%2C%20t%E1%BB%AB%20%C4%91%C3%B3%20%C4%91%C3%A1p%20%E1%BB%A9ng%20nhu%20c%E1%BA%A7u%20c%E1%BB%A7a%20c%C3%A1c%20thi%E1%BA%BFt%20b%E1%BB%8B%20%C4%91%C3%B2i%20h%E1%BB%8Fi%20%C4%91%E1%BB%99%20tin%20c%E1%BA%ADy%20cao%20v%C3%A0%20v%E1%BA%ADn%20h%C3%A0nh%20d%C3%A0i%20h%E1%BA%A1n%20trong%20c%C3%A1c%20%E1%BB%A9ng%20d%E1%BB%A5ng%20quan%20tr%E1%BB%8Dng%20trong%20cu%E1%BB%99c%20s%E1%BB%91ng.Thi%E1%BA%BFt%20k%E1%BA%BF%20nh%E1%BB%8F%20g%E1%BB%8DnV%E1%BB%9Bi%20k%C3%ADch%20th%C6%B0%E1%BB%9Bc%20ch%E1%BB%89%20t%C6%B0%C6%A1ng%20%C4%91%C6%B0%C6%A1ng%20m%E1%BB%99t%20%C4%91%E1%BB%93ng%20xu%2C%20pin%20BV100%20mang%20%C4%91%E1%BA%BFn%20kh%E1%BA%A3%20n%C4%83ng%20t%C3%ADch%20h%E1%BB%A3p%20linh%20ho%E1%BA%A1t%20v%C3%A0o%20nhi%E1%BB%81u%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B3%20kh%C3%B4ng%20gian%20h%E1%BA%A1n%20ch%E1%BA%BF%2C%20gi%C3%BAp%20m%E1%BB%9F%20r%E1%BB%99ng%20%C4%91%C3%A1ng%20k%E1%BB%83%20ph%E1%BA%A1m%20vi%20%E1%BB%A9ng%20d%E1%BB%A5ng%20trong%20nhi%E1%BB%81u%20l%C4%A9nh%20v%E1%BB%B1c%20c%C3%B4ng%20ngh%E1%BB%87.An%20to%C3%A0n%20v%C3%A0%20b%E1%BB%81n%20v%E1%BB%AFngV%C3%AC%20trong%20quy%20tr%C3%ACnh%20chuy%E1%BB%83n%20h%C3%B3a%20c%E1%BB%A7a%20nickel%20%E2%80%93%2063%20s%E1%BA%BD%20bi%E1%BA%BFn%20n%C3%B3%20th%C3%A0nh%20%C4%90%E1%BB%93ng%20%E2%80%93%2063%20%E2%80%93%20m%E1%BB%99t%20nguy%C3%AAn%20t%E1%BB%91%20%E1%BB%95n%20%C4%91%E1%BB%8Bnh%20v%C3%A0%20kh%C3%B4ng%20ph%C3%B3ng%20x%E1%BA%A1%2C%20t%E1%BB%AB%20%C4%91%C3%B3%20gi%C3%BAp%20%C4%91%E1%BA%A3m%20b%E1%BA%A3o%20t%C3%ADnh%20an%20to%C3%A0n%20v%C3%A0%20gi%E1%BA%A3m%20thi%E1%BB%83u%20c%C3%A1c%20t%C3%A1c%20%C4%91%E1%BB%99ng%20%C4%91%E1%BA%BFn%20m%C3%B4i%20tr%C6%B0%E1%BB%9Dng%2C%20%C4%91%C3%A1p%20%E1%BB%A9ng%20c%C3%A1c%20ti%C3%AAu%20chu%E1%BA%A9n%20kh%E1%BA%AFt%20khe%20v%E1%BB%81%20ph%C3%A1t%20tri%E1%BB%83n%20c%C3%B4ng%20ngh%E1%BB%87%20b%E1%BB%81n%20v%E1%BB%AFng.%20Sponsor%20Kh%E1%BA%A3%20n%C4%83ng%20v%E1%BA%ADn%20h%C3%A0nh%20trong%20%C4%91i%E1%BB%81u%20ki%E1%BB%87n%20kh%E1%BA%AFc%20nghi%E1%BB%87tPin%20BV100%20c%C3%B3%20th%E1%BB%83%20duy%20tr%C3%AC%20hi%E1%BB%87u%20su%E1%BA%A5t%20%E1%BB%95n%20%C4%91%E1%BB%8Bnh%20trong%20ph%E1%BA%A1m%20vi%20nhi%E1%BB%87t%20%C4%91%E1%BB%99%20r%E1%BB%99ng%20t%E1%BB%AB%20-60%C2%B0C%20%C4%91%E1%BA%BFn%20120%C2%B0C%2C%20mang%20%C4%91%E1%BA%BFn%20gi%E1%BA%A3i%20ph%C3%A1p%20n%C4%83ng%20l%C6%B0%E1%BB%A3ng%20%C4%91%C3%A1ng%20tin%20c%E1%BA%ADy%20cho%20c%C3%A1c%20thi%E1%BA%BFt%20b%E1%BB%8B%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20c%C3%A1c%20m%C3%B4i%20tr%C6%B0%E1%BB%9Dng%20c%E1%BB%B1c%20k%E1%BB%B3%20kh%E1%BA%AFc%20nghi%E1%BB%87t.%20https%3A%2F%2Fbloganchoi.com%2Fpin-hat-nhan-bv100-betavolt%2F" title=""Pin hạt nhân BV100 Betavolt - Khi khoa học viễn tưởng trở thành hiện thực - BlogAnChoi. Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? Viên pin BV100 của công ty Betavol. Những ưu đi"><span style="color:#000000;"><img border="0" height="1" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAEAAAABCAMAAAAoyzS7AAAAAXNSR0ICQMB9xQAAAANQTFRFAAAAp3o92gAAAAF0Uk5TAEDm2GYAAAAJcEhZcwAADsQAAA7EAZUrDhsAAAAZdEVYdFNvZnR3YXJlAE1pY3Jvc29mdCBPZmZpY2V/7TVxAAAACklEQVQY02NgAAAAAgABmGNs1wAAAABJRU5ErkJggg==" width="1" /></span></a><a href="https://bloganchoi.com/?utm_campaign=https%3A%2F%2Fbloganchoi.com%2Fpin-hat-nhan-bv100-betavolt%2F&utm_source=dmca&utm_medium=copy&utm_term=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi&utm_content=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi.%20B%E1%BA%A1n%20%C4%91%C3%A3%20bao%20gi%E1%BB%9D%20t%C6%B0%E1%BB%9Fng%20t%C6%B0%E1%BB%A3ng%20v%E1%BB%81%20m%E1%BB%99t%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B4ng%20ngh%E1%BB%87%20c%C3%B3%20th%E1%BB%83%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20su%E1%BB%91t%20n%E1%BB%ADa%20th%E1%BA%BF%20k%E1%BB%B7%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20hay%20ch%C6%B0a%3F%20Vi%C3%AAn%20pin%20BV100%20c%E1%BB%A7a%20c%C3%B4ng%20ty%20Betavol.%20Nh%E1%BB%AFng%20%C6%B0u%20%C4%91i%E1%BB%83m%20c%E1%BB%A7a%20vi%C3%AAn%20pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20C%E1%BA%A5u%20tr%C3%BAc%20c%E1%BB%A7a%20vi%C3%AAn%20pin%20BV100%20(Ngu%E1%BB%93n%3A%20Internet)Tu%E1%BB%95i%20th%E1%BB%8D%20v%C6%B0%E1%BB%A3t%20tr%E1%BB%99iNh%C6%B0%20m%C3%ACnh%20%C4%91%C3%A3%20%C4%91%E1%BB%81%20c%E1%BA%ADp%20%E1%BB%9F%20b%C3%AAn%20tr%C3%AAn%2C%20%C4%91i%E1%BB%83m%20n%E1%BB%95i%20b%E1%BA%ADt%20nh%E1%BA%A5t%20%E1%BB%9F%20vi%C3%AAn%20pin%20BV100%20%C4%91%C3%B3%20ch%C3%ADnh%20l%C3%A0%20vi%E1%BB%87c%20n%C3%B3%20c%C3%B3%20th%E1%BB%83%20cung%20c%E1%BA%A5p%20n%C4%83ng%20l%C6%B0%E1%BB%A3ng%20li%C3%AAn%20t%E1%BB%A5c%20trong%2050%20n%C4%83m%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20l%E1%BA%A1i%20ho%E1%BA%B7c%20b%E1%BA%A3o%20tr%C3%AC%2C%20t%E1%BB%AB%20%C4%91%C3%B3%20%C4%91%C3%A1p%20%E1%BB%A9ng%20nhu%20c%E1%BA%A7u%20c%E1%BB%A7a%20c%C3%A1c%20thi%E1%BA%BFt%20b%E1%BB%8B%20%C4%91%C3%B2i%20h%E1%BB%8Fi%20%C4%91%E1%BB%99%20tin%20c%E1%BA%ADy%20cao%20v%C3%A0%20v%E1%BA%ADn%20h%C3%A0nh%20d%C3%A0i%20h%E1%BA%A1n%20trong%20c%C3%A1c%20%E1%BB%A9ng%20d%E1%BB%A5ng%20quan%20tr%E1%BB%8Dng%20trong%20cu%E1%BB%99c%20s%E1%BB%91ng.Thi%E1%BA%BFt%20k%E1%BA%BF%20nh%E1%BB%8F%20g%E1%BB%8DnV%E1%BB%9Bi%20k%C3%ADch%20th%C6%B0%E1%BB%9Bc%20ch%E1%BB%89%20t%C6%B0%C6%A1ng%20%C4%91%C6%B0%C6%A1ng%20m%E1%BB%99t%20%C4%91%E1%BB%93ng%20xu%2C%20pin%20BV100%20mang%20%C4%91%E1%BA%BFn%20kh%E1%BA%A3%20n%C4%83ng%20t%C3%ADch%20h%E1%BB%A3p%20linh%20ho%E1%BA%A1t%20v%C3%A0o%20nhi%E1%BB%81u%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B3%20kh%C3%B4ng%20gian%20h%E1%BA%A1n%20ch%E1%BA%BF%2C%20gi%C3%BAp%20m%E1%BB%9F%20r%E1%BB%99ng%20%C4%91%C3%A1ng%20k%E1%BB%83%20ph%E1%BA%A1m%20vi%20%E1%BB%A9ng%20d%E1%BB%A5ng%20trong%20nhi%E1%BB%81u%20l%C4%A9nh%20v%E1%BB%B1c%20c%C3%B4ng%20ngh%E1%BB%87.An%20to%C3%A0n%20v%C3%A0%20b%E1%BB%81n%20v%E1%BB%AFngV%C3%AC%20trong%20quy%20tr%C3%ACnh%20chuy%E1%BB%83n%20h%C3%B3a%20c%E1%BB%A7a%20nickel%20%E2%80%93%2063%20s%E1%BA%BD%20bi%E1%BA%BFn%20n%C3%B3%20th%C3%A0nh%20%C4%90%E1%BB%93ng%20%E2%80%93%2063%20%E2%80%93%20m%E1%BB%99t%20nguy%C3%AAn%20t%E1%BB%91%20%E1%BB%95n%20%C4%91%E1%BB%8Bnh%20v%C3%A0%20kh%C3%B4ng%20ph%C3%B3ng%20x%E1%BA%A1%2C%20t%E1%BB%AB%20%C4%91%C3%B3%20gi%C3%BAp%20%C4%91%E1%BA%A3m%20b%E1%BA%A3o%20t%C3%ADnh%20an%20to%C3%A0n%20v%C3%A0%20gi%E1%BA%A3m%20thi%E1%BB%83u%20c%C3%A1c%20t%C3%A1c%20%C4%91%E1%BB%99ng%20%C4%91%E1%BA%BFn%20m%C3%B4i%20tr%C6%B0%E1%BB%9Dng%2C%20%C4%91%C3%A1p%20%E1%BB%A9ng%20c%C3%A1c%20ti%C3%AAu%20chu%E1%BA%A9n%20kh%E1%BA%AFt%20khe%20v%E1%BB%81%20ph%C3%A1t%20tri%E1%BB%83n%20c%C3%B4ng%20ngh%E1%BB%87%20b%E1%BB%81n%20v%E1%BB%AFng.%20Sponsor%20Kh%E1%BA%A3%20n%C4%83ng%20v%E1%BA%ADn%20h%C3%A0nh%20trong%20%C4%91i%E1%BB%81u%20ki%E1%BB%87n%20kh%E1%BA%AFc%20nghi%E1%BB%87tPin%20BV100%20c%C3%B3%20th%E1%BB%83%20duy%20tr%C3%AC%20hi%E1%BB%87u%20su%E1%BA%A5t%20%E1%BB%95n%20%C4%91%E1%BB%8Bnh%20trong%20ph%E1%BA%A1m%20vi%20nhi%E1%BB%87t%20%C4%91%E1%BB%99%20r%E1%BB%99ng%20t%E1%BB%AB%20-60%C2%B0C%20%C4%91%E1%BA%BFn%20120%C2%B0C%2C%20mang%20%C4%91%E1%BA%BFn%20gi%E1%BA%A3i%20ph%C3%A1p%20n%C4%83ng%20l%C6%B0%E1%BB%A3ng%20%C4%91%C3%A1ng%20tin%20c%E1%BA%ADy%20cho%20c%C3%A1c%20thi%E1%BA%BFt%20b%E1%BB%8B%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20c%C3%A1c%20m%C3%B4i%20tr%C6%B0%E1%BB%9Dng%20c%E1%BB%B1c%20k%E1%BB%B3%20kh%E1%BA%AFc%20nghi%E1%BB%87t.%20https%3A%2F%2Fbloganchoi.com%2Fpin-hat-nhan-bv100-betavolt%2F" title=""This article is referenced content from https://bloganchoi.com - Pin hạt nhân BV100 Betavolt - Khi khoa học viễn tưởng trở thành hiện thực - BlogAnChoi. Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không "><span style="color:#000000;"><img border="0" height="1" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAEAAAABCAMAAAAoyzS7AAAAAXNSR0ICQMB9xQAAAANQTFRFAAAAp3o92gAAAAF0Uk5TAEDm2GYAAAAJcEhZcwAADsQAAA7EAZUrDhsAAAAZdEVYdFNvZnR3YXJlAE1pY3Jvc29mdCBPZmZpY2V/7TVxAAAACklEQVQY02NgAAAAAgABmGNs1wAAAABJRU5ErkJggg==" width="1" /></span></a></span></span><br />
</p>
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<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Thiết kế nhỏ gọn</strong></span></span></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://techfancy.net/?utm_campaign=https%3A%2F%2Ftechfancy.net%2F&utm_source=dmca&utm_medium=copy&utm_term=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi&utm_content=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi.%20B%E1%BA%A1n%20%C4%91%C3%A3%20bao%20gi%E1%BB%9D%20t%C6%B0%E1%BB%9Fng%20t%C6%B0%E1%BB%A3ng%20v%E1%BB%81%20m%E1%BB%99t%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B4ng%20ngh%E1%BB%87%20c%C3%B3%20th%E1%BB%83%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20su%E1%BB%91t%20n%E1%BB%ADa%20th%E1%BA%BF%20k%E1%BB%B7%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20hay%20ch%C6%B0a%3F%20Vi%C3%AAn%20pin%20BV100%20c%E1%BB%A7a%20c%C3%B4ng%20ty%20Betavol.%20Nh%E1%BB%AFng%20%C6%B0u%20%C4%91i%E1%BB%83m%20c%E1%BB%A7a%20vi%C3%AAn%20pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20C%E1%BA%A5u%20tr%C3%BAc%20c%E1%BB%A7a%20vi%C3%AAn%20pin%20BV100%20(Ngu%E1%BB%93n%3A%20Internet)Tu%E1%BB%95i%20th%E1%BB%8D%20v%C6%B0%E1%BB%A3t%20tr%E1%BB%99iNh%C6%B0%20m%C3%ACnh%20%C4%91%C3%A3%20%C4%91%E1%BB%81%20c%E1%BA%ADp%20%E1%BB%9F%20b%C3%AAn%20tr%C3%AAn%2C%20%C4%91i%E1%BB%83m%20n%E1%BB%95i%20b%E1%BA%ADt%20nh%E1%BA%A5t%20%E1%BB%9F%20vi%C3%AAn%20pin%20BV100%20%C4%91%C3%B3%20ch%C3%ADnh%20l%C3%A0%20vi%E1%BB%87c%20n%C3%B3%20c%C3%B3%20th%E1%BB%83%20cung%20c%E1%BA%A5p%20n%C4%83ng%20l%C6%B0%E1%BB%A3ng%20li%C3%AAn%20t%E1%BB%A5c%20trong%2050%20n%C4%83m%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20l%E1%BA%A1i%20ho%E1%BA%B7c%20b%E1%BA%A3o%20tr%C3%AC%2C%20t%E1%BB%AB%20%C4%91%C3%B3%20%C4%91%C3%A1p%20%E1%BB%A9ng%20nhu%20c%E1%BA%A7u%20c%E1%BB%A7a%20c%C3%A1c%20thi%E1%BA%BFt%20b%E1%BB%8B%20%C4%91%C3%B2i%20h%E1%BB%8Fi%20%C4%91%E1%BB%99%20tin%20c%E1%BA%ADy%20cao%20v%C3%A0%20v%E1%BA%ADn%20h%C3%A0nh%20d%C3%A0i%20h%E1%BA%A1n%20trong%20c%C3%A1c%20%E1%BB%A9ng%20d%E1%BB%A5ng%20quan%20tr%E1%BB%8Dng%20trong%20cu%E1%BB%99c%20s%E1%BB%91ng.Thi%E1%BA%BFt%20k%E1%BA%BF%20nh%E1%BB%8F%20g%E1%BB%8DnV%E1%BB%9Bi%20k%C3%ADch%20th%C6%B0%E1%BB%9Bc%20ch%E1%BB%89%20t%C6%B0%C6%A1ng%20%C4%91%C6%B0%C6%A1ng%20m%E1%BB%99t%20%C4%91%E1%BB%93ng%20xu%2C%20pin%20BV100%20mang%20%C4%91%E1%BA%BFn%20kh%E1%BA%A3%20n%C4%83ng%20t%C3%ADch%20h%E1%BB%A3p%20linh%20ho%E1%BA%A1t%20v%C3%A0o%20nhi%E1%BB%81u%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B3%20kh%C3%B4ng%20gian%20h%E1%BA%A1n%20ch%E1%BA%BF%2C%20gi%C3%BAp%20m%E1%BB%9F%20r%E1%BB%99ng%20%C4%91%C3%A1ng%20k%E1%BB%83%20ph%E1%BA%A1m%20vi%20%E1%BB%A9ng%20d%E1%BB%A5ng%20trong%20nhi%E1%BB%81u%20l%C4%A9nh%20v%E1%BB%B1c%20c%C3%B4ng%20ngh%E1%BB%87.An%20to%C3%A0n%20v%C3%A0%20b%E1%BB%81n%20v%E1%BB%AFngV%C3%AC%20trong%20quy%20tr%C3%ACnh%20chuy%E1%BB%83n%20h%C3%B3a%20c%E1%BB%A7a%20nickel%20%E2%80%93%2063%20s%E1%BA%BD%20bi%E1%BA%BFn%20n%C3%B3%20th%C3%A0nh%20%C4%90%E1%BB%93ng%20%E2%80%93%2063%20%E2%80%93%20m%E1%BB%99t%20nguy%C3%AAn%20t%E1%BB%91%20%E1%BB%95n%20%C4%91%E1%BB%8Bnh%20v%C3%A0%20kh%C3%B4ng%20ph%C3%B3ng%20x%E1%BA%A1%2C%20t%E1%BB%AB%20%C4%91%C3%B3%20gi%C3%BAp%20%C4%91%E1%BA%A3m%20b%E1%BA%A3o%20t%C3%ADnh%20an%20to%C3%A0n%20v%C3%A0%20gi%E1%BA%A3m%20thi%E1%BB%83u%20c%C3%A1c%20t%C3%A1c%20%C4%91%E1%BB%99ng%20%C4%91%E1%BA%BFn%20m%C3%B4i%20tr%C6%B0%E1%BB%9Dng%2C%20%C4%91%C3%A1p%20%E1%BB%A9ng%20c%C3%A1c%20ti%C3%AAu%20chu%E1%BA%A9n%20kh%E1%BA%AFt%20khe%20v%E1%BB%81%20ph%C3%A1t%20tri%E1%BB%83n%20c%C3%B4ng%20ngh%E1%BB%87%20b%E1%BB%81n%20v%E1%BB%AFng.%20Sponsor%20Kh%E1%BA%A3%20n%C4%83ng%20v%E1%BA%ADn%20h%C3%A0nh%20trong%20%C4%91i%E1%BB%81u%20ki%E1%BB%87n%20kh%E1%BA%AFc%20nghi%E1%BB%87tPin%20BV100%20c%C3%B3%20th%E1%BB%83%20duy%20tr%C3%AC%20hi%E1%BB%87u%20su%E1%BA%A5t%20%E1%BB%95n%20%C4%91%E1%BB%8Bnh%20trong%20ph%E1%BA%A1m%20vi%20nhi%E1%BB%87t%20%C4%91%E1%BB%99%20r%E1%BB%99ng%20t%E1%BB%AB%20-60%C2%B0C%20%C4%91%E1%BA%BFn%20120%C2%B0C%2C%20mang%20%C4%91%E1%BA%BFn%20gi%E1%BA%A3i%20ph%C3%A1p%20n%C4%83ng%20l%C6%B0%E1%BB%A3ng%20%C4%91%C3%A1ng%20tin%20c%E1%BA%ADy%20cho%20c%C3%A1c%20thi%E1%BA%BFt%20b%E1%BB%8B%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20c%C3%A1c%20m%C3%B4i%20tr%C6%B0%E1%BB%9Dng%20c%E1%BB%B1c%20k%E1%BB%B3%20kh%E1%BA%AFc%20nghi%E1%BB%87t.%20https%3A%2F%2Ftechfancy.net%2F" title=""Pin hạt nhân BV100 Betavolt - Khi khoa học viễn tưởng trở thành hiện thực - BlogAnChoi. Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? Viên pin BV100 của công ty Betavol. Những ưu đi"><span style="color:#000000;"><strong><img border="0" height="1" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAEAAAABCAMAAAAoyzS7AAAAAXNSR0ICQMB9xQAAAANQTFRFAAAAp3o92gAAAAF0Uk5TAEDm2GYAAAAJcEhZcwAADsQAAA7EAZUrDhsAAAAZdEVYdFNvZnR3YXJlAE1pY3Jvc29mdCBPZmZpY2V/7TVxAAAACklEQVQY02NgAAAAAgABmGNs1wAAAABJRU5ErkJggg==" width="1" /></strong></span></a></span></span></p>
<p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với kích thước chỉ tương đương một đồng xu, pin BV100 mang đến khả năng tích hợp linh hoạt vào nhiều thiết bị có không gian hạn chế, giúp mở rộng đáng kể phạm vi ứng dụng trong nhiều lĩnh vực công nghệ.</span></span></span><br />
</p>
<p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>An toàn và bền vững</strong></span></span></span></p>
<p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vì trong quy trình chuyển hóa của nickel – 63 sẽ biến nó thành Đồng – 63 – một nguyên tố ổn định và không phóng xạ, từ đó giúp đảm bảo tính an toàn và giảm thiểu các tác động đến môi trường, đáp ứng các tiêu chuẩn khắt khe về phát triển công nghệ bền vững.</span></span></span><br />
<br />
<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">Khả năng vận hành trong điều kiện khắc nghiệt</strong></p>
<p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Pin BV100 có thể duy trì hiệu suất ổn định trong phạm vi nhiệt độ rộng từ -60°C đến 120°C, mang đến giải pháp năng lượng đáng tin cậy cho các thiết bị hoạt động trong các môi trường cực kỳ khắc nghiệt.<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/pin-hat-nhan-cho-dien-thoai-2.jpeg" style="width: 800px; height: 450px;" /></span></span></span></p>
<p id="nhung-ung-dung-tiem-nang">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc thương mại hóa loại pin hạt nhân siêu nhỏ này được kỳ vọng sẽ mở ra tương lai cho hàng loạt thiết bị đòi hỏi nguồn năng lượng lâu dài như vệ tinh, cảm biến AI, máy móc y tế, drone mini hay thậm chí là rô-bốt cỡ nhỏ.</span></span></span><br />
<br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">Hiện nay, không chỉ Trung Quốc mà rất nhiều quốc gia khác cũng đang đẩy mạnh phát triển pin hạt nhân. Tại Mỹ, </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); box-sizing: border-box; font-weight: bold;">City Labs</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);"> đang hợp tác với </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); box-sizing: border-box; font-weight: bold;">Viện Y tế Quốc gia</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);"> để tạo pin betavoltaic dùng </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); box-sizing: border-box; font-weight: bold;">tritium</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);"> cho các thiết bị y tế như máy trợ tim. Trong khi đó, tại Anh, </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); box-sizing: border-box; font-weight: bold;">Arkenlight</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);"> đang nghiên cứu công nghệ tương tự với vật liệu </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); box-sizing: border-box; font-weight: bold;">carbon-14</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">.</span><br />
</p>
<p style="box-sizing: border-box; margin-top: 0px; margin-bottom: 26px; overflow-wrap: break-word; font-family: Verdana, BlinkMacSystemFont, -apple-system, "Segoe UI", Roboto, Oxygen, Ubuntu, Cantarell, "Open Sans", "Helvetica Neue", sans-serif; font-size: 15px;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công ty Betavolt<b> </b>đã khẳng định họ là nhà sản xuất vật liệu bán dẫn kim cương quy mô lớn duy nhất hiện nay. </span></span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">Công nghệ pin hạt nhân của Betavolt đã đánh dấu một bước tiến đáng kể trong lĩnh vực lưu trữ năng lượng của thế giới nói chung và của Trung Quốc nói riêng. Nó hứa hẹn sẽ cung cấp cho con người nguồn năng lượng bền vững và lâu dài trong nhiều lĩnh vực thiết yếu từ thiết bị y tế cho đến thám hiểm không gian.<br />
<br />
Mặc dù hiện tại vẫn còn nhiều thách thức cần vượt qua như công suất thấp (chỉ cung cấp 100 microwatt ở 3 volt), chi phí sản xuất cao cũng như những lo ngại về phóng xạ nhưng công nghệ này vẫn là một ẩn số thú vị cần được phát triển đúng cách để con người có thể khai thác tối đa tiềm năng của nó.</span></p>
<p>
</p>
<p id="nhung-ung-dung-tiem-nang">
</p>
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'id' => '759',
'name' => 'Tìm hiểu tính năng đo bù nghiêng trên máy định vị GNSS RTK!',
'code' => null,
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'type' => 'new',
'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong quá trình khảo sát bằng máy định vị GNSS RTK sử dụng tính năng bù nghiêng là một trong những cách hiệu quả giúp bạn nâng cao hiệu suất và chất lượng của dữ liệu thu thập trong đo đạc.</span></span>',
'content' => '<h2>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Đo bù nghiêng trên máy định vị GNSS RTK là gì?</span></span></span></h2>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo bù nghiêng trên máy GPS RTK (hay còn gọi là IMU) là một tính năng mới và nổi bật của dòng máy định vị GNSS RTK. Tính năng bù nghiêng giúp đo ở nơi khó đặt sào, góc khuất, khu vực nguy hiểm,… an toàn cho người đo, thao tác dễ dàng. <br />
Trong thực tế không phải lúc nào người kỹ sư cũng có thể dựng thẳng sào máy. Tính năng bù nghiêng được sử dụng trong một số điều kiện địa hình có chướng ngại vật hoặc góc khuất điển hình như:</span></span></span><br />
<ul>
<li>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đo nằm ở góc tường, cạnh tường</span></span></span></li>
<li>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đo bị che khuất bởi các vật thể không mong muốn</span></span></span></li>
<li>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đo nằm ở các điểm khó với tới như ao, hồ, sông, suối</span></span></span></li>
<li>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đo nằm ở khu vực nguy hiểm</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong các trường hợp trên, các kỹ sư cần phải kích hoạt tính năng đo bù nghiêng để đặt chân sào vào điểm cần đo để tiến hành thu thập dữ liệu. Do đó, tính năng đo bù nghiêng là không thể thiếu, giúp cho công tác đo đạc ngoài thực địa trở nên dễ dàng và hiệu quả hơn.</span></span></span><br />
<h2>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Nguyên lý hoạt động</span></span></span></h2>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thông thường, khi khảo sát, người dùng phải để sào máy thẳng đứng, vuông góc với mặt phẳng trái đất để máy RTK thu thập được tọa độ X,Y. Còn cao độ Z thì chỉ cần lấy cao độ hiện tại máy thu thập được, trừ đi chiều cao sào máy là được.<br />
Vậy khi sào máy nghiêng, máy RTK chỉ có thể tính toán được tọa độ tại vị trí của đầu máy, làm sao để biết được tọa độ điểm tại chân máy? Câu trả lời là cảm biến IMU tích hợp bên trong máy và thuật toán được cài đặt sẵn trong main.<br />
<br />
Cảm biến IMU<br />
IMU ( viết tắt của Inertial measurement unit) – là một cảm biến được tích hợp bên trong máy RTK (Hoặc hầu hết các thiết bị điện tử) nhằm đo lường quán tính, gia tốc, tốc độ, góc nghiêng của thiết bị so với trục vuông góc với bề mặt trái đất.<br />
<br />
Hai thành phần chính cấu tạo lên cảm biến IMU:<br />
<img alt="" src="/admin/webroot/upload/image/images/gia-toc-ke-2-300x141.gif" style="width: 300px; height: 141px;" /><br />
<br />
Gia tốc kế<br />
Dùng để đo gia tốc của bản thân cảm biến IMU, thường gồm 2 hoặc 3 trục, ứng với 3 chiều không gian.<br />
<img alt="" src="/admin/webroot/upload/image/images/con-quay-hoi-chuyen.gif" style="width: 220px; height: 220px;" /><br />
Con quay hồi chuyển<br />
Dùng để đo tốc độ quay quanh một trục của cảm biến IMU, cũng như góc nghiêng của IMU so với trục vuông góc với mặt phẳng trái đất.<br />
Nhờ vào cảm biến IMU, mà máy định vị GNSS RTK có thể xác định được 2 yếu tố là góc nghiêng và hướng nghiêng của sào máy so với trục thẳng đứng. Kết hợp với chiều cao sào, máy RTK có thể biết được vị trí của nó so với điểm cần đo.</span></span></span><br />
<br />
<h2 style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">3. Ưu điểm và nhược điểm của tính năng đo bù nghiêng trên máy định vị GNSS RTK</span></h2>
<p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">- Ưu điểm: </span></p>
<ul>
<li>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng tốc độ đo đạc: Người sử dụng không cần phải mất thời gian để dựng thẳng sào máy, do đó có thể thu thập dữ liệu nhanh hơn.</span></span></span></li>
<li>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng độ chính xác: Việc sử dụng cảm biến IMU giúp loại bỏ sai số do sào máy không được dựng thẳng, do đó tọa độ điểm đo được sẽ chính xác hơn.</span></span></span></li>
<li>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng tính linh hoạt: Người sử dụng có thể đo đạc ở những khu vực khó tiếp cận, nơi mà việc dựng thẳng sào máy là khó khăn hoặc không thể thực hiện được.</span></span></span></li>
</ul>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngoài những ưu điểm trên tính năng đo bù nghiêng trên các thiết bị GPS RTK có một nhược điểm nhưng không đáng kể đó là khả năng sai số cao hơn một chút. Tuy nhiên trong quá trình đo đạc nếu các kỹ sư nắm vững được nguyên lý hoạt động của thiết bị GPS RTK cũng như điều chỉnh được điểm đặt chân sào sẽ hạn chế được những sai số trong quá trình thu thập dữ liệu, có kết quả đo chính xác.</span></span></span><br />
<br />
<h2 style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Có nên thường xuyên sử dụng tính năng đo nghiêng hay không?</span></span></span></h2>
<p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Để có thể trả lời câu hỏi này, ta phải cân nhắc đến vấn đề về độ chính xác. Khi khởi tạo tính năng đo nghiêng, máy RTK sẽ phải thêm một bước tính toán nữa để xác định tọa độ điểm đo.<br />
Tính năng đo bù nghiêng thực sự rất hữu ích giúp giảm thời gian khảo sát một cách đáng kể nhưng cũng sẽ khiến sai số tăng thêm vài cen-ti-mét. Vì vậy chúng tôi khuyến nghị chỉ nên chỉ sử dụng tính năng này khi thật sự cần thiết!</span></span></span></p>
<h2 style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); text-align: justify; margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">5. </span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); text-align: justify;">Địa chỉ mua máy RTK chính hãng:</span></h2>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
<span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">CÔNG TY CP CÔNG NGHỆ VÀ TM THÀNH ĐẠT chuyên nhập khẩu và cung cấp các máy GNSS RTK của các hãng: E-survey, Geomate, eFix, Foif, Toknav,.... tại Việt Nam. </span></span></span></p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
<br style="margin: 0px; padding: 0px;" />
<span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Liên hệ: </strong></u><br style="margin: 0px; padding: 0px;" />
<br style="margin: 0px; padding: 0px;" />
Số 145 Láng Hạ, Đống Đa, Hà Nội<br style="margin: 0px; padding: 0px;" />
Số 5/161 Nguyễn Tuân. Thanh Xuân, Hà Nội<br style="margin: 0px; padding: 0px;" />
Tel: 024.37764930<br style="margin: 0px; padding: 0px;" />
Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" />
Website: </span></span></span><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear; font-size: 13px;" target="_blank"><span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);">www.tracdiathanhdat.vn</span></a></span></span><br style="margin: 0px; padding: 0px;" />
<span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px;" />
<span style="margin: 0px; padding: 0px;"> </span><br style="margin: 0px; padding: 0px;" />
<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;">@ Luôn đồng hành cùng bạn!</strong></span></span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"> </span></span></p>
<p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
</p>
<p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px; text-align: center;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Blue Aesthetic January 2024 Calendar Desktop Wallpaper (665 x 295 px) (665 x 295 px) (1).png" style="width: 665px; height: 295px;" /></span></span></span></p>
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<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(51, 51, 51);">Định vị thi công công trình là công tác trắc địa nhằm xác định vị trí mặt <span style="box-sizing: border-box; touch-action: manipulation; color: rgb(51, 72, 98);">bằng</span> của các điểm, các đường thẳng, các điểm chi tiết của công trình xây dựng trên đất liền cũng như trên mặt nước theo đúng thiết kế.</span></span></span><span style="font-size:11.5pt;
font-family:Montserrat;color:#333333"><o:p></o:p></span></p>
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'content' => '<h2>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Tìm hiểu về định vị thi công công trình </strong></span></span></span></h2>
<br />
<p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị thi công công trình là công tác trắc địa nhằm xác định vị trí mặt bằng của các điểm, các đường thẳng, các điểm chi tiết của công trình xây dựng trên đất liền cũng như trên mặt nước theo đúng thiết kế.<br />
<br />
Định vị công trình bằng máy toàn đạc có thể hiểu là thao tác sử dụng máy toàn đạc để khảo sát, xác định vị trí tọa độ công trình chi tiết, nhanh chóng và chính xác. Các kỹ sư sẽ nhập các tham số trên bản vẽ vào máy. Sau đó, các thuật toán của máy toàn đạc sẽ xử lý những số liệu này. Cuối cùng, máy toàn đạc sẽ khảo sát, xác định chi tiết và xác thực những vị trí điểm ra thực địa. <br />
<br />
Chỉ cần trích xuất những vị trí tọa độ chính xác điểm trên bản vẽ sang <strong><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">máy toàn đạc điện tử</a> , </strong> máy sẽ xử lý các thông số này. Sau đó, máy triển khai vị trí những tim trục trên bản đồ lên thực địa. Nhờ vậy, sẽ định vị được xác thực tim trục của nền móng cho những bước thi công tiếp theo.</span></span></span></p>
<p style="text-align: center;">
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/dinh-vi-cong-trinh-bang-may-toan-dac.jpg" style="width: 620px; height: 360px;" /></span></span></span></p>
<h2>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Phương pháp thực hiện định vị công trình bằng máy toàn đạc điện tử</strong></span></span></span></h2>
<p style="text-align: center;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" 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" style="height: 411px; width: 620px;" /></span></span></span></p>
<p style="text-align: center;">
<em><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Bản vẽ mặt bằng mộtt nhà xưởng</span></span></span></em><br />
</p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Reference Line (Định ᴠị công trình theo đường chuẩn là đường thẳng): một đường chuẩn có thể được хác định bằng cách tham chiếu tới 1 đường thẳng gốc đã biết. <br />
<br />
1. Xác định đường gốc<br />
<br />
Một đường gốc được gắn ᴠới 2 điểm gốc ᴠà được хác định theo 3 cách: Đo đến điểm gốc; Nhập toạ độ bằng taу; Gọi điểm từ bộ nhớ.<br />
<br />
a) Đo tới điểm gốc. Nhập tên điểm <strong>PtID</strong> ᴠà đo bằng phím <br />
b) Với điểm gốc đã biết toạ độ tìm kiếm điểm <strong>PtID</strong> trong bộ nhớ. Nhập toạ độ bằng taу. Hiển thị những điểm ѕẵn trong máу.<br />
(1) Điểm gốc trang bị 1 <br />
(2) Điểm gốc thứ hai.<br />
(3) Đường gốc.<br />
(4) Đường chuẩn.<br />
<br />
2. Dịch chuуển/Quaу đường gốc<br />
Đường gốc được dịch chuуển ѕong ѕong, chiều dọc, chiều đứng hoặc là quaу. Tất cả các kết quả đo ѕau đó ѕẽ ảnh hưởng đến đường chuẩn.<br />
<strong>BP</strong>: Điểm gốc.<br />
<strong>BL</strong>: Đường gốc.<br />
<strong>RP</strong>: Điểm chuẩn.<br />
<strong>RL</strong>: Đường chuẩn.<br />
<strong>Off</strong>: Dịch chuуển ѕong ѕong.<br />
<strong>L</strong>: Dịch chuуển theo chiều dọc.<br />
<strong>R</strong>: Thông ѕố quaу.<br />
<br />
Nhập thông ѕố: Sử dụng phím nàу để chuуển con trỏ đến trường thông ѕố bắt buộc nhập. Ta có thể nhập các thông ѕố như ѕau:<br />
<strong>Offѕet</strong>: Dịch chuуển đường chuẩn ѕong ѕong ᴠề phía bên cần của đường gốc, ᴠào hướng của đường gốc (BP1-BP2).<br />
<strong>Line</strong>: Dịch chuуển đường chuẩn theo chiều dọc tính từ điểm gốc trước tiên theo hướng từ điểm gốc đầu tiên tới điểm gốc vật dụng hai.<br />
<strong>Rotate</strong>: Quaу đường chuẩn theo chiều kim đồng hồ хung quanh điểm gốc.<br />
<strong>Height</strong>: Đường chuẩn cao hơn đường gốc.<br />
<strong>Ref.Hgt:Point1:</strong> Chênh cao ѕo ᴠới điểm gốc chuẩn nhất.<br />
<strong>Point 2</strong>: Chênh cao ѕo ᴠới điểm gốc chuẩn hai.<br />
<strong>Interpolated:</strong> Chênh cao dọc theo đường chuẩn.<br />
<strong>No height</strong>: Chênh cao không được tính toán ᴠà hiển thị.<br />
<br />
3. Tiến hành đo hoặc chuуển ѕang chế độ chuуển điểm bề ngoài ra thực địa. Tiến hành đo đến điểm đích. Chuуển ѕang chế độ chuуển điểm bề ngoài ra thực địa.<br />
<br />
4. Ứng dụng tương trợ “Line&Offѕet”: tính toán ra ᴠị trí của điểm đo ѕo ᴠới đường chuẩn bằng cách hiển thị các lệch dọc trục, lệch ngang, chênh cao…<br />
</span></span></span><br />
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc đạc công trình hay đo đạc công trình là khảo sát và khai triển bản vẽ thiết kế của công trình ra thực địa, dùng cho thi công và giám sát xây dựng công trình đúng bản vẽ thiết kế. Quan trắc dịch chuyển của công trình ra thực địa, chuyên dụng cho thi công và giám sát xây dựng công trình đúng bản vẽ thiết kế. Công cụ đo bằng những mẫu máy đo đạc như máy kinh vĩ, máy thủy bình,máy đo khoảng cách laser, máy toàn đạc điện tử … </span></span></span></p>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiệm vụ chủ đạo của công tác trắc địa trong xây dựng là đảm bảo cho công trình được xây dựng đúng kích thước hình học và đúng vị trí thiết kế. Chỉ khi hai yêu cầu này được đáp ứng thì công trình mới mang thể vận hành an toàn. </span></span></span></p>
<h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
<span style="font-weight: var(--h2_typography-font-weight); font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">III. Những thiết bị được sử dụng trong định vị thi công công trình</span></h2>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
<li style="box-sizing: border-box;">
<span style="color:#ff0000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-tu-dong"><strong>Máy thủy bình tự động, máy thủy bình điện tử</strong></a></span></span></span><span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">:</span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Xác định cao độ, dẫn mốc cao độ, đo chênh cao, quan trắc lún…</span></span></span></li>
</ul>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
<li style="box-sizing: border-box;">
<span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">Máy toàn đạc điện tử</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span> Bố trí trí tọa độ thiết kế ra thực địa; tính toán khoảng cách ngang, đứng, góc phương vị của đường, tọa độ điểm, diện tích và bố trí đường thẳng, đường cong; dẫn lưới lập mốc đường chuyền…</span></span></span></li>
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<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
<li style="box-sizing: border-box;">
<span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">Máy định vị GNSS</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span> Khảo sát thành lập lưới khống chế tọa độ; bố trí điểm phục vụ cho công tác chuyển điểm thiết kế ra thực địa; giao hội, bố trí đường cong, tính diện tích…</span></span></span></li>
</ul>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;">
<span style="color:#000000;"><img alt="" src="/admin/webroot/upload/image/images/Banner (665 × 295 px) (31).png" style="width: 665px; height: 295px;" /></span></p>
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'title_seo' => 'Máy toàn đạc điện tử',
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'created' => '2023-05-30',
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'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
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$setting = array(
'id' => '1',
'name' => 'Công ty CP Công nghệ và Thương mại Thành Đạt',
'title' => 'Chuyên phân phối máy đo đạc, trắc địa: Máy GPS RTK, máy thủy bình, máy toàn đạc, máy scanner, UAV chính hãng (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...)',
'address_eng' => '',
'address' => '<p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Văn phòng</u></strong></span></span><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">: Số 157 Đặng Văn Ngữ, Phường Kim Liên, Hà Nội</span></span></p>
<p>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">MST:<strong><a href="javascript: void(0)" style="font-size:11px;"><span style="color:#ffffff;"> 0103764857 </span></a></strong>do Sở KHĐT TP. Hà Nội cấp ngày 28-04-2009<br />
Điện thoại: <a href="javascript: void(0)" style="font-family: tahoma, geneva, sans-serif;font-size:11px;"><span style="color: rgb(255, 255, 255);"><strong style="font-family: arial, helvetica, sans-serif;">(</strong><strong style="font-family: arial, helvetica, sans-serif;">024) 3776 4930</strong></span></a></span></span></p>
<div>
<p>
<strong style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><u>Cửa hàng</u></strong><span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">:</span></p>
</div>
<p>
<span style="font-family: tahoma, geneva, sans-serif;">- <span style="font-size:12px;">Số <strong><span style="font-size:14px;">145 </span></strong></span></span><span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">Láng Hạ, Phường Láng Hạ, Hà Nội</span></span></p>
<p>
<span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></span><br />
<br />
</p>
',
'contactinfo_eng' => '',
'taikhoan' => '<strong><span style="color:#04529a;">Số Tài khoản các ngân hàng của công ty Tân Á</span></strong><br />
<br />
1. 13022-0506-5430 - Nguyễn Văn Hiệu - Agribank - CN Trung Yên, HN<br />
2. 0011-00404-0367 - Nguyễn Văn Hiệu - Vietcombank - CN Sở Giao dịch, HN<br />
3. 711A-6202-9713 - Nguyễn Văn Hiệu - Vietinbank - CN Thanh Xuân, HN<br />
4. 190-256-018-210-13 - Nguyễn Văn Hiệu - Techcombank, Hà Nội<br />
5. 1231-0000-368-767 - Nguyễn Văn Hiệu - BIDV CN Quang Trung, Hà Nội',
'contactinfo' => '<div dir="rtl" style="text-align: left;">
<u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Văn Phòng</strong></u></div>
<div style="">
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ: Số 157 Đặng Văn Ngữ, Phường Kim Liên, Hà Nội, Việt Nam<br />
Tel: (024) 3776 4930 <br />
Fax: (024) 3776 5908<br />
Email: thanhdatsurvey.JSC@gmail.com/ tracdiathanhdat@gmail.com<br />
Hotline: <strong>0913 051 734</strong><br />
<br />
<strong><u>C</u></strong><strong><u>ửa hàng</u></strong></span></span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Số 145 Láng Hạ, Phường Láng Hạ, Hà Nội</span></span><br />
<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0942 288 388</strong></span><br />
</div>
<div style="">
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></div>
<div style="">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADUAAAAoCAYAAABerrI1AAAIK0lEQVRoBdWZi1fTRxbH8/esW3W77Wnrqnva7XH7dNk+7Lq7h/Io8jIEGiCGN9XKK0SBJITwy+uXH8kvFgUEUZ4iWI5Va7UVH1sf1VWrq+261W0tIt89d+L8GkJegJ6VOWfOZCYzc+9n7p07k4kK80z3H0ziyu1zOHF1DINnZew4th3Wg3rUDWVgc18iirrfQn7na9B2vIqCztdR2PUmK6lO7cU9b2NLXyIMw5mwjZeg/YtG7P+6HV9ePYhrty+A5p9vUsU7cHLqZ0x8ewi9E06Yxwqg352ATP/vkOFf8chz5o6V0HcnwDJWyOSd+vazOUHGhDp9/TCkIzVMyOMAiHdOgvQercWZG0dj2iEi1KFv9qJm8INHboV4IaL1qx1Kx5FLAxHhZkFduDWB+uGsJxImFHT7iAZXb5+fBTcDauCMF+TPoYMXWs/asQrZn6wGlQudK3S8uv1FjJ7rmAGmQLUfb1qQwHT5eWzwPosP2n7LNje5B/n/5e/PstW89p+LrKT6P/51DJ9fHsLI1+3Q7lzDxmXIzy9IPgUwnhgUheTQFYhVL+l5G77PDcjveAVJ7l/jfdevWNb4f48f7n3P549ZbhvMVMbSPMmeZXAcqkR571/mrNORy4NMnurGnctxD87asRKGoQwcvtSPqQf32QQlXQmKUgS2ECi+MGTN6ekH7AxsGNHE7bY57S/hx8k7UFG4jmUV/n3l3r/OWvnHBRUsiA50rkOssu+0BBWd/rE68u9pU966ey1YHiJB3f7xJs7dPIHjV0ZBx8PY+S6MX9yDL66M4OyNY7h59yqbJ9j9gi3FhdDK53e+GreOjQfyoKIrDFc6nvLAuV1cHiuDoZLFpcj2r8TW/uSYiuTufBkf7fs7dJ1vsH3Egagk9+OJFiEevXifyn1/g0qz8w9zGtT1ZQvzdy60uCsBydJypPuem9M8XAleUvRMlZ5GomuJAjWNadAxw/vEU+btWgOV2r86/kHyChgGNihQhy/1gYJHNGFa35+wpS0bNVIhtkhq6HzvRO2fLr/AoiotGkFZRvORIcd/v9zQ9ixUWd4XkCItjyqIK03uVd2XyoxEN2veHqn8UH4NH7epYXLUwdTQCLPNiGpJCwKNNIa3f9yfxG7rtjE9ksVlMfvTuLS2Z5Dsfgqq4/88oITkJHEpSPFwmXw9RVyKi99NoHog+p1Q710Ps1gHl8vFcmuzALPBAluTTWmzig0o86ZEvelrdr6EI5f6kSY9jfddS5DiWc5cnUolS4G2ZPEpxrHruAns8P3s4j5s9K9ijUmuJQiX9Z1rceLKKMp734u4atn+1TB6yuEQHHA5A0AEZqmzoKnaxHJwO/UjeLUceV/Tta3/tARdx+vK4gcHFf451fMbyEcNzIsY1P2pn7Fvwo1tQ1loHM6BaX+ukhuG1Wjar0H/KQmFXW9EBCLzN4pVsJlsTHlLrQVOhxNOpwtOwYmWRhvsLYJiqWajlfWzGq1oERuRI78cdW7bwSJUdL8LCkxl3e8ouWT3n1HUuRaO8TLcuhM4JpS7H49m4crJqXugqML9PVxJe4WsQspzqxCU3y/D4xEhCHa43W6lbqkPWM9S38zGNXg2R52fZNKv4nhSXFCxTvRc+Y9wuhyKFQSrnVnJJ/vQUN+AEm0pdOpNKMorRn2VAT6fF6IoQrDZlTG0IJu867BRfjEiHEXa0MM/HGRMqLHznRGF0OpRUKiS8phydsHB3I0UJAsZa43ISdVAt1EHnUbPwDSpGlRVboXP71OA2B50uVAr6VHmTYoqz7h/YziOGW1RoX66/1/QyR/O3XhblaSFRTQoe8lUY1bAdDmbQLlEW4KiD4tRpC2GPq8I+ZkFsFlt8HrbQO5H7kpuS0GjRtJGlUdyv7r26QyI0EpUqJ6T9pgCaiUdLKIRzdsDG58UdDlccDgcioUIhkE9BNNm5sNssjAoU00gKlLAMIsG1EgFMWXS9SpaighFT1TajldiCqCzxiAVM1cSmgXYbRQQXKD9VFVRBU2KBpty9QGovGLkpuaiTFeONm8b21fksq2WVrYQdBxUeNNiyiRrnbp+OCJXRKjxCz1xTU4CCuS1yv6g/eR0OiFJHmaJqspq6NQ6FGQVoCC7EB8Vb2YwBOVwOGeMK/UmgoIOd+1opWlUO3eoWLeGUIEGT2nAWlYB5lozLAYL3C43ZL8MQRBgabKgpcXGLChJEqzbrKwfnWu0ELSfQueMVqc3x0iRMKyl6IU02oThvqPDs0VsYlchfk6RK5LCBOG2uyGJItxkSbsTfC9RoKDjQOtbO2eZeyYcYa0VFmrXCcucBRCoRl4Dq7sRglWAveWXM4iCAIGaa8zK9YnCeKu5Fa2OFhT63pqXPAoYdJMPTWGhKnrXz0sIgWX7V7Fzy+EOuhI9jIx0qSXL8VwvlUAd43oUziuC24J/UHK4WVDffHd63kDBwuiSWv4wMjYJdWhsMMJkq4fRU4bKtvS4A0LwnOE+7/6qlbMo5Syo7pPCI4EKp8DjaKN/TkLTLKiqgdRFBUULdf2HyzO4ZkDRKyp1oht5ac+6h/ldlPY8eblsz3vQ7Q5EzJ6QKKhAURTpPeVCxZ712CA9E/UHGf9h9v8uU8VlKOtZx/64o6c0nhSoO/f+DWG8dFHAhC5mUVcC6J2RJwWq96Rjxpt46MAnvU6/3HlSoIRPSxallfhiG/rTOFPg4YVqw2dkpHno1Sbw78ViK8nTeFIsRe8Qg2e8ixJq695ETE1PcaZfLMVbRs5+wl5nMr3PQS2vfGJztm8F0004WIyfJu9y9Vn5P2E2W2r6o5rUAAAAAElFTkSuQmCC" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0949 322 456</strong></span></div>
<div style="">
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>VPĐD tại Tp. Hồ Chí Minh</u></strong><br />
<br />
- 1/56 Nguyễn Thái Sơn, Phường Hạnh Thông, Hồ Chí Minh</span></span><br />
<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0904 925 936</strong></span></div>
',
'telephone' => '01659 014592',
'hotline' => '0913051734',
'email' => 'tracdiathanhdat@yahoo.com',
'url' => '',
'meta_key' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax, Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ',
'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GNSS RTK, máy thủy bình, máy toàn đạc, máy laser, máy GPS cầm tay, UAV, ống nhòm (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...). Uy tín, chất lượng, giá tốt hàng đầu tại Việt Nam!',
'created' => '2012-06-05',
'modified' => '1769758152',
'youtube' => 'http://youtube.com',
'twitter' => 'https://twitter.com/',
'myspace' => 'https://myspace.com/',
'facebook' => 'https://www.facebook.com/thanhdatsurvey.jsc/',
'email2' => 'duycuong7640',
'skype' => 'hothihuyen.hn',
'yahoo' => 'duycuong7640',
'yahoo1' => 'duycuong7640',
'content' => 'Thanks for your interest in Vn Discoverytours. For a fast response, please submit this basic Quick Enquiry form below by clicking “Submit”, and we’ll get back to you by e-mail within 12 to 24 hours (in working days). For urgent booking, call us at +84 974 839 873',
'video' => '<iframe width="1280" height="720" src="https://www.youtube.com/embed/mR4kOuAkEtY" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>',
'slogan' => 'trung tâm sửa chữa và bảo hành máy giặt electrolux',
'slogan_eng' => '',
'printer' => '',
'googleplus' => '',
'bando' => '<p>
<iframe allowfullscreen="" frameborder="0" height="410" src="https://www.google.com/maps/embed?pb=!1m18!1m12!1m3!1d1680.2372398112452!2d105.81212934716025!3d21.01437303922492!2m3!1f0!2f0!3f0!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ab63b645b665%3A0xa6797ac6008687bf!2zQ-G7rWEgSMOgbmcgVHLhuq9jIMSQ4buLYQ!5e0!3m2!1svi!2s!4v1449908805279" style="border:0" width="600"></iframe></p>
',
'gioithieu' => '<p style="text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/gioithieu.png" /></p>
',
'thongtincongty' => 'Sửa máy lạnh tại nhà
Sửa máy lạnh tại HCM
Sửa tủ lạnh
Bơm ga máy lạnh ',
'trogiupkh' => 'Tai nghe Iphone
Sua may tinh tai nha
Máy Ozone Z755',
'dichvuft' => 'Sửa máy lạnh
Bảo dưỡng máy lạnh
Vệ sinh máy lạnh
Lắp đặt máy lạnh',
'bb' => '',
'zing' => '',
'hotline2' => '0912 35 65 75',
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'theh1' => 'thanhdatsurvey.JSC',
'hanoi' => '<div>
<strong>CÔNG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div>
<div>
<strong>Địa chỉ</strong> : Số 51 - Trần Duy Hưng, Trung Hòa, Cầu Giấy, Hà Nội</div>
<div>
<strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div>
<div>
<strong>Email </strong>: info@ifes.vn</div>
',
'tphcm' => '<div>
<strong>CÔNG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div>
<div>
<strong>Địa chỉ</strong> : Số 51 - Trần Duy Hưng, Trung Hòa, Cầu Giấy, Hà Nội</div>
<div>
<strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div>
<div>
<strong>Email </strong>: info@ifes.vn</div>
',
'tt' => '',
'pp' => 'https://www.facebook.com/ruaxetudong.net',
'tphcm_eng' => '',
'hanoi_eng' => '',
'hotline_eng' => '',
'name_eng' => '',
'chinhsach' => null,
'bandohn' => '<iframe frameborder="0" height="450" src="https://www.google.com/maps/embed?pb=!1m14!1m8!1m3!1d3724.958946511035!2d105.8172709!3d20.9942827!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ac91e206c757%3A0xf0f7a088bc4c72a2!2zMTg2IEtoxrDGoW5nIFRydW5nLCBUaGFuaCBYdcOibiwgSMOgIE7hu5lpLCBWaeG7h3QgTmFt!5e0!3m2!1svi!2s!4v1419913280809" style="border:0" width="600"></iframe>',
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'gt' => '<p style="text-align: justify;">
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Là công ty chuyên nhập khẩu, cung cấp và chuyển giao công nghệ các loại máy đo đạc, trắc địa phục vụ khảo sát thiết kế, xây dựng và đo vẽ bản đồ của các hãng nổi tiếng trên thế giới như: LEICA, TOPCON, NIKON, PENTAX, SOKKIA, GLUNZ, TRIMPLE, SPECTRA, GEOMAX, GARMIN..., chúng tôi cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! </span><br />
<br />
<span style="font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm cùng</span> <span style="font-family: tahoma, geneva, sans-serif;">đội ngũ nhân viên, kỹ thuật viên năng động, có trình độ cao chúng tôi tự hào và tin tưởng Quý khách hàng sẽ hài lòng khi sử dụng các sản phẩm và dịch vụ do chúng tôi cung cấp!</span></span><br />
</p>
<div style="text-align: justify;">
<span style="color:#ff9966;"><span style="font-family:comic sans ms,cursive;"><span style="font-size:14px;"><strong style="font-family: tahoma, geneva, sans-serif;">Hỗ trợ 24/7:</strong> <strong>0942 288 388/</strong></span><span style="font-size: 14px;"><strong>0949 322 456</strong> (Zalo) </span></span></span></div>
',
'gt_eng' => ''
)
$tin_ft = array(
(int) 0 => array(
'Post' => array(
'id' => '588',
'name' => 'Hướng dẫn mua hàng',
'code' => null,
'alias' => 'huong-dan-mua-hang',
'cat_id' => '4',
'price' => '0',
'type' => 'new',
'shortdes' => '',
'content' => '<p>
<span style="color:#000000;"><b><span style="font-size: 10.5pt; line-height: 107%; font-family: Verdana, sans-serif;">Cảm ơn Quý khách đã tin tưởng lựa chọn sản phẩm và dịch vụ vủa chúng tôi!</span></b><br />
<span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"> </span></span><span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"><!--[if !supportLineBreakNewLine]--><!--[endif]--></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="line-height: 107%;"><!--[if !supportLineBreakNewLine]--><!--[endif]--></span></span></span>
<p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;">Quý khách có thể mua hàng theo những cách sau:</span></span></span><br />
</p>
<p>
<span style="color: rgb(0, 0, 0); font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Cách 1: </strong>Đặt hàng trực tiếp tại mục ĐẶT HÀNG (Thêm vào giỏ hàng) trên website: </span></span><span style="font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://maytracdiasaoviet.vn/" target="_blank"><span style="color:#000000;">https://tracdiathanhdat.vn/</span></a></span></span><span style="color: rgb(0, 0, 0); font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;">.</span></span></p>
<p>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngay sau khi tiếp nhận thông tin đặt hàng, nhân viên kinh doanh công ty sẽ gọi điện cho quý khách để xác nhận đơn hàng và tiến hành giao hàng cho quý khách ngay trong ngày.</span></span></span></p>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Cách 2: </strong>Đặt hàng trực tiếp qua số hotline của công ty <br />
<br />
– Tại trụ sở Hà Nội: <strong>0913 051 734 </strong></span></span></span><span style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Zalo/Call)</span><br />
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">– Tại VPGD Hồ Chí Minh:<strong> 0904 925 936 </strong></span></span></span><span style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Zalo/Call)</span><br />
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Cách 3: </strong>Quý khách mua hàng trực tiếp tại địa chỉ sau:<br />
<br />
<strong>CÔNG TY CP CÔNG NGHỆ VÀ THƯƠNG MẠI THÀNH ĐẠT</strong></span></span></span><br />
<div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;">
<br style="margin: 0px; padding: 0px;" />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- 145 Láng Hạ, Đống Đa, Hà Nội</span><br />
<br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- 5/161 Nguyễn Tuân, Thanh Xuân, Hà Nội</span></div>
<div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;">
</div>
<div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">- 1/56 Nguyễn Thái Sơn, Phường 3, Quận Gò Vấp, Hồ Chí Minh</span></span><br style="margin: 0px; padding: 0px;" />
<br />
Rất mong được hợp tác với Quý khách hàng trên cả nước.<br />
<br />
Trân trọng!</span></span></span></div>
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'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...',
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'Post' => array(
'id' => '586',
'name' => 'Chính sách thanh toán',
'code' => null,
'alias' => 'chinh-sach-thanh-toan',
'cat_id' => '4',
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'type' => 'new',
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'content' => '<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"><b><span style="font-size: 10.5pt; line-height: 107%; font-family: Verdana, sans-serif;">Cảm ơn Quý khách đã tin tưởng lựa chọn sản phẩm và dịch vụ vủa chúng tôi!</span></b><br />
<br />
<span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"> <!--[if !supportLineBreakNewLine]--><!--[endif]--></span> </span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;">Chúng tôi c</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">hấp nhận các hình thức thanh toán bằng tiền mặt, chuyển khoản theo đúng quy định pháp luật. </span></span></p>
<p style="margin: 0px 0px 1.3em; padding: 0px; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
<img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (22).png" style="width: 320px; height: 183px;" /></p>
<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Quý khách có thể chọn các phương thức thanh toán sau đây:</span></span><br />
<br />
<strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">I. Thanh toán trực tiếp tại cửa hàng<br />
<br />
II. Thanh toán qua hình thức chuyển khoản</span></strong><br />
<br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Thông tin tài khoản:</span></span></p>
<p style="margin: 0px 0px 1.3em; padding: 0px; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
<strong style="color: rgb(0, 0, 0); margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"><em>Chủ tài khoản</em>: CÔNG TY CP CÔNG NGHỆ VÀ THƯƠNG MẠI THÀNH ĐẠT</strong></p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em style="margin: 0px; padding: 0px;"><strong>Số tài khoản</strong></em><em style="margin: 0px; padding: 0px;">: <strong>0611001648635</strong> tại Ngân hàng TMCP Ngoại thương Việt Nam, chi nhánh Ba Đình<br />
<br />
<strong>Nội dung chuyển khoản</strong>: Tên công ty - Thông tin sản phẩm đã mua – Số điện thoại người chuyển tiền</em></span></span></span><br />
<br />
<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Sau khi chuyển khoản hãy thông báo lại cho chúng tôi để chúng tôi kiểm tra và xác nhận lại cho Quý khách.</span></span><br />
<br />
<strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">III. Thanh toán khi nhân viên đến giao nhận hàng</span></strong></span></p>
<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66);">
<span style="color:#000000;"><font face="tahoma, geneva, sans-serif"><span style="font-size: 14px;">Quý khách hàng thanh toán trực tiếp bằng tiền mặt cho nhân viên giao hàng của chúng tôi ngay khi kiểm tra và nhận hàng.<br />
<br />
Mọi phản hồi và thắc mắc về việc thanh toán, Quý khách liên hệ <strong>0942 288 388</strong> để được tư vấn.</span></font><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trân trọng!</span></span></span></p>
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'lft' => '47',
'rght' => '48',
'pos' => '3',
'status' => '0',
'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...',
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'created' => '2015-12-02',
'modified' => '2025-10-29',
'slug' => 'chinh-sach-ban-hang-1',
'cate' => '4',
'link' => 'dich-vu',
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'Post' => array(
'id' => '587',
'name' => 'Chính sách vận chuyển',
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'content' => '<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><span style="font-family:verdana,geneva,sans-serif;">Cảm ơn Quý khách đã tin tưởng lựa chọn sản phẩm và dịch vụ vủa chúng tôi!</span></strong><br />
<br />
Chúng tôi hỗ trợ giao hàng toàn quốc cho Quý khách mua hàng tại hệ thống cửa hàng của chúng tôi.</span></span><br />
</div>
<div>
<p style="margin: 0in 0in 7.5pt; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">
<span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;">Sau khi nhận được thông tin đặt hàng chúng tôi sẽ lập tức xử lý đơn hàng và phản hồi lại thông tin cho khách hàng về việc thanh toán và giao nhận.<br />
<br />
<strong>> Thời gian giao hàng </strong><br />
<br />
- Trong vòng 24 giờ nếu địa điểm giao hàng <b style="color: rgb(74, 74, 74); box-sizing: border-box;">≤ 20 km</b> tính từ cửa hàng của chúng tôi.</span></span></p>
<p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Trong vòng 1-2 ngày nếu địa điểm giao hàng nằm trong phạm vi <b style="box-sizing: border-box">50 - 100 km</b> </span></span><span style="font-family: Arial, sans-serif;"><o:p></o:p></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">tính từ cửa hàng của chúng tôi.<br />
<br />
- Trong vòng 3-5 ngày</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> nếu địa điểm giao hàng từ <strong>20</strong></span><b style="font-family: tahoma, geneva, sans-serif; font-size: 14px; box-sizing: border-box;">0 km</b><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> trở lên </span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">tính từ cửa hàng của chúng tôi.</span></p>
<p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;">
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trước khi vận chuyển, bộ phận giao nhận sẽ liên lạc với Quý khách hàng để xác nhận khoảng thời gian và địa điểm giao hàng cụ thể.</span></p>
<p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;">
<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">> Phí vận chuyển</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"> sẽ được tính theo từng giá trị đơn hàng và được thoả thuận giữa hai bên ngay trước khi giao hàng. </span></p>
<p style="margin: 0in 0in 7.5pt; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">
<span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px;">Mọi thắc mắc liên quan đến việc giao hàng, Quý khách hàng liên hệ số điện thoại <strong>0942 288 388</strong> để được giải đáp và giải quyết kịp thời.<br />
<br />
Trân trọng!</span></span></span></p>
</div>
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'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
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'type' => 'new',
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'content' => '<span style="color:#000000;"><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Chúng tôi hỗ trợ đổi trả sản phẩm trong vòng 07 ngày nếu lỗi phát sinh do nhà sản xuất.<br />
<br />
Trong thời gian đổi trả, Công ty CP Công nghệ và Thương mại Thành Đạt sẽ hỗ trợ cung cấp máy móc thay thế kịp thời để công việc khảo sát, đo đạc của Quý khách không bị gián đoạn. Chi phí vận chuyển cho việc đổi trả do hai bên tự thoả thuận.</span><br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" />
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Điều kiện đổi trả: </span></span></strong></span><br />
<ul>
<li style="box-sizing: border-box;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm phải còn nguyên tem mác.</span></span></span></li>
<li style="box-sizing: border-box;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm bị lỗi do nhà sản xuất.</span></span></span></li>
<li style="box-sizing: border-box;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm không đúng như đơn đặt hàng.</span></span></span></li>
<li style="box-sizing: border-box;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số lần đổi trả cho 1 sản phẩm là 1 lần</span></span></span></li>
</ul>
<br />
<div style="text-align: start;">
<span style="color:#000000;"><strong><span style="text-align: justify;"><font face="tahoma, geneva, sans-serif"><span style="font-size: 14px;">> </span></font><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Việc đổi trả sẽ không được chấp nhận nếu:</span> <span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"> </span></span></strong></span></div>
<ul>
<li>
<span style="color:#000000;"><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Trong quá trình sử dụng sản phẩm Quý khách không tuân thủ các chỉ dẫn của Nhà sản xuất.</span></span></li>
<li>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="text-align: justify;">S</span>ản phẩm bị trầy xước, không nguyên vẹn</span></span></span></li>
</ul>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngoài ra, chúng tôi cũng hỗ trợ đổi trả sản phẩm vì lý do chủ quan của Quý khách hàng ( muốn đổi sang sản phẩm cùng chủng loại nhưng khác về màu sắc, hãng sản xuất hay thông số kỹ thuật). Chi phí cho việc đổi trả này do Quý khách hàng chịu.</span></span><br />
<br />
<span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;"><img alt="" src="https://tracdiathanhdat.vn/admin/webroot/upload/image/images/lien-he.jpg" style="margin: 0px; padding: 8px 0px; height: 36px; max-width: 100%; vertical-align: middle; border: 0px; opacity: 1; font-size: 13px; width: 38px;" /><span style="margin: 0px; padding: 0px; font-size: 13px;"> </span></strong></span></span><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;"> </strong></span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Liên hệ hotline <strong>0913 051 734</strong> để được tư vấn đổi trả theo đúng qui định.</span></span>',
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'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
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<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><span style="color: rgb(66, 66, 66); text-align: justify;">Tất cả các sản phẩm mua tại hệ thống cửa hàng của chúng tôi đều được bảo hành chính hãng theo quy định của nhà sản xuất. </span><br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" />
<br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" />
<span style="color: rgb(66, 66, 66); text-align: justify;">Chúng tôi hỗ trợ kỹ thuật 24/7 qua số hotline <strong>0913 051 734</strong> trong suốt quá trình Quý khách sử dụng sản phẩm.</span></span></span></div>
<div>
<br />
<strong><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">1. Sản phẩm được bảo hành miễn phí: </span></span></strong><br />
<br />
<ul>
<li>
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm sẽ được bảo hành miễn phí nếu sản phẩm đó còn thời hạn bảo hành (được tính kể từ ngày mua hàng).</span></span></li>
<li>
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Thời hạn bảo hành được ghi trên Tem Bảo Hành và theo quy định của từng Nhà sản xuất đối với tất cả các sự cố về mặt kỹ thuật.</span></span></li>
<li>
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Có Tem bảo hành trên sản phẩm.</span></span></li>
<li>
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Khi sản phẩm có sự cố kĩ thuật chúng tôi sẽ trực tiếp khắc phục sự cố tại cửa hàng hoặc thay mặt khách hàng mang sản phẩm tới Trung Tâm Bảo Hành của hãng.</span></span></li>
</ul>
<br />
<strong><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">2. Những trường hợp không được bảo hành (sửa chữa có tính phí): </span></span></strong><br />
<br />
<ul>
<li>
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm đã quá thời hạn bảo hành hoặc không có Tem bảo hành trên máy.</span></span></li>
<li>
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm bị hư hỏng do tác động cơ học làm rơi, vỡ, va đập, trầy xước, móp méo, ẩm ướt, hoen rỉ, chảy nước hoặc do hỏa hoạn, thiên tai gây nên.</span></span></li>
<li>
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm bị hỏng do sử dụng không đúng cách, sử dụng sai điện áp quy định.</span></span></li>
<li>
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Tự ý tháo dỡ, sửa chữa sản phẩm</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trân trọng!</span></span><br />
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"> </span></span></div>
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<h2 style="text-align: justify;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">1. Mục đích thu nhập thông tin cá nhân</span></span></span></span></h2>
<p style="text-align: justify;">
<br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(51, 51, 51);">Thông tin cá nhân mà chúng tôi thu thập bao gồm: họ tên, địa chỉ giao hàng, địa chỉ email, số điện thoại cố định, số điện thoại di động, cookies.</span></p>
<ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Đối với các giao dịch thanh toán qua cổng thanh toán trực tuyến, Chúng tôi không lưu trữ thông tin số tài khoản, số thẻ ngân hàng của khách hàng, những thông tin này sẽ được cổng thanh toán lưu trữ để phục vụ việc đối soát giao dịch.</span></span></span></span></li>
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Thông tin cá nhân khách hàng sẽ được sử dụng cho một hoặc tất cả các mục đích sau đây:</span></span></span></span>
<ul style="margin: 0px; padding: 0px 0px 0px 15px;">
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Giao hàng cho quý khách đã mua hàng</span></span></span></span></li>
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Thông báo về việc giao hàng và hỗ trợ khách hàng</span></span></span></span></li>
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Cung cấp thông tin liên quan đến sản phẩm</span></span></span></span></li>
</ul>
</li>
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ngoài ra, chúng tôi sẽ sử dụng thông tin của quý khách cung cấp để hỗ trợ quản lý tài khoản khách hàng (nếu có); xác nhận và thực hiện các giao dịch tài chính liên quan đến các khoản thanh toán trực tuyến của quý khách;</span></span></span></span></li>
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Chúng tôi không được phép thu nhập thông tin nếu khách hàng không tự nguyện, cũng không sử dụng phương thức thu thập thông tin khách hàng bằng các hình thức bất hợp pháp.</span></span></span></span></li>
</ul>
<p style="text-align: justify;">
</p>
<h2 style="text-align: justify;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">2. Phạm vi sử dụng thông tin</span></span></span></span></h2>
<br />
<ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Thông tin cá nhân thu thập được sẽ chỉ được sử dụng trong nội bộ công ty.</span></span></span></span></li>
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Chúng tôi có thể chia sẻ tên và địa chỉ của quý khách cho dịch vụ chuyển phát nhanh có uy tín để giao hàng cho quý khách theo cam kết.</span></span></span></span></li>
</ul>
<p style="text-align: justify;">
</p>
<h2 style="text-align: justify;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">3. Thời gian lưu trữ thông tin</span></span></span></span></h2>
<p style="text-align: justify;">
<br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(51, 51, 51); text-align: justify;">Thông tin khách hàng được lưu trữ nội bộ cho đến khi có yêu cầu xóa thông tin từ phía khách hàng.</span></p>
<div style="margin: 0px; padding: 0px; line-height: 20px;">
<div>
<div style="text-align: justify;">
</div>
<h2 style="text-align: justify;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Những người hoặc tổ chức có thể được tiếp cận với thông tin </span></span></h2>
<br />
<div style="text-align: justify;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đối tượng được tiếp cận với thông tin cá nhân của khách hàng thuộc một trong những trường hợp sau:</span></span><br />
</div>
<div style="text-align: justify;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Nhân viên của Công ty Cổ phần Công nghệ và thương mại Thành Đạt</span></span></div>
<div style="text-align: justify;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Các đối tác có ký hợp đồng thực hiện 1 phần dịch vụ của Công ty. Các đối tác này sẽ nhận được những thông tin theo thỏa thuận hợp đồng (có thể 1 phần hoặc toàn bộ thông tin tuy theo điều khoản hợp đồng) để tiến hành hỗ trợ người dùng sử dụng dịch vụ do Công ty cung cấp.</span></span></div>
<div style="text-align: justify;">
</div>
<h2 style="text-align: justify;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Địa chỉ của đơn vị thu thập và quản lý thông tin</span></span></h2>
<div style="text-align: justify;">
<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">(bao gồm cách thức liên lạc để người tiêu dùng có thể hỏi về hoạt động thu thập, xử lý thông tin liên quan đến cá nhân mình)</span></span></em></div>
<div style="text-align: justify;">
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ của đơn vị thu thập và quản lý thông tin:</span></span><br />
</div>
<div style="text-align: justify;">
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Công ty Cổ phần Công nghệ và thương mại Thành Đạt </span></span></strong></div>
<div style="text-align: justify;">
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Địa chỉ: số 157 phố Đặng Văn Ngữ, P. Phương Liên, Q. Đống Đa, Tp. Hà Nội</span></span></strong></div>
<div style="text-align: justify;">
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Điện thoại: 0243 7764930</span></span></strong></div>
<div style="text-align: justify;">
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Email: tracdiathanhdat@gmail.com<span style="white-space: pre;"> </span></span></span></strong></div>
</div>
</div>
<p style="text-align: justify;">
<br />
<span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Người dùng có thể gọi điện tới tổng đài hỗ trợ và chăm sóc khách hàng </span><strong style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify; margin: 0px; padding: 0px;">0949 322 456</strong><span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"> để điều chỉnh hoặc xóa đi dữ liệu cá nhân của mình.</span><br />
</p>
<h2 style="text-align: justify;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">6. Cam kết bảo mật thông tin cá nhân khách hàng</span></span></span></span></h2>
<br />
<ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Không bán, chia sẻ hay trao đổi thông tin cá nhân của khách hàng thu thập trên trang web cho một bên thứ ba nào khác.</span></span></span></span></li>
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ngoại trừ các trường hợp về sử dụng thông tin cá nhân như đã nêu trong chính sách này,chúng tôi cam kết không tiết lộ thông tin cá nhân của bạn ra ngoài. Trong một số trường hợp, chúng tôi có thể thuê một đơn vị độc lập để tiến hành các dự án nghiên cứu thị trường và khi đó thông tin của bạn sẽ được cung cấp cho đơn vị này để tiến hành dự án. Bên thứ ba này sẽ bị ràng buộc bởi một thỏa thuận về bảo mật mà theo đó họ chỉ được phép sử dụng những thông tin được cung cấp cho mục đích hoàn thành dự án.</span></span></span></span></li>
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Chúng tôi có thể tiết lộ hoặc cung cấp thông tin cá nhân của bạn trong các trường hợp thật sự cần thiết như sau: (a) khi có yêu cầu của các cơ quan pháp luật; (b) trong trường hợp mà chúng tôi tin rằng điều đó sẽ giúp chúng tôi bảo vệ quyền lợi chính đáng của mình trước pháp luật.</span></span></span></span></li>
</ul>
<p style="text-align: justify;">
</p>
<h2 style="text-align: justify;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">7. Thay đổi về chính sách</span></span></span></span></h2>
<p style="text-align: justify;">
<br style="margin: 0px; padding: 0px;" />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">Nội dung của “Chính sách bảo mật” này có thể thay đổi để phù hợp với các nhu cầu của Công Ty CP Công nghệ và Thương Mại Thành Đạt cũng như nhu cầu và sự phản hồi từ khách hàng (nếu có). </span></span></span></span></p>
</div>
<div style="text-align: justify;">
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chúng tôi hiểu rằng quyền lợi của bạn trong việc bảo vệ thông tin cá nhân cũng chính là trách nhiệm của chúng tôi nên trong bất kỳ trường hợp có thắc mắc, góp ý nào liên quan đến chính sách bảo mật, việc thông tin cá nhân bị sử dụng sai mục đích vui lòng liên hệ qua số điện thoại <strong>0949 322 456</strong> hoặc gửi phản hồi về địa chỉ email: <em><strong>tracdiathanhdat@gmail.com.</strong></em><br />
<br />
Trân trọng!</span></span></div>
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'slug' => 'trang-chu'
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),
(int) 1 => array(
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),
(int) 2 => array(
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),
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'name' => 'Hãng sản xuất',
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(int) 4 => array(
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),
(int) 5 => array(
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),
(int) 6 => array(
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'yahoo' => 'duycuong7640',
'skype' => 'duycuong7640',
'pos' => '0',
'created' => '2013-09-13',
'modified' => '2015-05-05',
'status' => '1',
'yahoo1' => 'duycuong7640',
'skype1' => '',
'hotline' => '0987 654 999',
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'name1' => ''
)
),
(int) 1 => array(
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'phone' => '3252 436 432',
'yahoo' => 'duycuong7640',
'skype' => 'tuvantubep',
'pos' => '0',
'created' => '2014-01-15',
'modified' => '2015-05-05',
'status' => '1',
'yahoo1' => 'duycuong7640',
'skype1' => '',
'hotline' => '0987 654 999',
'email' => '',
'name1' => ''
)
)
)
$content_for_layout = '<style>
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#ez-toc-container.selected{
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'pos' => '1',
'status' => '1',
'title_seo' => 'Máy toàn đạc điện tử, máy toàn đạc Nikon, máy toàn đạc Topcon, máy toàn đạc Leica, máy toàn đạc Trimple, máy toàn đạc Sokkia, máy toàn đạc Geomax,...',
'meta_key' => 'Máy toàn đạc điện tử, máy toàn đạc Nikon, máy toàn đạc Topcon, máy toàn đạc Leica, máy toàn đạc Trimple, máy toàn đạc Sokkia, máy toàn đạc Geomax,...máy toàn đạc chính hãng tại Hà Nội',
'meta_des' => 'Máy toàn đạc điện tử (Total Station) là một trong những thiết bị được sử dụng nhiều nhất trong trắc địa với các chức năng đo góc ngang và góc đứng. Máy toàn đạc là sự kết hợp hoàn hảo của máy kinh vĩ và thiết bị đo khoảng cách điện tử (EDM).',
'created' => '2015-12-02',
'modified' => '2024-02-28',
'slug' => 'may-toan-dac-dien-tu',
'cate' => '4',
'link' => 'san-pham',
'name_eng' => 'May toan dac dien tu',
'name_tq' => '',
'type' => 'product',
'hot' => '0',
'content' => '',
'display' => '0',
'content_eng' => null
)
),
(int) 3 => array(
'Catproduct' => array(
'id' => '8',
'name' => 'Máy kinh vĩ điện tử',
'parent_id' => '2',
'alias' => 'may-kinh-vi-dien-tu',
'images' => '2024010815204855ce9983bd34eb588124dc84b353f5b2.png',
'lft' => '6',
'rght' => '7',
'pos' => '2',
'status' => '1',
'title_seo' => 'may kinh vi, máy kinh vĩ, máy kinh vĩ điện tử',
'meta_key' => 'Máy kinh vĩ tại Hà Nội, Máy kinh vĩ điện tử chính hãng',
'meta_des' => 'Máy kinh vĩ điện tử còn gọi là máy kinh vĩ số DT (Digital Theodolite). Máy kinh vĩ là loại dụng cụ đo lường các góc mặt bằng và góc đứng trong không gian. Chúng được dùng phổ biến trong điều tra khảo sát thực địa.
Là công ty chuyên nhập khẩu, cung cấp máy kinh vĩ các loại chính hãng Trắc đia Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ',
'created' => '2015-12-02',
'modified' => '2024-01-08',
'slug' => 'may-kinh-vi-dien-tu',
'cate' => '4',
'link' => 'san-pham',
'name_eng' => '',
'name_tq' => '',
'type' => 'product',
'hot' => '0',
'content' => '',
'display' => '0',
'content_eng' => null
)
),
(int) 4 => array(
'Catproduct' => array(
'id' => '9',
'name' => 'Máy kinh vĩ quang cơ',
'parent_id' => '2',
'alias' => 'may-kinh-vi-quang-co',
'images' => '202106091707040312c4b8f08be04fc109109fba92a7b0.jpg',
'lft' => '8',
'rght' => '9',
'pos' => '3',
'status' => '1',
'title_seo' => 'may kinh vi, máy kinh vĩ',
'meta_key' => 'may kinh vi, máy kinh vĩ chính hãng tại Hà Nội',
'meta_des' => 'Máy kinh vĩ là loại dụng cụ đo lường các góc mặt bằng và góc đứng trong không gian. Chúng được dùng phổ biến trong điều tra khảo sát thực địa',
'created' => '2015-12-02',
'modified' => '2024-01-08',
'slug' => 'may-kinh-vi-quang-co',
'cate' => '4',
'link' => 'san-pham',
'name_eng' => '',
'name_tq' => '',
'type' => 'product',
'hot' => '0',
'content' => '',
'display' => '0',
'content_eng' => null
)
),
(int) 5 => array(
'Catproduct' => array(
'id' => '10',
'name' => 'Máy thủy bình tự động',
'parent_id' => '2',
'alias' => 'may-thuy-binh-tu-dong',
'images' => '20240108152516627905f21b5ae408516847694d6bf571.png',
'lft' => '10',
'rght' => '11',
'pos' => '4',
'status' => '1',
'title_seo' => 'Máy thủy bình, máy thủy bình chính hãng, may thuy binh Nikon, may thuy binh Leica, may thuy binh Topcon, may thuy bình Pentax, may thuy binh,...',
'meta_key' => 'Máy thủy bình, máy thủy bình chính hãng, may thuy binh Nikon, may thuy binh Leica, may thuy binh Topcon, may thuy bình Pentax, may thuy binh.. chính hãng tại Hà Nội',
'meta_des' => 'Máy thủy bình tự động là loại máy thủy chuẩn được cải tiến với hệ thống tự cân bằng của con lắc. Thông qua hệ thống cân bằng tự động khiến cho các thao tác kỹ thuật liên quan đến thiết lập trạm máy cũng như quá trình đo góc hay khoảng cách, đo cao được chính xác và nhanh chóng hơn, nhiều tính năng nâng cao hơn máy thủy bình cơ.
Là công ty chuyên nhập khẩu, cung cấp máy thủy bình/ máy thủy chuẩn chính hãng tại Việt Nam, Trắc đia Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ',
'created' => '2015-12-02',
'modified' => '2024-02-28',
'slug' => 'may-thuy-binh-tu-dong',
'cate' => '4',
'link' => 'san-pham',
'name_eng' => '',
'name_tq' => '',
'type' => 'product',
'hot' => '0',
'content' => '',
'display' => '0',
'content_eng' => null
)
),
(int) 6 => array(
'Catproduct' => array(
'id' => '11',
'name' => 'Máy thủy bình điện tử',
'parent_id' => '2',
'alias' => 'may-thuy-binh-dien-tu',
'images' => '20240108152655355622b7e39186c76b1c8d7c90d8d67b.png',
'lft' => '12',
'rght' => '13',
'pos' => '5',
'status' => '1',
'title_seo' => 'may thuy binh dien tu, máy thủy bình điện tử, máy thủy bình điện tử Leica, Nikon, Topcon, Sokkia, Trimple',
'meta_key' => 'may thuy binh dien tu, máy thủy bình điện tử, máy thủy bình điện tử Leica, Nikon, Topcon, Sokkia, Trimple chính hãng tại Việt Nam',
'meta_des' => 'Máy thủy bình điện tử là loại máy sử dụng tia hồng ngoại để đọc những số liệu cần đo đạc, rồi tự động tính toán theo các phép tính mà người sử dụng lựa chọn. Cuối cùng, kết quả sẽ hiển thị trên màn hình LCD. Các dữ liệu tính toán và đo đạc được lưu trữ ở bộ nhớ trong của máy. Hoặc có thể chuyển qua máy tính để xử lý các số liệu mà người sử dụng cần.
',
'created' => '2015-12-02',
'modified' => '2024-01-08',
'slug' => 'may-thuy-binh-dien-tu',
'cate' => '4',
'link' => 'san-pham',
'name_eng' => '',
'name_tq' => '',
'type' => 'product',
'hot' => '0',
'content' => '',
'display' => '0',
'content_eng' => null
)
),
(int) 7 => array(
'Catproduct' => array(
'id' => '16',
'name' => 'Máy thủy bình laser',
'parent_id' => '2',
'alias' => 'may-thuy-binh-laser',
'images' => '2024010815374917fb38b64f9f6f9f2d1bc004b3e3e59c.png',
'lft' => '22',
'rght' => '23',
'pos' => '6',
'status' => '1',
'title_seo' => 'Máy thủy bình laser chính hãng giá rẻ tại Hà Nội, may thuy binh laser, may laser, máy laser giá rẻ, máy laser Bosch, máy laser Leica',
'meta_key' => 'Máy thủy bình laser chính hãng giá rẻ tại Hà Nội, may thuy binh laser, may laser, máy laser giá rẻ, máy laser Bosch, máy laser Leica',
'meta_des' => 'Chuyên nhập khẩu, cung cấp máy laser chính hãng Trắc đia Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ',
'created' => '2015-12-09',
'modified' => '2024-02-28',
'slug' => 'may-thuy-binh-laser',
'cate' => '4',
'link' => 'san-pham',
'name_eng' => '',
'name_tq' => '',
'type' => 'product',
'hot' => '0',
'content' => '',
'display' => '0',
'content_eng' => null
)
),
(int) 8 => array(
'Catproduct' => array(
'id' => '17',
'name' => 'Máy đo khoảng cách laser',
'parent_id' => '2',
'alias' => 'may-do-khoang-cach-laser',
'images' => '2024010815293974051a0f3faad4fe0033fe98318caed8.png',
'lft' => '24',
'rght' => '25',
'pos' => '6',
'status' => '1',
'title_seo' => 'Máy Đo Khoảng Cách Laser chính hãng giá rẻ',
'meta_key' => 'Máy Đo Khoảng Cách Laser, Máy Đo Khoảng Cách Laser chính hãng, May do khoang cach laser, May do khoang cach laser chinh hang, May do khoang cach',
'meta_des' => 'Là công ty chuyên nhập khẩu, cung cấp máy đo khoảng cách laser chính hãng Trắc đia Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ',
'created' => '2015-12-09',
'modified' => '2024-01-08',
'slug' => 'may-do-khoang-cach-laser',
'cate' => '4',
'link' => 'san-pham',
'name_eng' => 'May do khoang cach laser',
'name_tq' => '',
'type' => 'product',
'hot' => '0',
'content' => '',
'display' => '0',
'content_eng' => null
)
),
(int) 9 => array(
'Catproduct' => array(
'id' => '13',
'name' => 'Máy định vị vệ tinh GPS 2 tần số RTK',
'parent_id' => '2',
'alias' => 'may-dinh-vi-ve-tinh-gps-2-tan-so-rtk',
'images' => '20240108152853b1305732e016ad5c534f8371d76c092b.png',
'lft' => '16',
'rght' => '17',
'pos' => '7',
'status' => '1',
'title_seo' => 'Máy định vị vệ tinh GPS 2 tần số RTK, máy đinh vị vệ tinh GNSS RTK, máy RTK, may RTK',
'meta_key' => 'máy định vị vệ tinh GNSS RTK, máy RTK, may RTK, ',
'meta_des' => 'Chuyên nhập khẩu, cung cấp máy định vị vệ tinh GNSS RTK chính hãng Trắc đia Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ',
'created' => '2015-12-02',
'modified' => '2024-01-08',
'slug' => 'may-dinh-vi-ve-tinh-gps-2-tan-so-rtk',
'cate' => '4',
'link' => 'san-pham',
'name_eng' => '',
'name_tq' => '',
'type' => 'product',
'hot' => '0',
'content' => '',
'display' => '0',
'content_eng' => null
)
),
(int) 10 => array(
'Catproduct' => array(
'id' => '19',
'name' => 'Máy định vị GPS cầm tay',
'parent_id' => '2',
'alias' => 'may-dinh-vi-gps-cam-tay',
'images' => '20240108153154a6b2faa25954f0bdc29b481c798007e7.png',
'lft' => '26',
'rght' => '27',
'pos' => '7',
'status' => '1',
'title_seo' => 'máy định vị GPS cầm tay, may GPS cam tay, Máy GPS Garmin',
'meta_key' => 'máy định vị GPS cầm tay, may GPS cam tay, Máy GPS Garmin chính hãng',
'meta_des' => 'Chuyên nhập khẩu, cung cấp máy GPS cầm tay Garmin chính hãng Trắc đia Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ',
'created' => '2015-12-10',
'modified' => '2024-01-08',
'slug' => 'may-dinh-vi-gps-cam-tay',
'cate' => '4',
'link' => 'san-pham',
'name_eng' => '',
'name_tq' => '',
'type' => 'product',
'hot' => '0',
'content' => '',
'display' => '0',
'content_eng' => null
)
),
(int) 11 => array(
'Catproduct' => array(
'id' => '14',
'name' => 'Máy thông tầng',
'parent_id' => '2',
'alias' => 'may-thong-tang',
'images' => '2024010816025097a2e124175b25dae1b26701340708c7.png',
'lft' => '18',
'rght' => '19',
'pos' => '8',
'status' => '1',
'title_seo' => 'máy thông tầng, máy chiếu đứng, may chieu dung, Foif,',
'meta_key' => 'Máy thông tầng, máy chiếu đứng, may chieu dung, Foif,',
'meta_des' => 'Chuyên cung cấp máy chiếu đứng các loại. Cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ',
'created' => '2015-12-02',
'modified' => '2024-01-19',
'slug' => 'may-thong-tang',
'cate' => '4',
'link' => 'san-pham',
'name_eng' => '',
'name_tq' => '',
'type' => 'product',
'hot' => '0',
'content' => '',
'display' => '0',
'content_eng' => null
)
),
(int) 12 => array(
'Catproduct' => array(
'id' => '15',
'name' => 'Máy bộ đàm',
'parent_id' => '2',
'alias' => 'may-bo-dam',
'images' => '20240108153715f990518da54698e33be2ea01d6b75f59.png',
'lft' => '20',
'rght' => '21',
'pos' => '8',
'status' => '1',
'title_seo' => 'máy bộ đàm, may bo dam, máy bộ đàm Kenwood, máy bộ đàm Motorola, may bo dam chinh hang',
'meta_key' => 'máy bộ đàm, may bo dam, máy bộ đàm Kenwood, máy bộ đàm Motorola, may bo dam chinh hang, máy bộ đàm chính hãng tại Việt Nam',
'meta_des' => 'Chuyên nhập khẩu, cung cấp máy bộ đàm chính hãng các loại, Trắc địa Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ',
'created' => '2015-12-02',
'modified' => '2024-01-08',
'slug' => 'may-bo-dam',
'cate' => '4',
'link' => 'san-pham',
'name_eng' => '',
'name_tq' => '',
'type' => 'product',
'hot' => '0',
'content' => '',
'display' => '0',
'content_eng' => null
)
),
(int) 13 => array(
'Catproduct' => array(
'id' => '51',
'name' => 'Thước đo các loại',
'parent_id' => '2',
'alias' => 'thuoc-do-cac-loai',
'images' => '202401081540347d3b76212a8ebdd03d45fc49a95a9868.png',
'lft' => '32',
'rght' => '33',
'pos' => '10',
'status' => '1',
'title_seo' => 'thước thép, thước Yamayo, thuoc thep, thước đo sâu, thuoc do sau',
'meta_key' => 'thước thép, thước Yamayo, thuoc thep, thước đo sâu, thuoc do sau chính hãng tại Việt Nam ',
'meta_des' => 'Chuyên nhập khẩu, cung cấp thước đo các loại chính hãng, Trắc địa Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ',
'created' => '2021-03-25',
'modified' => '2024-01-08',
'slug' => 'thuoc-do-cac-loai',
'cate' => '4',
'link' => 'san-pham',
'name_eng' => '',
'name_tq' => '',
'type' => 'product',
'hot' => '0',
'content' => '',
'display' => '0',
'content_eng' => null
)
),
(int) 14 => array(
'Catproduct' => array(
'id' => '50',
'name' => 'Ống nhòm - Ống nhòm đo khoảng cách',
'parent_id' => '2',
'alias' => 'ong-nhom-ong-nhom-do-khoang-cach',
'images' => '20240108154447aa6b0fa969e5b4b7e097ef929cddbc0b.png',
'lft' => '30',
'rght' => '31',
'pos' => '11',
'status' => '1',
'title_seo' => 'ống nhòm, ống nhòm đo khoảng cách, ong nhom gia re, ống nhòm chính hãng, ống nhòm golf',
'meta_key' => 'ống nhòm, ống nhòm đo khoảng cách, ong nhom gia re, ống nhòm chính hãng, ống nhòm golf chính hãng',
'meta_des' => 'Chuyên cung cấp ống nhòm, ống nhòm đo khoảng cách chính hãng giá rẻ tại Hà Nội. Trắc đia Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ',
'created' => '2021-03-25',
'modified' => '2024-01-08',
'slug' => 'ong-nhom-ong-nhom-do-khoang-cach',
'cate' => '4',
'link' => 'san-pham',
'name_eng' => '',
'name_tq' => '',
'type' => 'product',
'hot' => '0',
'content' => '',
'display' => '0',
'content_eng' => null
)
),
(int) 15 => array(
'Catproduct' => array(
'id' => '12',
'name' => 'Phụ kiện trắc địa',
'parent_id' => '2',
'alias' => 'phu-kien-trac-dia',
'images' => '2024010815484273190bae8513cd20f76eb5a6816de822.png',
'lft' => '14',
'rght' => '15',
'pos' => '12',
'status' => '1',
'title_seo' => 'phụ kiện trắc địa, phu kien trac dia, chân máy, chân máy toàn đạc, chân thủy bình, pin GPS, pin sạc RTK, pin máy toàn đạc điện tử, mia, gương sào, gường Leica, gương Topcon, gương Nikon, sào gương',
'meta_key' => 'phụ kiện trắc địa, phu kien trac dia, chân máy, chân máy toàn đạc, chân thủy bình, pin GPS, pin sạc RTK, pin máy toàn đạc điện tử, mia, gương sào, gường Leica, gương Topcon, gương Nikon, sào gương chính hãng',
'meta_des' => 'Chuyên cung cấp phụ kiện trắc địa các loại: mia, chân toàn đạc, chân thủy bình, sạc pin RTK, sạc pin máy toàn đạc, gương sào,.... Trắc địa Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ',
'created' => '2015-12-02',
'modified' => '2024-01-08',
'slug' => 'phu-kien-trac-dia',
'cate' => '4',
'link' => 'san-pham',
'name_eng' => 'Equipments',
'name_tq' => '',
'type' => 'product',
'hot' => '0',
'content' => '',
'display' => '0',
'content_eng' => null
)
),
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'Catproduct' => array(
'id' => '47',
'name' => 'Sản phẩm khác',
'parent_id' => '2',
'alias' => 'san-pham-khac',
'images' => '2024010816004972262bc63fc2344d41a2a0d35c8176a7.png',
'lft' => '28',
'rght' => '29',
'pos' => '14',
'status' => '1',
'title_seo' => 'địa bàn địa chất, la bàn, la ban, búa địa chất, máy đo độ dày bê tông,camera hồng ngoại, máy đo độ bụi, máy đo độ cứng bê tông, bật mực, nhiệt kế, súng bắn bê tông,..',
'meta_key' => 'địa bàn địa chất, la bàn, la ban, búa địa chất, máy đo độ dày bê tông,camera hồng ngoại, máy đo độ bụi, máy đo độ cứng bê tông, bật mực, nhiệt kế, súng bắn bê tông,..',
'meta_des' => 'Chuyên cung cấp địa bàn địa chất, la bàn, la ban, búa địa chất, máy đo độ dày bê tông,camera hồng ngoại, máy đo độ bụi, máy đo độ cứng bê tông, bật mực, nhiệt kế, súng bắn bê tông,.. Trắc địa Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ',
'created' => '2016-01-25',
'modified' => '2024-01-08',
'slug' => 'san-pham-khac',
'cate' => '4',
'link' => 'san-pham',
'name_eng' => '',
'name_tq' => '',
'type' => 'product',
'hot' => '0',
'content' => '',
'display' => '0',
'content_eng' => null
)
)
)
$cap2 = array(
'Catproduct' => array(
'id' => '45',
'name' => 'Dịch vụ thuê máy',
'parent_id' => '3',
'alias' => 'dich-vu-thue-may',
'images' => '',
'lft' => '42',
'rght' => '43',
'pos' => '2',
'status' => '1',
'title_seo' => '',
'meta_key' => '',
'meta_des' => '',
'created' => '2016-01-21',
'modified' => '2016-01-21',
'slug' => 'dich-vu-thue-may',
'cate' => '4',
'link' => 'gioi-thieu',
'name_eng' => '',
'name_tq' => '',
'type' => 'new',
'hot' => '0',
'content' => '',
'display' => '0',
'content_eng' => null
)
)
$dm_c3 = array()include - APP/View/Elements/menu.ctp, line 55 View::_evaluate() - CORE/Cake/View/View.php, line 920 View::_render() - CORE/Cake/View/View.php, line 883 View::element() - CORE/Cake/View/View.php, line 424 include - APP/View/Layouts/home.ctp, line 169 View::_evaluate() - CORE/Cake/View/View.php, line 920 View::_render() - CORE/Cake/View/View.php, line 883 View::renderLayout() - CORE/Cake/View/View.php, line 539 View::render() - CORE/Cake/View/View.php, line 483 Controller::render() - CORE/Cake/Controller/Controller.php, line 957 ProductController::chitiet() - APP/Controller/ProductController.php, line 135 ReflectionMethod::invokeArgs() - [internal], line ?? Controller::invokeAction() - CORE/Cake/Controller/Controller.php, line 485 Dispatcher::_invoke() - CORE/Cake/Routing/Dispatcher.php, line 186 Dispatcher::dispatch() - CORE/Cake/Routing/Dispatcher.php, line 161 [main] - APP/webroot/index.php, line 92
Notice (8): Undefined index: name_eng [APP/View/Elements/menu.ctp, line 56]Code Context<div class="accordion-heading"><a class="accordion-toggle" <?php if(!empty($dm_c2)){?>data-toggle="collapse" data-parent="#accordion2" href="#collapse<?php echo $cap1['Catproduct']['id'];?>" title="<?php echo $cap1['Catproduct']['name'.LANGUAGE];?>"<?php }else{?>href="<?php echo DOMAIN.$cap1['Catproduct']['slug'];?>"<?php }?>><?php echo $cap1['Catproduct']['name'.LANGUAGE];?>$viewFile = '/home/tracdiathanhda/domains/tracdiathanhdat.vn/public_html/app/View/Elements/menu.ctp' $dataForView = array( 'cat12' => array( 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), 'description_for_layout' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'keywords_for_layout' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'title_for_layout' => 'Máy toàn đạc điện tử', 'tinmoiup' => array( (int) 0 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 1 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 2 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 3 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 4 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 5 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 6 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 7 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 8 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 9 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ) ), 'tinlq' => array( (int) 0 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 1 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 2 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 3 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 4 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 5 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 6 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 7 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 8 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 9 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ) ), 'detailNews' => array( 'Post' => array( 'id' => '721', 'name' => 'Định vị công trình bằng máy toàn đạc điện tử', 'code' => null, 'alias' => 'dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<p style="margin: 0in 0in 15.6pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(51, 51, 51);">Định vị thi công công trình là công tác trắc địa nhằm xác định vị trí mặt <span style="box-sizing: border-box; touch-action: manipulation; color: rgb(51, 72, 98);">bằng</span> của các điểm, các đường thẳng, các điểm chi tiết của công trình xây dựng trên đất liền cũng như trên mặt nước theo đúng thiết kế.</span></span></span><span style="font-size:11.5pt; font-family:Montserrat;color:#333333"><o:p></o:p></span></p> ', 'content' => '<h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Tìm hiểu về định vị thi công công trình </strong></span></span></span></h2> <br /> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị thi công công trình là công tác trắc địa nhằm xác định vị trí mặt bằng của các điểm, các đường thẳng, các điểm chi tiết của công trình xây dựng trên đất liền cũng như trên mặt nước theo đúng thiết kế.<br /> <br /> Định vị công trình bằng máy toàn đạc có thể hiểu là thao tác sử dụng máy toàn đạc để khảo sát, xác định vị trí tọa độ công trình chi tiết, nhanh chóng và chính xác. Các kỹ sư sẽ nhập các tham số trên bản vẽ vào máy. Sau đó, các thuật toán của máy toàn đạc sẽ xử lý những số liệu này. Cuối cùng, máy toàn đạc sẽ khảo sát, xác định chi tiết và xác thực những vị trí điểm ra thực địa. <br /> <br /> Chỉ cần trích xuất những vị trí tọa độ chính xác điểm trên bản vẽ sang <strong><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">máy toàn đạc điện tử</a> , </strong> máy sẽ xử lý các thông số này. Sau đó, máy triển khai vị trí những tim trục trên bản đồ lên thực địa. Nhờ vậy, sẽ định vị được xác thực tim trục của nền móng cho những bước thi công tiếp theo.</span></span></span></p> <p style="text-align: center;"> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/dinh-vi-cong-trinh-bang-may-toan-dac.jpg" style="width: 620px; height: 360px;" /></span></span></span></p> <h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Phương pháp thực hiện định vị công trình bằng máy toàn đạc điện tử</strong></span></span></span></h2> <p style="text-align: center;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" 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" style="height: 411px; width: 620px;" /></span></span></span></p> <p style="text-align: center;"> <em><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Bản vẽ mặt bằng mộtt nhà xưởng</span></span></span></em><br /> </p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Reference Line (Định ᴠị công trình theo đường chuẩn là đường thẳng): một đường chuẩn có thể được хác định bằng cách tham chiếu tới 1 đường thẳng gốc đã biết. <br /> <br /> 1. Xác định đường gốc<br /> <br /> Một đường gốc được gắn ᴠới 2 điểm gốc ᴠà được хác định theo 3 cách: Đo đến điểm gốc; Nhập toạ độ bằng taу; Gọi điểm từ bộ nhớ.<br /> <br /> a) Đo tới điểm gốc. Nhập tên điểm <strong>PtID</strong> ᴠà đo bằng phím <br /> b) Với điểm gốc đã biết toạ độ tìm kiếm điểm <strong>PtID</strong> trong bộ nhớ. Nhập toạ độ bằng taу. Hiển thị những điểm ѕẵn trong máу.<br /> (1) Điểm gốc trang bị 1 <br /> (2) Điểm gốc thứ hai.<br /> (3) Đường gốc.<br /> (4) Đường chuẩn.<br /> <br /> 2. Dịch chuуển/Quaу đường gốc<br /> Đường gốc được dịch chuуển ѕong ѕong, chiều dọc, chiều đứng hoặc là quaу. Tất cả các kết quả đo ѕau đó ѕẽ ảnh hưởng đến đường chuẩn.<br /> <strong>BP</strong>: Điểm gốc.<br /> <strong>BL</strong>: Đường gốc.<br /> <strong>RP</strong>: Điểm chuẩn.<br /> <strong>RL</strong>: Đường chuẩn.<br /> <strong>Off</strong>: Dịch chuуển ѕong ѕong.<br /> <strong>L</strong>: Dịch chuуển theo chiều dọc.<br /> <strong>R</strong>: Thông ѕố quaу.<br /> <br /> Nhập thông ѕố: Sử dụng phím nàу để chuуển con trỏ đến trường thông ѕố bắt buộc nhập. Ta có thể nhập các thông ѕố như ѕau:<br /> <strong>Offѕet</strong>: Dịch chuуển đường chuẩn ѕong ѕong ᴠề phía bên cần của đường gốc, ᴠào hướng của đường gốc (BP1-BP2).<br /> <strong>Line</strong>: Dịch chuуển đường chuẩn theo chiều dọc tính từ điểm gốc trước tiên theo hướng từ điểm gốc đầu tiên tới điểm gốc vật dụng hai.<br /> <strong>Rotate</strong>: Quaу đường chuẩn theo chiều kim đồng hồ хung quanh điểm gốc.<br /> <strong>Height</strong>: Đường chuẩn cao hơn đường gốc.<br /> <strong>Ref.Hgt:Point1:</strong> Chênh cao ѕo ᴠới điểm gốc chuẩn nhất.<br /> <strong>Point 2</strong>: Chênh cao ѕo ᴠới điểm gốc chuẩn hai.<br /> <strong>Interpolated:</strong> Chênh cao dọc theo đường chuẩn.<br /> <strong>No height</strong>: Chênh cao không được tính toán ᴠà hiển thị.<br /> <br /> 3. Tiến hành đo hoặc chuуển ѕang chế độ chuуển điểm bề ngoài ra thực địa. Tiến hành đo đến điểm đích. Chuуển ѕang chế độ chuуển điểm bề ngoài ra thực địa.<br /> <br /> 4. Ứng dụng tương trợ “Line&Offѕet”: tính toán ra ᴠị trí của điểm đo ѕo ᴠới đường chuẩn bằng cách hiển thị các lệch dọc trục, lệch ngang, chênh cao…<br /> </span></span></span><br /> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc đạc công trình hay đo đạc công trình là khảo sát và khai triển bản vẽ thiết kế của công trình ra thực địa, dùng cho thi công và giám sát xây dựng công trình đúng bản vẽ thiết kế. Quan trắc dịch chuyển của công trình ra thực địa, chuyên dụng cho thi công và giám sát xây dựng công trình đúng bản vẽ thiết kế. Công cụ đo bằng những mẫu máy đo đạc như máy kinh vĩ, máy thủy bình,máy đo khoảng cách laser, máy toàn đạc điện tử … </span></span></span></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiệm vụ chủ đạo của công tác trắc địa trong xây dựng là đảm bảo cho công trình được xây dựng đúng kích thước hình học và đúng vị trí thiết kế. Chỉ khi hai yêu cầu này được đáp ứng thì công trình mới mang thể vận hành an toàn. </span></span></span></p> <h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="font-weight: var(--h2_typography-font-weight); font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">III. Những thiết bị được sử dụng trong định vị thi công công trình</span></h2> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#ff0000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-tu-dong"><strong>Máy thủy bình tự động, máy thủy bình điện tử</strong></a></span></span></span><span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">:</span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Xác định cao độ, dẫn mốc cao độ, đo chênh cao, quan trắc lún…</span></span></span></li> </ul> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">Máy toàn đạc điện tử</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span> Bố trí trí tọa độ thiết kế ra thực địa; tính toán khoảng cách ngang, đứng, góc phương vị của đường, tọa độ điểm, diện tích và bố trí đường thẳng, đường cong; dẫn lưới lập mốc đường chuyền…</span></span></span></li> </ul> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">Máy định vị GNSS</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span> Khảo sát thành lập lưới khống chế tọa độ; bố trí điểm phục vụ cho công tác chuyển điểm thiết kế ra thực địa; giao hội, bố trí đường cong, tính diện tích…</span></span></span></li> </ul> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;"> <span style="color:#000000;"><img alt="" src="/admin/webroot/upload/image/images/Banner (665 × 295 px) (31).png" style="width: 665px; height: 295px;" /></span></p> ', 'images' => '202305301610048b836b9276e806fc2f8458b2bc05f8fc.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy toàn đạc điện tử', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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Hà Nội cấp ngày 28-04-2009<br /> Điện thoại: <a href="javascript: void(0)" style="font-family: tahoma, geneva, sans-serif;font-size:11px;"><span style="color: rgb(255, 255, 255);"><strong style="font-family: arial, helvetica, sans-serif;">(</strong><strong style="font-family: arial, helvetica, sans-serif;">024) 3776 4930</strong></span></a></span></span></p> <div> <p> <strong style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><u>Cửa hàng</u></strong><span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">:</span></p> </div> <p> <span style="font-family: tahoma, geneva, sans-serif;">- <span style="font-size:12px;">Số <strong><span style="font-size:14px;">145 </span></strong></span></span><span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">Láng Hạ, Phường Láng Hạ, Hà Nội</span></span></p> <p> <span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></span><br /> <br /> </p> ', 'contactinfo_eng' => '', 'taikhoan' => '<strong><span style="color:#04529a;">Số Tài khoản các ngân hàng của công ty Tân Á</span></strong><br /> <br /> 1. 13022-0506-5430 - Nguyễn Văn Hiệu - Agribank - CN Trung Yên, HN<br /> 2. 0011-00404-0367 - Nguyễn Văn Hiệu - Vietcombank - CN Sở Giao dịch, HN<br /> 3. 711A-6202-9713 - Nguyễn Văn Hiệu - Vietinbank - CN Thanh Xuân, HN<br /> 4. 190-256-018-210-13 - Nguyễn Văn Hiệu - Techcombank, Hà Nội<br /> 5. 1231-0000-368-767 - Nguyễn Văn Hiệu - BIDV CN Quang Trung, Hà Nội', 'contactinfo' => '<div dir="rtl" style="text-align: left;"> <u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Văn Phòng</strong></u></div> <div style=""> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ: Số 157 Đặng Văn Ngữ, Phường Kim Liên, Hà Nội, Việt Nam<br /> Tel: (024) 3776 4930 <br /> Fax: (024) 3776 5908<br /> Email: thanhdatsurvey.JSC@gmail.com/ tracdiathanhdat@gmail.com<br /> Hotline: <strong>0913 051 734</strong><br /> <br /> <strong><u>C</u></strong><strong><u>ửa hàng</u></strong></span></span><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Số 145 Láng Hạ, Phường Láng Hạ, Hà Nội</span></span><br /> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0942 288 388</strong></span><br /> </div> <div style=""> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></div> <div style=""> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0949 322 456</strong></span></div> <div style=""> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>VPĐD tại Tp. Hồ Chí Minh</u></strong><br /> <br /> - 1/56 Nguyễn Thái Sơn, Phường Hạnh Thông, Hồ Chí Minh</span></span><br /> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0904 925 936</strong></span></div> ', 'telephone' => '01659 014592', 'hotline' => '0913051734', 'email' => 'tracdiathanhdat@yahoo.com', 'url' => '', 'meta_key' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax, Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GNSS RTK, máy thủy bình, máy toàn đạc, máy laser, máy GPS cầm tay, UAV, ống nhòm (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...). Uy tín, chất lượng, giá tốt hàng đầu tại Việt Nam!', 'created' => '2012-06-05', 'modified' => '1769758152', 'youtube' => 'http://youtube.com', 'twitter' => 'https://twitter.com/', 'myspace' => 'https://myspace.com/', 'facebook' => 'https://www.facebook.com/thanhdatsurvey.jsc/', 'email2' => 'duycuong7640', 'skype' => 'hothihuyen.hn', 'yahoo' => 'duycuong7640', 'yahoo1' => 'duycuong7640', 'content' => 'Thanks for your interest in Vn Discoverytours. For a fast response, please submit this basic Quick Enquiry form below by clicking “Submit”, and we’ll get back to you by e-mail within 12 to 24 hours (in working days). For urgent booking, call us at +84 974 839 873', 'video' => '<iframe width="1280" height="720" src="https://www.youtube.com/embed/mR4kOuAkEtY" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>', 'slogan' => 'trung tâm sửa chữa và bảo hành máy giặt electrolux', 'slogan_eng' => '', 'printer' => '', 'googleplus' => '', 'bando' => '<p> <iframe allowfullscreen="" frameborder="0" height="410" src="https://www.google.com/maps/embed?pb=!1m18!1m12!1m3!1d1680.2372398112452!2d105.81212934716025!3d21.01437303922492!2m3!1f0!2f0!3f0!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ab63b645b665%3A0xa6797ac6008687bf!2zQ-G7rWEgSMOgbmcgVHLhuq9jIMSQ4buLYQ!5e0!3m2!1svi!2s!4v1449908805279" style="border:0" width="600"></iframe></p> ', 'gioithieu' => '<p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/gioithieu.png" /></p> ', 'thongtincongty' => 'Sửa máy lạnh tại nhà 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style="font-family:tahoma,geneva,sans-serif;">Là công ty chuyên nhập khẩu, cung cấp và chuyển giao công nghệ các loại máy đo đạc, trắc địa phục vụ khảo sát thiết kế, xây dựng và đo vẽ bản đồ của các hãng nổi tiếng trên thế giới như: LEICA, TOPCON, NIKON, PENTAX, SOKKIA, GLUNZ, TRIMPLE, SPECTRA, GEOMAX, GARMIN..., chúng tôi cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! </span><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm cùng</span> <span style="font-family: tahoma, geneva, sans-serif;">đội ngũ nhân viên, kỹ thuật viên năng động, có trình độ cao chúng tôi tự hào và tin tưởng Quý khách hàng sẽ hài lòng khi sử dụng các sản phẩm và dịch vụ do chúng tôi cung cấp!</span></span><br /> </p> <div style="text-align: justify;"> <span style="color:#ff9966;"><span style="font-family:comic sans ms,cursive;"><span style="font-size:14px;"><strong style="font-family: tahoma, geneva, sans-serif;">Hỗ trợ 24/7:</strong> <strong>0942 288 388/</strong></span><span style="font-size: 14px;"><strong>0949 322 456</strong> (Zalo) </span></span></span></div> ', 'gt_eng' => '' ), 'tin_ft' => array( (int) 0 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 1 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 2 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 3 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 4 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 5 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ) ), 'slideshow' => array( (int) 0 => 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} .large-4 { flex-basis: 33.3333333333%;text-align: center; max-width: 33.3333333333%;margin-bottom: 30px; } .large-4 a{ color: #fff;text-transform: uppercase;font-weight:bold; } .large-4 .col-inner{padding:0 15px;} .expand { display: block; max-width: 100%!important; padding-left: 0!important; padding-right: 0!important; width: 100%!important;padding:10px; } .button.success { background-color: #4a90e2; } .box-shadow-4-hover:hover, .box-shadow-5-hover:hover, .row-box-shadow-4-hover .col-inner:hover, .row-box-shadow-5-hover .col-inner:hover { transform: translateY(-6px);box-shadow: 0 30px 40px 0 rgb(0 0 0 / 20%); } .box-shadow-1, .box-shadow-1-hover, .box-shadow-2, .box-shadow-2-hover, .box-shadow-3, .box-shadow-3-hover, .box-shadow-4, .box-shadow-4-hover, .box-shadow-5, .box-shadow-5-hover, .row-box-shadow-1 .col-inner, .row-box-shadow-1-hover .col-inner, .row-box-shadow-2 .col-inner, .row-box-shadow-2-hover .col-inner, .row-box-shadow-3 .col-inner, .row-box-shadow-3-hover .col-inner, .row-box-shadow-4 .col-inner, .row-box-shadow-4-hover .col-inner, .row-box-shadow-5 .col-inner, .row-box-shadow-5-hover .col-inner { transition: transform .3s,box-shadow .3s,background-color .3s,color .3s,opacity .3s; } .box-shadow-3, .box-shadow-3-hover:hover, .row-box-shadow-3 .col-inner, .row-box-shadow-3-hover .col-inner:hover { box-shadow: 0 10px 20px rgb(0 0 0 / 19%), 0 6px 6px rgb(0 0 0 / 22%); } .button span { font-weight: 400; } .is-shade:after { box-shadow: inset 1px 1px 0 0 hsl(0deg 0% 100% / 10%), inset 0 2em 15px 0 hsl(0deg 0% 100% / 20%); } </style> <div class="" id="row-2097407503"> <p style="font-family:tahoma,geneva,sans-serif; font-size: 14px;"> Nếu bạn đang tìm kiếm phần mềm trắc địa, các thông tin liên quan về máy móc đo đạc, trắc địa cho dự án của mình bạn đã tìm đúng kho lưu trữ! 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Hotline: 0913051734!' $keywords_for_layout = 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!' $title_for_layout = 'Máy toàn đạc điện tử' $tinmoiup = array( (int) 0 => array( 'Post' => array( 'id' => '802', 'name' => 'Dữ liệu RINEX – Nền tảng cốt lõi của hạ tầng trắc địa hiện đại', 'code' => null, 'alias' => 'du-lieu-rinex-–-nen-tang-cot-loi-cua-ha-tang-trac-dia-hien-dai', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong hạ tầng trắc địa hiện đại, RINEX không phải dữ liệu phụ, mà là nền móng kỹ thuật của hệ tọa độ quốc gia. RTK giúp đo nhanh hôm nay, nhưng RINEX mới là yếu tố đảm bảo bản đồ, mốc và công trình đứng vững trong nhiều năm tới.</span></span>', 'content' => '<p> <em><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trong những năm gần đây, công nghệ GNSS RTK cùng các mạng trạm CORS phát triển mạnh mẽ, giúp công tác đo đạc, thi công và bố trí công trình đạt được kết quả gần như tức thời với độ chính xác cao.</span></em></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Tuy nhiên, nếu nhìn ở góc độ xây dựng và duy trì hạ tầng trắc địa quốc gia dài hạn, nhiều quốc gia phát triển như Mỹ, châu Âu, Nhật Bản đều có chung một quan điểm: RTK là lớp ứng dụng đo nhanh ngoài hiện trường, trong khi RINEX – dữ liệu GNSS đo tĩnh – mới là lớp nền cốt lõi của hệ tọa độ.</em><br /> <br /> <em>RTK cho phép định vị nhanh theo thời gian thực, nhưng độ ổn định và khả năng kiểm chứng của kết quả RTK phụ thuộc mạnh vào điều kiện truyền cải chính tại thời điểm đo. Ngược lại, dữ liệu RINEX cho phép xử lý hậu kỳ, kiểm chứng, đối soát và duy trì độ ổn định tọa độ trong thời gian dài.<br /> </em></span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. RINEX là gì?</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX (<em>Receiver Independent Exchange Format</em>) là định dạng dữ liệu GNSS thô chuẩn quốc tế, được phát triển và duy trì bởi cộng đồng GNSS toàn cầu dưới sự điều phối của các tổ chức quốc tế như IGS (International GNSS Service) và RTCM SC-104.</span></span><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX cho phép trao đổi dữ liệu GNSS giữa các thiết bị và phần mềm khác nhau, không phụ thuộc hãng sản xuất, và được sử dụng rộng rãi trên toàn thế giới cho các mục đích kỹ thuật chuyên sâu. Dữ liệu RINEX cho phép:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xử lý hậu kỳ GNSS (Static / PPK)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bình sai mạng lưới GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm soát chất lượng và truy xuất nguồn gốc số liệu</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Duy trì và kiểm chứng hệ tọa độ theo thời gian dài</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK cho kết quả nhanh – RINEX cho kết quả bền và kiểm chứng được.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Cách các quốc gia khai thác RINEX trong hạ tầng trắc địa</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tại nhiều quốc gia, mạng CORS quốc gia không chỉ phục vụ RTK thời gian thực mà còn coi dữ liệu RINEX liên tục là tài sản dữ liệu cốt lõi. Mô hình khai thác phổ biến:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu trữ dữ liệu GNSS 24/7.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cho phép tải RINEX theo các khoảng thời gian:</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">15 phút</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1 giờ</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6 giờ</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">24 giờ</span></span></li> </ul> </li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cung cấp đầy đủ metadata:</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thông tin trạm GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian quan sát</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chu kỳ ghi (1s, 15s, 30s…)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ quy chiếu và mô hình tham chiếu.</span></span></li> </ul> </li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Ví dụ tiêu biểu:</span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mỹ: NOAA CORS Network cung cấp dữ liệu RINEX phục vụ đo tĩnh và xử lý hậu kỳ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Châu Âu: EUREF Permanent Network (EPN) lưu trữ dữ liệu RINEX cho bình sai lưới khu vực.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhật Bản: GEONET do GSI vận hành, cung cấp dữ liệu RINEX cho xử lý hậu kỳ và nghiên cứu GNSS.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm chung của các mô hình này là coi RINEX liên tục mới là nền tảng bền vững của hệ tọa độ quốc gia.<br /> </span></span> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/ncn_agol.png" style="width: 800px; height: 511px;" /></span></span></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Vai trò của RINEX trong hệ thống trắc địa hiện đại</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều quốc gia đang triển khai mô hình tổng hợp:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS CORS + RINEX → lớp khống chế nền, duy trì hệ tọa độ dài hạn</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc khống chế vật lý → đối tượng kiểm chứng và cơ sở pháp lý</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK → công cụ đo nhanh ngoài hiện trường</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đây không phải xu hướng “bỏ mốc”, mà là:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm phụ thuộc vào việc chạy mốc thủ công tốn thời gian</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuyển vai trò mốc từ nguồn gốc duy nhất sang đối tượng kiểm chứng</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng vai trò của dữ liệu GNSS chuẩn hóa trong duy trì hệ tọa độ</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. RINEX giúp ổn định và kiểm soát hệ tọa độ theo thời gian như thế nào?</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu RINEX cho phép xử lý hậu kỳ và bình sai mạng lưới, nhờ đó:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm ảnh hưởng của thời điểm đo</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế tác động của điều kiện khí quyển và môi trường</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng khả năng đối soát và truy nguyên số liệu</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khái niệm “ổn định” ở đây được hiểu theo nghĩa kỹ thuật: Cho phép tái xử lý, kiểm chứng và so sánh tọa độ tại các thời điểm khác nhau, tránh sai lệch tích lũy do đo nhanh tức thời.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Ứng dụng thực tế của dữ liệu RINEX và lợi ích khai thác RINEX hiệu quả</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu RINEX hiện được sử dụng rộng rãi trong:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập mốc khống chế GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bình sai lưới quốc gia và khu vực</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan trắc dịch chuyển công trình, địa chất</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Làm cơ sở kỹ thuật và pháp lý dài hạn cho bản đồ và hạ tầng kỹ thuật</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> Khai thác RINEX bài bản mang lại:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm thời gian và chi phí thiết lập lưới khống chế</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nâng cao độ ổn định và khả năng kiểm chứng số liệu</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp với dự án lớn, triển khai dài hạn, yêu cầu pháp lý cao</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chủ động khi RTK không ổn định hoặc mất hiệu chỉnh</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. Cấu trúc dữ liệu RINEX gồm những gì?</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu RINEX không phải là một file đơn lẻ, mà là tập hợp nhiều file thành phần, mỗi file đảm nhiệm một vai trò riêng.<br /> <br /> 6.1. File quan sát – Observation file (*.obs). Bao gồm:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sóng mang và mã giả</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu GPS, GLONASS, Galileo, BeiDou…</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thông tin thời gian, tần số, tín hiệu</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">File bắt buộc khi xử lý GNSS hậu kỳ và bình sai.<br /> <br /> 6.2. File quỹ đạo vệ tinh – Navigation file (*.nav, *.gnav…) có chứa q</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">uỹ đạo vệ tinh (broadcast ephemeris) - d</span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ữ liệu cần thiết để tính vị trí vệ tinh theo thời gian.<br /> <br /> Tùy phiên bản RINEX và hệ vệ tinh, file điều hướng (Navigation file) có thể được đặt tên khác nhau.<br /> Trong các hệ thống và phần mềm cũ (RINEX 2.x), file điều hướng thường được tách theo từng hệ GNSS, với các đuôi phổ biến như:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GPS: .N</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS: .G</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">BeiDou: .C</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Galileo: .E</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong các hệ thống hiện đại sử dụng RINEX 3.x trở lên, file điều hướng thường được gộp đa hệ GNSS và sử dụng chung đuôi .nav (hoặc .rnx), trong đó chứa đồng thời dữ liệu GPS, GLONASS, Galileo, BeiDou…</span></span><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6.3. File đồng hồ vệ tinh – Clock file (*.clk)</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh sai số đồng hồ vệ tinh và trạm</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác cao hơn dữ liệu quảng bá</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dùng cho bình sai chính xác cao và nghiên cứu dài hạn.<br /> <br /> 6.4. File quỹ đạo chính xác – Precise orbit (*.sp3)</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quỹ đạo vệ tinh độ chính xác cao</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp với .clk để nâng cao chất lượng xử lý</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> 6.5. Các file phụ trợ</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Metadata trạm, antenna, receiver</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">File khí quyển, site log</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giúp nâng cao độ tin cậy và truy xuất nguồn gốc số liệu.<br /> <br /> >>> Phiên bản RINEX và xu hướng hiện nay:</span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 2.x: cũ, hạn chế hệ GNSS.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 3.x: đa hệ, phổ biến hiện nay.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 4.x: hỗ trợ tín hiệu hiện đại, độ chính xác cao.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế xử lý GNSS hậu kỳ, RINEX 2.11 vẫn được sử dụng rộng rãi nhờ tính ổn định và khả năng tương thích cao. Nhiều lỗi xử lý hiện nay phát sinh từ việc chuyển đổi RINEX không đúng chuẩn hoặc thiếu dữ liệu đi kèm.</span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Bài viết 30_1_26.png" style="width: 800px; height: 526px;" /></span></span></p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 3 & 4 là xu hướng chính trong các hệ thống CORS hiện đại.<br /> <br /> Hiểu đúng và khai thác đúng dữ liệu RINEX chính là bước chuyển từ đo nhanh sang đo bền vững trong trắc địa hiện đại – đặc biệt trong bối cảnh Việt Nam đang vận hành các mạng CORS và duy trì hệ tọa độ VN-2000.<br /> <br /> <em>>>> Nguồn tham khảo:</em></span></span><br /> <ul> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">IGS & RTCM – Chuẩn dữ liệu RINEX</span></span></em></li> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">NOAA CORS Network (Mỹ)</span></span></em></li> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">EUREF Permanent Network (Châu Âu)</span></span></em></li> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GEONET – GSI (Nhật Bản)</span></span></em></li> </ul> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/RINEX - GNSS DATA (665 x 295 px).png" style="width: 800px; height: 355px;" /></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>', 'images' => '202601301021570e6ecbd8766b1296dffb848e42581f6f.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy RTK', 'meta_key' => 'Máy RTK, Vngeonet, RINEX, GNSS, CORS, RTK, GNSSStatic, PPK, BinhSaiGNSS, DuLieuGNSS', 'meta_des' => 'Máy RTK, Vngeonet, RINEX, GNSS, CORS, RTK, GNSSStatic, PPK, BinhSaiGNSS, DuLieuGNSS', 'created' => '2026-01-30', 'modified' => '2026-02-02', 'status' => '1', 'view' => '4420', 'slug' => 'du-lieu-rinex-nen-tang-cot-loi-cua-ha-tang-trac-dia-hien-dai', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '517', 'rght' => '518', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 1 => array( 'Post' => array( 'id' => '801', 'name' => 'Đo không gương (Non-Prism) trên máy toàn đạc', 'code' => null, 'alias' => 'do-khong-guong-non-prism-tren-may-toan-dac', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo không gương (Non-Prism) trên máy toàn đạc là gì? Khi nào nên dùng, khi nào không nên dùng? Phân tích ưu nhược điểm, sai số giao hội và khuyến nghị kỹ thuật khi đo Non-Prism trên máy toàn đạc.</span></span>', 'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế thi công và đo đạc, đo không gương (Non-Prism) là một tính năng rất hữu ích của máy toàn đạc, nhưng cũng tiềm ẩn nhiều rủi ro sai số nếu sử dụng không đúng mục đích. Bài viết dưới đây sẽ phân tích bản chất đo Non-Prism, phạm vi ứng dụng, ưu – nhược điểm, ảnh hưởng đến giao hội và các khuyến nghị kỹ thuật cần tuân thủ.</span></span></em><br /> <br /> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Đo không gương (Non-Prism) là gì?</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế đo đạc, không phải lúc nào cũng có thể đặt được gương phản xạ. Các vị trí như tường cao, taluy, vách hầm, kết cấu thép, khu vực đang thi công hoặc nguy hiểm là những trường hợp điển hình.<br /> Đo không gương (Non-Prism) là phương pháp đo khoảng cách không sử dụng gương phản xạ. Máy toàn đạc phát tia laser trực tiếp tới bề mặt mục tiêu và thu tín hiệu phản hồi để xác định khoảng cách và tọa độ điểm đo.<br /> <br /> Phương pháp này cho phép đo các vị trí:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khó tiếp cận hoặc không thể đặt gương.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không an toàn để tiếp cận trực tiếp.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần đo nhanh hiện trạng mà không bố trí phụ trợ.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.1 Ưu điểm của đo không gương</span></span></h3> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo được các vị trí “bất khả thi” với phương pháp đo gương.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng mức độ an toàn cho người đo ngoài công trường.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian đi gương, giảm nhân lực.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất hiệu quả khi đo hiện trạng, kiểm tra hình học kết cấu.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.2 Nhược điểm và hạn chế kỹ thuật của Non-Prism</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bên cạnh ưu điểm, đo không gương tồn tại nhiều hạn chế kỹ thuật cần hiểu rõ:<br /> <br /> <strong>Phụ thuộc mạnh vào bề mặt đo</strong></span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt sáng, phẳng, khô → đo xa hơn, ổn định hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt tối, thô, ẩm, xiên góc → tầm đo giảm rõ rệt, sai số tăng.</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác thấp hơn đo gương</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không có tâm phản xạ cố định như gương.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách lớn hơn và kém ổn định hơn.</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hao pin hơn</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo Non-Prism liên tục tiêu thụ pin nhiều hơn so với đo gương.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (40).png" style="width: 800px; height: 671px;" /></span></span></p> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.3 Những lưu ý quan trọng khi sử dụng đo không gương</span></span></h3> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không sử dụng đo không gương cho mốc khống chế.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không dùng cho dẫn mốc, nghiệm thu pháp lý.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ dùng cho đo hiện trạng, kiểm tra, tham khảo kỹ thuật.</span></span></li> </ul> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.4 Khoảng cách đo không gương của một số dòng máy phổ biến</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng cách công bố của nhà sản xuất thường được đo trong điều kiện tiêu chuẩn:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica FlexLine TS03 / TS07 / TS10: ~500 m / ~1000 m (tùy cấu hình)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon N-Series: ~600 m</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon XS-Series: ~800 m</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Topcon GM-100 Series: ~500 m</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thực tế ngoài công trường, khoảng cách đo thường ngắn hơn catalogue, phụ thuộc mạnh vào bề mặt và điều kiện môi trường.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5 Khi nào nên dùng đo không gương?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo không gương phát huy hiệu quả trong các công việc:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo chi tiết hoàn công.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kiểm tra hình học kết cấu.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo taluy, vách đứng, vách hầm.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo các điểm nguy hiểm không thể tiếp cận.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Đo không gương là công nghệ bổ trợ, không phải để thay thế đo gương.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Hỏi và Đáp: Đo không gương & sai số giao hội</span></span></h2> <br /> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. 1 Vì sao đo không gương dễ gây sai số khi giao hội?</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vì đo Non-Prism phụ thuộc vào bề mặt phản xạ, không có tâm phản xạ cố định như gương.<br /> Trong bài toán giao hội, sai số nhỏ ở từng hướng bắn có thể bị phóng đại tại điểm giao, khiến kết quả thiếu ổn định.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.2 Sai số giao hội khi dùng Non-Prism thường đến từ đâu?</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các nguyên nhân chính:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt phản xạ không phẳng, không đồng nhất.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tia laser phản xạ không cùng một điểm hình học.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Góc bắn xiên, bắn vào mép cạnh hoặc bề mặt nhỏ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách lớn hơn so với đo gương.</span></span></li> </ul> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.3 Đo không gương ảnh hưởng nhiều hơn đến giao hội góc hay giao hội cạnh?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo không gương ảnh hưởng mạnh hơn đến giao hội cạnh, vì:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách của Non-Prism lớn hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội cạnh, sai số khoảng cách tác động trực tiếp tới vị trí điểm giao.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với giao hội góc, sai số vẫn tồn tại nhưng ít phụ thuộc hơn vào chất lượng phản xạ.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.4 Vì sao giao hội nghịch đặc biệt nhạy cảm với đo không gương?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội nghịch:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đặt máy cần được xác định rất chính xác.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không xác định được tâm phản xạ rõ ràng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các trạm có thể “nhìn” vào những điểm khác nhau trên cùng một bề mặt.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điều này khiến sai số khó kiểm soát và khó phát hiện.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.5 Có thể giảm sai số khi buộc phải giao hội bằng Non-Prism không?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có thể giảm rủi ro, nhưng không loại bỏ hoàn toàn, bằng cách:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn bề mặt phẳng, sáng, rõ ràng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tránh bắn vào mép cạnh hoặc bề mặt nhỏ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngắm vuông góc với bề mặt.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo lặp nhiều lần để kiểm tra.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp kiểm tra chéo bằng phương pháp khác.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ áp dụng cho đo tham khảo, không dùng cho mốc.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.6 Khi nào tuyệt đối không nên dùng Non-Prism cho giao hội?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không sử dụng trong các trường hợp:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dẫn mốc tọa độ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập lưới khống chế.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc pháp lý, nghiệm thu công trình.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công việc yêu cầu độ chính xác cao (cm – mm).</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.7 Vì sao đo gương vẫn là phương pháp chuẩn cho giao hội?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vì khi đo gương:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có tâm phản xạ xác định rõ ràng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách nhỏ và ổn định.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các trạm cùng xác định một điểm hình học duy nhất.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đây là yếu tố then chốt trong các bài toán giao hội.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.8 Có nên coi đo không gương là phương pháp thay thế đo gương?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không. Đo không gương là giải pháp bổ trợ, không phải phương pháp thay thế.<br /> <br /> Khuyến nghị nên tuân thủ quy tắc kỹ thuật:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có thể đặt gương → ưu tiên đo gương.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không thể đặt gương → dùng Non-Prism đúng mục đích.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> >>> Đo không gương (Non-Prism) mang lại nhiều tiện lợi trong đo hiện trạng và các vị trí khó tiếp cận, tuy nhiên phương pháp này nhạy cảm với sai số, đặc biệt trong các bài toán giao hội.<br /> Trong thực tế, giao hội thuận có thể cân nhắc sử dụng đo không gương cho mục đích tham khảo, khi điều kiện bề mặt cho phép. Ngược lại, giao hội nghịch không được khuyến nghị sử dụng Non-Prism do sai số khó kiểm soát. Đối với các công việc thiết lập lưới khống chế, dẫn mốc tọa độ và hồ sơ pháp lý, việc đo bằng gương phản xạ là bắt buộc để đảm bảo độ chính xác và giá trị pháp lý của số liệu.</span></span><br /> <br /> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/CHỌN ANH TÀI (16).png" style="width: 800px; height: 618px;" /></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>', 'images' => '20260128101209aeccf2a028c6aa7fa3ea11fe774d0584.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy toàn đạc điện tử', 'meta_key' => 'Máy toàn đạc điện tử, máy toàn đạc, đo không gương, NonPrism, EDM, trắc địa, đo đạc, trắc địa thành đạt, Leica, Topcon, Nikon, Sokkia', 'meta_des' => 'Máy toàn đạc điện tử, máy toàn đạc, đo không gương, NonPrism, EDM, trắc địa, đo đạc, trắc địa thành đạt, Leica, Topcon, Nikon, Sokkia', 'created' => '2026-01-28', 'modified' => '2026-02-01', 'status' => '1', 'view' => '1067', 'slug' => 'do-khong-guong-non-prism-tren-may-toan-dac-1', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '515', 'rght' => '516', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 2 => array( 'Post' => array( 'id' => '800', 'name' => 'Đo không gương (Non-Prism) trên máy toàn đạc', 'code' => null, 'alias' => 'do-khong-guong-non-prism-tren-may-toan-dac', 'cat_id' => '0', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo không gương (Non-Prism) trên máy toàn đạc là gì? Khi nào nên dùng, khi nào không nên dùng? Phân tích ưu nhược điểm, sai số giao hội và khuyến nghị kỹ thuật khi đo Non-Prism trên máy toàn đạc.</span></span>', 'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế thi công và đo đạc, đo không gương (Non-Prism) là một tính năng rất hữu ích của máy toàn đạc, nhưng cũng tiềm ẩn nhiều rủi ro sai số nếu sử dụng không đúng mục đích. Bài viết dưới đây sẽ phân tích bản chất đo Non-Prism, phạm vi ứng dụng, ưu – nhược điểm, ảnh hưởng đến giao hội và các khuyến nghị kỹ thuật cần tuân thủ.</span></span></em><br /> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Đo không gương (Non-Prism) là gì?</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế đo đạc, không phải lúc nào cũng có thể đặt được gương phản xạ. Các vị trí như tường cao, taluy, vách hầm, kết cấu thép, khu vực đang thi công hoặc nguy hiểm là những trường hợp điển hình.<br /> Đo không gương (Non-Prism) là phương pháp đo khoảng cách không sử dụng gương phản xạ. Máy toàn đạc phát tia laser trực tiếp tới bề mặt mục tiêu và thu tín hiệu phản hồi để xác định khoảng cách và tọa độ điểm đo.<br /> <br /> Phương pháp này cho phép đo các vị trí:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khó tiếp cận hoặc không thể đặt gương.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không an toàn để tiếp cận trực tiếp.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần đo nhanh hiện trạng mà không bố trí phụ trợ.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.1 Ưu điểm của đo không gương</span></span></h3> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo được các vị trí “bất khả thi” với phương pháp đo gương.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng mức độ an toàn cho người đo ngoài công trường.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian đi gương, giảm nhân lực.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất hiệu quả khi đo hiện trạng, kiểm tra hình học kết cấu.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.2 Nhược điểm và hạn chế kỹ thuật của Non-Prism</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bên cạnh ưu điểm, đo không gương tồn tại nhiều hạn chế kỹ thuật cần hiểu rõ:<br /> <br /> <strong>Phụ thuộc mạnh vào bề mặt đo</strong></span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt sáng, phẳng, khô → đo xa hơn, ổn định hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt tối, thô, ẩm, xiên góc → tầm đo giảm rõ rệt, sai số tăng.</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác thấp hơn đo gương</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không có tâm phản xạ cố định như gương.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách lớn hơn và kém ổn định hơn.</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hao pin hơn</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo Non-Prism liên tục tiêu thụ pin nhiều hơn so với đo gương.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (40).png" style="width: 800px; height: 671px;" /></span></span></p> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.3 Những lưu ý quan trọng khi sử dụng đo không gương</span></span></h3> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không sử dụng đo không gương cho mốc khống chế.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không dùng cho dẫn mốc, nghiệm thu pháp lý.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ dùng cho đo hiện trạng, kiểm tra, tham khảo kỹ thuật.</span></span></li> </ul> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.4 Khoảng cách đo không gương của một số dòng máy phổ biến</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng cách công bố của nhà sản xuất thường được đo trong điều kiện tiêu chuẩn:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica FlexLine TS03 / TS07 / TS10: ~500 m / ~1000 m (tùy cấu hình)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon N-Series: ~600 m</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon XS-Series: ~800 m</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Topcon GM-100 Series: ~500 m</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thực tế ngoài công trường, khoảng cách đo thường ngắn hơn catalogue, phụ thuộc mạnh vào bề mặt và điều kiện môi trường.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5 Khi nào nên dùng đo không gương?</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo không gương phát huy hiệu quả trong các công việc:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo chi tiết hoàn công.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kiểm tra hình học kết cấu.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo taluy, vách đứng, vách hầm.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo các điểm nguy hiểm không thể tiếp cận.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Đo không gương là công nghệ bổ trợ, không phải để thay thế đo gương.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Hỏi và Đáp: Đo không gương & sai số giao hội</span></span></h2> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. 1 Vì sao đo không gương dễ gây sai số khi giao hội?</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vì đo Non-Prism phụ thuộc vào bề mặt phản xạ, không có tâm phản xạ cố định như gương.<br /> Trong bài toán giao hội, sai số nhỏ ở từng hướng bắn có thể bị phóng đại tại điểm giao, khiến kết quả thiếu ổn định.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.2 Sai số giao hội khi dùng Non-Prism thường đến từ đâu?</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các nguyên nhân chính:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt phản xạ không phẳng, không đồng nhất.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tia laser phản xạ không cùng một điểm hình học.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Góc bắn xiên, bắn vào mép cạnh hoặc bề mặt nhỏ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách lớn hơn so với đo gương.</span></span></li> </ul> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.3 Đo không gương ảnh hưởng nhiều hơn đến giao hội góc hay giao hội cạnh?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo không gương ảnh hưởng mạnh hơn đến giao hội cạnh, vì:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách của Non-Prism lớn hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội cạnh, sai số khoảng cách tác động trực tiếp tới vị trí điểm giao.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với giao hội góc, sai số vẫn tồn tại nhưng ít phụ thuộc hơn vào chất lượng phản xạ.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.4 Vì sao giao hội nghịch đặc biệt nhạy cảm với đo không gương?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội nghịch:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đặt máy cần được xác định rất chính xác.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không xác định được tâm phản xạ rõ ràng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các trạm có thể “nhìn” vào những điểm khác nhau trên cùng một bề mặt.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điều này khiến sai số khó kiểm soát và khó phát hiện.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.5 Có thể giảm sai số khi buộc phải giao hội bằng Non-Prism không?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có thể giảm rủi ro, nhưng không loại bỏ hoàn toàn, bằng cách:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn bề mặt phẳng, sáng, rõ ràng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tránh bắn vào mép cạnh hoặc bề mặt nhỏ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngắm vuông góc với bề mặt.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo lặp nhiều lần để kiểm tra.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp kiểm tra chéo bằng phương pháp khác.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ áp dụng cho đo tham khảo, không dùng cho mốc.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.6 Khi nào tuyệt đối không nên dùng Non-Prism cho giao hội?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không sử dụng trong các trường hợp:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dẫn mốc tọa độ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập lưới khống chế.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc pháp lý, nghiệm thu công trình.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công việc yêu cầu độ chính xác cao (cm – mm).</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.7 Vì sao đo gương vẫn là phương pháp chuẩn cho giao hội?</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vì khi đo gương:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có tâm phản xạ xác định rõ ràng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách nhỏ và ổn định.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các trạm cùng xác định một điểm hình học duy nhất.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đây là yếu tố then chốt trong các bài toán giao hội.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.8 Có nên coi đo không gương là phương pháp thay thế đo gương?</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không. Đo không gương là giải pháp bổ trợ, không phải phương pháp thay thế.<br /> <br /> Khuyến nghị nên tuân thủ quy tắc kỹ thuật:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có thể đặt gương → ưu tiên đo gương.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không thể đặt gương → dùng Non-Prism đúng mục đích.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> >>> Đo không gương (Non-Prism) mang lại nhiều tiện lợi trong đo hiện trạng và các vị trí khó tiếp cận, tuy nhiên phương pháp này nhạy cảm với sai số, đặc biệt trong các bài toán giao hội.<br /> Trong thực tế, giao hội thuận có thể cân nhắc sử dụng đo không gương cho mục đích tham khảo, khi điều kiện bề mặt cho phép. Ngược lại, giao hội nghịch không được khuyến nghị sử dụng Non-Prism do sai số khó kiểm soát. Đối với các công việc thiết lập lưới khống chế, dẫn mốc tọa độ và hồ sơ pháp lý, việc đo bằng gương phản xạ là bắt buộc để đảm bảo độ chính xác và giá trị pháp lý của số liệu.</span></span><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>', 'images' => '202601281012092e874776f1f92f702ba41b53941ccdc8.png', 'images_multi' => null, 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy toàn đạc điện tử', 'meta_key' => 'Máy toàn đạc điện tử, máy toàn đạc, đo không gương, NonPrism, EDM, trắc địa, đo đạc, trắc địa thành đạt, Leica, Topcon, Nikon, Sokkia', 'meta_des' => 'Máy toàn đạc điện tử, máy toàn đạc, đo không gương, NonPrism, EDM, trắc địa, đo đạc, trắc địa thành đạt, Leica, Topcon, Nikon, Sokkia', 'created' => '2026-01-28', 'modified' => '2026-01-30', 'status' => '1', 'view' => '2', 'slug' => 'do-khong-guong-non-prism-tren-may-toan-dac', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '513', 'rght' => '514', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => null, 'name' => null, 'parent_id' => null, 'alias' => null, 'images' => null, 'lft' => null, 'rght' => null, 'pos' => null, 'status' => null, 'title_seo' => null, 'meta_key' => null, 'meta_des' => null, 'created' => null, 'modified' => null, 'slug' => null, 'cate' => null, 'link' => null, 'name_eng' => null, 'name_tq' => null, 'type' => null, 'hot' => null, 'content' => null, 'display' => null, 'content_eng' => null ) ), (int) 3 => array( 'Post' => array( 'id' => '799', 'name' => 'Máy toàn đạc điện tử Leica TS20 - Dòng máy robot cao cấp!', 'code' => null, 'alias' => 'may-toan-dac-dien-tu-leica-ts20-dong-may-robot-cao-cap', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica TS20 là dòng máy toàn đạc điện tử robot cao cấp của Leica Geosystems, được thiết kế để đáp ứng các yêu cầu khắt khe trong khảo sát, thi công hạ tầng, đo vẽ bản đồ và xây dựng công nghiệp. Leica TS20 tập trung vào tự động hóa, độ ổn định và độ chính xác cao, giúp tối ưu thao tác hiện trường và nâng cao hiệu suất làm việc trong mọi điều kiện công trường phức tạp.</span></span>', 'content' => '<p> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><em>Leica TS20 là dòng máy toàn đạc điện tử robot cao cấp của Leica Geosystems, được phát triển cho các công việc khảo sát, thi công hạ tầng, đo vẽ bản đồ và xây dựng công nghiệp. Dòng máy này tập trung vào tự động hóa, độ ổn định và độ chính xác cao, giúp tối ưu thao tác hiện trường và nâng cao hiệu suất làm việc trong điều kiện công trường phức tạp.</em><br /> <br /> Trong thực tế triển khai, Leica TS20 được cung cấp với nhiều cấu hình tính năng khác nhau nhằm đáp ứng đa dạng nhu cầu sử dụng. Trên thị trường và trong tài liệu kỹ thuật, các cấu hình này thường được phân nhóm như sau:</span></span></p> <ul> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Auto Aiming (<strong>TS20 A</strong>): Hỗ trợ tự động ngắm gương (ATR).</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">PowerSearch (<strong>TS20 P</strong>): Bổ sung khả năng tự động tìm gương.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Imaging (<strong>TS20 I</strong>): Tích hợp camera và các thuật toán AI hỗ trợ đo đạc, cho phép nhận dạng mục tiêu, theo dõi chuyển động và thu điểm bằng hình ảnh trong môi trường phức tạp.</span></span></li> </ul> <p> <br /> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Bên cạnh các cấu hình tính năng, Leica TS20 còn có các tùy chọn kỹ thuật chung, bao gồm:</span></span></p> <ul> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Độ chính xác đo góc: 1″ / 2″ / 3″ / 5″</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Tầm đo không gương (EDM): 800 m hoặc 1600 m</span></span></li> </ul> <p> <br /> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Mức độ tự động hóa và hỗ trợ AI phụ thuộc vào cấu hình được lựa chọn, trong đó TS20 I là cấu hình cao cấp nhất, phù hợp cho các dự án yêu cầu hiệu suất, độ tin cậy và kiểm soát chất lượng cao.</span></span><br /> </p> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica-TS20-Application-Tunnel-300dpi-2-2048x1365.jpg" style="width: 800px; height: 533px;" /></span></span></p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Leica TS20I – Phiên bản tích hợp Camera & AI</strong><br /> <br /> Chỉ phiên bản TS20I (Imaging) mới được Leica trang bị camera và các thuật toán AI hỗ trợ đo đạc, giúp nâng tầm hiệu quả khảo sát hiện đại.<br /> <br /> <strong>AI – Công nghệ tạo khác biệt trên TS20I.</strong><br /> <br /> Trên TS20I, Leica ứng dụng AI kết hợp camera và thuật toán xử lý thông minh, cho phép:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận dạng mục tiêu chính xác hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo dõi chuyển động mục tiêu ổn định hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế nhầm lẫn trong môi trường nhiều vật phản xạ.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các xử lý này được thực hiện trực tiếp trên thiết bị, giúp đảm bảo tốc độ, độ ổn định và an toàn dữ liệu khi làm việc ngoài hiện trường.<br /> <br /> <strong>AI-Detect – Nhận dạng gương & cảnh báo sai cấu hình (TS20I)</strong><br /> <br /> Sai loại gương là nguyên nhân phổ biến gây sai offset và sai số đo. AI-Detect (chỉ có trên TS20I) sử dụng camera để:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận dạng loại gương Leica đang đo.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">So sánh với cấu hình gương trong Leica Captivate.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cảnh báo ngay khi phát hiện không khớp.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính năng này giúp:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm lỗi chủ quan.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tránh đo sai – làm lại.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nâng cao độ tin cậy dữ liệu thi công.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> <strong>AI-Follow (Dynamic Lock nâng cao) – Theo dõi mục tiêu mượt mà</strong><br /> <br /> Trên TS20I, AI hỗ trợ khả năng dự đoán chuyển động của lăng kính khi:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bị che khuất tạm thời.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Di chuyển trong môi trường đông người, máy móc.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhờ đó, TS20I giúp:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khóa lại mục tiêu nhanh hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế mất tia.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giữ quá trình đo liên tục, ổn định.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> <strong>AI tăng cường ATR & PowerSearch (TS20I)</strong><br /> <br /> Thuật toán AI giúp ATR và PowerSearch trên TS20I hoạt động hiệu quả hơn trong các điều kiện khó:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sương mù nhẹ, mưa bụi.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gương che khuất một phần.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều điểm phản xạ trong vùng quét.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đây là khác biệt lớn giữa TS20I và TS20A / TS20P.</span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica-TS20-Application-Cadastral-Surveying-300dpi-15-1-2048x1365.jpg" style="width: 800px; height: 533px;" /></span></span></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> <strong>Các thế mạnh chung của dòng Leica TS20</strong><br /> <br /> Bên cạnh AI trên TS20I, toàn bộ dòng TS20 vẫn kế thừa những giá trị cốt lõi của Leica:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác đo góc & khoảng cách cao,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Động cơ Direct Drives nhanh, êm, không ma sát,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm Leica Captivate trực quan, dễ thao tác,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phím Trigger đo nhanh,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu trữ dữ liệu lớn, xuất file linh hoạt,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết cấu bền bỉ, chuẩn công trường,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dọi tâm laser/quang học chính xác.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> <strong>Lợi ích thực tế khi sử dụng Leica TS20</strong></span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng tốc độ đo & bố trí công trình,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm nhân lực vận hành,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế sai sót hiện trường,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu ổn định, đáng tin cậy,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp từ khảo sát địa hình đến thi công công trình lớn.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> <strong>BẢNG SO SÁNH: TS20A vs TS20P vs TS20I</strong></span></span><br /> <br /> <br /> <table border="0" cellpadding="0" style="width: 100%"> <thead> <tr> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tính năng / Chức năng</strong></span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20A</strong><br /> <strong>(Auto Aiming)</strong></span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20P</strong><br /> <strong>(PowerSearch)</strong></span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20I</strong><br /> <strong>(Imaging/ Camera & AI)</strong></span></span><br /> </th> </tr> </thead> <tbody> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động ngắm mục tiêu (ATR)</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có<br /> (ATR tiêu chuẩn)</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có<br /> (ATR tiêu chuẩn)</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có<br /> (ATR tăng cường nhờ camera & thuật toán)</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động tìm gương (PowerSearch)</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có<br /> (kết hợp camera & thuật toán nâng cao)</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Camera tích hợp</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Thu điểm bằng hình ảnh</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận dạng mục tiêu / gương (AI-Detect)</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo dõi mục tiêu di chuyển (Dynamic Lock)</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Khả năng giữ bám khi mục tiêu<br /> che khuất ngắn hạn</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có (AI-Follow)</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Làm việc hiệu quả trong môi trường<br /> nhiều phản xạ</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiêu chuẩn</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiêu chuẩn</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tối ưu hơn nhờ camera & thuật toán</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức độ tự động hóa</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cơ bản</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Trung bình</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cao nhất</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ đo không người<br /> (one-man operation)</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có (ổn định nhất)</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm vận hành</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Captivate</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Captivate</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Captivate</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng phù hợp</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo topo, bố trí cơ bản</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo nhanh, nhiều trạm</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan trắc, đo phức tạp</span></span></td> </tr> </tbody> </table> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Xem thêm Cataloge TS20: <a href="https://drive.google.com/file/d/1KRyhFd21zOZpYZFqy6uUF-xJFJkJJGmE/view?usp=sharing">TẠI ĐÂY</a></span></span><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <div style="text-align: start;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="text-align: justify;">> >> </span><span style="color: rgb(51, 51, 51); text-align: justify;">Liên hệ </span><a href="https://tracdiathanhdat.vn/" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear; font-size: 13px; text-align: justify;"><strong style="margin: 0px; padding: 0px; font-weight: bold;">Trắc Địa Thành Đạt </strong></a><span style="color: rgb(51, 51, 51); text-align: justify;">để được tư vấn chọn máy toàn đạc Leica phù hợp đúng công trình – đúng ngân sách – đúng nhu cầu thực tế tại Việt Nam!</span></span></span></div> <span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"> </span>', 'images' => '20260123093036f5e1f1626a72bb19c3eb73da64c29a2e.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy toàn đạc điện tử', 'meta_key' => 'Máy toàn đạc, máy toàn đạc điện tử, total station, maytoandacLeica, máy toàn đạc điện tử Leica, Leica geosystem, LeicaFlexLine, LeicaTS, LeicaNova, LeicaMS, MultiStation, TS03, TS07, TS10, TS13, TS20, TS60, TM60, MS60', 'meta_des' => 'Máy toàn đạc, máy toàn đạc điện tử, total station, maytoandacLeica, máy toàn đạc điện tử Leica, Leica geosystem, LeicaFlexLine, LeicaTS, LeicaNova, LeicaMS, MultiStation, TS03, TS07, TS10, TS13, TS20, TS60, TM60, MS60', 'created' => '2026-01-23', 'modified' => '2026-02-02', 'status' => '1', 'view' => '434', 'slug' => 'may-toan-dac-dien-tu-leica-ts20-dong-may-robot-cao-cap', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '511', 'rght' => '512', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 4 => array( 'Post' => array( 'id' => '798', 'name' => 'Kiểm tra cao độ sàn nhà xưởng bằng máy thủy bình – Giải pháp chính xác cho thi công công nghiệp!', 'code' => null, 'alias' => 'kiem-tra-cao-do-san-nha-xuong-bang-may-thuy-binh-–-giai-phap-chinh-xac-cho-thi-cong-cong-nghiep', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<p data-end="637" data-start="299"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong xây dựng nhà xưởng, nhà máy và khu công nghiệp, kiểm tra cao độ sàn là công tác bắt buộc nhằm đảm bảo độ phẳng, cao độ đồng nhất và khả năng thoát nước đúng thiết kế. Chỉ một sai số nhỏ vài milimet cũng có thể ảnh hưởng đến vận hành máy móc, lưu thông xe nâng, tuổi thọ sàn bê tông và chất lượng nghiệm thu công trình. Chính vì vậy, máy thủy bình luôn là thiết bị được kỹ sư trắc địa – xây dựng tin dùng để kiểm tra cao độ sàn nhà xưởng với độ chính xác và độ ổn định cao.<br /> </span></span></p> ', 'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Trong xây dựng nhà xưởng, nhà máy và khu công nghiệp, kiểm tra cao độ sàn là công tác bắt buộc nhằm đảm bảo độ phẳng, cao độ đồng nhất và khả năng thoát nước đúng thiết kế. Chỉ một sai số nhỏ vài milimet cũng có thể ảnh hưởng đến vận hành máy móc, lưu thông xe nâng, tuổi thọ sàn bê tông và chất lượng nghiệm thu công trình. Chính vì vậy, máy thủy bình luôn là thiết bị được kỹ sư trắc địa – xây dựng tin dùng để kiểm tra cao độ sàn nhà xưởng nhờ độ chính xác cao và tính ổn định lâu dài.<br /> </em></span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Tại sao cần kiểm tra cao độ sàn nhà xưởng?</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo cao độ sàn bằng máy thủy bình giúp:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đảm bảo cao độ và độ phẳng đúng hồ sơ thiết kế</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phát hiện kịp thời các điểm lồi – lõm để xử lý trước khi hoàn thiện</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phục vụ công tác nghiệm thu sàn bê tông theo tiêu chuẩn kỹ thuật</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế chi phí sửa chữa sau khi công trình đưa vào sử dụng</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế, một số đơn vị sử dụng máy cân mực laser để kiểm tra cao độ. Tuy nhiên, phương pháp này chỉ phù hợp cho khu vực nhỏ. Với nhà xưởng có diện tích lớn, tia laser dễ bị phân tán khi chiếu xa, làm tăng sai số (có thể 5–10 mm), gây khó khăn trong kiểm soát chất lượng và nghiệm thu.<br /> <br /> Máy thủy bình quang học, với nguyên lý tia ngắm nằm ngang và độ phóng đại ống kính, cho kết quả ổn định và tin cậy hơn trên diện tích sàn lớn.<br /> </span></span><br /> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/nhà xưởng(1).jpg" style="width: 512px; height: 302px;" /></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Ưu điểm của máy thủy bình trong kiểm tra cao độ sàn</span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác cao: sai số khoảng 1–2 mm/1 km đo khép</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoạt động ổn định trong nhiều điều kiện ánh sáng</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đọc số trực tiếp trên mia, hạn chế sai số chủ quan</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp đo liên tục nhiều điểm trên mặt sàn nhà xưởng</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhờ các ưu điểm này, máy thủy bình vẫn là thiết bị tiêu chuẩn trong kiểm tra cao độ sàn công nghiệp.<br /> </span></span><br /> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Tiêu chí lựa chọn máy thủy bình đo sàn nhà xưởng</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Để đảm bảo sai số đo trong giới hạn cho phép (±2 mm), máy thủy bình nên đáp ứng các yêu cầu sau:</span></span><br /> <br /> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.1 Độ phóng đại ống kính</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Khuyến nghị từ 24X – 32X.</span></span><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Đọc mia rõ ở khoảng cách 50–80 m.</span></span> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 Độ chính xác</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khép tuyến ≤ 2.0 mm/1 km</span></span> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.3 Hệ thống cân bằng</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Nên sử dụng con lắc từ tính (Magnetic Damping)</span></span><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Giúp tia ngắm ổn định nhanh trong môi trường rung động</span></span> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.4 Tiêu chuẩn bảo vệ</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Tối thiểu IP54, ưu tiên IP66</span></span><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Phù hợp môi trường nhiều bụi xi măng và nước bắn</span></span><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Các máy thủy bình được tin dùng khi kiểm tra cao độ sàn nhà xưởng</span></span></h2> <br /> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.1 Máy thủy bình Sokkia B40A</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sokkia B40A là dòng máy được sử dụng phổ biến trong đo sàn nhà xưởng.<br /> Ưu điểm nổi bật:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuẩn chống bụi – nước IP66, chịu được mưa rào</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Con lắc từ tính giúp bù nghiêng nhanh, chống rung tốt</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ phóng đại 24X, đọc mia rõ ở khoảng cách 40–50 m</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp cho thi công sàn nhà xưởng, nhà kho và khu công nghiệp quy mô vừa – lớn.<br /> </span></span> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/B40A.jpg" style="width: 450px; height: 377px;" /></span></span></p> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.2 Máy thủy bình Nikon AC-2S</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon AC-2S là lựa chọn phù hợp khi làm việc trong nhà xưởng thiếu ánh sáng.<br /> Ưu điểm:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ống kính Nikon có độ sáng và độ trong cao</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hình ảnh mia sắc nét, giảm mỏi mắt khi đo nhiều điểm</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết kế gọn nhẹ, dễ di chuyển trong không gian hẹp</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/Nikon AC2S.jpg" style="width: 450px; height: 377px;" /></span></span></p> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.3 Máy thủy bình Leica NA300 series ( NA320/NA324)</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dòng máy dành cho các công trình yêu cầu độ chính xác cao.<br /> <br /> Đặc điểm nổi bật:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số < 1.5 mm/1 km</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ bền cơ học cao, chịu va đập tốt</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoạt động ổn định lâu dài, ít phải hiệu chỉnh</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp cho nhà máy công nghệ cao, phòng sạch, khu sản xuất chính xác.<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/476249529_986351956959976_7286419762816488861_n.jpg" style="width: 450px; height: 377px;" /></span></span></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.4 Leica LS15 Digital Level – Máy thủy bình điện tử cao cấp</span></span></h3> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác: ~±0.2 mm/1 km (với mia invar)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính năng nổi bật:</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động lấy nét và kiểm tra độ nghiêng</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Màn hình màu cảm ứng, giảm sai sót do đọc thủ công</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bluetooth & USB truyền dữ liệu</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ nhớ lưu đến ~30.000 trị đo</span></span></li> </ul> </li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ phóng đại: 32×, phạm vi đo lên đến ~110 m</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp các dự án sàn công nghiệp quan trọng, lưới cao độ chính xác cao, đo khép tuyến.</span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/LS15.jpg" style="width: 450px; height: 396px;" /></span></span></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.5 Trimble DiNi Digital Level Series (Dini-03 / Dini-07)</span></span></h3> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác: tùy chọn đến ~0.3 mm/1 km</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiêu chuẩn bảo vệ: IP55</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giao diện trực quan, dễ thao tác</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Truyền dữ liệu nhanh qua USB</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp đo lặp nhiều, quan trắc và báo cáo số liệu chi tiết</span></span></li> </ul> </li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/Trimble Dini.jpg" style="width: 450px; height: 450px;" /></span></span></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Quy trình kiểm tra cao độ sàn nhà xưởng bằng máy thủy bình</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><u><strong>Bước 1</strong></u>: Chia lưới ô vuông (Grid Method)</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chia sàn thành các ô 3×3 m hoặc 5×5 m</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các giao điểm là vị trí đặt mia</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Bước 2</u></strong>: Dẫn mốc cao độ chuẩn</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập Benchmark (H₀) ổn định bên ngoài khu vực thi công</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Làm cơ sở so sánh cho toàn bộ số liệu</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Bước 3</u></strong>: Đo đạc thực địa</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đặt máy ở vị trí trung tâm, nền cứng</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cân bằng máy chính xác</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đọc BS → xác định HI</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đọc FS tại các nút lưới</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><u><strong>Bước 4</strong></u>: Xử lý và đánh giá số liệu<br /> ΔH = Số đọc thực tế – Số đọc thiết kế</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ΔH > 0 → Sàn thấp (lõm)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ΔH < 0 → Sàn cao (lồi)</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> !!! Lưu ý quan trọng khi kiểm tra cao độ sàn nhà xưởng:</span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc chuẩn phải ổn định – quyết định độ tin cậy toàn bộ phép đo</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng cách ngắm ≤ 40 m để kiểm soát sai số</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra máy trước khi đo: mực nước, ống kính, chân máy</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> >>> Kiểm tra cao độ sàn nhà xưởng bằng máy thủy bình là công tác không thể thiếu nhằm đảm bảo chất lượng thi công, độ phẳng sàn và an toàn vận hành lâu dài. Việc lựa chọn đúng thiết bị và tuân thủ quy trình đo chuẩn sẽ giúp kỹ sư và nhà thầu thu được kết quả chính xác – đáng tin cậy – dễ nghiệm thu cho mọi dự án xây dựng công nghiệp.</span></span><br /> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. FAQ – Hỏi đáp</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Kiểm tra cao độ sàn nhà xưởng nên sử dụng thiết bị nào?<br /> <em>Máy thủy bình quang học là lựa chọn phù hợp nhờ độ chính xác cao và ổn định trên diện tích lớn.<br /> </em><br /> - Máy laser cân mực có thể thay thế máy thủy bình không?<br /> <em>Không. Máy laser chỉ phù hợp cho phạm vi nhỏ, không đáp ứng độ chính xác khi kiểm tra sàn nhà xưởng diện tích lớn.</em><br /> <br /> - Sai số cho phép khi kiểm tra cao độ sàn là bao nhiêu?<br /> Thông thường yêu cầu sai số trong khoảng ±2 mm, tùy tiêu chuẩn thiết kế và yêu cầu của chủ đầu tư.<br /> <br /> - Khoảng cách đo tối đa từ máy thủy bình đến mia là bao nhiêu?<br /> <em>Khuyến nghị không vượt quá 40 m để đảm bảo kiểm soát sai số.</em><br /> <br /> - Có cần kiểm tra cao độ sàn trước khi hoàn thiện không?<br /> <em>Có. Việc kiểm tra sớm giúp xử lý sai lệch trước khi hoàn thiện, giảm rủi ro và chi phí sửa chữa.</em></span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Máy thủy bình 2.jpg" style="width: 800px; height: 419px;" /></span></span></p> ', 'images' => '202601221130150949baaf0ec2674bbe7f30c4972319a8.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy thủy bình', 'meta_key' => 'Máy thủy bình, máy thủy bình điện tử, đo cao độ, cao độ công trình, thi công nhà xưởng, đo chênh cao, Leica, Nikon, Topcon, Trimble', 'meta_des' => 'Máy thủy bình, máy thủy bình điện tử, đo cao độ, cao độ công trình, thi công nhà xưởng, đo chênh cao, Leica, Nikon, Topcon, Trimble', 'created' => '2026-01-22', 'modified' => '2026-02-02', 'status' => '1', 'view' => '4010', 'slug' => 'kiem-tra-cao-do-san-nha-xuong-bang-may-thuy-binh-giai-phap-chinh-xac-cho-thi-cong-cong-nghiep', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '509', 'rght' => '510', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 5 => array( 'Post' => array( 'id' => '797', 'name' => 'Máy toàn đạc Leica: chọn FlexLine, TS, Nova hay MS?', 'code' => null, 'alias' => 'may-toan-dac-leica-chon-flexline-ts-nova-hay-ms', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với dải sản phẩm trải rộng từ FlexLine → TS → Nova → MS (MultiStation), Leica Geosystems mang đến nhiều lựa chọn, nhưng cũng khiến không ít anh em băn khoăn: <em>công trình của mình nên dùng dòng nào là hợp lý nhất?</em></span></span>', 'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong trắc địa – xây dựng hiện nay, việc lựa chọn máy toàn đạc điện tử Leica phù hợp với từng loại công trình đóng vai trò then chốt, ảnh hưởng trực tiếp đến độ chính xác, hiệu suất thi công và chi phí đầu tư.<br /> <br /> Với dải sản phẩm trải rộng từ FlexLine → TS → Nova → MS (MultiStation), Leica Geosystems mang đến nhiều lựa chọn, nhưng cũng khiến không ít anh em băn khoăn: công trình của mình nên dùng dòng nào là hợp lý nhất?<br /> <br /> Bài viết dưới đây sẽ giúp bạn so sánh rõ ưu – nhược điểm từng dòng máy toàn đạc Leica, đồng thời gợi ý chọn máy đúng nhu cầu thực tế tại Việt Nam.</span></span></em><br /> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Máy toàn đạc Leica FlexLine (TS03, TS07, TS10…)</span></span></h2> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu hình đơn giản, dễ sử dụng, phù hợp nhiều đối tượng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi phí đầu tư thấp hơnso với các dòng tự động/robot.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đáp ứng tốt các công việc khảo sát – trắc địa cơ bản.</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần lớn thao tác thủ công.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không có motor, ATR, tự động khóa prism.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu suất đo và tốc độ làm việc thấp hơn dòng TS và Nova.</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo đạc địa chính, lập bản đồ nền.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công tác đo nhỏ lẻ, khối lượng không lớn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đơn vị cần máy toàn đạc Leica bền – ổn định – dễ dùng.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Nếu chỉ cần đo khảo sát cơ bản, Leica FlexLine là lựa chọn kinh tế và đủ dùng.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Máy toàn đạc Leica TS (TS13, TS20…)</span></span></h2> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức độ tự động hóa cao, có phiên bản robot.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác góc và EDM ổn định, phù hợp thi công.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ phần mềm Captivate, dễ tích hợp GNSS/RTK.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm thao tác thủ công, tăng tốc độ bố trí và đo kiểm.</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giá cao hơndòng FlexLine.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với model cao cấp (TS20) cần tính thêm phụ kiện robot (prism, tripod, pin, tay cầm).</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xây dựng dân dụng, công trình nhỏ và vừa.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công tác bố trí công trình, đo kiểm hình học.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi cần độ chính xác và hiệu suất cao hơn FlexLine.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Dòng TS là lựa chọn cân bằng giữa độ chính xác – tiện lợi – chi phí.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Máy toàn đạc Leica Nova (TS60, TM60…)</span></span></h2> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công nghệ robot hiện đại, động cơ chính xác cao.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động khóa mục tiêu, đo nhanh, ổn định.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều tính năng nâng cao:</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Multi-target</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo khoảng cách dài</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tích hợp GNSS / Sensor / Monitoring</span></span></li> </ul> </li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi phí đầu tư cao, yêu cầu người vận hành có chuyên môn tốt.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi phí vận hành (pin, phụ kiện, bảo trì) lớn hơn các dòng thấp.</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công trình lớn: cầu, đường, hầm, metro.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dự án hạ tầng quy mô lớn, yêu cầu độ tin cậy cao.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan trắc biến dạng, đo lặp chính xác dài hạn.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Với dự án quy mô lớn, Leica Nova là “xương sống” về độ chính xác và tự động hóa.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Máy toàn đạc Leica MS – MultiStation (MS60)</span></span></h2> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp toàn đạc + quét 3D + GNSS trong một thiết bị.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thu thập dữ liệu 3D dày, nhanh, giảm nhân lực.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất mạnh cho khảo sát hiện trạng và địa hình phức tạp.</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giá rất cao.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu hậu xử lý phức tạp, cần kỹ năng chuyên sâu.</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dự án cần dữ liệu 3D chi tiết.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy hoạch, khảo sát hạ tầng phức tạp.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công tác đo đạc + bản đồ + mô hình số trong một workflow.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> MS là giải pháp cao cấp nhất cho bài toán 3D và dữ liệu lớn.<br /> </span></span><br /> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Gợi ý chọn máy toàn đạc điện tử Leica theo nhu cầu</span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát đất đai, địa chính, bản đồ nền → <em>Leica FlexLine</em> hoặc <em>TS (model cơ bản).</em></span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xây dựng dân dụng, công trình nhỏ & vừa, bố trí thiết kế → <em>Leica TS</em> hoặc <em>Nova</em> (tùy yêu cầu độ chính xác).</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công trình giao thông, cầu hầm, hạ tầng phức tạp → <em>Leica Nova</em> hoặc <em>MS (MultiStation / Robot).</em></span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát địa hình phức tạp, cần dữ liệu 3D, đo nhanh nhiều điểm → <em>Leica MS – MultiStation.</em></span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>BẢNG SO SÁNH THÔNG SỐ LEICA FLEXLINE – TS – NOVA</strong></span></span><br /> <br /> <table border="0" cellpadding="0" cellspacing="3" style="width: 100%"> <thead> <tr> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tiêu chí</strong></span></span></th> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS03</strong></span></span></th> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS07</strong></span></span></th> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS10</strong></span></span></th> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS13</strong></span></span></th> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20</strong></span></span></th> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nova TM60</strong></span></span></th> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nova TS60</strong></span></span></th> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nova MS60</strong></span></span></th> </tr> </thead> <tbody> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác góc</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5″, 1″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo lăng kính</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.8–10,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5–10,000 m</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác đo gương</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1 mm+1 ppm</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>0.6 mm+1ppm</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo không gương</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">800 m (R800) / 1,600 m (R1600)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2,000 m</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác không gương</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm 2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Màn hình</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5″ đơn sắc</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5″ màu</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA (tuỳ chọn)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Kết nối có dây</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Ethernet / USB-C</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Bluetooth / WLAN</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Dữ liệu di động (4G)</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>AutoHeight</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera tổng quan</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera kính ngắm</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>SmartStation GNSS</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tiêu chí</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS03</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS07</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS10</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS13</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS20</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Nova TM60</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Nova TS60</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Nova MS60</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác góc</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5″, 1″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo lăng kính</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.8–10,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5–10,000 m</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác đo gương</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.6 mm + 1 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo không gương</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">800 m (R800) / 1,600 m (R1600)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2,000 m</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác không gương</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Màn hình</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5″ đơn sắc</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5″ màu</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA (tuỳchọn)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Kết nối có dây</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Ethernet / USB-C</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Bluetooth / WLAN</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Dữ liệu di động (4G)</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>AutoHeight</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera tổng quan</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera kính ngắm</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>SmartStation GNSS</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Động cơ (Robot)</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">DC Motor</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Brushless Direct Drives</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Piezo drives</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Piezo drives</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Piezo drives</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>ATR / Tracking</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (R1000)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">AI-powered ATR</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Prism Fast Search</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Scanning 3D</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (30,000 pts/s)</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Điều khiển từ xa</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hỗ trợ AP20</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">AP20 ID</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">AP20 ID + AutoPole</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hệ điều hành</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">FlexField</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">FlexField</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">FlexField</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate (Loc8 / GeoCloud Protect)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Thời lượng pin</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 h</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 h</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 h</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">8–19 h</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~5 h</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~8 h</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~9 h</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~9 h</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Trọng lượng</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.3 kg</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.3 kg</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.4 kg</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.8 kg</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5.0 kg</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">7.2 kg</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">7.3 kg</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">7.6 kg</span></span></td> </tr> </tbody> </table> <p> </p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/so-sanh-may-toan-dac-dien-tu-leica-FlexLine-TS-Nova-MS.jpg" style="width: 800px; height: 463px;" /></span></span> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. Câu hỏi thường gặp về máy toàn đạc Leica (FAQ)</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6.1 Máy toàn đạc Leica FlexLine có đủ dùng cho địa chính không?<br /> → Có. Với đo địa chính và bản đồ nền, FlexLine đáp ứng tốt và tiết kiệm chi phí.<br /> <br /> 6.2 Khi nào nên chọn TS thay vì FlexLine?<br /> → Khi cần độ chính xác cao hơn, thao tác nhanh hơn và giảm nhân lực.<br /> <br /> 6.3 Leica Nova có phù hợp công trình dân dụng không?<br /> → Phù hợp nếu công trình yêu cầu độ chính xác rất cao hoặc quan trắc.<br /> <br /> 6.4 MultiStation MS60 có thay thế máy quét laser không?<br /> → MS60 không thay thế hoàn toàn TLS chuyên dụng, nhưng rất hiệu quả cho khảo sát 3D kết hợp đo toàn đạc.<br /> <br /> >>> <u><strong>Tổng kết:</strong></u></span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo khảo sát cơ bản→ <em>FlexLine là đủ.</em></span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cân bằng giữa chính xác & tiện lợi→ <em>TS là lựa chọn hợp lý.</em></span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công trình lớn, yêu cầu cao→ <em>Nova hoặc MS.</em></span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Liên hệ <a href="https://tracdiathanhdat.vn/"><strong>Trắc Địa Thành Đạt </strong></a>để được tư vấn chọn máy toàn đạc Leica phù hợp đúng công trình – đúng ngân sách – đúng nhu cầu thực tế tại Việt Nam!<br /> </span></span>', 'images' => '202601210935384ebac4c3fe54ae49d9e64370bfd51ec3.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy toàn đạc điện tử', 'meta_key' => 'Máy toàn đạc, máy toàn đạc điện tử, total station, maytoandacLeica, máy toàn đạc điện tử Leica, Leica geosystem, LeicaFlexLine, LeicaTS, LeicaNova, LeicaMS, MultiStation, TS03, TS07, TS10, TS13, TS20, TS60, TM60, MS60', 'meta_des' => 'Máy toàn đạc, máy toàn đạc điện tử, total station, maytoandacLeica, máy toàn đạc điện tử Leica, Leica geosystem, LeicaFlexLine, LeicaTS, LeicaNova, LeicaMS, MultiStation, TS03, TS07, TS10, TS13, TS20, TS60, TM60, MS60', 'created' => '2026-01-21', 'modified' => '2026-02-02', 'status' => '1', 'view' => '576', 'slug' => 'may-toan-dac-leica-chon-flexline-ts-nova-hay-ms', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '507', 'rght' => '508', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 6 => array( 'Post' => array( 'id' => '796', 'name' => 'Cập nhật firrmware RTK qua WEB UI', 'code' => null, 'alias' => 'cap-nhat-firrmware-rtk-qua-web-ui', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Cập nhật firmware RTK qua Web UI – Hướng dẫn chi tiết & lưu ý kỹ thuật</span><br /> ', 'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong quá trình sử dụng máy GNSS RTK, việc cập nhật firmware bộ thu GNSS đóng vai trò đặc biệt quan trọng nhằm:</span></span></em><br /> <ul> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tối ưu khả năng FIX và độ ổn định khi đo RTK</span></span></em></li> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khắc phục các lỗi tồn tại trong firmware cũ</span></span></em></li> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bổ sung hoặc cải thiện các tính năng mới như IMU, radio, AR, giao tiếp dữ liệu…</span></span></em></li> </ul> <br /> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tuy nhiên, cập nhật firmware KHÔNG phải là cập nhật ứng dụng Android (APK), mà là nâng cấp hệ thống điều khiển lõi của bộ thu GNSS, tác động trực tiếp đến khả năng định vị và hoạt động RTK. Nếu thực hiện không đúng quy trình hoặc sử dụng firmware không phù hợp, thiết bị có thể phát sinh các lỗi nghiêm trọng như mất FIX, treo hệ thống, không khởi động hoặc không thể kết nối RTK.<br /> <br /> Hiện nay, nhiều dòng máy RTK đã hỗ trợ cập nhật firmware thông qua Web UI – giao diện quản lý nội bộ cho phép truy cập trực tiếp bằng trình duyệt web. Phần nội dung dưới đây tổng hợp cách các hãng GNSS phổ biến triển khai Web UI, quy trình cập nhật firmware, đồng thời hướng dẫn kết nối và sử dụng Web UI một cách an toàn, đúng kỹ thuật.<br /> </span></span></em> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Web UI trong máy RTK GNSS là gì?</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Web UI (Web-based User Interface) là giao diện quản lý nội bộ của bộ thu RTK, cho phép người dùng:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối trực tiếp với thiết bị qua WiFi hoặc mạng LAN</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Truy cập bằng trình duyệt web (Chrome, Edge, Safari…)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xem thông tin thiết bị và trạng thái GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu hình các tham số hệ thống</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật firmware bộ thu GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải dữ liệu đo, dữ liệu thô và nhật ký hệ thống</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Web UI mang lại sự tiện lợi lớn trong môi trường hiện trường, tuy nhiên cũng tiềm ẩn rủi ro nếu người dùng không hiểu rõ cách triển khai Web UI của từng hãng GNSS.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Cập nhật Firmware RTK qua Web UI theo từng hãng GNSS</span></span></h2> <br /> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.1. eFix GNSS – Web UI trong hệ sinh thái Android</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Web UI của eFix GNSS cho phép:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra thông tin thiết bị (model, serial, firmware)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo dõi trạng thái GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thực hiện cập nhật firmware bộ thu</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cách truy cập Web UI eFix</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối WiFi do bộ thu eFix phát</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở trình duyệt và truy cập IP mặc định của thiết bị</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">LƯU Ý: Firmware eFix phụ thuộc rất chặt vào model và đời mainboard. Việc cài sai firmware có thể khiến máy không boot được hoặc hoạt động không ổn định.<br /> <em>(Nguồn tham khảo: eFix GNSS – Firmware & User Guidance chính hãng).</em><br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.2. Meridian GNSS – Web UI trực quan với IP mặc định</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Meridian GNSS tích hợp Web UI nội bộ cho phép:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xem thông tin thiết bị và trạng thái GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu hình các tham số cơ bản</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật firmware trực tiếp qua Web UI</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cách truy cập</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối WiFi do bộ thu phát</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở trình duyệt và nhập: http://192.168.10.1</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Khuyến nghị: Chỉ sử dụng firmware chính hãng từ nhà sản xuất hoặc đại lý ủy quyền để đảm bảo tính tương thích và ổn định lâu dài.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.3. eSurvey / SurPad – Cập nhật firmware qua Web UI</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trên các bộ thu RTK eSurvey, Web UI (kết hợp với hệ thống SurPad / E-Survey) cho phép:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra trạng thái GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập các tham số cơ bản</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật firmware từ tab “Management”</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Người dùng truy cập Web UI bằng cách kết nối WiFi bộ thu và mở trình duyệt tương tự các hãng khác.<br /> <em>(Nguồn tham khảo: Hướng dẫn sử dụng Web UI trên máy RTK eSurvey).</em><br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.4. GeoMate GNSS – Web UI có nhưng cần thận trọng</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với GeoMate GNSS, Web UI chủ yếu dùng để:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản lý thiết bị</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu hình cơ bản hệ thống</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiện các tài liệu công bố chưa mô tả chi tiết quy trình cập nhật firmware trực tiếp qua Web UI.<br /> <br /> > Khuyến nghị khi cập nhật firmware GeoMate:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ tải firmware từ nguồn chính hãng</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra chính xác model + phiên bản firmware hiện tại trước khi cài đặt</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.5. Trimble – Web UI có kiểm soát chặt từ hãng</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trimble hỗ trợ cập nhật firmware GNSS qua Web UI chính thức, với quy trình rõ ràng:</span></span><br /> <ol> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Truy cập Web UI của bộ thu</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn Firmware → Install New Firmware</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn file firmware tải từ trang hỗ trợ Trimble</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cài đặt và khởi động lại thiết bị</span></span></li> </ol> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trimble kiểm soát firmware theo model và serial, giúp giảm nguy cơ cài sai.<br /> <em>(Nguồn tham khảo: Trimble Receiver Help Portal).</em><br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.6. Leica Geosystems – Hạn chế Web UI, ưu tiên quy trình chuẩn</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khác với nhiều hãng khác, Leica Geosystems không khuyến khích cập nhật firmware trực tiếp qua Web UI. Thay vào đó:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Firmware đi kèm Captivate Release Notes</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật theo quy trình chính hãng (qua thẻ SD hoặc bộ điều khiển)</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Nguồn tham khảo: Leica Captivate Manual & Release Notes.</em><br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Kết nối máy tính, điện thoại, máy tính bảng với máy RTK qua Web UI</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hầu hết các bộ thu GNSS RTK hiện đại đều hoạt động như một điểm phát WiFi nội bộ (WiFi Hotspot). Người dùng có thể kết nối bằng PC, điện thoại hoặc máy tính bảng để truy cập Web UI mà không cần cài thêm phần mềm.<br /> <br /> Các bước truy cập Web UI (ví dụ trên PC)</span></span><br /> <br /> <ol> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối WiFi do bộ thu RTK phát: Tên WiFi thường là Serial Number (SN)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở trình duyệt web</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhập địa chỉ: http://192.168.10.1</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đăng nhập Web UI: Mật khẩu mặc định: password (có thể thay đổi).</span></span></li> </ol> <h2> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">4. Các chức năng chính trong Web UI của máy RTK </span></h2> <p> <em><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Dựa trên </span><span style="font-size: 12px;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">giao diện Web UI dòng máy RTK của hãng eSurvey và các dòng máy tương tự</span></span>)</span></em></p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.1 Tab Position – Định vị & trạng thái GNSS</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chế độ làm việc: Base / Rover / Static</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tọa độ (kinh, vĩ, cao độ)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trạng thái nghiệm: Fix / Float / Single</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số vệ tinh theo dõi</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PDOP, HDOP, TDOP, HRMS, VRMS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giờ địa phương & múi giờ</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bắt đầu / dừng ghi dữ liệu đo tĩnh</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-position1.jpg" style="width: 600px; height: 405px;" /></span></span><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.2 Tab Data Link – Liên kết dữ liệu</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bluetooth</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Radio</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Network / SIM</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-position-1.jpg" style="width: 600px; height: 405px;" /><br /> 4.3 Tab Satellites – Vệ tinh</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan sát số vệ tinh</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phân bố vệ tinh theo hệ</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập góc ngưỡng vệ tinh</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-ve-tinh 3.jpg" style="width: 600px; height: 407px;" /><br /> 4.4 Tab Information – Thông tin thiết bị</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS receiver, anten</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mainboard</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UHF, Network module</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-thong-tin 4.jpg" style="width: 600px; height: 404px;" /><br /> 4.5 Tab Working Mode – Chế độ làm việc</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn Base / Rover / Static</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phương thức kết nối tương ứng</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-thiet-lap-che-do-lam-viec 5.jpg" style="width: 600px; height: 407px;" /><br /> 4.6 Tab Satellite Settings – Thiết lập thu vệ tinh</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GPS, GLONASS, BeiDou, Galileo, SBAS, QZSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK timeout</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chế độ FIX chính xác cao</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-satellite-setting 6.jpg" style="width: 600px; height: 403px;" /><br /> 4.7 Tab Device Configuration – Cấu hình thiết bị</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Time zone</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">IMU output</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Baud rate cổng serial</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Âm thanh, cảnh báo Base</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ nhớ, debug</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động bật/tắt nguồn</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chia sẻ Internet qua WiFi hotspot</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-device-configuration 7.jpg" style="width: 600px; height: 403px;" /><br /> 4.8 Tab NMEA Message – Dữ liệu NMEA</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu hình NMEA qua Bluetooth / cổng 5-pin</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS PPP output</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ghi NMEA</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-nmea-message8.jpg" style="width: 600px; height: 403px;" /><br /> 4.9 Tab View Log – Nhật ký</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xem & tải log ứng dụng, log hệ điều hành</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-view-log 9.jpg" style="width: 600px; height: 403px;" /><br /> 4.10 Tab Raw Data – Dữ liệu thô</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải raw GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuyển đổi RINEX</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải nhiều file</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-raw-data 10.jpg" style="width: 600px; height: 403px;" /><br /> 4.11 Tab Backup Data – Sao lưu</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải hoặc xóa dữ liệu điểm</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-backup-data 11.jpg" style="width: 600px; height: 403px;" /><br /> 4.12 Tab Management – Quản lý thiết bị</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cài đặt firmware mới</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đăng ký thiết bị / GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập bảo mật</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định dạng bộ nhớ</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự kiểm tra</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khôi phục cài đặt gốc</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khởi động lại bộ thu</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/tab-management 12.jpg" style="width: 600px; height: 403px;" /><br /> <br /> >>> Việc cập nhật firmware thông qua Web UI tác động trực tiếp đến hệ thống lõi của bộ thu GNSS. Người dùng chỉ nên thực hiện khi đã xác định đúng model, đúng firmware và đúng quy trình của nhà sản xuất.<br /> Cập nhật firmware đúng cách – đúng nguồn – đúng thời điểm sẽ giúp hệ thống RTK hoạt động ổn định, tối ưu khả năng FIX và hạn chế tối đa rủi ro ngoài thực tế.<br /> </span></span><br /> ', 'images' => '202601191058403cdbfac574ba000accb0ead9377f4654.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy RTK', 'meta_key' => 'Máy RTK, GNSS, FirmwareRTK, WebUI,TracDiaThanhDat,Leica, Trimble, eFix, Meridian, eSurvey, GeoMate', 'meta_des' => 'Máy RTK, GNSS, FirmwareRTK, WebUI,TracDiaThanhDat,Leica, Trimble, eFix, Meridian, eSurvey, GeoMate', 'created' => '2026-01-19', 'modified' => '2026-02-01', 'status' => '1', 'view' => '621', 'slug' => 'cap-nhat-firrmware-rtk-qua-web-ui', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '505', 'rght' => '506', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 7 => array( 'Post' => array( 'id' => '795', 'name' => 'MÚI CHIẾU 3° VÀ 6° TRONG HỆ TỌA ĐỘ VN-2000', 'code' => null, 'alias' => 'mui-chieu-3°-va-6°-trong-he-toa-do-vn-2000', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu 3° và 6° trong hệ tọa độ VN-2000 <br /> <em>(Góc nhìn theo Thông tư 973/2001/TT-TCĐC)</em></span></span>', 'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong lĩnh vực trắc địa, GIS và xây dựng, việc lựa chọn và sử dụng múi chiếu bản đồ có ảnh hưởng trực tiếp đến độ chính xác hình học, sai số biến dạng và tính pháp lý của dữ liệu không gian. Trong thực tế, các khái niệm múi chiếu 3°, múi chiếu 6°, UTM và VN-2000 đôi khi bị sử dụng chưa thống nhất, dẫn đến nhầm lẫn trong áp dụng và trao đổi kỹ thuật.<br /> <br /> Bài viết này trình bày và làm rõ vấn đề múi chiếu 3° và 6° trong hệ tọa độ quốc gia VN-2000, dựa trên Thông tư 973/2001/TT-TCĐC và bản chất của phép chiếu Transverse Mercator, nhằm giúp người sử dụng hiểu đúng và áp dụng phù hợp trong từng bài toán cụ thể.<br /> </span></span></em> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Múi chiếu bản đồ là gì?</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu bản đồ là phần bề mặt Trái Đất được giới hạn bởi hai đường kinh tuyến, được biểu diễn lên mặt phẳng thông qua một phép chiếu bản đồ xác định.<br /> <br /> Việc chia bề mặt Trái Đất thành các múi chiếu giúp:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm sai số biến dạng khi chiếu từ mặt cong sang mặt phẳng,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thuận tiện cho đo đạc, tính toán và thành lập bản đồ,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp với từng quy mô và mục đích sử dụng khác nhau.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế trắc địa và bản đồ học, phép chiếu hình trụ ngang đồng góc (Transverse Mercator) là một trong những phép chiếu được sử dụng phổ biến nhất, đặc biệt đối với các múi chiếu 3° và 6°.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Quy định về múi chiếu trong hệ tọa độ VN-2000</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo Thông tư 973/2001/TT-TCĐC của Tổng cục Địa chính, khi áp dụng Hệ quy chiếu và Hệ tọa độ quốc gia VN-2000: <em>“Hệ tọa độ quốc gia VN-2000 được xây dựng trên phép chiếu hình trụ ngang đồng góc (Transverse Mercator) và cho phép áp dụng các múi chiếu 3° hoặc 6° tùy theo mục đích và quy mô bản đồ.”</em><br /> <br /> Từ quy định này có thể khẳng định:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ tọa độ VN-2000 cho phép sử dụng cả múi chiếu 3° và múi chiếu 6°,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc lựa chọn múi chiếu không mang tính tùy tiện, mà phải phù hợp với mục đích sử dụng và quy mô bản đồ.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế trắc địa và bản đồ học, phép chiếu hình trụ ngang đồng góc (Transverse Mercator) là một trong những phép chiếu được sử dụng phổ biến nhất, đặc biệt đối với các múi chiếu 3° và 6°.</span></span> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Múi chiếu 6° (UTM) – Phạm vi khu vực và liên tỉnh</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu 6° có bề rộng 6 độ kinh độ, thường được biết đến rộng rãi thông qua hệ thống UTM (Universal Transverse Mercator).<br /> <br /> 3.1 Đặc điểm chính</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ diện tích rộng,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thuận lợi cho các bài toán bản đồ và GIS quy mô lớn,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số biến dạng tăng dần khi khoảng cách tới kinh tuyến trục tăng.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 Phạm vi ứng dụng<br /> <br /> Múi chiếu 6° phù hợp cho:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản đồ quốc gia, vùng, liên tỉnh,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các hệ thống GIS tổng hợp,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy hoạch không gian, hạ tầng quy mô lớn.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu ý: UTM không phải là một hệ tọa độ riêng, mà là cách tổ chức múi chiếu 6° của phép chiếu Transverse Mercator, thường được sử dụng cùng hệ quy chiếu WGS84 trong thông lệ quốc tế.<br /> </span></span> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Utm-zones(1).jpg" style="width: 800px; height: 400px;" /></span></span></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Múi chiếu 3° – Tiêu chuẩn cho đo đạc chính xác</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu 3° có bề rộng hẹp hơn, giúp giảm đáng kể sai số biến dạng so với múi 6°.<br /> <br /> 4.1 Đặc điểm chính</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác hình học cao,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Biến dạng chiều dài và diện tích nhỏ,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp cho các bài toán yêu cầu độ chính xác cao.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.2 Phạm vi ứng dụng<br /> <br /> Trong hệ tọa độ VN-2000, múi chiếu 3° thường được sử dụng cho:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo vẽ địa chính,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản đồ tỷ lệ lớn,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bố trí và thi công công trình,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hồ sơ pháp lý đất đai.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi sử dụng VN-2000, bắt buộc phải xác định rõ múi chiếu và kinh tuyến trục, vì đây là tham số pháp lý của hệ tọa độ, không được mặc định như trong hệ UTM.<br /> </span></span><br /> <br /> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Nhận định thực tế tại Việt Nam</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế đo đạc tại Việt Nam:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">VN-2000 múi chiếu 3° là lựa chọn chủ đạo cho công tác địa chính và xây dựng,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu 6° (UTM) chủ yếu phù hợp cho bản đồ khu vực – vùng và các bài toán GIS tổng hợp.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc sử dụng đúng múi chiếu giúp đảm bảo:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác kỹ thuật,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính thống nhất dữ liệu,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sự phù hợp với quy định pháp lý hiện hành.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> <strong>>>> Tóm lại: </strong></span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ tọa độ quốc gia VN-2000 cho phép sử dụng cả múi chiếu 3° và 6° theo Thông tư 973/2001/TT-TCĐC.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu 6° (UTM) phù hợp cho bản đồ khu vực và liên tỉnh.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu 3° được ưu tiên cho đo đạc chính xác, địa chính và công trình.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UTM là cách tổ chức múi chiếu, trong khi VN-2000 là hệ tọa độ quốc gia – hai khái niệm này không nên sử dụng thay thế cho nhau.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiểu đúng và sử dụng đúng múi chiếu là điều kiện quan trọng để đảm bảo độ chính xác kỹ thuật và tính pháp lý của mọi sản phẩm đo đạc và bản đồ.<br /> <br /> <em>>>> Tài liệu tham khảo:</em></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Thông tư 973/2001/TT-TCĐC – Hướng dẫn áp dụng Hệ quy chiếu và Hệ tọa độ quốc gia VN-2000</em></span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Tài liệu chuyên ngành về phép chiếu Transverse Mercator / UTM</em></span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em><img alt="" src="/admin/webroot/upload/image/images/Kinh tuyến trục.jpg" style="width: 747px; 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Tín hiệu GNSS thô (không hiệu chỉnh) thường chỉ đạt độ chính xác khoảng 5–10 mét, không đáp ứng yêu cầu của các lĩnh vực như nông nghiệp chính xác, trắc địa, robot tự hành, xe tự lái,… Bằng cách tính toán và áp dụng các hiệu chỉnh sai số lên tín hiệu GNSS, độ chính xác có thể được cải thiện gấp 100 lần, đạt mức centimet.</span></span>', 'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Hiệu chỉnh GNSS là yếu tố then chốt để đạt được định vị độ chính xác cao. Tín hiệu GNSS thô (không hiệu chỉnh) thường chỉ đạt độ chính xác khoảng 5–10 mét, không đáp ứng yêu cầu của các lĩnh vực như nông nghiệp chính xác, trắc địa, robot tự hành, xe tự lái,… Bằng cách tính toán và áp dụng các hiệu chỉnh sai số lên tín hiệu GNSS, độ chính xác có thể được cải thiện gấp 100 lần, đạt mức centimet.</em><br /> <br /> Bài viết này trình bày các phương pháp hiệu chỉnh GNSS chính:</span></span><br /> <ul> <li> <strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">DGNSS (GNSS vi sai)</span></span></em></strong></li> <li> <strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SBAS (Hệ thống tăng cường vệ tinh)</span></span></em></strong></li> <li> <strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK (Động học thời gian thực)</span></span></em></strong></li> <li> <strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP (Định vị điểm chính xác)</span></span></em></strong></li> <li> <strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP-RTK</span></span></em></strong></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đồng thời phân tích đặc điểm, ưu nhược điểm và phạm vi ứng dụng của từng phương pháp, cũng như cách lựa chọn phương án phù hợp.<br /> </span></span> <p> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS định vị tiêu chuẩn hoạt động như thế nào?</span></span></strong><br /> </p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tín hiệu GNSS thô từ mỗi vệ tinh mang một mã giả ngẫu nhiên (PRN), cung cấp ba thông tin chính:</span></span><br /> <ul> <li> <strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ai: định danh vệ tinh.</span></span></em></strong></li> <li> <strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ở đâu: vị trí quỹ đạo.</span></span></em></strong></li> <li> <strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi nào: thời điểm phát tín hiệu.</span></span></em></strong></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy thu GNSS so sánh mã PRN nhận được với mã PRN nội sinh của nó để xác định thời gian truyền tín hiệu, từ đó tính ra khoảng cách giả (pseudorange). Khi có khoảng cách đến ít nhất 4 vệ tinh, máy thu có thể xác định vị trí 3D của mình.<br /> <br /> Tín hiệu GNSS bị ảnh hưởng bởi nhiều nguồn sai số:</span></span><br /> <ul> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tầng điện ly & đối lưu làm chậm và bẻ cong tín hiệu.</span></span></em></li> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đồng hồ & quỹ đạo vệ tinh.</span></span></em></li> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đa đường (multipath) do phản xạ từ nhà cửa, cây cối.</span></span></em></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tổng sai số dẫn đến độ chính xác chỉ khoảng 5–10 m. Từ đây, các phương pháp hiệu chỉnh GNSS ra đời để giảm và loại bỏ các sai số này.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Differential GNSS (DGNSS – GNSS vi sai)</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguyên lý:</strong><br /> Định vị tương đối bằng cách so sánh số liệu giữa máy rover và trạm tham chiếu có tọa độ đã biết chính xác.<br /> <br /> <strong>Cách hoạt động:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trạm base tính sai số pseudorange cho từng vệ tinh</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phát các hiệu chỉnh này cho rover</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rover áp dụng hiệu chỉnh để loại bỏ sai số chung</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác</strong>: Dưới 1 mét<br /> <br /> <strong>Ưu điểm</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dễ triển khai</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiêu thụ điện thấp</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian hội tụ nhanh</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác thấp hơn RTK/PPP</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phụ thuộc khoảng cách đến trạm base</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng: </span></span></strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Hàng hải, n</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">ông nghiệp mức cơ bản, t</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">hiết bị GNSS pin nhỏ.</span> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/GNSSCorrections-Types-SBAS-2-1024x683.jpg" style="width: 800px; height: 534px;" /></span></span></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. SBAS – Hệ thống tăng cường vệ tinh</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguyên lý</strong>: Tương tự DGNSS nhưng hiệu chỉnh được t</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">ính toán tập trung và p</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">hát qua vệ tinh địa tĩnh.</span><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ví dụ SBAS:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">WAAS (Mỹ)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">EGNOS (Châu Âu)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">MSAS (Nhật Bản)</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác</strong>: ~1–3 m<br /> <br /> <strong>Ưu điểm</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Miễn phí</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ rộng khu vực lớn</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không cần base cục bộ</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác hạn chế</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khó thu vệ tinh địa tĩnh ở đô thị / vĩ độ cao</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng: </span></span></strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Hàng không, </span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Hàng hải, </span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Nông nghiệp quy mô lớn.</span> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. RTK – Real-Time Kinematic</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguyên lý: </strong>Sử dụng đo pha sóng mang (carrier-phase) kết hợp hiệu chỉnh thời gian thực từ trạm base.<br /> <br /> <strong>Đặc điểm kỹ thuật:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bước sóng L1 GPS ≈ 19 cm</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giải ẩn số nguyên (integer ambiguity)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sử dụng double differencing + thuật toán LAMBDA</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác</strong>: 1–2 cm<br /> <br /> <strong>Thời gian fix</strong>: vài giây<br /> <br /> <strong>Ưu điểm: </strong></span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Độ chính xác cao nhất, h</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">ội tụ cực nhanh</span><br /> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi giới hạn (≈ 20–30 km)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần kết nối ổn định (radio / NTRIP)</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc địa</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thi công – stakeout</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Robot, UAV</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nông nghiệp chính xác</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. PPP – Precise Point Positioning</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguyên lý</strong>: Định vị tuyệt đối bằng cách áp dụng:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quỹ đạo vệ tinh chính xác</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đồng hồ vệ tinh chính xác</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô hình khí quyển toàn cầu</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đặc điểm:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không cần trạm base cục bộ</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hội tụ bằng cách tự giải ẩn số pha</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác</strong>: cm (tĩnh)<br /> <br /> <strong>Thời gian hội tụ</strong>: 10–30 phút<br /> <br /> <strong>Ưu điểm</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ toàn cầu</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp vùng xa, biển khơi</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hội tụ chậm</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không phù hợp ứng dụng cần real-time</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hàng hải – ngoài khơi</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoa học – địa vật lý</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo đạc khu vực hẻo lánh</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. PPP-RTK – Phương pháp lai hiện đại</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguyên lý</strong>: Là sự kết hợp giữa:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh vệ tinh chính xác của PPP</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh khí quyển & pha kiểu RTK</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công nghệ cốt lõi:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SSR (State Space Representation)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Wide-lane ambiguity resolution (bước sóng dài → fix nhanh)</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác</strong>: 3–7 cm<br /> <br /> <strong>Thời gian hội tụ</strong>: 10–30 giây<br /> <br /> <strong>Ưu điểm</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhanh hơn PPP</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ rộng hơn RTK</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở rộng cho số lượng người dùng lớn</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần máy GNSS đa tần hiện đại</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác thấp hơn RTK cự ly ngắn</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xe tự lái – ADAS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UAV</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản lý đội xe</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nông nghiệp thông minh</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> <strong>BẢNG SO SÁNH </strong></span></span><br /> <br /> <table border="0" cellpadding="0" style="width: 100%"> <thead> <tr> <th> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phương pháp</span></span></th> <th> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác</span></span></th> <th> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian fix</span></span></th> <th> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi</span></span></th> </tr> </thead> <tbody> <tr> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS thường</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5–10 m</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vài giây</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn cầu</span></span></td> </tr> <tr> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SBAS</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1–3 m</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 s</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lục địa</span></span></td> </tr> <tr> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">DGNSS</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><1 m</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5–20 s</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cục bộ</span></span></td> </tr> <tr> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">~10 cm</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">10–30 phút</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn cầu</span></span></td> </tr> <tr> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP-RTK</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3–7 cm</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">10–30 s</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khu vực</span></span></td> </tr> <tr> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1–2 cm</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">~5 s</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">≤30 km</span></span></td> </tr> </tbody> </table> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> >>> Không có phương pháp hiệu chỉnh GNSS nào “tốt nhất cho mọi trường hợp”. Chỉ có phương pháp phù hợp nhất với yêu cầu công việc:</span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần nhanh – chính xác tuyệt đối → RTK</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần phủ rộng – không cần base → PPP / PPP-RTK</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần ổn định – tiết kiệm năng lượng → DGNSS / SBAS</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/Grey Minimalist Architecture Search Bar Facebook Cover (1).png" style="width: 800px; height: 451px;" /></span></span></p> ', 'images' => '20251222101550f3bda8482463fdd4796e4f3880688643.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy RTK', 'meta_key' => 'Máy RTK, hiệu chỉnh GNSS, CORS, VNGEONET, SBAS, DGNSS, PPP-RTK, hệ tọa độ, đo đạc, khảo sát', 'meta_des' => 'Máy RTK, hiệu chỉnh GNSS, CORS, VNGEONET, SBAS, DGNSS, PPP-RTK, hệ tọa độ, đo đạc, khảo sát', 'created' => '2025-12-22', 'modified' => '2026-02-02', 'status' => '1', 'view' => '1108', 'slug' => 'tim-hieu-cac-phuong-phap-hieu-chinh-gnss', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '501', 'rght' => '502', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 9 => array( 'Post' => array( 'id' => '792', 'name' => 'Stakeout bằng RTK GNSS và Toàn đạc điện tử', 'code' => null, 'alias' => 'stakeout-bang-rtk-gnss-va-toan-dac-dien-tu', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trong công tác stakeout (cắm điểm/định vị thi công), GNSS RTK và Toàn đạc điện tử đều là công cụ quan trọng — nhưng mỗi cái có đặc thù, ưu/nhược điểm và thời điểm sử dụng khác nhau. Không phải cái nào “tốt hơn”, mà là chọn đúng nơi – đúng lúc.</span>', 'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong công tác stakeout (cắm điểm/định vị thi công), GNSS RTK và Toàn đạc điện tử đều là công cụ quan trọng — nhưng mỗi cái có đặc thù, ưu/nhược điểm và thời điểm sử dụng khác nhau. Không phải cái nào “tốt hơn”, mà là chọn đúng nơi – đúng lúc.<br /> <br /> RTK GNSS là phương pháp định vị vệ tinh động thời gian thực, trong đó tọa độ điểm đo được xác định thông qua xử lý tín hiệu GNSS và hiệu chỉnh sai số từ trạm Base hoặc mạng CORS. Kết quả đo được thể hiện trong hệ tọa độ không gian toàn cầu hoặc hệ tọa độ quốc gia, phù hợp cho các bài toán định vị tổng thể, đo diện rộng và thiết lập khung khống chế ban đầu.<br /> <br /> Toàn đạc điện tử là thiết bị đo đạc sử dụng nguyên lý đo góc và khoảng cách để xác định vị trí điểm trong hệ tọa độ cục bộ hoặc hệ tọa độ công trình, dựa trên các điểm khống chế đã biết. Phương pháp này cho phép kiểm soát chặt chẽ hình học không gian, cao độ và sai số tương đối, đặc biệt hiệu quả trong các công trình yêu cầu độ chính xác cao.<br /> <br /> Chính sự khác biệt về nguyên lý đo và cách kiểm soát sai số khiến RTK GNSS và Toàn đạc điện tử không mang tính thay thế, mà thường được kết hợp trong cùng một workflow để đạt hiệu quả và độ tin cậy cao nhất.<br /> </span></span></em><br /> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Bảng so sánh tổng quan RTK GNSS vs Toàn đạc điện tử</span></span></h2> <br /> <table border="0" cellpadding="0"> <thead> <tr> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiêu chí</span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS</span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc điện tử</span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận xét kỹ thuật</span></span><br /> </th> </tr> </thead> <tbody> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản chất đo</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị tuyệt đối theo GNSS</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị tương đối trong mạng khống chế </span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Khác nhau về nguyên lý</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức cm (RTK Fix, môi trường tốt) </span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức mm (đo cạnh & góc)</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc vượt trội cho chi tiết</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tốc độ</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất nhanh, phù hợp diện rộng</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Chậm hơn do ngắm gương</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK có lợi thế tốc độ</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Vài km đến hàng chục km<br /> (Base–Rover / CORS) </span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">~500–1000 m, cần line-of-sight</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK phù hợp khu vực lớn</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cao độ & hình học </span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có thể biến động theo vệ tinh</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm soát cao độ rất tốt</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc an toàn cho cao độ</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhân lực</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Thường 1 người</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Thường 2 người (robot có thể 1)</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK tiết kiệm nhân lực</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính cơ động</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Gọn nhẹ, setup nhanh</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cồng kềnh hơn</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK linh hoạt hơn</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi phí</span></span></strong></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đầu tư cao hơn, có thể có phí<br /> CORS </span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ổn định, dễ kiểm soát</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tùy quy mô dự án</span></span></td> </tr> </tbody> </table> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <h2 style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Blue and White Neon Gradients Virtual Video Background (100)(2).png" style="width: 780px; height: 439px;" /></span></span></h2> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. So sánh ứng dụng thực tế theo từng tình huống công việc</span></span></h2> <br /> <table border="0" cellpadding="0"> <thead> <tr> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tình huống</span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS</span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc</span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận định</span></span><br /> </th> </tr> </thead> <tbody> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo diện rộng (ruộng, rừng, KCN) </span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo nhanh, không cần line-of-sight </span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Khó triển khai diện rộng</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS vượt trội</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo chi tiết công trình</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác cm, dễ nhiễu</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác mm, ổn định </span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc tốt hơn</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Khu đô thị nhiều nhà cao tầng</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Dễ bị che khuất vệ tinh</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không phụ thuộc vệ tinh</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc hiệu quả</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa hình mở</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tín hiệu tốt, đo rất nhanh</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo được nhưng chậm</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK thuận tiện</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Giám sát thi công hằng ngày</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Xác định mốc tổng thể</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra trục, cao độ</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nên kết hợp</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chính – bản đồ – nông nghiệp </span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất phù hợp cho diện rộng</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Bổ trợ khi cần chi tiết</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK là chủ đạo</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoàn công – nghiệm thu</span></span></strong></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra tổng thể</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Chính xác chi tiết</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc an toàn</span></span></td> </tr> </tbody> </table> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica_TS16_Carousel_Image_1_800x428.jpg" style="width: 763px; height: 408px;" /></span></span></p> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Workflow được áp dụng phổ biến trong công tác cắm điểm/định vị thi công </span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">thực tế</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> </span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo hướng dẫn ứng dụng của Leica Geosystems và Trimble, các dự án chuyên nghiệp thường áp dụng quy trình sau:</span></span> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.1 RTK GNSS</span></span></h3> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xác định hệ tọa độ,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Fix mốc khống chế,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập bản đồ nền, định vị tổng thể.</span></span></li> </ul> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 Toàn đạc điện tử</span></span></h3> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bố trí tim trục,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm soát cao độ,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Stakeout chi tiết,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoàn công – nghiệm thu.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đây là lý do vì sao RTK và Toàn đạc luôn đi cùng nhau trên công trường, chứ không cạnh tranh trực tiếp.</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS mạnh về tốc độ, phạm vi, tính cơ động.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc điện tử mạnh về độ chính xác, hình học, cao độ và độ tin cậy.</span></span></li> </ul> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/maxresdefault (1)(2).jpg" style="width: 780px; height: 439px;" /></p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không có thiết bị nào “tốt nhất cho mọi công việc”. Việc sử dụng đúng thiết bị cho đúng mục đích giúp:</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm sai số,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dễ bảo vệ số liệu khi nghiệm thu.</span></span></li> </ul> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Kết hợp công nghệ GNSS hiện đại với độ chính xác truyền thống của máy toàn đạc </span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">là xu hướng chung của các đội đo đạc chuyên nghiệp hiện nay.<br /> <br /> <em>>>> <u>Nguồn tham khảo:</u><br /> Leica Geosystems – GNSS vs Total Station Applications<br /> Trimble – Stakeout and Construction Surveying Guidelines<br /> Topcon – GNSS and Total Station Field Workflows</em><br /> </span></span>', 'images' => '202512170947176dafab5f86d9e5f32ba9ce303d86098f.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy RTK', 'meta_key' => 'Máy RTK, máy toàn đạc điện tử, máy toàn đạc Leica, máy toàn đạc Topcon, máy toàn đạc Nikon, máy toàn đạc Sokkia, đo đạc, khảo sát, GIS, BIM', 'meta_des' => 'Máy RTK, máy toàn đạc điện tử, máy toàn đạc Leica, máy toàn đạc Topcon, máy toàn đạc Nikon, máy toàn đạc Sokkia, đo đạc, khảo sát, GIS, BIM', 'created' => '2025-12-17', 'modified' => '2026-02-02', 'status' => '1', 'view' => '1630', 'slug' => 'stakeout-bang-rtk-gnss-va-toan-dac-dien-tu', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '499', 'rght' => '500', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ) ) $tinlq = array( (int) 0 => array( 'Post' => array( 'id' => '769', 'name' => 'Vùng chiếu 3° và 6° trong hệ tọa độ VN-2000 là gì? Vì sao Việt Nam chọn vùng chiếu 3°?', 'code' => null, 'alias' => 'vung-chieu-3°-va-6°-trong-he-toa-do-vn-2000-la-gi-vi-sao-viet-nam-chon-vung-chieu-3°', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bài viết này giúp bạn hiểu rõ sự khác biệt giữa vùng chiếu 3° và 6°, lý do Việt Nam sử dụng vùng chiếu 3° trong hệ VN-2000, và vai trò của kinh tuyến trục trong từng vùng chiếu.</span></span>', 'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong công tác đo đạc, bản đồ và quản lý đất đai, việc sử dụng đúng <strong>phép chiếu bản đồ</strong> và cấu hình đúng <strong>vùng chiếu</strong> là yếu tố then chốt giúp đảm bảo độ chính xác tọa độ. Hệ tọa độ quốc gia VN-2000 của Việt Nam sử dụng phép chiếu <strong>Transverse Mercator (TM)</strong> với các vùng chiếu <strong>3°</strong> hoặc <strong>6°</strong>, tùy vào yêu cầu kỹ thuật.</span></span><br /> <br /> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Black White Modern Geometric Real Esatate Agent Facebook Cover (Bài đăng Facebook) (8).png" style="text-align: center; width: 480px; height: 402px;" /></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Vùng chiếu là gì?</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi chiếu mặt cong của Trái Đất (ellipsoid) lên mặt phẳng (bản đồ), để giảm sai số, người ta chia Trái Đất thành các <strong>vùng chiếu hẹp theo chiều kinh tuyến</strong>. Mỗi vùng sẽ có một <strong>kinh tuyến trục</strong> (central meridian) – là kinh độ nằm ở trung tâm vùng chiếu – nhằm giảm sai lệch hình học khi chiếu.</span></span><br /> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/2461fb1.png" style="width: 758px; height: 396px;" /></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. So sánh vùng chiếu 3° và 6°</strong></span></span></h2> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Black White Modern Geometric Real Esatate Agent Facebook Cover (Bài đăng Facebook) (12).png" style="width: 630px; height: 528px;" /></p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>** Ví dụ:</strong> Vùng chiếu 3° có <strong>kinh tuyến trục 105°</strong></span></span><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Vùng này bao phủ từ </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">103.5° đến 106.5° kinh độ Đông</strong><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Các tọa độ trong vùng sẽ được tính dựa vào phép chiếu TM với 105° làm trung tâm</span><br /> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Tọa độ X, Y (phẳng)</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> của điểm càng gần 105° thì càng chính xác</span><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngược lại, vùng chiếu 6° có 105° làm kinh tuyến trục sẽ bao phủ từ 102° đến 108°, dẫn đến biến dạng hình học lớn hơn ở rìa phía Đông/ Tây vùng chiếu.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Vì sao Việt Nam chọn vùng chiếu 3° trong hệ VN-2000?</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ tọa độ VN-2000 được Bộ TN&MT xây dựng với mục tiêu phục vụ:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản đồ địa chính</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấp Giấy chứng nhận quyền sử dụng đất</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập quy hoạch đô thị, nông thôn</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết kế kỹ thuật chi tiết, định vị GPS chính xác cao</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Những ứng dụng này <strong>yêu cầu sai số nhỏ</strong>, đặc biệt ở cấp độ thửa đất (<0.5m), nên: <strong>Vùng chiếu 3° được lựa chọn thay vì vùng 6°</strong>, để đảm bảo độ chính xác cao, giảm biến dạng tọa độ, phù hợp với địa hình và phạm vi hẹp của các đơn vị hành chính cấp tỉnh, huyện, xã.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>4. Các thông số kỹ thuật thường dùng cho vùng chiếu 3° trong VN-2000</strong></span></span></h2> <table border="0" cellpadding="0"> <thead> <tr> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tham số</strong></span></span></th> <th> <br /> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Giá trị tiêu chuẩn</strong></span></span></th> </tr> </thead> <tbody> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ellipsoid</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> GRS80 hoặc WGS-84</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Phép chiếu</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> Transverse Mercator</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kinh tuyến trục (λ₀) </span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> Tùy tỉnh: 105°, 106°, 107°, 108°…</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tọa độ X giả định</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> 500,000 m</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tọa độ Y giả định</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> 0 m (miền Bắc), 1,000,000 m (miền Nam)</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ số scale factor</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> 0.9999 (hoặc 0.9996 tùy trường hợp)</span></span><br /> </td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đơn vị tính</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mét (m)</span></span></td> </tr> </tbody> </table> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> Việc hiểu rõ và cấu hình đúng <strong>vùng chiếu 3° trong hệ VN-2000</strong> là điều bắt buộc bởi <strong>chọn sai vùng chiếu hoặc kinh tuyến trục có thể gây sai số hàng mét</strong>, ảnh hưởng đến cấp sổ đỏ, sai ranh giới đất đai hoặc sai vị trí thiết kế công trình.</span></span><br /> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Black White Modern Geometric Real Esatate Agent Facebook Cover (Bài đăng Facebook) (7)(1).png" style="width: 520px; 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Một trong những thay đổi quan trọng nhưng ít được chú ý là việc điều chỉnh lại kinh tuyến trục trong hệ tọa độ VN-2000.</span></span></em><br /> </p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Hệ tọa độ VN-2000</span></span></h2> <br /> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>VN-2000</strong> (hay Hệ tọa độ quốc gia Việt Nam 2000) là <strong data-end="342" data-start="322">hệ tọa độ địa lý</strong> chính thức do Bộ Tài nguyên và Môi trường ban hành, dùng trong quản lý đất đai, bản đồ địa chính, quy hoạch...</span></span></p> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dựa trên <strong data-end="484" data-start="465">ellipsoid GRS80</strong>, gần tương đương với <strong data-end="516" data-start="506">WGS-84</strong> nhưng có hiệu chỉnh để phù hợp với điều kiện thực tế của Việt Nam.</span></span><o:p></o:p></p> <p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">** <strong>Tóm tắt đặc điểm hệ tọa độ VN-2000:</strong></span></span></p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ quy chiếu: Geodetic, dựa trên ellipsoid <strong>GRS80</strong> hoặc <strong>WGS-84.</strong></span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gốc tọa độ: Gần trùng trạm GPS tại Tam Đảo, Vĩnh Phúc.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ tọa độ sử dụng: Tọa độ phẳng vuông góc (X, Y) theo phép chiếu Transverse Mercator.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thường dùng hệ tọa độ phẳng (X, Y) với vùng chiếu 3° hoặc 6°.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dùng phổ biến trong: Đo đạc, lập bản đồ địa chính, quy hoạch, cấp giấy chứng nhận đất đai...</span></span></li> </ul> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Kinh tuyến trục là gì?</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kinh tuyến trục là đường kinh độ được chọn làm trung tâm trong phép chiếu bản đồ (VN-2000 dùng phép chiếu Transverse Mercator). Nó giúp <strong>giảm sai số tọa độ</strong> khi chiếu bề mặt cong của Trái Đất lên mặt phẳng bản đồ.</span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Black White Modern Geometric Real Esatate Agent Facebook Cover (Bài đăng Facebook) (5)(1).png" style="width: 600px; height: 488px;" /></span></span></p> <p data-end="169" data-start="0"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Kinh tuyến trục</strong> của hệ tọa độ quốc gia Việt Nam VN-2000 (còn gọi là VN2000) là một yếu tố quan trọng trong hệ quy chiếu tọa độ quốc gia, dùng trong đo đạc và bản đồ.</span></span><br /> </p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kinh tuyến trục mặc định: 105° kinh độ Đông.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tuy nhiên, tùy theo từng khu vực, kinh tuyến trục có thể được chọn khác nhau để giảm sai số chiếu trong hệ tọa độ phép chiếu trục kinh tuyến trụ ngang (UTM) hoặc phép chiếu ngang đồng góc<strong data-end="496" data-start="445" style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> (Transverse Mercator)</strong>.</span></span></li> </ul> <div data-end="497" data-start="273"> </div> <h2 data-end="497" data-start="273"> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">3. Sự thay đổi của kinh tuyến trục mới sau khi sáp nhập 34 tỉnh, thành tại Việt Nam</span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Trước sáp nhập</strong><br /> <br /> Mỗi tỉnh có thể sử dụng <strong>kinh tuyến trục riêng</strong>, thường là số tròn gần nhất với trung tâm tỉnh: 105°, 106°, 107°, 108°…<br /> <br /> <strong>Sau sáp nhập</strong><br /> <br /> Khi địa giới mở rộng, các tỉnh mới cần <strong>chọn lại kinh tuyến trục</strong> sao cho:</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gần trung tâm địa lý mới.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp với quy hoạch tổng thể và hạ tầng kỹ thuật số.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đồng bộ dữ liệu với các huyện, xã đã thay đổi.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Lợi ích của việc điều chỉnh:</strong></span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đảm bảo <strong>độ chính xác tọa độ</strong> trong đo đạc, bản đồ, cấp sổ đỏ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tránh chồng lấn, sai số giữa các vùng dữ liệu cũ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ xây dựng <strong>hệ thống cơ sở dữ liệu đất đai và GIS toàn tỉnh thống nhất</strong>.</span></span></li> </ul> <div data-end="2454" data-start="2362"> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sự thay đổi kinh tuyến trục trong hệ tọa độ VN-2000 sau khi sáp nhập 34 tỉnh, thành là một bước đi cần thiết, mang tính kỹ thuật cao nhằm thích ứng với thay đổi hành chính. Đây là tiền đề quan trọng để nâng cao hiệu quả quản lý đất đai, quy hoạch và xây dựng cơ sở dữ liệu địa lý quốc gia thống nhất và hiện đại.</span></span></div> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Danh sách 34 tỉnh/thành phố mới sau sát nhập và kinh tuyến trục mới tương ứng theo hệ VN-2000 (từ ngày 01/07/2025).</span></span></h2> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Kinh tuyến trục hệ tọa độ Quốc gia VN2000.png" style="width: 600px; height: 849px;" /><br /> <img alt="" src="/admin/webroot/upload/image/images/z6743283259504_964313b195c826d3b99b713016934d9a.jpg" style="width: 600px; height: 851px;" /></span></span></p> ', 'images' => '20250626105525cfdf55d9c4687ca7b7d9b2d2b997135f.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Kinh tuyến trục Vn-2000 ', 'meta_key' => 'Kinh tuyến trục mới 2025, RTK, GNSS', 'meta_des' => 'Kinh tuyến trục, RTK, GNSS', 'created' => '2025-06-26', 'modified' => '2026-02-01', 'status' => '1', 'view' => '16718', 'slug' => 'quy-dinh-moi-ve-kinh-tuyen-truc-cua-he-toa-do-quoc-gia-vn-2000-cho-34-tinh-thanh-pho-da-sap-nhap', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '453', 'rght' => '454', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 2 => array( 'Post' => array( 'id' => '767', 'name' => 'Hướng dẫn làm thủ tục xin cấp phép bay FLYCAM/UAV tại Việt Nam', 'code' => null, 'alias' => 'huong-dan-lam-thu-tuc-xin-cap-phep-bay-flycam-uav-tai-viet-nam', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với sự phát triển của khoa học và công nghệ, flycam/UAV ngày càng được sử dụng phổ biến để phục vụ cho công việc và cuộc sống hàng ngày. Cùng tìm hiểu một số thông tin về việc đăng ký cấp phép bay flycam/UAV</span></span>.', 'content' => '<p> <em><span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;">Với sự phát triển của khoa học và công nghệ, flycam/UAV ngày càng được sử dụng phổ biến để phục vụ cho công việc và cuộc sống hàng ngày. Cùng tìm hiểu một số thông tin về việc đăng ký cấp phép bay flycam/UAV</span></span>.</em></p> <h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Cơ sở pháp lý chính</strong></span></span></span></h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>- Nghị định số 36/2008/NĐ-CP</strong> về quản lý UAV và phương tiện bay siêu nhẹ<br /> <strong>- Thông tư 19/2019/TT-BQP</strong> của Bộ Quốc phòng về quản lý hoạt động UAV<br /> - Các công văn hướng dẫn từ <strong>Cục Tác chiến – Bộ Tổng Tham mưu</strong><br /> </span></span></span> <h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Hồ sơ xin cấp phép bay flycam/UAV gồm những gì?</strong></span></span></span></h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bạn cần chuẩn bị một bộ hồ sơ gửi về <strong>Cục Tác chiến – Bộ Tổng Tham mưu</strong>, bao gồm:</span></span></span><br /> <br /> <h3> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.1 Đơn đề nghị cấp phép bay</strong></span></span></span></h3> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo mẫu quy định của Bộ Quốc phòng gồm các thông tin:<br /> <br /> - Thời gian, địa điểm bay<br /> - Mục đích sử dụng<br /> - Độ cao, bán kính bay<br /> - Người điều khiển thiết bị<br /> - Thiết bị sử dụng (hãng, mã số, model,...)</span></span></span><br /> <h3> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.2 Bản đồ khu vực bay</strong></span></span></span></h3> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- In kèm bản đồ địa hình khu vực dự kiến bay<br /> - Đánh dấu rõ phạm vi hoạt động UAV (tọa độ GPS hoặc mô tả ranh giới)<br /> - Độ cao tối đa dự kiến</span></span></span> <h3> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.3 Thông tin về thiết bị bay</strong></span></span></span></h3> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Hãng sản xuất, model<br /> - Thông số kỹ thuật<br /> - Ảnh thiết bị (nếu có)</span></span></span> <h3> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.4 CMND/CCCD hoặc giấy phép kinh doanh</strong></span></span></span></h3> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nếu là cá nhân: bản sao CCCD<br /> Nếu là tổ chức: bản sao Giấy phép ĐKKD và giấy giới thiệu người đại diện<br /> </span></span></span> <h2 style="text-align: center;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><img alt="" src="/admin/webroot/upload/image/images/base64-17345287524181812903669.jpeg" style="width: 800px; height: 533px;" /></strong></span></span></span></h2> <h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Thời gian nộp hồ sơ </strong></span></span></span></h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>- Tối thiểu 7 ngày làm việc trước ngày dự kiến bay</strong><br /> - Nộp sớm hơn nếu khu vực bay gần khu quân sự hoặc có yếu tố phức tạp<br /> </span></span></span> <h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>4. Nơi nộp hồ sơ</strong></span></span></span></h2> <br /> <span style="color:#000000;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Hồ sơ có thể được gửi thông qua hai hình thức là nộp trực tiếp tại văn phòng hoặc gửi qua đường bưu điện. </span></span><br style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;" /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Cục Tác chiến – Bộ Tổng Tham mưu, Bộ Quốc phòng</strong><br /> <strong>Số 1 Nguyễn Tri Phương, Quận Ba Đình, Hà Nội</strong></span></span></span><br /> <br /> <h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">5. Thời gian xử lý</strong></span></h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tùy tính chất khu vực bay, thường từ <strong>3 – 7 ngày làm việc</strong><br /> Trong một số trường hợp đặc biệt, Bộ Quốc phòng có thể từ chối cấp phép nếu:<br /> - Khu vực bay ảnh hưởng an ninh quốc phòng<br /> - Mục đích bay không rõ ràng<br /> - Hồ sơ không đầy đủ<br /> </span></span></span> <h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>6. Chế tài nếu bay không phép</strong></span></span></span></h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>- Phạt tiền:</strong> từ <strong>20 – 40 triệu đồng</strong><br /> <strong>- Tịch thu thiết bị</strong><br /> <strong>- Truy cứu trách nhiệm hình sự</strong> nếu gây ảnh hưởng đến an ninh hàng không, quốc phòng hoặc gây tai nạn<br /> </span></span></span> <h2 style="box-sizing: border-box; font-family: "Open Sans", Arial, Helvetica, sans-serif; line-height: 1.87; font-size: 22px; color: rgb(43, 46, 50); margin-top: 0px; margin-bottom: 5.5px;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">7. Hành vi bị nghiêm cấm khi hoạt động bay UAV</span></span></span></h2> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong quá trình thực hiện bay UAV tại Việt Nam, tuyệt đối nghiêm cấm các hành vi:</span></span></span></p> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tổ chức hoạt động bay khi chưa được cấp phép bay UAV.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoạt động bay diễn ra không đúng khu vực, trong giới hạn và điều kiện quy định. Vi phạm những quy tắc, quy định trong quản lý lãnh thổ, biên giới quốc gia.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mang chở các chất phóng xạ, chất gây cháy nổ trên phương tiện bay.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phóng, bắn, thả các loại vật, chất gây hại hoặc chứa nguy cơ gây hại từ trên không xuống.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lắp đặt thiết bị và thực hiện quay phim, chụp ảnh từ trên không khi chưa có sự cho phép.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tuyên truyền thông qua treo cờ, biểu ngữ, phát loa nằm ngoài quy định của cấp phép bay UAV.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không chấp hành đúng các lệnh, hiệu lệnh của cơ quan quản lý điều hành và giám sát hoạt động bay</span></span>.</span></li> </ul> <h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>8. Lưu ý khi bay flycam hợp pháp</strong></span></span></span></h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Luôn đem theo <strong>bản sao giấy phép bay</strong> khi bay flycam<br /> - Không bay gần sân bay, trụ sở nhà nước, khu quân sự<br /> - Không bay vào ban đêm nếu không được phép<br /> - Không truyền phát hình ảnh trực tiếp (livestream) nếu chưa được chấp thuận<br /> <br /> </span></span></span> <h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>>>> TẢI MẪU ĐƠN XIN PHÉP BAY: </strong></span></span></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><a href="https://drive.google.com/file/d/10gzkogi37uQqf3ouXiR8qcYhZwGEIyyt/view?usp=sharing"><span style="color:#000000;">TẠI ĐÂY</span></a></strong></span></span></h2> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/uav-viet-nam--e1661141233969.jpg" style="width: 800px; height: 519px;" /></p> ', 'images' => '20250616152553608ef9b55ee6bac12c66cadce9052b66.jpg', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'UAV', 'meta_key' => 'Cấp phép bay UAV, UAV', 'meta_des' => 'Cấp phép bay UAV, UAV', 'created' => '2025-06-16', 'modified' => '2026-02-02', 'status' => '1', 'view' => '180341', 'slug' => 'huong-dan-lam-thu-tuc-xin-cap-phep-bay-flycam-uav-tai-viet-nam', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '451', 'rght' => '452', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 3 => array( 'Post' => array( 'id' => '766', 'name' => 'BIM (Building Information Modeling) – Xu hướng tất yếu của ngành xây dựng hiện đại', 'code' => null, 'alias' => 'bim-building-information-modeling-–-xu-huong-tat-yeu-cua-nganh-xay-dung-hien-dai', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Trong thời đại công nghệ số phát triển mạnh mẽ, ngành xây dựng thế giới nói chung và Việt Nam nói riêng đang chứng kiến sự chuyển mình rõ rệt nhờ sự ra đời và ứng dụng của <strong data-end="531" data-start="492">BIM – Building Information Modeling</strong>, hay còn gọi là <strong data-end="580" data-start="548">Mô hình thông tin công trình</strong>. BIM không chỉ đơn thuần là một phần mềm hỗ trợ thiết kế, mà là một <strong data-end="672" data-start="649">quy trình toàn diện</strong> giúp thay đổi cách thiết kế, xây dựng và quản lý công trình theo hướng hiện đại, minh bạch và hiệu quả hơn.</span></span>', 'content' => '<h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong data-end="39" data-start="0" style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">1. BIM là gì?</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>BIM (Building Information Modeling)</strong> hay còn gọi là <strong data-end="580" data-start="548">Mô hình thông tin công trình </strong>là một quy trình công nghệ sử dụng mô hình kỹ thuật số để hỗ trợ thiết kế, xây dựng và quản lý công trình xây dựng một cách hiệu quả và chính xác hơn. BIM không chỉ là một phần mềm, mà là một phương pháp tiếp cận toàn diện, giúp các bên liên quan trong dự án (kiến trúc sư, kỹ sư, nhà thầu, chủ đầu tư, quản lý vận hành…) cộng tác với nhau thông qua một <strong>mô hình 3D thông minh</strong> chứa đầy đủ thông tin về vật liệu, kết cấu, chi phí, tiến độ, và vòng đời công trình.<br /> <br /> <strong>BIM không phải là một phần mềm, mà là một quy trình.</strong><br /> <br /> Mặc dù phần mềm đóng vai trò trung tâm trong BIM – hỗ trợ thiết kế 3D, mô hình thông minh và quản lý thông tin – nhưng đó chỉ là thành phần công nghệ của BIM. Một phần quan trọng khác là yếu tố xã hội, bao gồm cách làm việc, phối hợp và cộng tác giữa các bên liên quan trong dự án.<br /> <br /> Sự kết hợp giữa công nghệ và con người này tạo thành một quy trình toàn diện, nhằm xây dựng, quản lý và sử dụng mô hình thông tin số của công trình trong suốt vòng đời dự án – từ giai đoạn lập kế hoạch, thiết kế, thi công cho đến vận hành và bảo trì.</span></span> <p data-end="727" data-start="465" style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/BIM.jpg" style="width: 680px; height: 680px;" /></p> <h2 data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Các thành phần chính của BIM</span></span></h2> <br /> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô hình 3D thông minh</span></span></li> </ul> <p data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô hình không chỉ mô tả hình dáng mà còn tích hợp thông tin chi tiết về vật liệu, kỹ thuật, thiết bị, chi phí, và thời gian.</span></span></p> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy trình cộng tác</span></span></li> </ul> <p data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các bên liên quan có thể cùng làm việc trên một mô hình duy nhất theo thời gian thực, giảm lỗi, tránh xung đột thiết kế và tiết kiệm thời gian.</span></span></p> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thông tin xuyên suốt vòng đời công trình</span></span></li> </ul> <p data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Từ thiết kế, xây dựng, đến vận hành và bảo trì.<br /> </span></span></p> <h2 data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Lợi ích của BIM</span></span></h2> <br /> <div data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc áp dụng BIM mang lại nhiều lợi ích vượt trội so với phương pháp truyền thống:</span></span><br /> </div> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tăng độ chính xác trong thiết kế</strong>: Hạn chế lỗi sai nhờ mô hình 3D trực quan và thông minh.</span></span></li> </ul> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Phát hiện xung đột kỹ thuật sớm</strong> (clash detection): Giúp điều chỉnh thiết kế trước khi thi công, tiết kiệm thời gian và chi phí.</span></span></li> </ul> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Quản lý chi phí và tiến độ hiệu quả</strong>: BIM hỗ trợ mô phỏng tiến độ (4D), ước lượng chi phí (5D) ngay trong giai đoạn thiết kế.</span></span></li> </ul> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Cải thiện khả năng phối hợp giữa các bên</strong>: Mọi đối tác tham gia dự án có thể làm việc trên một mô hình chung, giảm thiểu hiểu lầm và trùng lặp.</span></span></li> </ul> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hỗ trợ quản lý vận hành sau thi công</strong>: BIM lưu trữ toàn bộ thông tin cần thiết phục vụ cho việc bảo trì, sửa chữa, nâng cấp công trình.</span></span></li> </ul> <h2 data-end="727" data-start="465"> </h2> <h2 data-end="727" data-start="465" style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/BIM_Project_Stages.jpg" style="width: 680px; height: 402px;" /></h2> <h2 data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>4. Tình hình triển khai BIM tại Việt Nam</strong></span></span></h2> <div data-end="727" data-start="465"> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tại Việt Nam, BIM đang dần được áp dụng rộng rãi, đặc biệt trong các dự án lớn, có yếu tố nước ngoài hoặc vốn đầu tư nhà nước. Chính phủ cũng đã thể hiện quyết tâm thúc đẩy BIM thông qua <strong>Quyết định 2500/QĐ-TTg (năm 2016)</strong> nhằm từng bước áp dụng BIM vào các công trình xây dựng công.<br /> Một số dự án tiêu biểu đã triển khai BIM thành công có thể kể đến như: Tuyến metro TP.HCM, sân bay Long Thành, các dự án của Vingroup, Sun Group, Coteccons, Hòa Bình…<br /> Tuy nhiên, thách thức còn lớn: thiếu nguồn nhân lực BIM chất lượng, chi phí đầu tư ban đầu cao, thiếu tiêu chuẩn quốc gia thống nhất, và sự phối hợp giữa các bên vẫn còn hạn chế.<br /> </span></span></div> <h2 data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>5. Công nghệ BIM và các phần mềm phổ biến</strong></span></span></h2> <br /> <div data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Một số phần mềm thường dùng trong quy trình BIM bao gồm:</span></span><br /> </div> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Autodesk Revit</strong>: Thiết kế kiến trúc, kết cấu, cơ điện.</span></span></li> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Navisworks</strong>: Kiểm tra xung đột mô hình và mô phỏng tiến độ.</span></span></li> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tekla Structures</strong>: Mô hình kết cấu thép và bê tông.</span></span></li> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>ArchiCAD</strong>: Thiết kế kiến trúc.</span></span></li> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Civil 3D / InfraWorks</strong>: Thiết kế hạ tầng và giao thông.</span></span></li> </ul> <div data-end="727" data-start="465" style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/bim_advantages.png" style="width: 680px; height: 383px;" /></span></span></div> <h2 data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>6. Tương lai của BIM</strong></span></span></h2> <br /> <div data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">BIM đang hướng đến tích hợp với các công nghệ tiên tiến như <strong>AI (trí tuệ nhân tạo), IoT (internet vạn vật), thực tế ảo (VR/AR)</strong> và dữ liệu lớn (<strong>Big Data</strong>). Điều này mở ra tiềm năng xây dựng <strong>Smart Building</strong> và <strong>Smart City</strong>, góp phần nâng cao chất lượng cuộc sống và hiệu quả đầu tư xây dựng.<br /> <br /> <strong>Kết luận</strong><br /> <br /> BIM là xu hướng tất yếu trong ngành xây dựng hiện đại. Việc hiểu đúng và triển khai BIM không chỉ mang lại lợi thế cạnh tranh cho doanh nghiệp mà còn góp phần nâng cao chất lượng và hiệu quả của toàn ngành. Trong bối cảnh công nghệ số phát triển không ngừng, BIM chính là “chìa khóa” mở ra kỷ nguyên xây dựng thông minh và bền vững.</span></span><br /> </div> <div data-end="727" data-start="465" style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/resource-bim-the-importance-of-bim-in-the-lighting-industry.jpg" style="width: 680px; height: 456px;" /></span></span></div> ', 'images' => '2025052810182863250044dd1234ebc4cab96a5d85f4e1.jpg', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'BIM (Building Information Modeling)', 'meta_key' => 'BIM (Building Information Modeling)', 'meta_des' => 'BIM (Building Information Modeling)', 'created' => '2025-05-28', 'modified' => '2026-02-01', 'status' => '1', 'view' => '43104', 'slug' => 'bim-building-information-modeling-xu-huong-tat-yeu-cua-nganh-xay-dung-hien-dai', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '449', 'rght' => '450', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 4 => array( 'Post' => array( 'id' => '765', 'name' => ' LEICA Geo Office – Giải pháp phần mềm trắc địa toàn diện', 'code' => null, 'alias' => 'leica-geo-office-–-giai-phap-phan-mem-trac-dia-toan-dien', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với <strong data-end="1233" data-start="1213">LEICA Geo Office</strong>, người dùng có thể <strong data-end="1296" data-start="1253">phân tích và quản lý dữ liệu không gian</strong> một cách dễ dàng, từ đó đưa ra các quyết định chính xác dựa trên thông tin đáng tin cậy.</span></span>', 'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>LEICA Geo Office – Giải pháp phần mềm trắc địa toàn diện!</strong><br /> <br /> <strong>LEICA Geo Office</strong> là bộ phần mềm chuyên dụng do <strong><img alt="" src="/admin/webroot/upload/image/images/Leica logo.jpg" style="width: 60px; height: 40px;" /></strong> phát triển, giúp đơn giản hóa và tối ưu hóa quá trình xử lý dữ liệu không gian địa lý từ các thiết bị đo đạc GNSS, máy toàn đạc và thủy bình kỹ thuật số. Đây là công cụ lý tưởng cho các kỹ sư trắc địa, chuyên gia GIS, và đơn vị thi công cần độ chính xác cao.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Tính năng nổi bật</strong></span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Xử lý dữ liệu GNSS</strong></span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phân tích và xử lý dữ liệu GNSS để tạo ra tọa độ chính xác và đánh giá chất lượng đo đạc ngoài thực địa.</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong> Xử lý dữ liệu máy toàn đạc</strong></span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ dữ liệu đo từ các thiết bị toàn đạc điện tử, phục vụ cho khảo sát địa hình, thiết kế kỹ thuật và xây dựng.</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Xử lý dữ liệu máy thủy bình kỹ thuật số</strong></span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản lý và tính toán dữ liệu cao độ, lý tưởng cho các dự án san nền, định vị mặt bằng và thi công công trình.</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tích hợp CAD</strong></span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhập – xuất dữ liệu với các định dạng phổ biến như AutoCAD (DXF) và MicroStation, giúp kết nối mượt mà với quy trình thiết kế.</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hệ tọa độ & chuyển đổi</strong></span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tùy chỉnh và chuyển đổi dữ liệu giữa các hệ tọa độ địa phương và toàn cầu một cách chính xác và linh hoạt.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Lợi ích khi sử dụng</strong></span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác cao đến từng centimet</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian xử lý và tổng hợp dữ liệu</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giao diện thân thiện, dễ sử dụng</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tích hợp chặt chẽ với thiết bị Leica</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ kỹ thuật và đào tạo chuyên sâu</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Các phiên bản hiện có</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>- Phiên bản mới nhất:</strong> 8.4.0.14023 (cập nhật ngày 17/04/2024)<br /> <strong>- Hệ điều hành hỗ trợ:</strong> Windows, Android<br /> <strong>- Bản dùng thử:</strong> Có, 30 ngày miễn phí<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>4. Đối tượng sử dụng </strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Kỹ sư trắc địa và địa chính<br /> - Đơn vị xây dựng – thi công<br /> - Nhà thầu hạ tầng giao thông<br /> - Cơ quan quản lý đất đai, bản đồ</span></span><br /> <h2 style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Leica-Captivate-Main-KV-Sensors-800x428px.jpg" style="width: 800px; height: 428px;" /></h2> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>5. Hỗ trợ & đào tạo</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Hướng dẫn sử dụng trực tuyến<br /> - Hỗ trợ qua email và điện thoại<br /> - Đào tạo tại chỗ hoặc từ xa theo yêu cầu</span></span><br /> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>6. Ưu Điểm (Pros)</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Khả năng xử lý dữ liệu nâng cao dành cho các dự án trắc địa và kỹ thuật<br /> - Tích hợp với nhiều thiết bị đo đạc của Leica, giúp truyền dữ liệu nhanh chóng và liền mạch<br /> - Cung cấp nhiều công cụ phân tích và hiệu chỉnh để đảm bảo độ chính xác của dữ liệu đo<br /> - Có thể tạo báo cáo và tài liệu chi tiết, phục vụ cho việc lưu trữ và trình bày kết quả khảo sát<br /> - Giao diện thân thiện với người dùng, cho phép tùy chỉnh nhằm tối ưu hóa quy trình làm việc<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>7. Nhược Điểm (Cons)</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Đòi hỏi người mới phải học nhiều do phần mềm có nhiều tính năng phức tạp<br /> - Chi phí sở hữu cao so với một số phần mềm khảo sát khác trên thị trường<br /> - Khả năng tương thích hạn chế với thiết bị không phải của Leica, có thể cần đầu tư thêm để đồng bộ dữ liệu<br /> - Hỗ trợ kỹ thuật có thể bị hạn chế hoặc tốn phí, đặc biệt khi cần hỗ trợ chuyên sâu</span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica_Geo_Office_pic_2360x714 (1).jpg" style="width: 800px; height: 242px;" /></span></span></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">8. <strong>Câu hỏi thường gặp (FAQ)</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">8.1 LEICA Geo Office là gì?<br /> <br /> LEICA Geo Office là một bộ phần mềm được phát triển bởi Leica Geosystems, cung cấp các công cụ để quản lý và xử lý hậu kỳ dữ liệu không gian địa lý như GPS, GNSS và GIS.<br /> <br /> 8.2 Hiện có những phiên bản LEICA Geo Office nào?<br /> <br /> Phiên bản hiện tại của LEICA Geo Office là 8.4, bao gồm các bản cập nhật và sửa lỗi từ các phiên bản trước. Phiên bản trước đó là LEICA Geo Office 8.3.<br /> <br /> 8.3 Yêu cầu hệ thống của LEICA Geo Office là gì?<br /> <br /> LEICA Geo Office yêu cầu:<br /> - Hệ điều hành Windows 7 trở lên (64-bit)<br /> - Tối thiểu 8 GB RAM<br /> - Card đồ họa hỗ trợ OpenGL<br /> - Kết nối Internet để kích hoạt phần mềm<br /> <br /> 8.4 LEICA Geo Office hỗ trợ những định dạng tệp nào?<br /> <br /> LEICA Geo Office hỗ trợ nhiều định dạng tệp, bao gồm: RINEX, M3C, DXF, TXT, CSV, SHP.<br /> <br /> 8.5 LEICA Geo Office được cấp phép như thế nào?<br /> <br /> Phần mềm được cấp phép theo từng người dùng. Người dùng có thể chọn giấy phép vĩnh viễn hoặc hàng năm, tùy theo nhu cầu sử dụng.<br /> <br /> 8.6 LEICA Geo Office tương thích với những thiết bị GPS nào?<br /> <br /> LEICA Geo Office tương thích với nhiều thiết bị GPS của Leica Geosystems, cũng như các thiết bị của bên thứ ba miễn là dữ liệu được lưu ở định dạng được hỗ trợ.<br /> <br /> 8.7 Các tính năng chính của LEICA Geo Office là gì?<br /> <br /> LEICA Geo Office cung cấp nhiều tính năng, bao gồm:<br /> - Nhập và xuất dữ liệu<br /> - Xử lý dữ liệu GPS<br /> - Quản lý dữ liệu GIS<br /> - Chuyển đổi hệ tọa độ<br /> - Kiểm soát và đánh giá chất lượng dữ liệu<br /> <br /> 8.8 Có những hình thức hỗ trợ nào cho LEICA Geo Office?<br /> <br /> Leica Geosystems cung cấp các hình thức hỗ trợ như:<br /> - Hỗ trợ qua email<br /> - Tài liệu hướng dẫn trực tuyến<br /> - Hỗ trợ qua điện thoại và truy cập từ xa (đối với người dùng có giấy phép hợp lệ)<br /> <br /> 8.9 LEICA Geo Office có phiên bản dùng thử không?<br /> <br /> Có. Leica Geosystems cung cấp phiên bản dùng thử 30 ngày để người dùng có thể trải nghiệm phần mềm và các tính năng trước khi mua giấy phép.<br /> <br /> 8.10 Có đào tạo nào cho LEICA Geo Office không?<br /> <br /> Có. Leica Geosystems cung cấp nhiều hình thức đào tạo, bao gồm:<br /> - Khóa học trực tuyến<br /> - Đào tạo tại chỗ<br /> - Chương trình đào tạo tùy chỉnh theo yêu cầu của người dùng<br /> </span></span><br /> <span style="margin: 0px; padding: 0px; font-family: arial; font-size: 13px; text-align: justify; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px; font-weight: bold;">Liên hệ: </strong></u><br style="margin: 0px; padding: 0px;" /> <br style="margin: 0px; padding: 0px;" /> Số 145 Láng Hạ, Đống Đa, Hà Nội<br style="margin: 0px; padding: 0px;" /> Số 5/161 Nguyễn Tuân. Thanh Xuân, Hà Nội<br style="margin: 0px; padding: 0px;" /> Tel: 024.37764930<br style="margin: 0px; padding: 0px;" /> Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" /> Website: </span></span></span><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear; font-size: 13px;" target="_blank"><span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);">www.tracdiathanhdat.vn</span></a></span></span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" /> <span style="margin: 0px; padding: 0px; font-family: arial; font-size: 13px; text-align: justify; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px;"> </span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px; font-weight: bold;">@ Luôn đồng hành cùng bạn!</strong></span></span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"> </span></span>', 'images' => '202505141514525f9ec9a8660a545bcba20ac5e2c2004a.jpg', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Leica Geo Office', 'meta_key' => 'Leica GNSS, Máy toàn đạc điện tử Leica, máy thủy bình kỹ thuật số Leica', 'meta_des' => 'Leica GNSS, Máy toàn đạc điện tử Leica, máy thủy bình kỹ thuật số Leica', 'created' => '2025-05-14', 'modified' => '2026-02-01', 'status' => '1', 'view' => '14703', 'slug' => 'leica-geo-office-giai-phap-phan-mem-trac-dia-toan-dien', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '447', 'rght' => '448', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 5 => array( 'Post' => array( 'id' => '764', 'name' => 'Pin và Bộ Sạc - Đảm bảo cung cấp nguồn điện đáng tin cậy! ', 'code' => null, 'alias' => 'pin-va-bo-sac-dam-bao-cung-cap-nguon-dien-dang-tin-cay', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc lựa chọn pin và bộ sạc phù hợp có thể giúp tăng hiệu quả công việc ngoài trời, bảo vệ thiết bị và tối ưu hóa quy trình làm việc luôn là yếu tố cần ưu tiên!</span></span>', 'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Pin và bộ sạc đóng vai trò rất quan trọng trong việc đảm bảo nguồn điện ổn định cho các thiết bị công nghệ, đặc biệt là các thiết bị như máy toàn đạc, máy RTK và thiết bị khảo sát, nơi mà việc duy trì hiệu suất liên tục là rất quan trọng.<br /> <br /> Việc lựa chọn pin và bộ sạc phù hợp có thể giúp tăng hiệu quả công việc ngoài trời, bảo vệ thiết bị và tối ưu hóa quy trình làm việc luôn là yếu tố cần ưu tiên!<br /> <br /> Cùng tham khảo các yếu tố quan trọng của Pin và Bộ Sạc - Nguồn cung cấp điện đáng tin cậy!</span></span><br /> <br /> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Batteries_Chargers_PIC_1766x750 (2).jpg" style="width: 800px; height: 340px;" /></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Loại pin và hiệu suất</span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Pin Lithium-Ion (Li-Ion): Đây là loại pin phổ biến nhất trong các thiết bị hiện đại như máy thu GNSS và thiết bị khảo sát. Pin Li-Ion cung cấp mật độ năng lượng cao, tuổi thọ dài và tỷ lệ tự xả thấp. Chúng lý tưởng cho việc sử dụng liên tục ngoài trời.</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lợi ích: Nhẹ, tuổi thọ dài, sạc nhanh và bảo trì thấp.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu ý: Nhạy cảm với nhiệt độ cực đoan (cả nhiệt độ rất nóng và rất lạnh có thể làm giảm hiệu suất).</span></span></li> </ul> </li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Pin Nickel-Metal Hydride (NiMH): Mặc dù ít phổ biến ngày nay, nhưng pin NiMH vẫn được sử dụng trong một số thiết bị. Chúng được biết đến là thân thiện với môi trường hơn so với các loại pin khác.</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lợi ích: Ít độc hại và thường rẻ hơn so với pin Li-Ion, với hiệu suất hợp lý.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu ý: Mật độ năng lượng thấp hơn và tuổi thọ ngắn hơn so với pin Li-Ion.</span></span></li> </ul> </li> </ul> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Tuổi thọ pin</span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dung lượng và tuổi thọ: Dung lượng của pin (được đo bằng mAh hoặc Ah) quyết định thời gian thiết bị có thể hoạt động trước khi cần sạc lại. Đối với công việc ngoài trời, bạn cần các loại pin có thể hoạt động liên tục trong suốt một ca làm việc hoặc lâu hơn mà không bị hết pin.</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ví dụ, một máy thu GNSS hoặc thiết bị khảo sát có thể cần từ 8 đến 12 giờ hoặc hơn tùy vào yêu cầu công suất của thiết bị.</span></span></li> </ul> </li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản lý Pin: Nhiều thiết bị cao cấp đi kèm với hệ thống quản lý pin (BMS) tích hợp để theo dõi sức khỏe pin, ngăn ngừa sạc quá mức và tối ưu hóa hiệu suất theo thời gian.</span></span></li> </ul> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Bộ sạc: Hiệu Quả và Sạc Nhanh</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính tương thích: Điều quan trọng là bộ sạc phải được thiết kế đặc biệt cho loại pin mà nó hỗ trợ. Việc sử dụng bộ sạc không phù hợp có thể làm hỏng pin hoặc dẫn đến việc sạc không hiệu quả.</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ sạc nhanh: Một số hệ thống sử dụng bộ sạc nhanh, giúp sạc pin trong 1-2 giờ. Điều này rất hữu ích trong môi trường làm việc ngoài trời khi bạn có thời gian hạn chế.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trạm sạc cho nhiều thiết bị: Trong các hoạt động nhóm, trạm sạc nhiều ngăn có thể sạc nhiều pin cùng lúc, giúp bạn luôn có pin đầy khi cần.</span></span></li> </ul> <h2 style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica_Geosystems_GEB334_GEB364_batteries_800x428.jpg" style="width: 800px; height: 428px;" /></span></span></h2> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Giải pháp sạc ngoài trời</span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Pin dự phòng di động: Đối với việc sử dụng ngoài trời kéo dài, bộ sạc năng lượng mặt trời hoặc pin dự phòng di động có thể là những cứu cánh. Chúng đặc biệt hữu ích cho những khu vực xa xôi, nơi nguồn điện có thể hạn chế. Bộ sạc năng lượng mặt trời cung cấp một cách sạc ngoài lưới điện và tái tạo năng lượng cho các thiết bị cần nguồn điện ổn định.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ sạc Ô Tô: Trong nhiều ứng dụng ngoài trời, bộ sạc ô tô được sử dụng để sạc thiết bị khi đang di chuyển. Chúng hữu ích cho việc sạc thiết bị khi di chuyển giữa các công trường, giúp bạn không phải lãng phí thời gian.</span></span></li> </ul> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Độ bền và khả năng chịu đựng thời tiết</span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết kế chắc chắn: Pin và bộ sạc cho các ứng dụng ngoài trời hoặc công trường cần được thiết kế để chịu được môi trường khắc nghiệt. Điều này bao gồm khả năng chống nước, chống sốc và có thể chịu được nhiệt độ cực đoan.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xếp Hạng IP: Kiểm tra các thiết bị có xếp hạng IP cao (Bảo vệ chống xâm nhập), giúp đảm bảo chúng chống lại bụi bẩn, nước và các yếu tố môi trường khác. Điều này đặc biệt quan trọng đối với các thiết bị khảo sát hoặc điều tra hiện trường tai nạn.</span></span></li> </ul> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. Tính năng sạc thông minh</span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bảo vệ quá Tải: Một số bộ sạc hiện đại đi kèm với tính năng sạc thông minh, ngăn ngừa việc sạc quá mức và kéo dài tuổi thọ pin.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giám sát nhiệt độ: Cảm biến nhiệt độ được tích hợp sẽ bảo vệ thiết bị khỏi việc quá nhiệt, tính năng quan trọng cho các thiết bị ngoài trời cần sạc lâu dài hoặc sử dụng trong môi trường khắc nghiệt.</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/74286536_1376595119168281_1988573397101051904_n(1).jpg" style="width: 500px; height: 318px;" /></span></span></p> ', 'images' => '20250509100102409072cb60e202d2797a91e395909240.jpg', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Pin và sạc pin', 'meta_key' => 'Pin và Bộ Sạc - nguồn cung cấp điện đáng tin cậy! 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Pin, sạc pin, Leica, Nikon, Sokkia, Topcon', 'created' => '2025-05-09', 'modified' => '2026-02-01', 'status' => '1', 'view' => '3596', 'slug' => 'pin-va-bo-sac-dam-bao-cung-cap-nguon-dien-dang-tin-cay', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '445', 'rght' => '446', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 6 => array( 'Post' => array( 'id' => '763', 'name' => 'Phần mềm Leica Captivate v9.00', 'code' => null, 'alias' => 'phan-mem-leica-captivate-v9-00', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong data-end="157" data-start="65">Các bạn đã cập nhật lên phiên bản Leica Captivate 9.10 chưa?</strong> Phiên bản cập nhật nhỏ này mang đến một số tính năng hữu ích và là một lời nhắc tuyệt vời để khám phá tất cả các tính năng nâng cấp chính từ phiên bản 9, bao gồm sự tích hợp tốt hơn với dịch vụ <strong data-end="370" data-start="352">GeoCloud Drive.</strong></span></span>', 'content' => '<p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Phần mềm Leica Captivate v9.00</strong></span></span></p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tương thích với các sản phẩm:</span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy điều khiển hiện trường: CS20, CS30, CS35, CC180, CC200</span></span></li> </ul> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy toàn đạc điện tử: TS10, TS13, TS16, TS60, TM60, MS60</span></span></li> </ul> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy GNSS RTK: GS18 T, GS18 I, GS18, GS05</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngày phát hành:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">30 tháng 10 năm 2024</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có sẵn trên myWorld.<br /> <br /> <strong>>>></strong> <strong>Đăng ký: <a href="https://l.facebook.com/l.php?u=https%3A%2F%2Fhxgn.biz%2F4hzEhej&h=AT26Jho3db1szRAqSlz_lVvTo666P6aN3mZYBnN2EdAnCnJAgn6TlfLwGRoMwKrPBgOgjIHG60nQHb3tkcrAoAovo4eP2zKJkbxcXzJaUIUdxZ2MEaT4Db452_s0uYuLDY3pAzi_1Ybk6UuSTioWwP1PaH-YZw4IdC_113pMAj3qJ0cx&__tn__=-UK-R&c[0]=AT1yHTD1klVU0LNce4HVHmD3kv4nUHbf9zyU-rFVb4OZjXntoRIAagIgzvt7XZydeb2PEyuKl5CCr-9g_lxOfMJ2w2_XEk3SslxiIJaD2R9j49DvqPJytX4Vr-yJyfbt1EpWumBuD4vZRLVJ2iMcyn5WRfEBWS2yrbOw3EhGxKnxERDWOao9ecpOFHvcCyO73jJEV-RUvTC7Cy5IGgcNqfm7SvXfZuU0eibF0X5T">TẠI ĐÂY</a></strong></span></span><br /> <br /> <p data-end="414" data-start="387"> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phiên bản 9 có gì mới?</span></span></strong><br /> </p> <ul> <li data-end="414" data-start="387"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Sao lưu nhanh chóng</strong>: Với tùy chọn 'Upload to GeoCloud Drive' trong menu ngữ cảnh của công việc, bạn sẽ tạo bản sao lưu trên đám mây của các công việc của mình chỉ trong nháy mắt.</span></span></li> <li data-end="414" data-start="387"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Xuất dữ liệu đơn giản hơn</strong>: Bảng xuất dữ liệu giờ đây có một tùy chọn mới - 'Upload a copy to GeoCloud Drive'. Điều này đảm bảo rằng một bản sao của dữ liệu xuất được chuẩn bị để tải lên dự án đã chọn trong GeoCloud Drive, giúp giảm số bước cần thực hiện trong quá trình này.</span></span></li> </ul> <p data-end="414" data-start="387"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Geosystems đã cố gắng làm cho việc chia sẻ dữ liệu trở nên mượt mà hơn, đảm bảo rằng các thành viên trong nhóm của bạn có thể dễ dàng và nhanh chóng truy cập vào đóng góp của bạn.<br /> <br /> Để tìm hiểu tất cả các tính năng mới nhất của Leica Captivate -> <strong><a href="https://hxgn.biz/4hzEhej">XEM TẠI ĐÂY</a></strong></span></span><br /> </p> <iframe allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share" allowfullscreen="" frameborder="0" height="305" referrerpolicy="strict-origin-when-cross-origin" src="https://www.youtube.com/embed/Kxk3A93lWZc" title="Leica Captivate v9.0: SmartPole Extensions, GeoCloud Drive and Snapping Enhancements & more" width="680"></iframe>', 'images' => '20250508094032e9f29fd87b074748e5f064af2850e79a.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy RTK', 'meta_key' => 'Leica Captivate v9.0', 'meta_des' => 'Leica Captivate v9.0', 'created' => '2025-05-08', 'modified' => '2026-02-02', 'status' => '1', 'view' => '11925', 'slug' => 'phan-mem-leica-captivate-v9-00', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '443', 'rght' => '444', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 7 => array( 'Post' => array( 'id' => '762', 'name' => 'Thúc đẩy cơ sở hạ tầng trắc địa của Việt Nam với mạng lưới tham chiếu GNSS toàn quốc!', 'code' => null, 'alias' => 'thuc-day-co-so-ha-tang-trac-dia-cua-viet-nam-voi-mang-luoi-tham-chieu-gnss-toan-quoc', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thúc đẩy cơ sở hạ tầng trắc địa của Việt Nam với mạng lưới tham chiếu GNSS toàn quốc với công nghệ tiên tiến của Leica Geosystems.</span></span></p> ', 'content' => '<div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trải dài 1.650 km từ Bắc vào Nam, Việt Nam có cảnh quan đa dạng với những ngọn núi có rừng, đồng bằng châu thổ màu mỡ, bờ biển rộng lớn và các khu đô thị đang phát triển nhanh chóng. Đảm bảo cơ sở hạ tầng trắc địa của Việt Nam hiện đại và đáng tin cậy là rất quan trọng đối với các hoạt động khảo sát và lập bản đồ quốc gia dựa trên công nghệ GNSS.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc xây dựng hệ thống trạm CORS ở Việt Nam là nhu cầu cấp thiết nhằm hỗ trợ cung cấp thông tin, dữ liệu, đảm bảo tính đầy đủ, chính xác và kịp thời đóng góp cho sự phát triển của các lĩnh vực kinh tế – xã hội, giám sát tài nguyên, bảo vệ môi trường, quốc phòng – an ninh, đặc biệt nhất là góp phần vào công tác bảo vệ chủ quyền lãnh thổ quốc gia và thúc đẩy những hoạt động nghiên cứu khoa học Trái Đất.<br /> <br /> Trạm tham chiếu hoạt động liên tục (CORS) rộng lớn hiện nay tại Việt Nam với sự công nghệ tiên tiến của Leica Geosystems đã giúp tất cả những điều này trở nên khả thi với dữ liệu định vị theo thời gian thực và xử lý hậu kỳ ở cấp độ centimet có sẵn trên khắp cả nước.</span></span></div> <div> <br /> </div> <div style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Rover_connect1_v2.jpg" style="width: 800px; height: 420px;" /></div> <div> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuyển đổi bản đồ quốc gia của Việt Nam bằng mạng lưới trạm tham chiếu GNSS</span></span></strong><br /> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Năm 2016, Cục Đo đạc, Bản đồ và Thông tin địa lý Việt Nam (DOSMVN), cơ quan dữ liệu không gian địa lý của quốc gia, đã bắt tay vào một dự án đầy tham vọng nhằm xây dựng mạng lưới GNSS trên khắp cả nước. Để đạt được những mục tiêu này, DOSMVN cần thiết lập CORS trên quy mô toàn quốc, bao gồm sự kết hợp giữa các máy thu và ăng-ten GNSS cùng phần mềm tinh vi để liên tục ghi lại, xử lý và cung cấp dữ liệu định vị chính xác theo thời gian thực.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sáng kiến này sẽ cải tổ cơ sở hạ tầng trắc địa của Việt Nam, tận dụng các khả năng tiên tiến của công nghệ định vị GNSS thời gian thực để tinh chỉnh các quy trình khảo sát và lập bản đồ, đồng thời nâng cao hệ thống tọa độ và phép chiếu quốc gia.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">"Việc triển khai mạng lưới CORS trên khắp Việt Nam là một bước quan trọng hướng tới việc khai thác toàn bộ phổ dữ liệu GNSS cho các nỗ lực lập bản đồ quốc gia của chúng tôi", Trần Phúc Thắng, Giám đốc Trung tâm Điều tra - Xử lý dữ liệu khảo sát và lập bản đồ tại DOSMVN giải thích.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">"Mạng lưới kết nối các trạm định vị vệ tinh trên toàn quốc thành một hệ thống thống nhất để tối ưu hóa thiết bị, giảm thiểu đầu tư và mở rộng khả năng hoạt động cho nhiều ứng dụng khác nhau" "Nó đảm bảo tuân thủ mạng lưới Dịch vụ GNSS quốc tế (IGS) và các mạng lưới của các tổ chức GNSS khác trên toàn thế giới".</span></span></div> <div> </div> <div> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuyển đổi bản đồ quốc gia của Việt Nam bằng mạng lưới trạm tham chiếu GNSS</span></span></strong><br /> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tập đoàn SISC đã được DOSMVN ký hợp đồng thiết kế, xây dựng và đưa vào vận hành mạng lưới định vị vệ tinh quốc gia, VNGEONET. Năm 2019, họ đã hoàn thành việc lắp đặt, thiết lập mạng lưới toàn quốc gồm 65 trạm, bao gồm 24 trạm Geodetic CORS và 41 trạm NRTK CORS.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mạng lưới có 65 máy chủ tham chiếu Leica GR50, lý tưởng cho các cài đặt cố định và cung cấp 555 kênh hỗ trợ tất cả các chòm sao GNSS toàn cầu, chẳng hạn như GPS, GLONASS, Galileo và BeiDou, cũng như các hệ thống khu vực. Với các giao diện đồng thời và nhiều giao diện để truyền thông, cung cấp điện và ghi dữ liệu, các máy chủ tham chiếu này cung cấp các hoạt động đáng tin cậy cần thiết cho dự án này.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mạng lưới bao gồm 65 ăng-ten GNSS 4 chòm sao Leica AR25 và Bộ phần mềm Leica Spider. Leica Spider Software hỗ trợ hệ thống bằng cách cung cấp dữ liệu từ tất cả GNSS cùng lúc, cung cấp một cách hiệu quả để truy cập dữ liệu thời gian thực và dữ liệu xử lý sau. Phần mềm Spider được thiết kế riêng theo nhu cầu cụ thể của DOSMVN, bao gồm bản đồ tùy chỉnh và các tính năng của người dùng, giúp giải pháp này trở nên linh hoạt.</span></span></div> <div> </div> <div> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mạng GNSS quốc gia mang lại lợi ích cho ngành công nghiệp và phát triển cơ sở hạ tầng</span></span></strong><br /> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dự án này thể hiện sự phát triển từ các phương pháp truyền thống sang các giải pháp mới nhất và minh họa cho những lợi ích của việc áp dụng mạng tham chiếu GNSS toàn quốc để thúc đẩy hoạt động khảo sát và lập bản đồ cùng với một loạt các ứng dụng công nghiệp khác.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">"Ngoài việc hiện đại hóa hoạt động lập bản đồ, chúng tôi muốn đạt được độ chính xác cao trong các dịch vụ Định vị động học thời gian thực (RTK) và RTK mạng áp dụng cho nhiều ngành công nghiệp khác nhau", ông Thắng cho biết.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều ngành công nghiệp trên khắp Việt Nam phụ thuộc vào dữ liệu không gian địa lý chính xác để sử dụng các công nghệ tiên tiến và đảm bảo dữ liệu dự án được hoàn thiện. Điều này bao gồm từ công việc khảo sát, như sử dụng xe tự hành GNSS để đo ranh giới tài sản hoặc máy bay không người lái để khảo sát trên không các công trường xây dựng, đến các ứng dụng điều khiển máy tự động, phát triển cơ sở hạ tầng, v.v.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cung cấp các bản sửa lỗi RTK mạng 24/7 dễ truy cập cho các công ty trên khắp Việt Nam mang lại một số lợi ích về kinh tế và phát triển cơ sở hạ tầng. Dữ liệu RTK liên tục và có sẵn rộng rãi giúp giảm chi phí phát sinh cho các doanh nghiệp vốn sẽ phải chịu chi phí hoạt động cao hơn nhiều nếu không có dịch vụ như vậy. Điều này dẫn đến tiết kiệm chi phí trong các lĩnh vực như kỹ thuật dân dụng, xây dựng, nông nghiệp và giao thông - giúp thúc đẩy tăng trưởng kinh tế.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngoài ra, việc giảm chi phí thu thập dữ liệu không gian có độ chính xác cao giúp lập kế hoạch và thực hiện chính xác các dự án cơ sở hạ tầng quy mô lớn quan trọng để thích ứng với dân số đô thị ngày càng tăng của Việt Nam.<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/GEODETIC CORS AND NRTK CORS_Cropped.png" style="width: 800px; height: 356px;" /></span></span><br /> <br /> <div> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nghiên cứu khoa học và giám sát môi trường bằng GNSS</span></span></strong><br /> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các nhà nghiên cứu trong các lĩnh vực như khoa học môi trường, địa chất và bản đồ học cũng được hưởng lợi vì họ có thể thực hiện các nghiên cứu sâu rộng và chính xác hơn. CORS tại Việt Nam đã cải thiện đáng kể khả năng đo tốc độ dịch chuyển mảng và đóng góp dữ liệu có giá trị cho nghiên cứu khí tượng và tầng điện ly.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">CORS cung cấp một cách để đo mức tầng điện ly, sử dụng máy thu để thu thập thông tin về độ trễ tầng điện ly mà tín hiệu GNSS gặp phải trên đường đi của chúng. Điều này cho phép các chuyên gia tính toán tổng số electron (TEC) và lập bản đồ mật độ electron tầng điện ly. Hoạt động của tầng điện ly ảnh hưởng trực tiếp đến độ chính xác của các hệ thống dựa trên GNSS để khảo sát, định vị, viễn thông, v.v. Việc giám sát tầng điện ly cho phép các chuyên gia đánh giá độ tin cậy của các hệ thống này và thực hiện các biện pháp giảm thiểu khi có thể.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mạng lưới này cũng cung cấp thông tin có giá trị về các điều kiện khí quyển, bao gồm lượng hơi nước trong khí quyển – đặc biệt quan trọng đối với các khu vực có lượng mưa lớn ở Việt Nam. Tương tự như việc đo hoạt động tầng điện ly, các máy thu CORS ghi lại độ trễ mà tín hiệu GNSS gặp phải khi di chuyển qua khí quyển do hơi nước. Bằng cách so sánh thời gian đến ước tính và thực tế của tín hiệu GNSS tại các máy thu CORS, có thể ước tính mức độ hơi nước. Phương pháp này cung cấp các quan sát khí tượng độc đáo, góp phần vào dự báo thời tiết và nghiên cứu khí hậu.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngoài ra, mạng lưới rộng lớn của Việt Nam giúp có thể theo dõi các chuyển động trong lớp vỏ trái đất và tốc độ của các chuyển động này theo thời gian bằng GNSS. Là một khu vực hoạt động địa chấn, đây là một nguồn tài nguyên đặc biệt có giá trị để ghi lại và dự đoán các chuyển động mặt đất.</span></span><br /> </div> <div> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">“Việc kết nối 65 trạm này trên khắp đất nước chúng tôi đánh dấu bước tiến vượt bậc trong khả năng lập bản đồ và khảo sát của chúng tôi, đạt được mức độ chính xác và độ tin cậy chưa từng thấy trước đây”</span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc triển khai các trạm tham chiếu GNSS và phần mềm Leica Geosystems đóng vai trò then chốt trong việc hiện thực hóa các mục tiêu của dự án này.<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/CHỌN ANH TÀI (665 x 295 px) (Quảng cáo trên Facebook) (6).png" style="width: 800px; height: 419px;" /></span></span></div> <div> </div> </div> ', 'images' => '2025042311180589dc854da356e13b8a4eeadb31876909.jpg', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy RTK', 'meta_key' => 'Máy RTK, máy định vị vệ tinh RTK, máy GPS RTK, máy định vị vệ tinh GNSS RTK, máy RTK giá rẻ, máy RTK tốt nhất', 'meta_des' => 'Máy RTK, máy định vị vệ tinh RTK, máy GPS RTK, máy định vị vệ tinh GNSS RTK, máy RTK giá rẻ, máy RTK tốt nhất', 'created' => '2025-04-23', 'modified' => '2026-02-02', 'status' => '1', 'view' => '13732', 'slug' => 'thuc-day-co-so-ha-tang-trac-dia-cua-viet-nam-voi-mang-luoi-tham-chieu-gnss-toan-quoc', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '441', 'rght' => '442', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 8 => array( 'Post' => array( 'id' => '760', 'name' => 'Pin hạt nhân BV100 - công nghệ của tương lai', 'code' => null, 'alias' => 'pin-hat-nhan-bv100-cong-nghe-cua-tuong-lai', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ<strong><span itemprop="isBasedOn" itemscope="" itemtype="https://schema.org/WebPage" style="position: fixed; 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Viên pin BV100 của công ty Betavolt Technology đến từ Trung Quốc đang biến điều không tưởng ấy thành hiện thực với công nghệ pin hạt nhân hoàn toàn mới. https://techfancy.net/" border="0" height="1" itemprop="image" src="https://xurls.net/px.gif?utm_campaign=https%3A%2F%2Ftechfancy.net%2F&utm_source=dmca&utm_medium=copy&utm_term=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi&utm_content=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi.%20B%E1%BA%A1n%20%C4%91%C3%A3%20bao%20gi%E1%BB%9D%20t%C6%B0%E1%BB%9Fng%20t%C6%B0%E1%BB%A3ng%20v%E1%BB%81%20m%E1%BB%99t%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B4ng%20ngh%E1%BB%87%20c%C3%B3%20th%E1%BB%83%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20su%E1%BB%91t%20n%E1%BB%ADa%20th%E1%BA%BF%20k%E1%BB%B7%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20hay%20ch%C6%B0a%3F%20Vi%C3%AAn%20pin%20BV100%20c%E1%BB%A7a%20c%C3%B4ng%20ty%20Betavol.%20B%E1%BA%A1n%20%C4%91%C3%A3%20bao%20gi%E1%BB%9D%20t%C6%B0%E1%BB%9Fng%20t%C6%B0%E1%BB%A3ng%20v%E1%BB%81%20m%E1%BB%99t%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B4ng%20ngh%E1%BB%87%20c%C3%B3%20th%E1%BB%83%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20su%E1%BB%91t%20n%E1%BB%ADa%20th%E1%BA%BF%20k%E1%BB%B7%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20hay%20ch%C6%B0a%3F%20Vi%C3%AAn%20pin%20BV100%20c%E1%BB%A7a%20c%C3%B4ng%20ty%20Betavolt%20Technology%20%C4%91%E1%BA%BFn%20t%E1%BB%AB%20Trung%20Qu%E1%BB%91c%20%C4%91ang%20bi%E1%BA%BFn%20%C4%91i%E1%BB%81u%20kh%C3%B4ng%20t%C6%B0%E1%BB%9Fng%20%E1%BA%A5y%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20v%E1%BB%9Bi%20c%C3%B4ng%20ngh%E1%BB%87%20pin%20h%E1%BA%A1t%20nh%C3%A2n%20ho%C3%A0n%20to%C3%A0n%20m%E1%BB%9Bi.%20https%3A%2F%2Ftechfancy.net%2F&dmcaaducpp=1" style="position: fixed; inset: initial; opacity: 0; visibility: visible; display: inline-block; margin: 0px; padding: 0px; overflow: hidden; border: none; background: none; color: initial; cursor: auto; max-width: 1px; max-height: 1px; width: 1px; height: 1px;" title="Pin hạt nhân BV100 Betavolt - Khi khoa học viễn tưởng trở thành hiện thực - BlogAnChoi. Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? Viên pin BV100 của công ty Betavol. Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? Viên pin BV100 của công ty Betavolt Technology đến từ Trung Quốc đang biến điều không tưởng ấy thành hiện thực với công nghệ pin hạt nhân hoàn toàn mới. https://techfancy.net/" width="1" /></a></strong> có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? Viên pin BV100 của công ty Betavolt Technology đến từ Trung Quốc đang biến điều không tưởng ấy thành hiện thực với công nghệ pin hạt nhân hoàn toàn mới.</span></span>', 'content' => '<p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="background-color: rgb(254, 254, 254);">Công ty </span>Betavolt New Energy Technology, có trụ sở tại Bắc Kinh<span style="background-color: rgb(254, 254, 254);">, Trung Quốc vừa công bố sản xuất đại trà pin hạt nhân với thông số ấn tượng: điện áp 3V, công suất 100 microwatt. Dù công suất không lớn, pin có tuổi thọ lên tới 50 năm và kích thước siêu nhỏ (15×15×5 mm). Đặc biệt, nó hoạt động ổn định trong dải nhiệt độ từ -60°C đến 120°C và an toàn nhờ sử dụng niken-63 - đồng vị phóng xạ có chu kỳ bán rã 100 năm, cuối cùng phân hủy thành đồng vị đồng bền.</span></span></span></span></p> <p> <br /> <span style="background-color: rgb(254, 254, 254); font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">Theo chuyên gia Nga, công nghệ này đã xuất hiện từ vài năm trước. Năm 2023, Giáo sư Mefi (Nga) từng thiết kế thử nghiệm "pin hạt nhân" dựa trên nguồn đồng vị phóng xạ và vật liệu bán dẫn. Tuy nhiên, chi phí sản xuất quá cao do giá niken-63 đắt đỏ (hơn 200 triệu rúp/100g) khiến Nga không thể phát triển thêm.</span></p> <p> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sinh ra từ khát vọng đổi mới ngành năng lượng trên toàn cầu, Betavolt Technology đã ra mắt thế giới viên pin “viễn tưởng” BV100 vào đầu 2024 chỉ sau 3 năm thành lập công ty. Với kích thước khiêm tốn chỉ to ngang một đồng xu, viên pin này là sự kết hợp hoàn hảo giữa những đồng vị phóng xạ nickel-63 và công nghệ bán dẫn kim cương thế hệ thứ tư. Cơ chế chuyển đổi năng lượng phân rã beta thành điện năng cho phép BV100 làm điều tưởng chừng như không thế: cung cấp năng lượng liên tục trong nửa thế kỷ mà không đòi hỏi một lần sạc hay bảo trì nào.<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/pin-hat-nhan-betavolt_65a4f1f79425d.jpg" style="width: 800px; height: 447px;" /></span></span></span></p> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Nguyên lý hoạt động của pin hạt nhân BV100</strong></span></span></span><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">Pin hạt nhân BV100 hoạt động dựa trên nguyên lý betavoltaic, trong đó các hạt beta phát ra từ quá trình phân rã của nickel-63 được chuyển đổi thành điện năng thông qua một lớp bán dẫn kim cương mỏng.</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);"> Cấu trúc của pin bao gồm các lớp xen kẽ giữa nguồn nickel-63 và các lớp bán dẫn kim cương, tạo thành một mô-đun có thể mở rộng để tăng công suất. <br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/pin-hat-nhan.jpeg" style="width: 800px; height: 451px;" /></span></p> <p> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">2. Những ưu điểm của viên pin hạt nhân BV100</strong></p> <p> </p> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tuổi thọ vượt trội</strong></span></span></span></p> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm nổi bật nhất ở viên pin BV100 đó chính là việc nó có thể cung cấp năng lượng liên tục trong 50 năm mà không cần sạc lại hoặc bảo trì, từ đó đáp ứng nhu cầu của các thiết bị đòi hỏi độ tin cậy cao và vận hành dài hạn trong các ứng dụng quan trọng trong cuộc sống.</span></span></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://bloganchoi.com/pin-hat-nhan-bv100-betavolt/?utm_campaign=https%3A%2F%2Fbloganchoi.com%2Fpin-hat-nhan-bv100-betavolt%2F&utm_source=dmca&utm_medium=copy&utm_term=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi&utm_content=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi.%20B%E1%BA%A1n%20%C4%91%C3%A3%20bao%20gi%E1%BB%9D%20t%C6%B0%E1%BB%9Fng%20t%C6%B0%E1%BB%A3ng%20v%E1%BB%81%20m%E1%BB%99t%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B4ng%20ngh%E1%BB%87%20c%C3%B3%20th%E1%BB%83%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20su%E1%BB%91t%20n%E1%BB%ADa%20th%E1%BA%BF%20k%E1%BB%B7%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20hay%20ch%C6%B0a%3F%20Vi%C3%AAn%20pin%20BV100%20c%E1%BB%A7a%20c%C3%B4ng%20ty%20Betavol.%20Nh%E1%BB%AFng%20%C6%B0u%20%C4%91i%E1%BB%83m%20c%E1%BB%A7a%20vi%C3%AAn%20pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20C%E1%BA%A5u%20tr%C3%BAc%20c%E1%BB%A7a%20vi%C3%AAn%20pin%20BV100%20(Ngu%E1%BB%93n%3A%20Internet)Tu%E1%BB%95i%20th%E1%BB%8D%20v%C6%B0%E1%BB%A3t%20tr%E1%BB%99iNh%C6%B0%20m%C3%ACnh%20%C4%91%C3%A3%20%C4%91%E1%BB%81%20c%E1%BA%ADp%20%E1%BB%9F%20b%C3%AAn%20tr%C3%AAn%2C%20%C4%91i%E1%BB%83m%20n%E1%BB%95i%20b%E1%BA%ADt%20nh%E1%BA%A5t%20%E1%BB%9F%20vi%C3%AAn%20pin%20BV100%20%C4%91%C3%B3%20ch%C3%ADnh%20l%C3%A0%20vi%E1%BB%87c%20n%C3%B3%20c%C3%B3%20th%E1%BB%83%20cung%20c%E1%BA%A5p%20n%C4%83ng%20l%C6%B0%E1%BB%A3ng%20li%C3%AAn%20t%E1%BB%A5c%20trong%2050%20n%C4%83m%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20l%E1%BA%A1i%20ho%E1%BA%B7c%20b%E1%BA%A3o%20tr%C3%AC%2C%20t%E1%BB%AB%20%C4%91%C3%B3%20%C4%91%C3%A1p%20%E1%BB%A9ng%20nhu%20c%E1%BA%A7u%20c%E1%BB%A7a%20c%C3%A1c%20thi%E1%BA%BFt%20b%E1%BB%8B%20%C4%91%C3%B2i%20h%E1%BB%8Fi%20%C4%91%E1%BB%99%20tin%20c%E1%BA%ADy%20cao%20v%C3%A0%20v%E1%BA%ADn%20h%C3%A0nh%20d%C3%A0i%20h%E1%BA%A1n%20trong%20c%C3%A1c%20%E1%BB%A9ng%20d%E1%BB%A5ng%20quan%20tr%E1%BB%8Dng%20trong%20cu%E1%BB%99c%20s%E1%BB%91ng.Thi%E1%BA%BFt%20k%E1%BA%BF%20nh%E1%BB%8F%20g%E1%BB%8DnV%E1%BB%9Bi%20k%C3%ADch%20th%C6%B0%E1%BB%9Bc%20ch%E1%BB%89%20t%C6%B0%C6%A1ng%20%C4%91%C6%B0%C6%A1ng%20m%E1%BB%99t%20%C4%91%E1%BB%93ng%20xu%2C%20pin%20BV100%20mang%20%C4%91%E1%BA%BFn%20kh%E1%BA%A3%20n%C4%83ng%20t%C3%ADch%20h%E1%BB%A3p%20linh%20ho%E1%BA%A1t%20v%C3%A0o%20nhi%E1%BB%81u%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B3%20kh%C3%B4ng%20gian%20h%E1%BA%A1n%20ch%E1%BA%BF%2C%20gi%C3%BAp%20m%E1%BB%9F%20r%E1%BB%99ng%20%C4%91%C3%A1ng%20k%E1%BB%83%20ph%E1%BA%A1m%20vi%20%E1%BB%A9ng%20d%E1%BB%A5ng%20trong%20nhi%E1%BB%81u%20l%C4%A9nh%20v%E1%BB%B1c%20c%C3%B4ng%20ngh%E1%BB%87.An%20to%C3%A0n%20v%C3%A0%20b%E1%BB%81n%20v%E1%BB%AFngV%C3%AC%20trong%20quy%20tr%C3%ACnh%20chuy%E1%BB%83n%20h%C3%B3a%20c%E1%BB%A7a%20nickel%20%E2%80%93%2063%20s%E1%BA%BD%20bi%E1%BA%BFn%20n%C3%B3%20th%C3%A0nh%20%C4%90%E1%BB%93ng%20%E2%80%93%2063%20%E2%80%93%20m%E1%BB%99t%20nguy%C3%AAn%20t%E1%BB%91%20%E1%BB%95n%20%C4%91%E1%BB%8Bnh%20v%C3%A0%20kh%C3%B4ng%20ph%C3%B3ng%20x%E1%BA%A1%2C%20t%E1%BB%AB%20%C4%91%C3%B3%20gi%C3%BAp%20%C4%91%E1%BA%A3m%20b%E1%BA%A3o%20t%C3%ADnh%20an%20to%C3%A0n%20v%C3%A0%20gi%E1%BA%A3m%20thi%E1%BB%83u%20c%C3%A1c%20t%C3%A1c%20%C4%91%E1%BB%99ng%20%C4%91%E1%BA%BFn%20m%C3%B4i%20tr%C6%B0%E1%BB%9Dng%2C%20%C4%91%C3%A1p%20%E1%BB%A9ng%20c%C3%A1c%20ti%C3%AAu%20chu%E1%BA%A9n%20kh%E1%BA%AFt%20khe%20v%E1%BB%81%20ph%C3%A1t%20tri%E1%BB%83n%20c%C3%B4ng%20ngh%E1%BB%87%20b%E1%BB%81n%20v%E1%BB%AFng.%20Sponsor%20Kh%E1%BA%A3%20n%C4%83ng%20v%E1%BA%ADn%20h%C3%A0nh%20trong%20%C4%91i%E1%BB%81u%20ki%E1%BB%87n%20kh%E1%BA%AFc%20nghi%E1%BB%87tPin%20BV100%20c%C3%B3%20th%E1%BB%83%20duy%20tr%C3%AC%20hi%E1%BB%87u%20su%E1%BA%A5t%20%E1%BB%95n%20%C4%91%E1%BB%8Bnh%20trong%20ph%E1%BA%A1m%20vi%20nhi%E1%BB%87t%20%C4%91%E1%BB%99%20r%E1%BB%99ng%20t%E1%BB%AB%20-60%C2%B0C%20%C4%91%E1%BA%BFn%20120%C2%B0C%2C%20mang%20%C4%91%E1%BA%BFn%20gi%E1%BA%A3i%20ph%C3%A1p%20n%C4%83ng%20l%C6%B0%E1%BB%A3ng%20%C4%91%C3%A1ng%20tin%20c%E1%BA%ADy%20cho%20c%C3%A1c%20thi%E1%BA%BFt%20b%E1%BB%8B%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20c%C3%A1c%20m%C3%B4i%20tr%C6%B0%E1%BB%9Dng%20c%E1%BB%B1c%20k%E1%BB%B3%20kh%E1%BA%AFc%20nghi%E1%BB%87t.%20https%3A%2F%2Fbloganchoi.com%2Fpin-hat-nhan-bv100-betavolt%2F" title=""Pin hạt nhân BV100 Betavolt - Khi khoa học viễn tưởng trở thành hiện thực - BlogAnChoi. Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? Viên pin BV100 của công ty Betavol. Những ưu đi"><span style="color:#000000;"><img border="0" height="1" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAEAAAABCAMAAAAoyzS7AAAAAXNSR0ICQMB9xQAAAANQTFRFAAAAp3o92gAAAAF0Uk5TAEDm2GYAAAAJcEhZcwAADsQAAA7EAZUrDhsAAAAZdEVYdFNvZnR3YXJlAE1pY3Jvc29mdCBPZmZpY2V/7TVxAAAACklEQVQY02NgAAAAAgABmGNs1wAAAABJRU5ErkJggg==" width="1" /></span></a><a href="https://bloganchoi.com/?utm_campaign=https%3A%2F%2Fbloganchoi.com%2Fpin-hat-nhan-bv100-betavolt%2F&utm_source=dmca&utm_medium=copy&utm_term=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi&utm_content=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi.%20B%E1%BA%A1n%20%C4%91%C3%A3%20bao%20gi%E1%BB%9D%20t%C6%B0%E1%BB%9Fng%20t%C6%B0%E1%BB%A3ng%20v%E1%BB%81%20m%E1%BB%99t%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B4ng%20ngh%E1%BB%87%20c%C3%B3%20th%E1%BB%83%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20su%E1%BB%91t%20n%E1%BB%ADa%20th%E1%BA%BF%20k%E1%BB%B7%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20hay%20ch%C6%B0a%3F%20Vi%C3%AAn%20pin%20BV100%20c%E1%BB%A7a%20c%C3%B4ng%20ty%20Betavol.%20Nh%E1%BB%AFng%20%C6%B0u%20%C4%91i%E1%BB%83m%20c%E1%BB%A7a%20vi%C3%AAn%20pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20C%E1%BA%A5u%20tr%C3%BAc%20c%E1%BB%A7a%20vi%C3%AAn%20pin%20BV100%20(Ngu%E1%BB%93n%3A%20Internet)Tu%E1%BB%95i%20th%E1%BB%8D%20v%C6%B0%E1%BB%A3t%20tr%E1%BB%99iNh%C6%B0%20m%C3%ACnh%20%C4%91%C3%A3%20%C4%91%E1%BB%81%20c%E1%BA%ADp%20%E1%BB%9F%20b%C3%AAn%20tr%C3%AAn%2C%20%C4%91i%E1%BB%83m%20n%E1%BB%95i%20b%E1%BA%ADt%20nh%E1%BA%A5t%20%E1%BB%9F%20vi%C3%AAn%20pin%20BV100%20%C4%91%C3%B3%20ch%C3%ADnh%20l%C3%A0%20vi%E1%BB%87c%20n%C3%B3%20c%C3%B3%20th%E1%BB%83%20cung%20c%E1%BA%A5p%20n%C4%83ng%20l%C6%B0%E1%BB%A3ng%20li%C3%AAn%20t%E1%BB%A5c%20trong%2050%20n%C4%83m%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20l%E1%BA%A1i%20ho%E1%BA%B7c%20b%E1%BA%A3o%20tr%C3%AC%2C%20t%E1%BB%AB%20%C4%91%C3%B3%20%C4%91%C3%A1p%20%E1%BB%A9ng%20nhu%20c%E1%BA%A7u%20c%E1%BB%A7a%20c%C3%A1c%20thi%E1%BA%BFt%20b%E1%BB%8B%20%C4%91%C3%B2i%20h%E1%BB%8Fi%20%C4%91%E1%BB%99%20tin%20c%E1%BA%ADy%20cao%20v%C3%A0%20v%E1%BA%ADn%20h%C3%A0nh%20d%C3%A0i%20h%E1%BA%A1n%20trong%20c%C3%A1c%20%E1%BB%A9ng%20d%E1%BB%A5ng%20quan%20tr%E1%BB%8Dng%20trong%20cu%E1%BB%99c%20s%E1%BB%91ng.Thi%E1%BA%BFt%20k%E1%BA%BF%20nh%E1%BB%8F%20g%E1%BB%8DnV%E1%BB%9Bi%20k%C3%ADch%20th%C6%B0%E1%BB%9Bc%20ch%E1%BB%89%20t%C6%B0%C6%A1ng%20%C4%91%C6%B0%C6%A1ng%20m%E1%BB%99t%20%C4%91%E1%BB%93ng%20xu%2C%20pin%20BV100%20mang%20%C4%91%E1%BA%BFn%20kh%E1%BA%A3%20n%C4%83ng%20t%C3%ADch%20h%E1%BB%A3p%20linh%20ho%E1%BA%A1t%20v%C3%A0o%20nhi%E1%BB%81u%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B3%20kh%C3%B4ng%20gian%20h%E1%BA%A1n%20ch%E1%BA%BF%2C%20gi%C3%BAp%20m%E1%BB%9F%20r%E1%BB%99ng%20%C4%91%C3%A1ng%20k%E1%BB%83%20ph%E1%BA%A1m%20vi%20%E1%BB%A9ng%20d%E1%BB%A5ng%20trong%20nhi%E1%BB%81u%20l%C4%A9nh%20v%E1%BB%B1c%20c%C3%B4ng%20ngh%E1%BB%87.An%20to%C3%A0n%20v%C3%A0%20b%E1%BB%81n%20v%E1%BB%AFngV%C3%AC%20trong%20quy%20tr%C3%ACnh%20chuy%E1%BB%83n%20h%C3%B3a%20c%E1%BB%A7a%20nickel%20%E2%80%93%2063%20s%E1%BA%BD%20bi%E1%BA%BFn%20n%C3%B3%20th%C3%A0nh%20%C4%90%E1%BB%93ng%20%E2%80%93%2063%20%E2%80%93%20m%E1%BB%99t%20nguy%C3%AAn%20t%E1%BB%91%20%E1%BB%95n%20%C4%91%E1%BB%8Bnh%20v%C3%A0%20kh%C3%B4ng%20ph%C3%B3ng%20x%E1%BA%A1%2C%20t%E1%BB%AB%20%C4%91%C3%B3%20gi%C3%BAp%20%C4%91%E1%BA%A3m%20b%E1%BA%A3o%20t%C3%ADnh%20an%20to%C3%A0n%20v%C3%A0%20gi%E1%BA%A3m%20thi%E1%BB%83u%20c%C3%A1c%20t%C3%A1c%20%C4%91%E1%BB%99ng%20%C4%91%E1%BA%BFn%20m%C3%B4i%20tr%C6%B0%E1%BB%9Dng%2C%20%C4%91%C3%A1p%20%E1%BB%A9ng%20c%C3%A1c%20ti%C3%AAu%20chu%E1%BA%A9n%20kh%E1%BA%AFt%20khe%20v%E1%BB%81%20ph%C3%A1t%20tri%E1%BB%83n%20c%C3%B4ng%20ngh%E1%BB%87%20b%E1%BB%81n%20v%E1%BB%AFng.%20Sponsor%20Kh%E1%BA%A3%20n%C4%83ng%20v%E1%BA%ADn%20h%C3%A0nh%20trong%20%C4%91i%E1%BB%81u%20ki%E1%BB%87n%20kh%E1%BA%AFc%20nghi%E1%BB%87tPin%20BV100%20c%C3%B3%20th%E1%BB%83%20duy%20tr%C3%AC%20hi%E1%BB%87u%20su%E1%BA%A5t%20%E1%BB%95n%20%C4%91%E1%BB%8Bnh%20trong%20ph%E1%BA%A1m%20vi%20nhi%E1%BB%87t%20%C4%91%E1%BB%99%20r%E1%BB%99ng%20t%E1%BB%AB%20-60%C2%B0C%20%C4%91%E1%BA%BFn%20120%C2%B0C%2C%20mang%20%C4%91%E1%BA%BFn%20gi%E1%BA%A3i%20ph%C3%A1p%20n%C4%83ng%20l%C6%B0%E1%BB%A3ng%20%C4%91%C3%A1ng%20tin%20c%E1%BA%ADy%20cho%20c%C3%A1c%20thi%E1%BA%BFt%20b%E1%BB%8B%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20c%C3%A1c%20m%C3%B4i%20tr%C6%B0%E1%BB%9Dng%20c%E1%BB%B1c%20k%E1%BB%B3%20kh%E1%BA%AFc%20nghi%E1%BB%87t.%20https%3A%2F%2Fbloganchoi.com%2Fpin-hat-nhan-bv100-betavolt%2F" title=""This article is referenced content from https://bloganchoi.com - Pin hạt nhân BV100 Betavolt - Khi khoa học viễn tưởng trở thành hiện thực - BlogAnChoi. Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không "><span style="color:#000000;"><img border="0" height="1" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAEAAAABCAMAAAAoyzS7AAAAAXNSR0ICQMB9xQAAAANQTFRFAAAAp3o92gAAAAF0Uk5TAEDm2GYAAAAJcEhZcwAADsQAAA7EAZUrDhsAAAAZdEVYdFNvZnR3YXJlAE1pY3Jvc29mdCBPZmZpY2V/7TVxAAAACklEQVQY02NgAAAAAgABmGNs1wAAAABJRU5ErkJggg==" width="1" /></span></a></span></span><br /> </p> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Thiết kế nhỏ gọn</strong></span></span></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://techfancy.net/?utm_campaign=https%3A%2F%2Ftechfancy.net%2F&utm_source=dmca&utm_medium=copy&utm_term=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi&utm_content=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi.%20B%E1%BA%A1n%20%C4%91%C3%A3%20bao%20gi%E1%BB%9D%20t%C6%B0%E1%BB%9Fng%20t%C6%B0%E1%BB%A3ng%20v%E1%BB%81%20m%E1%BB%99t%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B4ng%20ngh%E1%BB%87%20c%C3%B3%20th%E1%BB%83%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20su%E1%BB%91t%20n%E1%BB%ADa%20th%E1%BA%BF%20k%E1%BB%B7%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20hay%20ch%C6%B0a%3F%20Vi%C3%AAn%20pin%20BV100%20c%E1%BB%A7a%20c%C3%B4ng%20ty%20Betavol.%20Nh%E1%BB%AFng%20%C6%B0u%20%C4%91i%E1%BB%83m%20c%E1%BB%A7a%20vi%C3%AAn%20pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20C%E1%BA%A5u%20tr%C3%BAc%20c%E1%BB%A7a%20vi%C3%AAn%20pin%20BV100%20(Ngu%E1%BB%93n%3A%20Internet)Tu%E1%BB%95i%20th%E1%BB%8D%20v%C6%B0%E1%BB%A3t%20tr%E1%BB%99iNh%C6%B0%20m%C3%ACnh%20%C4%91%C3%A3%20%C4%91%E1%BB%81%20c%E1%BA%ADp%20%E1%BB%9F%20b%C3%AAn%20tr%C3%AAn%2C%20%C4%91i%E1%BB%83m%20n%E1%BB%95i%20b%E1%BA%ADt%20nh%E1%BA%A5t%20%E1%BB%9F%20vi%C3%AAn%20pin%20BV100%20%C4%91%C3%B3%20ch%C3%ADnh%20l%C3%A0%20vi%E1%BB%87c%20n%C3%B3%20c%C3%B3%20th%E1%BB%83%20cung%20c%E1%BA%A5p%20n%C4%83ng%20l%C6%B0%E1%BB%A3ng%20li%C3%AAn%20t%E1%BB%A5c%20trong%2050%20n%C4%83m%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20l%E1%BA%A1i%20ho%E1%BA%B7c%20b%E1%BA%A3o%20tr%C3%AC%2C%20t%E1%BB%AB%20%C4%91%C3%B3%20%C4%91%C3%A1p%20%E1%BB%A9ng%20nhu%20c%E1%BA%A7u%20c%E1%BB%A7a%20c%C3%A1c%20thi%E1%BA%BFt%20b%E1%BB%8B%20%C4%91%C3%B2i%20h%E1%BB%8Fi%20%C4%91%E1%BB%99%20tin%20c%E1%BA%ADy%20cao%20v%C3%A0%20v%E1%BA%ADn%20h%C3%A0nh%20d%C3%A0i%20h%E1%BA%A1n%20trong%20c%C3%A1c%20%E1%BB%A9ng%20d%E1%BB%A5ng%20quan%20tr%E1%BB%8Dng%20trong%20cu%E1%BB%99c%20s%E1%BB%91ng.Thi%E1%BA%BFt%20k%E1%BA%BF%20nh%E1%BB%8F%20g%E1%BB%8DnV%E1%BB%9Bi%20k%C3%ADch%20th%C6%B0%E1%BB%9Bc%20ch%E1%BB%89%20t%C6%B0%C6%A1ng%20%C4%91%C6%B0%C6%A1ng%20m%E1%BB%99t%20%C4%91%E1%BB%93ng%20xu%2C%20pin%20BV100%20mang%20%C4%91%E1%BA%BFn%20kh%E1%BA%A3%20n%C4%83ng%20t%C3%ADch%20h%E1%BB%A3p%20linh%20ho%E1%BA%A1t%20v%C3%A0o%20nhi%E1%BB%81u%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B3%20kh%C3%B4ng%20gian%20h%E1%BA%A1n%20ch%E1%BA%BF%2C%20gi%C3%BAp%20m%E1%BB%9F%20r%E1%BB%99ng%20%C4%91%C3%A1ng%20k%E1%BB%83%20ph%E1%BA%A1m%20vi%20%E1%BB%A9ng%20d%E1%BB%A5ng%20trong%20nhi%E1%BB%81u%20l%C4%A9nh%20v%E1%BB%B1c%20c%C3%B4ng%20ngh%E1%BB%87.An%20to%C3%A0n%20v%C3%A0%20b%E1%BB%81n%20v%E1%BB%AFngV%C3%AC%20trong%20quy%20tr%C3%ACnh%20chuy%E1%BB%83n%20h%C3%B3a%20c%E1%BB%A7a%20nickel%20%E2%80%93%2063%20s%E1%BA%BD%20bi%E1%BA%BFn%20n%C3%B3%20th%C3%A0nh%20%C4%90%E1%BB%93ng%20%E2%80%93%2063%20%E2%80%93%20m%E1%BB%99t%20nguy%C3%AAn%20t%E1%BB%91%20%E1%BB%95n%20%C4%91%E1%BB%8Bnh%20v%C3%A0%20kh%C3%B4ng%20ph%C3%B3ng%20x%E1%BA%A1%2C%20t%E1%BB%AB%20%C4%91%C3%B3%20gi%C3%BAp%20%C4%91%E1%BA%A3m%20b%E1%BA%A3o%20t%C3%ADnh%20an%20to%C3%A0n%20v%C3%A0%20gi%E1%BA%A3m%20thi%E1%BB%83u%20c%C3%A1c%20t%C3%A1c%20%C4%91%E1%BB%99ng%20%C4%91%E1%BA%BFn%20m%C3%B4i%20tr%C6%B0%E1%BB%9Dng%2C%20%C4%91%C3%A1p%20%E1%BB%A9ng%20c%C3%A1c%20ti%C3%AAu%20chu%E1%BA%A9n%20kh%E1%BA%AFt%20khe%20v%E1%BB%81%20ph%C3%A1t%20tri%E1%BB%83n%20c%C3%B4ng%20ngh%E1%BB%87%20b%E1%BB%81n%20v%E1%BB%AFng.%20Sponsor%20Kh%E1%BA%A3%20n%C4%83ng%20v%E1%BA%ADn%20h%C3%A0nh%20trong%20%C4%91i%E1%BB%81u%20ki%E1%BB%87n%20kh%E1%BA%AFc%20nghi%E1%BB%87tPin%20BV100%20c%C3%B3%20th%E1%BB%83%20duy%20tr%C3%AC%20hi%E1%BB%87u%20su%E1%BA%A5t%20%E1%BB%95n%20%C4%91%E1%BB%8Bnh%20trong%20ph%E1%BA%A1m%20vi%20nhi%E1%BB%87t%20%C4%91%E1%BB%99%20r%E1%BB%99ng%20t%E1%BB%AB%20-60%C2%B0C%20%C4%91%E1%BA%BFn%20120%C2%B0C%2C%20mang%20%C4%91%E1%BA%BFn%20gi%E1%BA%A3i%20ph%C3%A1p%20n%C4%83ng%20l%C6%B0%E1%BB%A3ng%20%C4%91%C3%A1ng%20tin%20c%E1%BA%ADy%20cho%20c%C3%A1c%20thi%E1%BA%BFt%20b%E1%BB%8B%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20c%C3%A1c%20m%C3%B4i%20tr%C6%B0%E1%BB%9Dng%20c%E1%BB%B1c%20k%E1%BB%B3%20kh%E1%BA%AFc%20nghi%E1%BB%87t.%20https%3A%2F%2Ftechfancy.net%2F" title=""Pin hạt nhân BV100 Betavolt - Khi khoa học viễn tưởng trở thành hiện thực - BlogAnChoi. Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? Viên pin BV100 của công ty Betavol. Những ưu đi"><span style="color:#000000;"><strong><img border="0" height="1" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAEAAAABCAMAAAAoyzS7AAAAAXNSR0ICQMB9xQAAAANQTFRFAAAAp3o92gAAAAF0Uk5TAEDm2GYAAAAJcEhZcwAADsQAAA7EAZUrDhsAAAAZdEVYdFNvZnR3YXJlAE1pY3Jvc29mdCBPZmZpY2V/7TVxAAAACklEQVQY02NgAAAAAgABmGNs1wAAAABJRU5ErkJggg==" width="1" /></strong></span></a></span></span></p> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với kích thước chỉ tương đương một đồng xu, pin BV100 mang đến khả năng tích hợp linh hoạt vào nhiều thiết bị có không gian hạn chế, giúp mở rộng đáng kể phạm vi ứng dụng trong nhiều lĩnh vực công nghệ.</span></span></span><br /> </p> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>An toàn và bền vững</strong></span></span></span></p> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vì trong quy trình chuyển hóa của nickel – 63 sẽ biến nó thành Đồng – 63 – một nguyên tố ổn định và không phóng xạ, từ đó giúp đảm bảo tính an toàn và giảm thiểu các tác động đến môi trường, đáp ứng các tiêu chuẩn khắt khe về phát triển công nghệ bền vững.</span></span></span><br /> <br /> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">Khả năng vận hành trong điều kiện khắc nghiệt</strong></p> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Pin BV100 có thể duy trì hiệu suất ổn định trong phạm vi nhiệt độ rộng từ -60°C đến 120°C, mang đến giải pháp năng lượng đáng tin cậy cho các thiết bị hoạt động trong các môi trường cực kỳ khắc nghiệt.<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/pin-hat-nhan-cho-dien-thoai-2.jpeg" style="width: 800px; height: 450px;" /></span></span></span></p> <p id="nhung-ung-dung-tiem-nang"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc thương mại hóa loại pin hạt nhân siêu nhỏ này được kỳ vọng sẽ mở ra tương lai cho hàng loạt thiết bị đòi hỏi nguồn năng lượng lâu dài như vệ tinh, cảm biến AI, máy móc y tế, drone mini hay thậm chí là rô-bốt cỡ nhỏ.</span></span></span><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">Hiện nay, không chỉ Trung Quốc mà rất nhiều quốc gia khác cũng đang đẩy mạnh phát triển pin hạt nhân. Tại Mỹ, </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); box-sizing: border-box; font-weight: bold;">City Labs</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);"> đang hợp tác với </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); box-sizing: border-box; font-weight: bold;">Viện Y tế Quốc gia</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);"> để tạo pin betavoltaic dùng </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); box-sizing: border-box; font-weight: bold;">tritium</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);"> cho các thiết bị y tế như máy trợ tim. Trong khi đó, tại Anh, </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); box-sizing: border-box; font-weight: bold;">Arkenlight</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);"> đang nghiên cứu công nghệ tương tự với vật liệu </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); box-sizing: border-box; font-weight: bold;">carbon-14</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">.</span><br /> </p> <p style="box-sizing: border-box; margin-top: 0px; margin-bottom: 26px; overflow-wrap: break-word; font-family: Verdana, BlinkMacSystemFont, -apple-system, "Segoe UI", Roboto, Oxygen, Ubuntu, Cantarell, "Open Sans", "Helvetica Neue", sans-serif; font-size: 15px;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công ty Betavolt<b> </b>đã khẳng định họ là nhà sản xuất vật liệu bán dẫn kim cương quy mô lớn duy nhất hiện nay. </span></span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">Công nghệ pin hạt nhân của Betavolt đã đánh dấu một bước tiến đáng kể trong lĩnh vực lưu trữ năng lượng của thế giới nói chung và của Trung Quốc nói riêng. Nó hứa hẹn sẽ cung cấp cho con người nguồn năng lượng bền vững và lâu dài trong nhiều lĩnh vực thiết yếu từ thiết bị y tế cho đến thám hiểm không gian.<br /> <br /> Mặc dù hiện tại vẫn còn nhiều thách thức cần vượt qua như công suất thấp (chỉ cung cấp 100 microwatt ở 3 volt), chi phí sản xuất cao cũng như những lo ngại về phóng xạ nhưng công nghệ này vẫn là một ẩn số thú vị cần được phát triển đúng cách để con người có thể khai thác tối đa tiềm năng của nó.</span></p> <p> </p> <p id="nhung-ung-dung-tiem-nang"> </p> ', 'images' => '2025040909570998e45e4601a11c8439a61cf258f3651a.jpg', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Pin hạt nhân', 'meta_key' => 'Pin hạt nhân', 'meta_des' => 'Pin hạt nhân', 'created' => '2025-04-09', 'modified' => '2026-02-01', 'status' => '1', 'view' => '12375', 'slug' => 'pin-hat-nhan-bv100-cong-nghe-cua-tuong-lai', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '439', 'rght' => '440', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 9 => array( 'Post' => array( 'id' => '759', 'name' => 'Tìm hiểu tính năng đo bù nghiêng trên máy định vị GNSS RTK!', 'code' => null, 'alias' => 'tim-hieu-tinh-nang-do-bu-nghieng-tren-may-dinh-vi-gnss-rtk', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong quá trình khảo sát bằng máy định vị GNSS RTK sử dụng tính năng bù nghiêng là một trong những cách hiệu quả giúp bạn nâng cao hiệu suất và chất lượng của dữ liệu thu thập trong đo đạc.</span></span>', 'content' => '<h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Đo bù nghiêng trên máy định vị GNSS RTK là gì?</span></span></span></h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo bù nghiêng trên máy GPS RTK (hay còn gọi là IMU) là một tính năng mới và nổi bật của dòng máy định vị GNSS RTK. Tính năng bù nghiêng giúp đo ở nơi khó đặt sào, góc khuất, khu vực nguy hiểm,… an toàn cho người đo, thao tác dễ dàng. <br /> Trong thực tế không phải lúc nào người kỹ sư cũng có thể dựng thẳng sào máy. Tính năng bù nghiêng được sử dụng trong một số điều kiện địa hình có chướng ngại vật hoặc góc khuất điển hình như:</span></span></span><br /> <ul> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đo nằm ở góc tường, cạnh tường</span></span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đo bị che khuất bởi các vật thể không mong muốn</span></span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đo nằm ở các điểm khó với tới như ao, hồ, sông, suối</span></span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đo nằm ở khu vực nguy hiểm</span></span></span></li> </ul> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong các trường hợp trên, các kỹ sư cần phải kích hoạt tính năng đo bù nghiêng để đặt chân sào vào điểm cần đo để tiến hành thu thập dữ liệu. Do đó, tính năng đo bù nghiêng là không thể thiếu, giúp cho công tác đo đạc ngoài thực địa trở nên dễ dàng và hiệu quả hơn.</span></span></span><br /> <h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Nguyên lý hoạt động</span></span></span></h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thông thường, khi khảo sát, người dùng phải để sào máy thẳng đứng, vuông góc với mặt phẳng trái đất để máy RTK thu thập được tọa độ X,Y. Còn cao độ Z thì chỉ cần lấy cao độ hiện tại máy thu thập được, trừ đi chiều cao sào máy là được.<br /> Vậy khi sào máy nghiêng, máy RTK chỉ có thể tính toán được tọa độ tại vị trí của đầu máy, làm sao để biết được tọa độ điểm tại chân máy? Câu trả lời là cảm biến IMU tích hợp bên trong máy và thuật toán được cài đặt sẵn trong main.<br /> <br /> Cảm biến IMU<br /> IMU ( viết tắt của Inertial measurement unit) – là một cảm biến được tích hợp bên trong máy RTK (Hoặc hầu hết các thiết bị điện tử) nhằm đo lường quán tính, gia tốc, tốc độ, góc nghiêng của thiết bị so với trục vuông góc với bề mặt trái đất.<br /> <br /> Hai thành phần chính cấu tạo lên cảm biến IMU:<br /> <img alt="" src="/admin/webroot/upload/image/images/gia-toc-ke-2-300x141.gif" style="width: 300px; height: 141px;" /><br /> <br /> Gia tốc kế<br /> Dùng để đo gia tốc của bản thân cảm biến IMU, thường gồm 2 hoặc 3 trục, ứng với 3 chiều không gian.<br /> <img alt="" src="/admin/webroot/upload/image/images/con-quay-hoi-chuyen.gif" style="width: 220px; height: 220px;" /><br /> Con quay hồi chuyển<br /> Dùng để đo tốc độ quay quanh một trục của cảm biến IMU, cũng như góc nghiêng của IMU so với trục vuông góc với mặt phẳng trái đất.<br /> Nhờ vào cảm biến IMU, mà máy định vị GNSS RTK có thể xác định được 2 yếu tố là góc nghiêng và hướng nghiêng của sào máy so với trục thẳng đứng. Kết hợp với chiều cao sào, máy RTK có thể biết được vị trí của nó so với điểm cần đo.</span></span></span><br /> <br /> <h2 style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">3. Ưu điểm và nhược điểm của tính năng đo bù nghiêng trên máy định vị GNSS RTK</span></h2> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">- Ưu điểm: </span></p> <ul> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng tốc độ đo đạc: Người sử dụng không cần phải mất thời gian để dựng thẳng sào máy, do đó có thể thu thập dữ liệu nhanh hơn.</span></span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng độ chính xác: Việc sử dụng cảm biến IMU giúp loại bỏ sai số do sào máy không được dựng thẳng, do đó tọa độ điểm đo được sẽ chính xác hơn.</span></span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng tính linh hoạt: Người sử dụng có thể đo đạc ở những khu vực khó tiếp cận, nơi mà việc dựng thẳng sào máy là khó khăn hoặc không thể thực hiện được.</span></span></span></li> </ul> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngoài những ưu điểm trên tính năng đo bù nghiêng trên các thiết bị GPS RTK có một nhược điểm nhưng không đáng kể đó là khả năng sai số cao hơn một chút. Tuy nhiên trong quá trình đo đạc nếu các kỹ sư nắm vững được nguyên lý hoạt động của thiết bị GPS RTK cũng như điều chỉnh được điểm đặt chân sào sẽ hạn chế được những sai số trong quá trình thu thập dữ liệu, có kết quả đo chính xác.</span></span></span><br /> <br /> <h2 style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Có nên thường xuyên sử dụng tính năng đo nghiêng hay không?</span></span></span></h2> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Để có thể trả lời câu hỏi này, ta phải cân nhắc đến vấn đề về độ chính xác. Khi khởi tạo tính năng đo nghiêng, máy RTK sẽ phải thêm một bước tính toán nữa để xác định tọa độ điểm đo.<br /> Tính năng đo bù nghiêng thực sự rất hữu ích giúp giảm thời gian khảo sát một cách đáng kể nhưng cũng sẽ khiến sai số tăng thêm vài cen-ti-mét. Vì vậy chúng tôi khuyến nghị chỉ nên chỉ sử dụng tính năng này khi thật sự cần thiết!</span></span></span></p> <h2 style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); text-align: justify; margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">5. </span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); text-align: justify;">Địa chỉ mua máy RTK chính hãng:</span></h2> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">CÔNG TY CP CÔNG NGHỆ VÀ TM THÀNH ĐẠT chuyên nhập khẩu và cung cấp các máy GNSS RTK của các hãng: E-survey, Geomate, eFix, Foif, Toknav,.... tại Việt Nam. </span></span></span></p> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Liên hệ: </strong></u><br style="margin: 0px; padding: 0px;" /> <br style="margin: 0px; padding: 0px;" /> Số 145 Láng Hạ, Đống Đa, Hà Nội<br style="margin: 0px; padding: 0px;" /> Số 5/161 Nguyễn Tuân. Thanh Xuân, Hà Nội<br style="margin: 0px; padding: 0px;" /> Tel: 024.37764930<br style="margin: 0px; padding: 0px;" /> Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" /> Website: </span></span></span><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear; font-size: 13px;" target="_blank"><span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);">www.tracdiathanhdat.vn</span></a></span></span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px;"> </span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;">@ Luôn đồng hành cùng bạn!</strong></span></span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"> </span></span></p> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> </p> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px; text-align: center;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Blue Aesthetic January 2024 Calendar Desktop Wallpaper (665 x 295 px) (665 x 295 px) (1).png" style="width: 665px; height: 295px;" /></span></span></span></p> ', 'images' => '20250217100043c413f7f539f39425597705c9142a94b0.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Tính năng bù nghiêng ở máy RTK', 'meta_key' => 'Máy RTK, máy định vị vệ tinh RTK, máy GPS RTK, máy định vị vệ tinh GNSS RTK, máy RTK giá rẻ, máy RTK tốt nhất', 'meta_des' => 'Máy RTK, máy định vị vệ tinh RTK, máy GPS RTK, máy định vị vệ tinh GNSS RTK, máy RTK giá rẻ, máy RTK tốt nhất', 'created' => '2025-02-17', 'modified' => '2026-02-01', 'status' => '1', 'view' => '5942', 'slug' => 'tim-hieu-tinh-nang-do-bu-nghieng-tren-may-dinh-vi-gnss-rtk', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '437', 'rght' => '438', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ) ) $detailNews = array( 'Post' => array( 'id' => '721', 'name' => 'Định vị công trình bằng máy toàn đạc điện tử', 'code' => null, 'alias' => 'dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<p style="margin: 0in 0in 15.6pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(51, 51, 51);">Định vị thi công công trình là công tác trắc địa nhằm xác định vị trí mặt <span style="box-sizing: border-box; touch-action: manipulation; color: rgb(51, 72, 98);">bằng</span> của các điểm, các đường thẳng, các điểm chi tiết của công trình xây dựng trên đất liền cũng như trên mặt nước theo đúng thiết kế.</span></span></span><span style="font-size:11.5pt; font-family:Montserrat;color:#333333"><o:p></o:p></span></p> ', 'content' => '<h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Tìm hiểu về định vị thi công công trình </strong></span></span></span></h2> <br /> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị thi công công trình là công tác trắc địa nhằm xác định vị trí mặt bằng của các điểm, các đường thẳng, các điểm chi tiết của công trình xây dựng trên đất liền cũng như trên mặt nước theo đúng thiết kế.<br /> <br /> Định vị công trình bằng máy toàn đạc có thể hiểu là thao tác sử dụng máy toàn đạc để khảo sát, xác định vị trí tọa độ công trình chi tiết, nhanh chóng và chính xác. Các kỹ sư sẽ nhập các tham số trên bản vẽ vào máy. Sau đó, các thuật toán của máy toàn đạc sẽ xử lý những số liệu này. Cuối cùng, máy toàn đạc sẽ khảo sát, xác định chi tiết và xác thực những vị trí điểm ra thực địa. <br /> <br /> Chỉ cần trích xuất những vị trí tọa độ chính xác điểm trên bản vẽ sang <strong><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">máy toàn đạc điện tử</a> , </strong> máy sẽ xử lý các thông số này. Sau đó, máy triển khai vị trí những tim trục trên bản đồ lên thực địa. Nhờ vậy, sẽ định vị được xác thực tim trục của nền móng cho những bước thi công tiếp theo.</span></span></span></p> <p style="text-align: center;"> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/dinh-vi-cong-trinh-bang-may-toan-dac.jpg" style="width: 620px; height: 360px;" /></span></span></span></p> <h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Phương pháp thực hiện định vị công trình bằng máy toàn đạc điện tử</strong></span></span></span></h2> <p style="text-align: center;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" 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" style="height: 411px; width: 620px;" /></span></span></span></p> <p style="text-align: center;"> <em><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Bản vẽ mặt bằng mộtt nhà xưởng</span></span></span></em><br /> </p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Reference Line (Định ᴠị công trình theo đường chuẩn là đường thẳng): một đường chuẩn có thể được хác định bằng cách tham chiếu tới 1 đường thẳng gốc đã biết. <br /> <br /> 1. Xác định đường gốc<br /> <br /> Một đường gốc được gắn ᴠới 2 điểm gốc ᴠà được хác định theo 3 cách: Đo đến điểm gốc; Nhập toạ độ bằng taу; Gọi điểm từ bộ nhớ.<br /> <br /> a) Đo tới điểm gốc. Nhập tên điểm <strong>PtID</strong> ᴠà đo bằng phím <br /> b) Với điểm gốc đã biết toạ độ tìm kiếm điểm <strong>PtID</strong> trong bộ nhớ. Nhập toạ độ bằng taу. Hiển thị những điểm ѕẵn trong máу.<br /> (1) Điểm gốc trang bị 1 <br /> (2) Điểm gốc thứ hai.<br /> (3) Đường gốc.<br /> (4) Đường chuẩn.<br /> <br /> 2. Dịch chuуển/Quaу đường gốc<br /> Đường gốc được dịch chuуển ѕong ѕong, chiều dọc, chiều đứng hoặc là quaу. Tất cả các kết quả đo ѕau đó ѕẽ ảnh hưởng đến đường chuẩn.<br /> <strong>BP</strong>: Điểm gốc.<br /> <strong>BL</strong>: Đường gốc.<br /> <strong>RP</strong>: Điểm chuẩn.<br /> <strong>RL</strong>: Đường chuẩn.<br /> <strong>Off</strong>: Dịch chuуển ѕong ѕong.<br /> <strong>L</strong>: Dịch chuуển theo chiều dọc.<br /> <strong>R</strong>: Thông ѕố quaу.<br /> <br /> Nhập thông ѕố: Sử dụng phím nàу để chuуển con trỏ đến trường thông ѕố bắt buộc nhập. Ta có thể nhập các thông ѕố như ѕau:<br /> <strong>Offѕet</strong>: Dịch chuуển đường chuẩn ѕong ѕong ᴠề phía bên cần của đường gốc, ᴠào hướng của đường gốc (BP1-BP2).<br /> <strong>Line</strong>: Dịch chuуển đường chuẩn theo chiều dọc tính từ điểm gốc trước tiên theo hướng từ điểm gốc đầu tiên tới điểm gốc vật dụng hai.<br /> <strong>Rotate</strong>: Quaу đường chuẩn theo chiều kim đồng hồ хung quanh điểm gốc.<br /> <strong>Height</strong>: Đường chuẩn cao hơn đường gốc.<br /> <strong>Ref.Hgt:Point1:</strong> Chênh cao ѕo ᴠới điểm gốc chuẩn nhất.<br /> <strong>Point 2</strong>: Chênh cao ѕo ᴠới điểm gốc chuẩn hai.<br /> <strong>Interpolated:</strong> Chênh cao dọc theo đường chuẩn.<br /> <strong>No height</strong>: Chênh cao không được tính toán ᴠà hiển thị.<br /> <br /> 3. Tiến hành đo hoặc chuуển ѕang chế độ chuуển điểm bề ngoài ra thực địa. Tiến hành đo đến điểm đích. Chuуển ѕang chế độ chuуển điểm bề ngoài ra thực địa.<br /> <br /> 4. Ứng dụng tương trợ “Line&Offѕet”: tính toán ra ᴠị trí của điểm đo ѕo ᴠới đường chuẩn bằng cách hiển thị các lệch dọc trục, lệch ngang, chênh cao…<br /> </span></span></span><br /> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc đạc công trình hay đo đạc công trình là khảo sát và khai triển bản vẽ thiết kế của công trình ra thực địa, dùng cho thi công và giám sát xây dựng công trình đúng bản vẽ thiết kế. Quan trắc dịch chuyển của công trình ra thực địa, chuyên dụng cho thi công và giám sát xây dựng công trình đúng bản vẽ thiết kế. Công cụ đo bằng những mẫu máy đo đạc như máy kinh vĩ, máy thủy bình,máy đo khoảng cách laser, máy toàn đạc điện tử … </span></span></span></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiệm vụ chủ đạo của công tác trắc địa trong xây dựng là đảm bảo cho công trình được xây dựng đúng kích thước hình học và đúng vị trí thiết kế. Chỉ khi hai yêu cầu này được đáp ứng thì công trình mới mang thể vận hành an toàn. </span></span></span></p> <h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="font-weight: var(--h2_typography-font-weight); font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">III. Những thiết bị được sử dụng trong định vị thi công công trình</span></h2> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#ff0000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-tu-dong"><strong>Máy thủy bình tự động, máy thủy bình điện tử</strong></a></span></span></span><span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">:</span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Xác định cao độ, dẫn mốc cao độ, đo chênh cao, quan trắc lún…</span></span></span></li> </ul> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">Máy toàn đạc điện tử</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span> Bố trí trí tọa độ thiết kế ra thực địa; tính toán khoảng cách ngang, đứng, góc phương vị của đường, tọa độ điểm, diện tích và bố trí đường thẳng, đường cong; dẫn lưới lập mốc đường chuyền…</span></span></span></li> </ul> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">Máy định vị GNSS</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span> Khảo sát thành lập lưới khống chế tọa độ; bố trí điểm phục vụ cho công tác chuyển điểm thiết kế ra thực địa; giao hội, bố trí đường cong, tính diện tích…</span></span></span></li> </ul> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;"> <span style="color:#000000;"><img alt="" src="/admin/webroot/upload/image/images/Banner (665 × 295 px) (31).png" style="width: 665px; height: 295px;" /></span></p> ', 'images' => '202305301610048b836b9276e806fc2f8458b2bc05f8fc.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy toàn đạc điện tử', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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Hà Nội cấp ngày 28-04-2009<br /> Điện thoại: <a href="javascript: void(0)" style="font-family: tahoma, geneva, sans-serif;font-size:11px;"><span style="color: rgb(255, 255, 255);"><strong style="font-family: arial, helvetica, sans-serif;">(</strong><strong style="font-family: arial, helvetica, sans-serif;">024) 3776 4930</strong></span></a></span></span></p> <div> <p> <strong style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><u>Cửa hàng</u></strong><span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">:</span></p> </div> <p> <span style="font-family: tahoma, geneva, sans-serif;">- <span style="font-size:12px;">Số <strong><span style="font-size:14px;">145 </span></strong></span></span><span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">Láng Hạ, Phường Láng Hạ, Hà Nội</span></span></p> <p> <span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></span><br /> <br /> </p> ', 'contactinfo_eng' => '', 'taikhoan' => '<strong><span style="color:#04529a;">Số Tài khoản các ngân hàng của công ty Tân Á</span></strong><br /> <br /> 1. 13022-0506-5430 - Nguyễn Văn Hiệu - Agribank - CN Trung Yên, HN<br /> 2. 0011-00404-0367 - Nguyễn Văn Hiệu - Vietcombank - CN Sở Giao dịch, HN<br /> 3. 711A-6202-9713 - Nguyễn Văn Hiệu - Vietinbank - CN Thanh Xuân, HN<br /> 4. 190-256-018-210-13 - Nguyễn Văn Hiệu - Techcombank, Hà Nội<br /> 5. 1231-0000-368-767 - Nguyễn Văn Hiệu - BIDV CN Quang Trung, Hà Nội', 'contactinfo' => '<div dir="rtl" style="text-align: left;"> <u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Văn Phòng</strong></u></div> <div style=""> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ: Số 157 Đặng Văn Ngữ, Phường Kim Liên, Hà Nội, Việt Nam<br /> Tel: (024) 3776 4930 <br /> Fax: (024) 3776 5908<br /> Email: thanhdatsurvey.JSC@gmail.com/ tracdiathanhdat@gmail.com<br /> Hotline: <strong>0913 051 734</strong><br /> <br /> <strong><u>C</u></strong><strong><u>ửa hàng</u></strong></span></span><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Số 145 Láng Hạ, Phường Láng Hạ, Hà Nội</span></span><br /> <img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADUAAAAoCAYAAABerrI1AAAIK0lEQVRoBdWZi1fTRxbH8/esW3W77Wnrqnva7XH7dNk+7Lq7h/Io8jIEGiCGN9XKK0SBJITwy+uXH8kvFgUEUZ4iWI5Va7UVH1sf1VWrq+261W0tIt89d+L8GkJegJ6VOWfOZCYzc+9n7p07k4kK80z3H0ziyu1zOHF1DINnZew4th3Wg3rUDWVgc18iirrfQn7na9B2vIqCztdR2PUmK6lO7cU9b2NLXyIMw5mwjZeg/YtG7P+6HV9ePYhrty+A5p9vUsU7cHLqZ0x8ewi9E06Yxwqg352ATP/vkOFf8chz5o6V0HcnwDJWyOSd+vazOUHGhDp9/TCkIzVMyOMAiHdOgvQercWZG0dj2iEi1KFv9qJm8INHboV4IaL1qx1Kx5FLAxHhZkFduDWB+uGsJxImFHT7iAZXb5+fBTcDauCMF+TPoYMXWs/asQrZn6wGlQudK3S8uv1FjJ7rmAGmQLUfb1qQwHT5eWzwPosP2n7LNje5B/n/5e/PstW89p+LrKT6P/51DJ9fHsLI1+3Q7lzDxmXIzy9IPgUwnhgUheTQFYhVL+l5G77PDcjveAVJ7l/jfdevWNb4f48f7n3P549ZbhvMVMbSPMmeZXAcqkR571/mrNORy4NMnurGnctxD87asRKGoQwcvtSPqQf32QQlXQmKUgS2ECi+MGTN6ekH7AxsGNHE7bY57S/hx8k7UFG4jmUV/n3l3r/OWvnHBRUsiA50rkOssu+0BBWd/rE68u9pU966ey1YHiJB3f7xJs7dPIHjV0ZBx8PY+S6MX9yDL66M4OyNY7h59yqbJ9j9gi3FhdDK53e+GreOjQfyoKIrDFc6nvLAuV1cHiuDoZLFpcj2r8TW/uSYiuTufBkf7fs7dJ1vsH3Egagk9+OJFiEevXifyn1/g0qz8w9zGtT1ZQvzdy60uCsBydJypPuem9M8XAleUvRMlZ5GomuJAjWNadAxw/vEU+btWgOV2r86/kHyChgGNihQhy/1gYJHNGFa35+wpS0bNVIhtkhq6HzvRO2fLr/AoiotGkFZRvORIcd/v9zQ9ixUWd4XkCItjyqIK03uVd2XyoxEN2veHqn8UH4NH7epYXLUwdTQCLPNiGpJCwKNNIa3f9yfxG7rtjE9ksVlMfvTuLS2Z5Dsfgqq4/88oITkJHEpSPFwmXw9RVyKi99NoHog+p1Q710Ps1gHl8vFcmuzALPBAluTTWmzig0o86ZEvelrdr6EI5f6kSY9jfddS5DiWc5cnUolS4G2ZPEpxrHruAns8P3s4j5s9K9ijUmuJQiX9Z1rceLKKMp734u4atn+1TB6yuEQHHA5A0AEZqmzoKnaxHJwO/UjeLUceV/Tta3/tARdx+vK4gcHFf451fMbyEcNzIsY1P2pn7Fvwo1tQ1loHM6BaX+ukhuG1Wjar0H/KQmFXW9EBCLzN4pVsJlsTHlLrQVOhxNOpwtOwYmWRhvsLYJiqWajlfWzGq1oERuRI78cdW7bwSJUdL8LCkxl3e8ouWT3n1HUuRaO8TLcuhM4JpS7H49m4crJqXugqML9PVxJe4WsQspzqxCU3y/D4xEhCHa43W6lbqkPWM9S38zGNXg2R52fZNKv4nhSXFCxTvRc+Y9wuhyKFQSrnVnJJ/vQUN+AEm0pdOpNKMorRn2VAT6fF6IoQrDZlTG0IJu867BRfjEiHEXa0MM/HGRMqLHznRGF0OpRUKiS8phydsHB3I0UJAsZa43ISdVAt1EHnUbPwDSpGlRVboXP71OA2B50uVAr6VHmTYoqz7h/YziOGW1RoX66/1/QyR/O3XhblaSFRTQoe8lUY1bAdDmbQLlEW4KiD4tRpC2GPq8I+ZkFsFlt8HrbQO5H7kpuS0GjRtJGlUdyv7r26QyI0EpUqJ6T9pgCaiUdLKIRzdsDG58UdDlccDgcioUIhkE9BNNm5sNssjAoU00gKlLAMIsG1EgFMWXS9SpaighFT1TajldiCqCzxiAVM1cSmgXYbRQQXKD9VFVRBU2KBpty9QGovGLkpuaiTFeONm8b21fksq2WVrYQdBxUeNNiyiRrnbp+OCJXRKjxCz1xTU4CCuS1yv6g/eR0OiFJHmaJqspq6NQ6FGQVoCC7EB8Vb2YwBOVwOGeMK/UmgoIOd+1opWlUO3eoWLeGUIEGT2nAWlYB5lozLAYL3C43ZL8MQRBgabKgpcXGLChJEqzbrKwfnWu0ELSfQueMVqc3x0iRMKyl6IU02oThvqPDs0VsYlchfk6RK5LCBOG2uyGJItxkSbsTfC9RoKDjQOtbO2eZeyYcYa0VFmrXCcucBRCoRl4Dq7sRglWAveWXM4iCAIGaa8zK9YnCeKu5Fa2OFhT63pqXPAoYdJMPTWGhKnrXz0sIgWX7V7Fzy+EOuhI9jIx0qSXL8VwvlUAd43oUziuC24J/UHK4WVDffHd63kDBwuiSWv4wMjYJdWhsMMJkq4fRU4bKtvS4A0LwnOE+7/6qlbMo5Syo7pPCI4EKp8DjaKN/TkLTLKiqgdRFBUULdf2HyzO4ZkDRKyp1oht5ac+6h/ldlPY8eblsz3vQ7Q5EzJ6QKKhAURTpPeVCxZ712CA9E/UHGf9h9v8uU8VlKOtZx/64o6c0nhSoO/f+DWG8dFHAhC5mUVcC6J2RJwWq96Rjxpt46MAnvU6/3HlSoIRPSxallfhiG/rTOFPg4YVqw2dkpHno1Sbw78ViK8nTeFIsRe8Qg2e8ixJq695ETE1PcaZfLMVbRs5+wl5nMr3PQS2vfGJztm8F0004WIyfJu9y9Vn5P2E2W2r6o5rUAAAAAElFTkSuQmCC" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0942 288 388</strong></span><br /> </div> <div style=""> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></div> <div style=""> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0949 322 456</strong></span></div> <div style=""> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>VPĐD tại Tp. Hồ Chí Minh</u></strong><br /> <br /> - 1/56 Nguyễn Thái Sơn, Phường Hạnh Thông, Hồ Chí Minh</span></span><br /> <img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADUAAAAoCAYAAABerrI1AAAIK0lEQVRoBdWZi1fTRxbH8/esW3W77Wnrqnva7XH7dNk+7Lq7h/Io8jIEGiCGN9XKK0SBJITwy+uXH8kvFgUEUZ4iWI5Va7UVH1sf1VWrq+261W0tIt89d+L8GkJegJ6VOWfOZCYzc+9n7p07k4kK80z3H0ziyu1zOHF1DINnZew4th3Wg3rUDWVgc18iirrfQn7na9B2vIqCztdR2PUmK6lO7cU9b2NLXyIMw5mwjZeg/YtG7P+6HV9ePYhrty+A5p9vUsU7cHLqZ0x8ewi9E06Yxwqg352ATP/vkOFf8chz5o6V0HcnwDJWyOSd+vazOUHGhDp9/TCkIzVMyOMAiHdOgvQercWZG0dj2iEi1KFv9qJm8INHboV4IaL1qx1Kx5FLAxHhZkFduDWB+uGsJxImFHT7iAZXb5+fBTcDauCMF+TPoYMXWs/asQrZn6wGlQudK3S8uv1FjJ7rmAGmQLUfb1qQwHT5eWzwPosP2n7LNje5B/n/5e/PstW89p+LrKT6P/51DJ9fHsLI1+3Q7lzDxmXIzy9IPgUwnhgUheTQFYhVL+l5G77PDcjveAVJ7l/jfdevWNb4f48f7n3P549ZbhvMVMbSPMmeZXAcqkR571/mrNORy4NMnurGnctxD87asRKGoQwcvtSPqQf32QQlXQmKUgS2ECi+MGTN6ekH7AxsGNHE7bY57S/hx8k7UFG4jmUV/n3l3r/OWvnHBRUsiA50rkOssu+0BBWd/rE68u9pU966ey1YHiJB3f7xJs7dPIHjV0ZBx8PY+S6MX9yDL66M4OyNY7h59yqbJ9j9gi3FhdDK53e+GreOjQfyoKIrDFc6nvLAuV1cHiuDoZLFpcj2r8TW/uSYiuTufBkf7fs7dJ1vsH3Egagk9+OJFiEevXifyn1/g0qz8w9zGtT1ZQvzdy60uCsBydJypPuem9M8XAleUvRMlZ5GomuJAjWNadAxw/vEU+btWgOV2r86/kHyChgGNihQhy/1gYJHNGFa35+wpS0bNVIhtkhq6HzvRO2fLr/AoiotGkFZRvORIcd/v9zQ9ixUWd4XkCItjyqIK03uVd2XyoxEN2veHqn8UH4NH7epYXLUwdTQCLPNiGpJCwKNNIa3f9yfxG7rtjE9ksVlMfvTuLS2Z5Dsfgqq4/88oITkJHEpSPFwmXw9RVyKi99NoHog+p1Q710Ps1gHl8vFcmuzALPBAluTTWmzig0o86ZEvelrdr6EI5f6kSY9jfddS5DiWc5cnUolS4G2ZPEpxrHruAns8P3s4j5s9K9ijUmuJQiX9Z1rceLKKMp734u4atn+1TB6yuEQHHA5A0AEZqmzoKnaxHJwO/UjeLUceV/Tta3/tARdx+vK4gcHFf451fMbyEcNzIsY1P2pn7Fvwo1tQ1loHM6BaX+ukhuG1Wjar0H/KQmFXW9EBCLzN4pVsJlsTHlLrQVOhxNOpwtOwYmWRhvsLYJiqWajlfWzGq1oERuRI78cdW7bwSJUdL8LCkxl3e8ouWT3n1HUuRaO8TLcuhM4JpS7H49m4crJqXugqML9PVxJe4WsQspzqxCU3y/D4xEhCHa43W6lbqkPWM9S38zGNXg2R52fZNKv4nhSXFCxTvRc+Y9wuhyKFQSrnVnJJ/vQUN+AEm0pdOpNKMorRn2VAT6fF6IoQrDZlTG0IJu867BRfjEiHEXa0MM/HGRMqLHznRGF0OpRUKiS8phydsHB3I0UJAsZa43ISdVAt1EHnUbPwDSpGlRVboXP71OA2B50uVAr6VHmTYoqz7h/YziOGW1RoX66/1/QyR/O3XhblaSFRTQoe8lUY1bAdDmbQLlEW4KiD4tRpC2GPq8I+ZkFsFlt8HrbQO5H7kpuS0GjRtJGlUdyv7r26QyI0EpUqJ6T9pgCaiUdLKIRzdsDG58UdDlccDgcioUIhkE9BNNm5sNssjAoU00gKlLAMIsG1EgFMWXS9SpaighFT1TajldiCqCzxiAVM1cSmgXYbRQQXKD9VFVRBU2KBpty9QGovGLkpuaiTFeONm8b21fksq2WVrYQdBxUeNNiyiRrnbp+OCJXRKjxCz1xTU4CCuS1yv6g/eR0OiFJHmaJqspq6NQ6FGQVoCC7EB8Vb2YwBOVwOGeMK/UmgoIOd+1opWlUO3eoWLeGUIEGT2nAWlYB5lozLAYL3C43ZL8MQRBgabKgpcXGLChJEqzbrKwfnWu0ELSfQueMVqc3x0iRMKyl6IU02oThvqPDs0VsYlchfk6RK5LCBOG2uyGJItxkSbsTfC9RoKDjQOtbO2eZeyYcYa0VFmrXCcucBRCoRl4Dq7sRglWAveWXM4iCAIGaa8zK9YnCeKu5Fa2OFhT63pqXPAoYdJMPTWGhKnrXz0sIgWX7V7Fzy+EOuhI9jIx0qSXL8VwvlUAd43oUziuC24J/UHK4WVDffHd63kDBwuiSWv4wMjYJdWhsMMJkq4fRU4bKtvS4A0LwnOE+7/6qlbMo5Syo7pPCI4EKp8DjaKN/TkLTLKiqgdRFBUULdf2HyzO4ZkDRKyp1oht5ac+6h/ldlPY8eblsz3vQ7Q5EzJ6QKKhAURTpPeVCxZ712CA9E/UHGf9h9v8uU8VlKOtZx/64o6c0nhSoO/f+DWG8dFHAhC5mUVcC6J2RJwWq96Rjxpt46MAnvU6/3HlSoIRPSxallfhiG/rTOFPg4YVqw2dkpHno1Sbw78ViK8nTeFIsRe8Qg2e8ixJq695ETE1PcaZfLMVbRs5+wl5nMr3PQS2vfGJztm8F0004WIyfJu9y9Vn5P2E2W2r6o5rUAAAAAElFTkSuQmCC" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0904 925 936</strong></span></div> ', 'telephone' => '01659 014592', 'hotline' => '0913051734', 'email' => 'tracdiathanhdat@yahoo.com', 'url' => '', 'meta_key' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax, Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GNSS RTK, máy thủy bình, máy toàn đạc, máy laser, máy GPS cầm tay, UAV, ống nhòm (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...). Uy tín, chất lượng, giá tốt hàng đầu tại Việt Nam!', 'created' => '2012-06-05', 'modified' => '1769758152', 'youtube' => 'http://youtube.com', 'twitter' => 'https://twitter.com/', 'myspace' => 'https://myspace.com/', 'facebook' => 'https://www.facebook.com/thanhdatsurvey.jsc/', 'email2' => 'duycuong7640', 'skype' => 'hothihuyen.hn', 'yahoo' => 'duycuong7640', 'yahoo1' => 'duycuong7640', 'content' => 'Thanks for your interest in Vn Discoverytours. For a fast response, please submit this basic Quick Enquiry form below by clicking “Submit”, and we’ll get back to you by e-mail within 12 to 24 hours (in working days). For urgent booking, call us at +84 974 839 873', 'video' => '<iframe width="1280" height="720" src="https://www.youtube.com/embed/mR4kOuAkEtY" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>', 'slogan' => 'trung tâm sửa chữa và bảo hành máy giặt electrolux', 'slogan_eng' => '', 'printer' => '', 'googleplus' => '', 'bando' => '<p> <iframe allowfullscreen="" frameborder="0" height="410" src="https://www.google.com/maps/embed?pb=!1m18!1m12!1m3!1d1680.2372398112452!2d105.81212934716025!3d21.01437303922492!2m3!1f0!2f0!3f0!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ab63b645b665%3A0xa6797ac6008687bf!2zQ-G7rWEgSMOgbmcgVHLhuq9jIMSQ4buLYQ!5e0!3m2!1svi!2s!4v1449908805279" style="border:0" width="600"></iframe></p> ', 'gioithieu' => '<p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/gioithieu.png" /></p> ', 'thongtincongty' => 'Sửa máy lạnh tại nhà Sửa máy lạnh tại HCM Sửa tủ lạnh Bơm ga máy lạnh ', 'trogiupkh' => 'Tai nghe Iphone Sua may tinh tai nha Máy Ozone Z755', 'dichvuft' => 'Sửa máy lạnh Bảo dưỡng máy lạnh Vệ sinh máy lạnh Lắp đặt máy lạnh', 'bb' => '', 'zing' => '', 'hotline2' => '0912 35 65 75', 'thelink' => '<script type='text/javascript'>window._sbzq||function(e){e._sbzq=[];var t=e._sbzq;t.push(["_setAccount",32506]);var n=e.location.protocol=="https:"?"https:":"http:";var r=document.createElement("script");r.type="text/javascript";r.async=true;r.src=n+"//static.subiz.com/public/js/loader.js";var i=document.getElementsByTagName("script")[0];i.parentNode.insertBefore(r,i)}(window);</script> <script> (function(i,s,o,g,r,a,m){i['GoogleAnalyticsObject']=r;i[r]=i[r]||function(){ (i[r].q=i[r].q||[]).push(arguments)},i[r].l=1*new Date();a=s.createElement(o), m=s.getElementsByTagName(o)[0];a.async=1;a.src=g;m.parentNode.insertBefore(a,m) })(window,document,'script','//www.google-analytics.com/analytics.js','ga'); ga('create', 'UA-72584674-1', 'auto'); ga('send', 'pageview'); </script> <!-- Global site tag (gtag.js) - Google Ads: 876059345 --> <script async src="https://www.googletagmanager.com/gtag/js?id=AW-876059345"></script> <script> window.dataLayer = window.dataLayer || []; function gtag(){dataLayer.push(arguments);} gtag('js', new Date()); gtag('config', 'AW-876059345'); </script> <script>!function(s,u,b,i,z){var o,t,r,y;s[i]||(s._sbzaccid=z,s[i]=function(){s[i].q.push(arguments)},s[i].q=[],s[i]("setAccount",z),r=["widget.subiz.net","storage.googleapis"+(t=".com"),"app.sbz.workers.dev",i+"a"+(o=function(k,t){var n=t<=6?5:o(k,t-1)+o(k,t-3);return k!==t?n:n.toString(32)})(20,20)+t,i+"b"+o(30,30)+t,i+"c"+o(40,40)+t],(y=function(k){var t,n;s._subiz_init_2094850928430||r[k]&&(t=u.createElement(b),n=u.getElementsByTagName(b)[0],t.async=1,t.src="https://"+r[k]+"/sbz/app.js?accid="+z,n.parentNode.insertBefore(t,n),setTimeout(y,2e3,k+1))})(0))}(window,document,"script","subiz","acqxaefflwedscstabut")</script>', 'theh1' => 'thanhdatsurvey.JSC', 'hanoi' => '<div> <strong>CÔNG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div> <div> <strong>Địa chỉ</strong> : Số 51 - Trần Duy Hưng, Trung Hòa, Cầu Giấy, Hà Nội</div> <div> <strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div> <div> <strong>Email </strong>: info@ifes.vn</div> ', 'tphcm' => '<div> <strong>CÔNG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div> <div> <strong>Địa chỉ</strong> : Số 51 - Trần Duy Hưng, Trung Hòa, Cầu Giấy, Hà Nội</div> <div> <strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div> <div> <strong>Email </strong>: info@ifes.vn</div> ', 'tt' => '', 'pp' => 'https://www.facebook.com/ruaxetudong.net', 'tphcm_eng' => '', 'hanoi_eng' => '', 'hotline_eng' => '', 'name_eng' => '', 'chinhsach' => null, 'bandohn' => '<iframe frameborder="0" height="450" src="https://www.google.com/maps/embed?pb=!1m14!1m8!1m3!1d3724.958946511035!2d105.8172709!3d20.9942827!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ac91e206c757%3A0xf0f7a088bc4c72a2!2zMTg2IEtoxrDGoW5nIFRydW5nLCBUaGFuaCBYdcOibiwgSMOgIE7hu5lpLCBWaeG7h3QgTmFt!5e0!3m2!1svi!2s!4v1419913280809" style="border:0" width="600"></iframe>', 'bandohaiphong' => '<iframe frameborder="0" height="450" src="https://www.google.com/maps/embed?pb=!1m14!1m8!1m3!1d3724.958946511035!2d105.8172709!3d20.9942827!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ac91e206c757%3A0xf0f7a088bc4c72a2!2zMTg2IEtoxrDGoW5nIFRydW5nLCBUaGFuaCBYdcOibiwgSMOgIE7hu5lpLCBWaeG7h3QgTmFt!5e0!3m2!1svi!2s!4v1419913280809" style="border:0" width="600"></iframe>', 'gt' => '<p style="text-align: justify;"> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Là công ty chuyên nhập khẩu, cung cấp và chuyển giao công nghệ các loại máy đo đạc, trắc địa phục vụ khảo sát thiết kế, xây dựng và đo vẽ bản đồ của các hãng nổi tiếng trên thế giới như: LEICA, TOPCON, NIKON, PENTAX, SOKKIA, GLUNZ, TRIMPLE, SPECTRA, GEOMAX, GARMIN..., chúng tôi cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! </span><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm cùng</span> <span style="font-family: tahoma, geneva, sans-serif;">đội ngũ nhân viên, kỹ thuật viên năng động, có trình độ cao chúng tôi tự hào và tin tưởng Quý khách hàng sẽ hài lòng khi sử dụng các sản phẩm và dịch vụ do chúng tôi cung cấp!</span></span><br /> </p> <div style="text-align: justify;"> <span style="color:#ff9966;"><span style="font-family:comic sans ms,cursive;"><span style="font-size:14px;"><strong style="font-family: tahoma, geneva, sans-serif;">Hỗ trợ 24/7:</strong> <strong>0942 288 388/</strong></span><span style="font-size: 14px;"><strong>0949 322 456</strong> (Zalo) </span></span></span></div> ', 'gt_eng' => '' ) $tin_ft = array( (int) 0 => array( 'Post' => array( 'id' => '588', 'name' => 'Hướng dẫn mua hàng', 'code' => null, 'alias' => 'huong-dan-mua-hang', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<p> <span style="color:#000000;"><b><span style="font-size: 10.5pt; line-height: 107%; font-family: Verdana, sans-serif;">Cảm ơn Quý khách đã tin tưởng lựa chọn sản phẩm và dịch vụ vủa chúng tôi!</span></b><br /> <span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"> </span></span><span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"><!--[if !supportLineBreakNewLine]--><!--[endif]--></span></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="line-height: 107%;"><!--[if !supportLineBreakNewLine]--><!--[endif]--></span></span></span> <p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;">Quý khách có thể mua hàng theo những cách sau:</span></span></span><br /> </p> <p> <span style="color: rgb(0, 0, 0); font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Cách 1: </strong>Đặt hàng trực tiếp tại mục ĐẶT HÀNG (Thêm vào giỏ hàng) trên website: </span></span><span style="font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://maytracdiasaoviet.vn/" target="_blank"><span style="color:#000000;">https://tracdiathanhdat.vn/</span></a></span></span><span style="color: rgb(0, 0, 0); font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;">.</span></span></p> <p> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngay sau khi tiếp nhận thông tin đặt hàng, nhân viên kinh doanh công ty sẽ gọi điện cho quý khách để xác nhận đơn hàng và tiến hành giao hàng cho quý khách ngay trong ngày.</span></span></span></p> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Cách 2: </strong>Đặt hàng trực tiếp qua số hotline của công ty <br /> <br /> – Tại trụ sở Hà Nội: <strong>0913 051 734 </strong></span></span></span><span style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Zalo/Call)</span><br /> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">– Tại VPGD Hồ Chí Minh:<strong> 0904 925 936 </strong></span></span></span><span style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Zalo/Call)</span><br /> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Cách 3: </strong>Quý khách mua hàng trực tiếp tại địa chỉ sau:<br /> <br /> <strong>CÔNG TY CP CÔNG NGHỆ VÀ THƯƠNG MẠI THÀNH ĐẠT</strong></span></span></span><br /> <div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;"> <br style="margin: 0px; padding: 0px;" /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- 145 Láng Hạ, Đống Đa, Hà Nội</span><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- 5/161 Nguyễn Tuân, Thanh Xuân, Hà Nội</span></div> <div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;"> </div> <div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">- 1/56 Nguyễn Thái Sơn, Phường 3, Quận Gò Vấp, Hồ Chí Minh</span></span><br style="margin: 0px; padding: 0px;" /> <br /> Rất mong được hợp tác với Quý khách hàng trên cả nước.<br /> <br /> Trân trọng!</span></span></span></div> ', 'images' => '202104071220058398ebc1b9cf669cf602eb8040be387a.jpg', 'images_multi' => '', 'pos' => '1', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2021-04-07', 'modified' => '2026-02-01', 'status' => '1', 'view' => '3641', 'slug' => 'huong-dan-mua-hang', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '143', 'rght' => '144', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '4', 'name' => 'Chính sách bán hàng', 'parent_id' => null, 'alias' => 'chinh-sach-ban-hang', 'images' => '', 'lft' => '47', 'rght' => '48', 'pos' => '3', 'status' => '0', 'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc', 'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...', 'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!', 'created' => '2015-12-02', 'modified' => '2025-10-29', 'slug' => 'chinh-sach-ban-hang-1', 'cate' => '4', 'link' => 'dich-vu', 'name_eng' => 'Sales Policy', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 1 => array( 'Post' => array( 'id' => '586', 'name' => 'Chính sách thanh toán', 'code' => null, 'alias' => 'chinh-sach-thanh-toan', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;"> <span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"><b><span style="font-size: 10.5pt; line-height: 107%; font-family: Verdana, sans-serif;">Cảm ơn Quý khách đã tin tưởng lựa chọn sản phẩm và dịch vụ vủa chúng tôi!</span></b><br /> <br /> <span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"> <!--[if !supportLineBreakNewLine]--><!--[endif]--></span> </span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;">Chúng tôi c</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">hấp nhận các hình thức thanh toán bằng tiền mặt, chuyển khoản theo đúng quy định pháp luật. </span></span></p> <p style="margin: 0px 0px 1.3em; padding: 0px; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;"> <img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (22).png" style="width: 320px; height: 183px;" /></p> <p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;"> <span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Quý khách có thể chọn các phương thức thanh toán sau đây:</span></span><br /> <br /> <strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">I. Thanh toán trực tiếp tại cửa hàng<br /> <br /> II. Thanh toán qua hình thức chuyển khoản</span></strong><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Thông tin tài khoản:</span></span></p> <p style="margin: 0px 0px 1.3em; padding: 0px; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;"> <strong style="color: rgb(0, 0, 0); margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"><em>Chủ tài khoản</em>: CÔNG TY CP CÔNG NGHỆ VÀ THƯƠNG MẠI THÀNH ĐẠT</strong></p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em style="margin: 0px; padding: 0px;"><strong>Số tài khoản</strong></em><em style="margin: 0px; padding: 0px;">: <strong>0611001648635</strong> tại Ngân hàng TMCP Ngoại thương Việt Nam, chi nhánh Ba Đình<br /> <br /> <strong>Nội dung chuyển khoản</strong>: Tên công ty - Thông tin sản phẩm đã mua – Số điện thoại người chuyển tiền</em></span></span></span><br /> <br /> <p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;"> <span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Sau khi chuyển khoản hãy thông báo lại cho chúng tôi để chúng tôi kiểm tra và xác nhận lại cho Quý khách.</span></span><br /> <br /> <strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">III. Thanh toán khi nhân viên đến giao nhận hàng</span></strong></span></p> <p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66);"> <span style="color:#000000;"><font face="tahoma, geneva, sans-serif"><span style="font-size: 14px;">Quý khách hàng thanh toán trực tiếp bằng tiền mặt cho nhân viên giao hàng của chúng tôi ngay khi kiểm tra và nhận hàng.<br /> <br /> Mọi phản hồi và thắc mắc về việc thanh toán, Quý khách liên hệ <strong>0942 288 388</strong> để được tư vấn.</span></font><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trân trọng!</span></span></span></p> ', 'images' => '20210407122232bf3e6d52a68ca60f97fc6048b14e4acc.jpg', 'images_multi' => '', 'pos' => '2', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2021-04-07', 'modified' => '2026-02-01', 'status' => '1', 'view' => '3306', 'slug' => 'chinh-sach-thanh-toan', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '139', 'rght' => '140', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '4', 'name' => 'Chính sách bán hàng', 'parent_id' => null, 'alias' => 'chinh-sach-ban-hang', 'images' => '', 'lft' => '47', 'rght' => '48', 'pos' => '3', 'status' => '0', 'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc', 'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...', 'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!', 'created' => '2015-12-02', 'modified' => '2025-10-29', 'slug' => 'chinh-sach-ban-hang-1', 'cate' => '4', 'link' => 'dich-vu', 'name_eng' => 'Sales Policy', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 2 => array( 'Post' => array( 'id' => '587', 'name' => 'Chính sách vận chuyển', 'code' => null, 'alias' => 'chinh-sach-van-chuyen', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><span style="font-family:verdana,geneva,sans-serif;">Cảm ơn Quý khách đã tin tưởng lựa chọn sản phẩm và dịch vụ vủa chúng tôi!</span></strong><br /> <br /> Chúng tôi hỗ trợ giao hàng toàn quốc cho Quý khách mua hàng tại hệ thống cửa hàng của chúng tôi.</span></span><br /> </div> <div> <p style="margin: 0in 0in 7.5pt; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"> <span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;">Sau khi nhận được thông tin đặt hàng chúng tôi sẽ lập tức xử lý đơn hàng và phản hồi lại thông tin cho khách hàng về việc thanh toán và giao nhận.<br /> <br /> <strong>> Thời gian giao hàng </strong><br /> <br /> - Trong vòng 24 giờ nếu địa điểm giao hàng <b style="color: rgb(74, 74, 74); box-sizing: border-box;">≤ 20 km</b> tính từ cửa hàng của chúng tôi.</span></span></p> <p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Trong vòng 1-2 ngày nếu địa điểm giao hàng nằm trong phạm vi <b style="box-sizing: border-box">50 - 100 km</b> </span></span><span style="font-family: Arial, sans-serif;"><o:p></o:p></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">tính từ cửa hàng của chúng tôi.<br /> <br /> - Trong vòng 3-5 ngày</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> nếu địa điểm giao hàng từ <strong>20</strong></span><b style="font-family: tahoma, geneva, sans-serif; font-size: 14px; box-sizing: border-box;">0 km</b><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> trở lên </span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">tính từ cửa hàng của chúng tôi.</span></p> <p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;"> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trước khi vận chuyển, bộ phận giao nhận sẽ liên lạc với Quý khách hàng để xác nhận khoảng thời gian và địa điểm giao hàng cụ thể.</span></p> <p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;"> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">> Phí vận chuyển</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"> sẽ được tính theo từng giá trị đơn hàng và được thoả thuận giữa hai bên ngay trước khi giao hàng. </span></p> <p style="margin: 0in 0in 7.5pt; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"> <span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px;">Mọi thắc mắc liên quan đến việc giao hàng, Quý khách hàng liên hệ số điện thoại <strong>0942 288 388</strong> để được giải đáp và giải quyết kịp thời.<br /> <br /> Trân trọng!</span></span></span></p> </div> ', 'images' => '20210407122135505ddef64809ce7ee5f9db7cfdfd3e2e.jpg', 'images_multi' => '', 'pos' => '3', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2021-04-07', 'modified' => '2026-02-01', 'status' => '1', 'view' => '3322', 'slug' => 'chinh-sach-van-chuyen', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '141', 'rght' => '142', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '4', 'name' => 'Chính sách bán hàng', 'parent_id' => null, 'alias' => 'chinh-sach-ban-hang', 'images' => '', 'lft' => '47', 'rght' => '48', 'pos' => '3', 'status' => '0', 'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc', 'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...', 'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!', 'created' => '2015-12-02', 'modified' => '2025-10-29', 'slug' => 'chinh-sach-ban-hang-1', 'cate' => '4', 'link' => 'dich-vu', 'name_eng' => 'Sales Policy', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 3 => array( 'Post' => array( 'id' => '585', 'name' => 'Chính sách đổi trả', 'code' => null, 'alias' => 'chinh-sach-doi-tra', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<span style="color:#000000;"><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Chúng tôi hỗ trợ đổi trả sản phẩm trong vòng 07 ngày nếu lỗi phát sinh do nhà sản xuất.<br /> <br /> Trong thời gian đổi trả, Công ty CP Công nghệ và Thương mại Thành Đạt sẽ hỗ trợ cung cấp máy móc thay thế kịp thời để công việc khảo sát, đo đạc của Quý khách không bị gián đoạn. Chi phí vận chuyển cho việc đổi trả do hai bên tự thoả thuận.</span><br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" /> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Điều kiện đổi trả: </span></span></strong></span><br /> <ul> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm phải còn nguyên tem mác.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm bị lỗi do nhà sản xuất.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm không đúng như đơn đặt hàng.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số lần đổi trả cho 1 sản phẩm là 1 lần</span></span></span></li> </ul> <br /> <div style="text-align: start;"> <span style="color:#000000;"><strong><span style="text-align: justify;"><font face="tahoma, geneva, sans-serif"><span style="font-size: 14px;">> </span></font><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Việc đổi trả sẽ không được chấp nhận nếu:</span> <span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"> </span></span></strong></span></div> <ul> <li> <span style="color:#000000;"><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Trong quá trình sử dụng sản phẩm Quý khách không tuân thủ các chỉ dẫn của Nhà sản xuất.</span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="text-align: justify;">S</span>ản phẩm bị trầy xước, không nguyên vẹn</span></span></span></li> </ul> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngoài ra, chúng tôi cũng hỗ trợ đổi trả sản phẩm vì lý do chủ quan của Quý khách hàng ( muốn đổi sang sản phẩm cùng chủng loại nhưng khác về màu sắc, hãng sản xuất hay thông số kỹ thuật). Chi phí cho việc đổi trả này do Quý khách hàng chịu.</span></span><br /> <br /> <span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;"><img alt="" src="https://tracdiathanhdat.vn/admin/webroot/upload/image/images/lien-he.jpg" style="margin: 0px; padding: 8px 0px; height: 36px; max-width: 100%; vertical-align: middle; border: 0px; opacity: 1; font-size: 13px; width: 38px;" /><span style="margin: 0px; padding: 0px; font-size: 13px;"> </span></strong></span></span><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;"> </strong></span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Liên hệ hotline <strong>0913 051 734</strong> để được tư vấn đổi trả theo đúng qui định.</span></span>', 'images' => '202104071223177d9b7f6e319f9fa90078c7c61ed9bd19.jpg', 'images_multi' => '', 'pos' => '4', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2021-04-07', 'modified' => '2026-02-02', 'status' => '1', 'view' => '3317', 'slug' => 'chinh-sach-doi-tra', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '137', 'rght' => '138', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '4', 'name' => 'Chính sách bán hàng', 'parent_id' => null, 'alias' => 'chinh-sach-ban-hang', 'images' => '', 'lft' => '47', 'rght' => '48', 'pos' => '3', 'status' => '0', 'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc', 'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...', 'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!', 'created' => '2015-12-02', 'modified' => '2025-10-29', 'slug' => 'chinh-sach-ban-hang-1', 'cate' => '4', 'link' => 'dich-vu', 'name_eng' => 'Sales Policy', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 4 => array( 'Post' => array( 'id' => '583', 'name' => 'Chính sách bảo hành', 'code' => null, 'alias' => 'chinh-sach-bao-hanh', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<div> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><span style="color: rgb(66, 66, 66); text-align: justify;">Tất cả các sản phẩm mua tại hệ thống cửa hàng của chúng tôi đều được bảo hành chính hãng theo quy định của nhà sản xuất. </span><br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" /> <br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" /> <span style="color: rgb(66, 66, 66); text-align: justify;">Chúng tôi hỗ trợ kỹ thuật 24/7 qua số hotline <strong>0913 051 734</strong> trong suốt quá trình Quý khách sử dụng sản phẩm.</span></span></span></div> <div> <br /> <strong><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">1. Sản phẩm được bảo hành miễn phí: </span></span></strong><br /> <br /> <ul> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm sẽ được bảo hành miễn phí nếu sản phẩm đó còn thời hạn bảo hành (được tính kể từ ngày mua hàng).</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Thời hạn bảo hành được ghi trên Tem Bảo Hành và theo quy định của từng Nhà sản xuất đối với tất cả các sự cố về mặt kỹ thuật.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Có Tem bảo hành trên sản phẩm.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Khi sản phẩm có sự cố kĩ thuật chúng tôi sẽ trực tiếp khắc phục sự cố tại cửa hàng hoặc thay mặt khách hàng mang sản phẩm tới Trung Tâm Bảo Hành của hãng.</span></span></li> </ul> <br /> <strong><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">2. Những trường hợp không được bảo hành (sửa chữa có tính phí): </span></span></strong><br /> <br /> <ul> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm đã quá thời hạn bảo hành hoặc không có Tem bảo hành trên máy.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm bị hư hỏng do tác động cơ học làm rơi, vỡ, va đập, trầy xước, móp méo, ẩm ướt, hoen rỉ, chảy nước hoặc do hỏa hoạn, thiên tai gây nên.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm bị hỏng do sử dụng không đúng cách, sử dụng sai điện áp quy định.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Tự ý tháo dỡ, sửa chữa sản phẩm</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trân trọng!</span></span><br /> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"> </span></span></div> ', 'images' => '20210407123801c4049edabae0c54e2347c82e21413ec3.jpg', 'images_multi' => '', 'pos' => '5', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2021-04-07', 'modified' => '2026-02-01', 'status' => '1', 'view' => '3071', 'slug' => 'chinh-sach-bao-hanh', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '133', 'rght' => '134', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '4', 'name' => 'Chính sách bán hàng', 'parent_id' => null, 'alias' => 'chinh-sach-ban-hang', 'images' => '', 'lft' => '47', 'rght' => '48', 'pos' => '3', 'status' => '0', 'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc', 'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...', 'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!', 'created' => '2015-12-02', 'modified' => '2025-10-29', 'slug' => 'chinh-sach-ban-hang-1', 'cate' => '4', 'link' => 'dich-vu', 'name_eng' => 'Sales Policy', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 5 => array( 'Post' => array( 'id' => '584', 'name' => 'Chính sách bảo mật thông tin', 'code' => null, 'alias' => 'chinh-sach-bao-mat-thong-tin', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<div> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">1. Mục đích thu nhập thông tin cá nhân</span></span></span></span></h2> <p style="text-align: justify;"> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(51, 51, 51);">Thông tin cá nhân mà chúng tôi thu thập bao gồm: họ tên, địa chỉ giao hàng, địa chỉ email, số điện thoại cố định, số điện thoại di động, cookies.</span></p> <ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Đối với các giao dịch thanh toán qua cổng thanh toán trực tuyến, Chúng tôi không lưu trữ thông tin số tài khoản, số thẻ ngân hàng của khách hàng, những thông tin này sẽ được cổng thanh toán lưu trữ để phục vụ việc đối soát giao dịch.</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Thông tin cá nhân khách hàng sẽ được sử dụng cho một hoặc tất cả các mục đích sau đây:</span></span></span></span> <ul style="margin: 0px; padding: 0px 0px 0px 15px;"> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Giao hàng cho quý khách đã mua hàng</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Thông báo về việc giao hàng và hỗ trợ khách hàng</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Cung cấp thông tin liên quan đến sản phẩm</span></span></span></span></li> </ul> </li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ngoài ra, chúng tôi sẽ sử dụng thông tin của quý khách cung cấp để hỗ trợ quản lý tài khoản khách hàng (nếu có); xác nhận và thực hiện các giao dịch tài chính liên quan đến các khoản thanh toán trực tuyến của quý khách;</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Chúng tôi không được phép thu nhập thông tin nếu khách hàng không tự nguyện, cũng không sử dụng phương thức thu thập thông tin khách hàng bằng các hình thức bất hợp pháp.</span></span></span></span></li> </ul> <p style="text-align: justify;"> </p> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">2. Phạm vi sử dụng thông tin</span></span></span></span></h2> <br /> <ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Thông tin cá nhân thu thập được sẽ chỉ được sử dụng trong nội bộ công ty.</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Chúng tôi có thể chia sẻ tên và địa chỉ của quý khách cho dịch vụ chuyển phát nhanh có uy tín để giao hàng cho quý khách theo cam kết.</span></span></span></span></li> </ul> <p style="text-align: justify;"> </p> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">3. Thời gian lưu trữ thông tin</span></span></span></span></h2> <p style="text-align: justify;"> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(51, 51, 51); text-align: justify;">Thông tin khách hàng được lưu trữ nội bộ cho đến khi có yêu cầu xóa thông tin từ phía khách hàng.</span></p> <div style="margin: 0px; padding: 0px; line-height: 20px;"> <div> <div style="text-align: justify;"> </div> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Những người hoặc tổ chức có thể được tiếp cận với thông tin </span></span></h2> <br /> <div style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đối tượng được tiếp cận với thông tin cá nhân của khách hàng thuộc một trong những trường hợp sau:</span></span><br /> </div> <div style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Nhân viên của Công ty Cổ phần Công nghệ và thương mại Thành Đạt</span></span></div> <div style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Các đối tác có ký hợp đồng thực hiện 1 phần dịch vụ của Công ty. Các đối tác này sẽ nhận được những thông tin theo thỏa thuận hợp đồng (có thể 1 phần hoặc toàn bộ thông tin tuy theo điều khoản hợp đồng) để tiến hành hỗ trợ người dùng sử dụng dịch vụ do Công ty cung cấp.</span></span></div> <div style="text-align: justify;"> </div> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Địa chỉ của đơn vị thu thập và quản lý thông tin</span></span></h2> <div style="text-align: justify;"> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">(bao gồm cách thức liên lạc để người tiêu dùng có thể hỏi về hoạt động thu thập, xử lý thông tin liên quan đến cá nhân mình)</span></span></em></div> <div style="text-align: justify;"> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ của đơn vị thu thập và quản lý thông tin:</span></span><br /> </div> <div style="text-align: justify;"> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Công ty Cổ phần Công nghệ và thương mại Thành Đạt </span></span></strong></div> <div style="text-align: justify;"> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Địa chỉ: số 157 phố Đặng Văn Ngữ, P. Phương Liên, Q. Đống Đa, Tp. Hà Nội</span></span></strong></div> <div style="text-align: justify;"> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Điện thoại: 0243 7764930</span></span></strong></div> <div style="text-align: justify;"> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Email: tracdiathanhdat@gmail.com<span style="white-space: pre;"> </span></span></span></strong></div> </div> </div> <p style="text-align: justify;"> <br /> <span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Người dùng có thể gọi điện tới tổng đài hỗ trợ và chăm sóc khách hàng </span><strong style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify; margin: 0px; padding: 0px;">0949 322 456</strong><span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"> để điều chỉnh hoặc xóa đi dữ liệu cá nhân của mình.</span><br /> </p> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">6. Cam kết bảo mật thông tin cá nhân khách hàng</span></span></span></span></h2> <br /> <ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Không bán, chia sẻ hay trao đổi thông tin cá nhân của khách hàng thu thập trên trang web cho một bên thứ ba nào khác.</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ngoại trừ các trường hợp về sử dụng thông tin cá nhân như đã nêu trong chính sách này,chúng tôi cam kết không tiết lộ thông tin cá nhân của bạn ra ngoài. Trong một số trường hợp, chúng tôi có thể thuê một đơn vị độc lập để tiến hành các dự án nghiên cứu thị trường và khi đó thông tin của bạn sẽ được cung cấp cho đơn vị này để tiến hành dự án. Bên thứ ba này sẽ bị ràng buộc bởi một thỏa thuận về bảo mật mà theo đó họ chỉ được phép sử dụng những thông tin được cung cấp cho mục đích hoàn thành dự án.</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Chúng tôi có thể tiết lộ hoặc cung cấp thông tin cá nhân của bạn trong các trường hợp thật sự cần thiết như sau: (a) khi có yêu cầu của các cơ quan pháp luật; (b) trong trường hợp mà chúng tôi tin rằng điều đó sẽ giúp chúng tôi bảo vệ quyền lợi chính đáng của mình trước pháp luật.</span></span></span></span></li> </ul> <p style="text-align: justify;"> </p> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">7. Thay đổi về chính sách</span></span></span></span></h2> <p style="text-align: justify;"> <br style="margin: 0px; padding: 0px;" /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">Nội dung của “Chính sách bảo mật” này có thể thay đổi để phù hợp với các nhu cầu của Công Ty CP Công nghệ và Thương Mại Thành Đạt cũng như nhu cầu và sự phản hồi từ khách hàng (nếu có). </span></span></span></span></p> </div> <div style="text-align: justify;"> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chúng tôi hiểu rằng quyền lợi của bạn trong việc bảo vệ thông tin cá nhân cũng chính là trách nhiệm của chúng tôi nên trong bất kỳ trường hợp có thắc mắc, góp ý nào liên quan đến chính sách bảo mật, việc thông tin cá nhân bị sử dụng sai mục đích vui lòng liên hệ qua số điện thoại <strong>0949 322 456</strong> hoặc gửi phản hồi về địa chỉ email: <em><strong>tracdiathanhdat@gmail.com.</strong></em><br /> <br /> Trân trọng!</span></span></div> ', 'images' => '202104071236589b665b2accf17da9077cea4c5dad8e94.jpg', 'images_multi' => '', 'pos' => '6', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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} .toc_cap3{ padding-left: 50px!important; } .ct-tt table.download{ width: 100%!important; } .ct-tt a.download{ background-color: #4a90e2;width: 90%;color: #fff;padding:10px;border-radius: 20px;display: block;text-align: center;text-transform: uppercase; } .ct-tt table.dangkythamgia{ width: 100%!important; } .ct-tt a.dangkythamgia{ padding:10px 20px; background-color: #00ffff; } .ct-tt div{max-width: 100%;} </style> <div class="bg-cat-danhmuc"> <div class="cat-title-danhmuc"> <a href="" title=""> <h1></h1> </a> </div> </div> <div class="box-content-detail"> <div class="clear-content"></div><div class="clear-content"></div> <div class="col-product"> <div class="box-new-content"> <div class="box-new-detail"> <div class="time-date"> 12:00:00 <span>30/05/2023</span> </div><!--end time-date--><div class="clear-content"></div> <div class="box-like-share"> <div class="like1"> <div class="fb-like" data-href="https://www.tracdiathanhdat.vn/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu.htm" data-layout="standard" data-action="like" data-show-faces="true" data-share="true"></div> </div> </div><!--end box-like-share--><div class="clear-content"></div> <div class="ct-tt"> <style> #row-2097407503{display: flex;flex-wrap: wrap;} #row-2097407503 p{ margin-bottom: 20px; } .large-4 { flex-basis: 33.3333333333%;text-align: center; max-width: 33.3333333333%;margin-bottom: 30px; } .large-4 a{ color: #fff;text-transform: uppercase;font-weight:bold; } .large-4 .col-inner{padding:0 15px;} .expand { display: block; max-width: 100%!important; padding-left: 0!important; padding-right: 0!important; width: 100%!important;padding:10px; } .button.success { background-color: #4a90e2; } .box-shadow-4-hover:hover, .box-shadow-5-hover:hover, .row-box-shadow-4-hover .col-inner:hover, .row-box-shadow-5-hover .col-inner:hover { transform: translateY(-6px);box-shadow: 0 30px 40px 0 rgb(0 0 0 / 20%); } .box-shadow-1, .box-shadow-1-hover, .box-shadow-2, .box-shadow-2-hover, .box-shadow-3, .box-shadow-3-hover, .box-shadow-4, .box-shadow-4-hover, .box-shadow-5, .box-shadow-5-hover, .row-box-shadow-1 .col-inner, .row-box-shadow-1-hover .col-inner, .row-box-shadow-2 .col-inner, .row-box-shadow-2-hover .col-inner, .row-box-shadow-3 .col-inner, .row-box-shadow-3-hover .col-inner, .row-box-shadow-4 .col-inner, .row-box-shadow-4-hover .col-inner, .row-box-shadow-5 .col-inner, .row-box-shadow-5-hover .col-inner { transition: transform .3s,box-shadow .3s,background-color .3s,color .3s,opacity .3s; } .box-shadow-3, .box-shadow-3-hover:hover, .row-box-shadow-3 .col-inner, .row-box-shadow-3-hover .col-inner:hover { box-shadow: 0 10px 20px rgb(0 0 0 / 19%), 0 6px 6px rgb(0 0 0 / 22%); } .button span { font-weight: 400; } .is-shade:after { box-shadow: inset 1px 1px 0 0 hsl(0deg 0% 100% / 10%), inset 0 2em 15px 0 hsl(0deg 0% 100% / 20%); } </style> <div class="" id="row-2097407503"> <p style="font-family:tahoma,geneva,sans-serif; font-size: 14px;"> Nếu bạn đang tìm kiếm phần mềm trắc địa, các thông tin liên quan về máy móc đo đạc, trắc địa cho dự án của mình bạn đã tìm đúng kho lưu trữ! 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View 10/181. </div> <div class="clear-main"></div> </div><!--end box-ctbar--> </div> </div> <script type="text/javascript"> var ToC = "<div id='ez-toc-container' class='ez-toc-v2_0_17 counter-hierarchy ez-toc-grey'><div class='ez-toc-title-container'><p class='ez-toc-title'></p><span class='ez-toc-title-toggle'><a class='ez-toc-pull-right ez-toc-btn ez-toc-btn-xs ez-toc-btn-default ez-toc-toggle' style='display: inline'><i class='ez-toc-glyphicon ez-toc-icon-toggle'></i></a></span></div><nav role='navigation' class='menu_danhmuc'>" + // "<div class='tile_mucluc'><span>Mục lục:</span></div>" + "<ul class='ez-toc-list ez-toc-list-level-1'>"; var newLine, el, title, link ,id; $(".ct-tt h2 ,.ct-tt h3 ,.ct-tt h4").each(function() { el = $(this); title = el.text(); id = title.toLowerCase().replace(/\s+/,'-').replace(/à|á|ạ|ả|ã|â|ầ|ấ|ậ|ẩ|ẫ|ă|ằ|ắ|ặ|ẳ|ẵ/g,"a").replace(/è|é|ẹ|ẻ|ẽ|ê|ề|ế|ệ|ể|ễ/g,"e").replace(/ì|í|ị|ỉ|ĩ/g,"i").replace(/ò|ó|ọ|ỏ|õ|ô|ồ|ố|ộ|ổ|ỗ|ơ|ờ|ớ|ợ|ở|ỡ/g,"o").replace(/ù|ú|ụ|ủ|ũ|ư|ừ|ứ|ự|ử|ữ/g,"u").replace(/ỳ|ý|ỵ|ỷ|ỹ/g,"y").replace(/đ/g,"d").replace(/!|@|\$|%|\^|\*|\(|\)|\+|\=|\<|\>|\?|\/|,|\.|\:|\'| |\"|\&|\#|\[|\]|~/g,"-").replace(/-+-/g,"-").replace(/^\-+|\-+$/g,""); $(this).attr('id', id); if($(this).is("h2")){ newLine = "<li>" + "<a href='#"+ id + "' >" + title + "</a>" + "</li>"; } if($(this).is("h3")){ newLine = "<li class='toc_cap2'>" + "<a href='#"+ id + "' >" + title + "</a>" + "</li>"; } if($(this).is("h4")){ newLine = "<li class='toc_cap3'>" + "<a href='#"+ id + "' >" + title + "</a>" + "</li>"; } ToC += newLine; }); ToC += "</ul>" + "</nav></div><div style='clear:both;'></div>"; $(".ct-tt").prepend(ToC); $( ".ez-toc-glyphicon" ).toggle( function() { $('#ez-toc-container').addClass( "selected" ); $('.menu_danhmuc').hide(); }, function() { $('#ez-toc-container').removeClass( "selected" ); $('.menu_danhmuc').show(); } ); </script> ' $scripts_for_layout = '' $count = (int) 0 $price = (int) 0 $sl = (int) 0 $cap1 = array( 'Catproduct' => array( 'id' => '2', 'name' => 'Sản phẩm', 'slug' => 'san-pham-1' ) ) $dm_c2 = array( (int) 0 => array( 'Catproduct' => array( 'id' => '64', 'name' => 'UAV/DRONE', 'parent_id' => '2', 'alias' => 'uav-drone', 'images' => '202401081512521957a61f2ef900e93835e8f9f7aeab18.png', 'lft' => '34', 'rght' => '35', 'pos' => '0', 'status' => '1', 'title_seo' => 'UAV/ Drone, máy bay không người lái', 'meta_key' => 'UAV', 'meta_des' => 'Là công ty chuyên nhập khẩu, cung cấp máy bay không người lái UAV/ Drone chính hãng Trắc đia Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! 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', 'created' => '2015-12-02', 'modified' => '2024-02-28', 'slug' => 'may-thuy-binh-tu-dong', 'cate' => '4', 'link' => 'san-pham', 'name_eng' => '', 'name_tq' => '', 'type' => 'product', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 6 => array( 'Catproduct' => array( 'id' => '11', 'name' => 'Máy thủy bình điện tử', 'parent_id' => '2', 'alias' => 'may-thuy-binh-dien-tu', 'images' => '20240108152655355622b7e39186c76b1c8d7c90d8d67b.png', 'lft' => '12', 'rght' => '13', 'pos' => '5', 'status' => '1', 'title_seo' => 'may thuy binh dien tu, máy thủy bình điện tử, máy thủy bình điện tử Leica, Nikon, Topcon, Sokkia, Trimple', 'meta_key' => 'may thuy binh dien tu, máy thủy bình điện tử, máy thủy bình điện tử Leica, Nikon, Topcon, Sokkia, Trimple chính hãng tại Việt Nam', 'meta_des' => 'Máy thủy bình điện tử là loại máy sử dụng tia hồng ngoại để đọc những số liệu cần đo đạc, rồi tự động tính toán theo các phép tính mà người sử dụng lựa chọn. Cuối cùng, kết quả sẽ hiển thị trên màn hình LCD. Các dữ liệu tính toán và đo đạc được lưu trữ ở bộ nhớ trong của máy. Hoặc có thể chuyển qua máy tính để xử lý các số liệu mà người sử dụng cần. ', 'created' => '2015-12-02', 'modified' => '2024-01-08', 'slug' => 'may-thuy-binh-dien-tu', 'cate' => '4', 'link' => 'san-pham', 'name_eng' => '', 'name_tq' => '', 'type' => 'product', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 7 => array( 'Catproduct' => array( 'id' => '16', 'name' => 'Máy thủy bình laser', 'parent_id' => '2', 'alias' => 'may-thuy-binh-laser', 'images' => '2024010815374917fb38b64f9f6f9f2d1bc004b3e3e59c.png', 'lft' => '22', 'rght' => '23', 'pos' => '6', 'status' => '1', 'title_seo' => 'Máy thủy bình laser chính hãng giá rẻ tại Hà Nội, may thuy binh laser, may laser, máy laser giá rẻ, máy laser Bosch, máy laser Leica', 'meta_key' => 'Máy thủy bình laser chính hãng giá rẻ tại Hà Nội, may thuy binh laser, may laser, máy laser giá rẻ, máy laser Bosch, máy laser Leica', 'meta_des' => 'Chuyên nhập khẩu, cung cấp máy laser chính hãng Trắc đia Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ', 'created' => '2015-12-09', 'modified' => '2024-02-28', 'slug' => 'may-thuy-binh-laser', 'cate' => '4', 'link' => 'san-pham', 'name_eng' => '', 'name_tq' => '', 'type' => 'product', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 8 => array( 'Catproduct' => array( 'id' => '17', 'name' => 'Máy đo khoảng cách laser', 'parent_id' => '2', 'alias' => 'may-do-khoang-cach-laser', 'images' => '2024010815293974051a0f3faad4fe0033fe98318caed8.png', 'lft' => '24', 'rght' => '25', 'pos' => '6', 'status' => '1', 'title_seo' => 'Máy Đo Khoảng Cách Laser chính hãng giá rẻ', 'meta_key' => 'Máy Đo Khoảng Cách Laser, Máy Đo Khoảng Cách Laser chính hãng, May do khoang cach laser, May do khoang cach laser chinh hang, May do khoang cach', 'meta_des' => 'Là công ty chuyên nhập khẩu, cung cấp máy đo khoảng cách laser chính hãng Trắc đia Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ', 'created' => '2015-12-09', 'modified' => '2024-01-08', 'slug' => 'may-do-khoang-cach-laser', 'cate' => '4', 'link' => 'san-pham', 'name_eng' => 'May do khoang cach laser', 'name_tq' => '', 'type' => 'product', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 9 => array( 'Catproduct' => array( 'id' => '13', 'name' => 'Máy định vị vệ tinh GPS 2 tần số RTK', 'parent_id' => '2', 'alias' => 'may-dinh-vi-ve-tinh-gps-2-tan-so-rtk', 'images' => '20240108152853b1305732e016ad5c534f8371d76c092b.png', 'lft' => '16', 'rght' => '17', 'pos' => '7', 'status' => '1', 'title_seo' => 'Máy định vị vệ tinh GPS 2 tần số RTK, máy đinh vị vệ tinh GNSS RTK, máy RTK, may RTK', 'meta_key' => 'máy định vị vệ tinh GNSS RTK, máy RTK, may RTK, ', 'meta_des' => 'Chuyên nhập khẩu, cung cấp máy định vị vệ tinh GNSS RTK chính hãng Trắc đia Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ', 'created' => '2015-12-02', 'modified' => '2024-01-08', 'slug' => 'may-dinh-vi-ve-tinh-gps-2-tan-so-rtk', 'cate' => '4', 'link' => 'san-pham', 'name_eng' => '', 'name_tq' => '', 'type' => 'product', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 10 => array( 'Catproduct' => array( 'id' => '19', 'name' => 'Máy định vị GPS cầm tay', 'parent_id' => '2', 'alias' => 'may-dinh-vi-gps-cam-tay', 'images' => '20240108153154a6b2faa25954f0bdc29b481c798007e7.png', 'lft' => '26', 'rght' => '27', 'pos' => '7', 'status' => '1', 'title_seo' => 'máy định vị GPS cầm tay, may GPS cam tay, Máy GPS Garmin', 'meta_key' => 'máy định vị GPS cầm tay, may GPS cam tay, Máy GPS Garmin chính hãng', 'meta_des' => 'Chuyên nhập khẩu, cung cấp máy GPS cầm tay Garmin chính hãng Trắc đia Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ', 'created' => '2015-12-10', 'modified' => '2024-01-08', 'slug' => 'may-dinh-vi-gps-cam-tay', 'cate' => '4', 'link' => 'san-pham', 'name_eng' => '', 'name_tq' => '', 'type' => 'product', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 11 => array( 'Catproduct' => array( 'id' => '14', 'name' => 'Máy thông tầng', 'parent_id' => '2', 'alias' => 'may-thong-tang', 'images' => '2024010816025097a2e124175b25dae1b26701340708c7.png', 'lft' => '18', 'rght' => '19', 'pos' => '8', 'status' => '1', 'title_seo' => 'máy thông tầng, máy chiếu đứng, may chieu dung, Foif,', 'meta_key' => 'Máy thông tầng, máy chiếu đứng, may chieu dung, Foif,', 'meta_des' => 'Chuyên cung cấp máy chiếu đứng các loại. Cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ', 'created' => '2015-12-02', 'modified' => '2024-01-19', 'slug' => 'may-thong-tang', 'cate' => '4', 'link' => 'san-pham', 'name_eng' => '', 'name_tq' => '', 'type' => 'product', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 12 => array( 'Catproduct' => array( 'id' => '15', 'name' => 'Máy bộ đàm', 'parent_id' => '2', 'alias' => 'may-bo-dam', 'images' => '20240108153715f990518da54698e33be2ea01d6b75f59.png', 'lft' => '20', 'rght' => '21', 'pos' => '8', 'status' => '1', 'title_seo' => 'máy bộ đàm, may bo dam, máy bộ đàm Kenwood, máy bộ đàm Motorola, may bo dam chinh hang', 'meta_key' => 'máy bộ đàm, may bo dam, máy bộ đàm Kenwood, máy bộ đàm Motorola, may bo dam chinh hang, máy bộ đàm chính hãng tại Việt Nam', 'meta_des' => 'Chuyên nhập khẩu, cung cấp máy bộ đàm chính hãng các loại, Trắc địa Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ', 'created' => '2015-12-02', 'modified' => '2024-01-08', 'slug' => 'may-bo-dam', 'cate' => '4', 'link' => 'san-pham', 'name_eng' => '', 'name_tq' => '', 'type' => 'product', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 13 => array( 'Catproduct' => array( 'id' => '51', 'name' => 'Thước đo các loại', 'parent_id' => '2', 'alias' => 'thuoc-do-cac-loai', 'images' => '202401081540347d3b76212a8ebdd03d45fc49a95a9868.png', 'lft' => '32', 'rght' => '33', 'pos' => '10', 'status' => '1', 'title_seo' => 'thước thép, thước Yamayo, thuoc thep, thước đo sâu, thuoc do sau', 'meta_key' => 'thước thép, thước Yamayo, thuoc thep, thước đo sâu, thuoc do sau chính hãng tại Việt Nam ', 'meta_des' => 'Chuyên nhập khẩu, cung cấp thước đo các loại chính hãng, Trắc địa Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ', 'created' => '2021-03-25', 'modified' => '2024-01-08', 'slug' => 'thuoc-do-cac-loai', 'cate' => '4', 'link' => 'san-pham', 'name_eng' => '', 'name_tq' => '', 'type' => 'product', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 14 => array( 'Catproduct' => array( 'id' => '50', 'name' => 'Ống nhòm - Ống nhòm đo khoảng cách', 'parent_id' => '2', 'alias' => 'ong-nhom-ong-nhom-do-khoang-cach', 'images' => '20240108154447aa6b0fa969e5b4b7e097ef929cddbc0b.png', 'lft' => '30', 'rght' => '31', 'pos' => '11', 'status' => '1', 'title_seo' => 'ống nhòm, ống nhòm đo khoảng cách, ong nhom gia re, ống nhòm chính hãng, ống nhòm golf', 'meta_key' => 'ống nhòm, ống nhòm đo khoảng cách, ong nhom gia re, ống nhòm chính hãng, ống nhòm golf chính hãng', 'meta_des' => 'Chuyên cung cấp ống nhòm, ống nhòm đo khoảng cách chính hãng giá rẻ tại Hà Nội. Trắc đia Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ', 'created' => '2021-03-25', 'modified' => '2024-01-08', 'slug' => 'ong-nhom-ong-nhom-do-khoang-cach', 'cate' => '4', 'link' => 'san-pham', 'name_eng' => '', 'name_tq' => '', 'type' => 'product', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 15 => array( 'Catproduct' => array( 'id' => '12', 'name' => 'Phụ kiện trắc địa', 'parent_id' => '2', 'alias' => 'phu-kien-trac-dia', 'images' => '2024010815484273190bae8513cd20f76eb5a6816de822.png', 'lft' => '14', 'rght' => '15', 'pos' => '12', 'status' => '1', 'title_seo' => 'phụ kiện trắc địa, phu kien trac dia, chân máy, chân máy toàn đạc, chân thủy bình, pin GPS, pin sạc RTK, pin máy toàn đạc điện tử, mia, gương sào, gường Leica, gương Topcon, gương Nikon, sào gương', 'meta_key' => 'phụ kiện trắc địa, phu kien trac dia, chân máy, chân máy toàn đạc, chân thủy bình, pin GPS, pin sạc RTK, pin máy toàn đạc điện tử, mia, gương sào, gường Leica, gương Topcon, gương Nikon, sào gương chính hãng', 'meta_des' => 'Chuyên cung cấp phụ kiện trắc địa các loại: mia, chân toàn đạc, chân thủy bình, sạc pin RTK, sạc pin máy toàn đạc, gương sào,.... Trắc địa Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ', 'created' => '2015-12-02', 'modified' => '2024-01-08', 'slug' => 'phu-kien-trac-dia', 'cate' => '4', 'link' => 'san-pham', 'name_eng' => 'Equipments', 'name_tq' => '', 'type' => 'product', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 16 => array( 'Catproduct' => array( 'id' => '47', 'name' => 'Sản phẩm khác', 'parent_id' => '2', 'alias' => 'san-pham-khac', 'images' => '2024010816004972262bc63fc2344d41a2a0d35c8176a7.png', 'lft' => '28', 'rght' => '29', 'pos' => '14', 'status' => '1', 'title_seo' => 'địa bàn địa chất, la bàn, la ban, búa địa chất, máy đo độ dày bê tông,camera hồng ngoại, máy đo độ bụi, máy đo độ cứng bê tông, bật mực, nhiệt kế, súng bắn bê tông,..', 'meta_key' => 'địa bàn địa chất, la bàn, la ban, búa địa chất, máy đo độ dày bê tông,camera hồng ngoại, máy đo độ bụi, máy đo độ cứng bê tông, bật mực, nhiệt kế, súng bắn bê tông,..', 'meta_des' => 'Chuyên cung cấp địa bàn địa chất, la bàn, la ban, búa địa chất, máy đo độ dày bê tông,camera hồng ngoại, máy đo độ bụi, máy đo độ cứng bê tông, bật mực, nhiệt kế, súng bắn bê tông,.. Trắc địa Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ', 'created' => '2016-01-25', 'modified' => '2024-01-08', 'slug' => 'san-pham-khac', 'cate' => '4', 'link' => 'san-pham', 'name_eng' => '', 'name_tq' => '', 'type' => 'product', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ) ) $cap2 = array( 'Catproduct' => array( 'id' => '45', 'name' => 'Dịch vụ thuê máy', 'parent_id' => '3', 'alias' => 'dich-vu-thue-may', 'images' => '', 'lft' => '42', 'rght' => '43', 'pos' => '2', 'status' => '1', 'title_seo' => '', 'meta_key' => '', 'meta_des' => '', 'created' => '2016-01-21', 'modified' => '2016-01-21', 'slug' => 'dich-vu-thue-may', 'cate' => '4', 'link' => 'gioi-thieu', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ) $dm_c3 = array()include - APP/View/Elements/menu.ctp, line 56 View::_evaluate() - CORE/Cake/View/View.php, line 920 View::_render() - CORE/Cake/View/View.php, line 883 View::element() - CORE/Cake/View/View.php, line 424 include - APP/View/Layouts/home.ctp, line 169 View::_evaluate() - CORE/Cake/View/View.php, line 920 View::_render() - CORE/Cake/View/View.php, line 883 View::renderLayout() - CORE/Cake/View/View.php, line 539 View::render() - CORE/Cake/View/View.php, line 483 Controller::render() - CORE/Cake/Controller/Controller.php, line 957 ProductController::chitiet() - APP/Controller/ProductController.php, line 135 ReflectionMethod::invokeArgs() - [internal], line ?? Controller::invokeAction() - CORE/Cake/Controller/Controller.php, line 485 Dispatcher::_invoke() - CORE/Cake/Routing/Dispatcher.php, line 186 Dispatcher::dispatch() - CORE/Cake/Routing/Dispatcher.php, line 161 [main] - APP/webroot/index.php, line 92
Notice (8): Undefined index: name_eng [APP/View/Elements/menu.ctp, line 55]
Code Context
">
<div class="accordion-group"><div class="accordion-heading"><a class="accordion-toggle" <?php if(!empty($dm_c2)){?>data-toggle="collapse" data-parent="#accordion2" href="#collapse<?php echo $cap1['Catproduct']['id'];?>" title="<?php echo $cap1['Catproduct']['name'.LANGUAGE];?>"<?php }else{?>href="<?php echo DOMAIN.$cap1['Catproduct']['slug'];?>"<?php }?>>
$viewFile = '/home/tracdiathanhda/domains/tracdiathanhdat.vn/public_html/app/View/Elements/menu.ctp'
$dataForView = array(
'cat12' => array(
'Catproduct' => array(
'id' => '40',
'name' => 'Blogs',
'parent_id' => null,
'alias' => 'blogs',
'images' => '',
'lft' => '103',
'rght' => '104',
'pos' => '5',
'status' => '1',
'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu',
'created' => '2015-12-16',
'modified' => '2025-10-29',
'slug' => 'blogs',
'cate' => '4',
'link' => 'tin-tuc',
'name_eng' => '',
'name_tq' => '',
'type' => 'new',
'hot' => '0',
'content' => '',
'display' => '0',
'content_eng' => null
)
),
'description_for_layout' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
'keywords_for_layout' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
'title_for_layout' => 'Máy toàn đạc điện tử',
'tinmoiup' => array(
(int) 0 => array(
'Post' => array(
[maximum depth reached]
),
'Catproduct' => array(
[maximum depth reached]
)
),
(int) 1 => array(
'Post' => array(
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'id' => '721',
'name' => 'Định vị công trình bằng máy toàn đạc điện tử',
'code' => null,
'alias' => 'dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu',
'cat_id' => '40',
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'type' => 'new',
'shortdes' => '<p style="margin: 0in 0in 15.6pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(51, 51, 51);">Định vị thi công công trình là công tác trắc địa nhằm xác định vị trí mặt <span style="box-sizing: border-box; touch-action: manipulation; color: rgb(51, 72, 98);">bằng</span> của các điểm, các đường thẳng, các điểm chi tiết của công trình xây dựng trên đất liền cũng như trên mặt nước theo đúng thiết kế.</span></span></span><span style="font-size:11.5pt;
font-family:Montserrat;color:#333333"><o:p></o:p></span></p>
',
'content' => '<h2>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Tìm hiểu về định vị thi công công trình </strong></span></span></span></h2>
<br />
<p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị thi công công trình là công tác trắc địa nhằm xác định vị trí mặt bằng của các điểm, các đường thẳng, các điểm chi tiết của công trình xây dựng trên đất liền cũng như trên mặt nước theo đúng thiết kế.<br />
<br />
Định vị công trình bằng máy toàn đạc có thể hiểu là thao tác sử dụng máy toàn đạc để khảo sát, xác định vị trí tọa độ công trình chi tiết, nhanh chóng và chính xác. Các kỹ sư sẽ nhập các tham số trên bản vẽ vào máy. Sau đó, các thuật toán của máy toàn đạc sẽ xử lý những số liệu này. Cuối cùng, máy toàn đạc sẽ khảo sát, xác định chi tiết và xác thực những vị trí điểm ra thực địa. <br />
<br />
Chỉ cần trích xuất những vị trí tọa độ chính xác điểm trên bản vẽ sang <strong><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">máy toàn đạc điện tử</a> , </strong> máy sẽ xử lý các thông số này. Sau đó, máy triển khai vị trí những tim trục trên bản đồ lên thực địa. Nhờ vậy, sẽ định vị được xác thực tim trục của nền móng cho những bước thi công tiếp theo.</span></span></span></p>
<p style="text-align: center;">
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/dinh-vi-cong-trinh-bang-may-toan-dac.jpg" style="width: 620px; height: 360px;" /></span></span></span></p>
<h2>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Phương pháp thực hiện định vị công trình bằng máy toàn đạc điện tử</strong></span></span></span></h2>
<p style="text-align: center;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" 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" style="height: 411px; width: 620px;" /></span></span></span></p>
<p style="text-align: center;">
<em><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Bản vẽ mặt bằng mộtt nhà xưởng</span></span></span></em><br />
</p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Reference Line (Định ᴠị công trình theo đường chuẩn là đường thẳng): một đường chuẩn có thể được хác định bằng cách tham chiếu tới 1 đường thẳng gốc đã biết. <br />
<br />
1. Xác định đường gốc<br />
<br />
Một đường gốc được gắn ᴠới 2 điểm gốc ᴠà được хác định theo 3 cách: Đo đến điểm gốc; Nhập toạ độ bằng taу; Gọi điểm từ bộ nhớ.<br />
<br />
a) Đo tới điểm gốc. Nhập tên điểm <strong>PtID</strong> ᴠà đo bằng phím <br />
b) Với điểm gốc đã biết toạ độ tìm kiếm điểm <strong>PtID</strong> trong bộ nhớ. Nhập toạ độ bằng taу. Hiển thị những điểm ѕẵn trong máу.<br />
(1) Điểm gốc trang bị 1 <br />
(2) Điểm gốc thứ hai.<br />
(3) Đường gốc.<br />
(4) Đường chuẩn.<br />
<br />
2. Dịch chuуển/Quaу đường gốc<br />
Đường gốc được dịch chuуển ѕong ѕong, chiều dọc, chiều đứng hoặc là quaу. Tất cả các kết quả đo ѕau đó ѕẽ ảnh hưởng đến đường chuẩn.<br />
<strong>BP</strong>: Điểm gốc.<br />
<strong>BL</strong>: Đường gốc.<br />
<strong>RP</strong>: Điểm chuẩn.<br />
<strong>RL</strong>: Đường chuẩn.<br />
<strong>Off</strong>: Dịch chuуển ѕong ѕong.<br />
<strong>L</strong>: Dịch chuуển theo chiều dọc.<br />
<strong>R</strong>: Thông ѕố quaу.<br />
<br />
Nhập thông ѕố: Sử dụng phím nàу để chuуển con trỏ đến trường thông ѕố bắt buộc nhập. Ta có thể nhập các thông ѕố như ѕau:<br />
<strong>Offѕet</strong>: Dịch chuуển đường chuẩn ѕong ѕong ᴠề phía bên cần của đường gốc, ᴠào hướng của đường gốc (BP1-BP2).<br />
<strong>Line</strong>: Dịch chuуển đường chuẩn theo chiều dọc tính từ điểm gốc trước tiên theo hướng từ điểm gốc đầu tiên tới điểm gốc vật dụng hai.<br />
<strong>Rotate</strong>: Quaу đường chuẩn theo chiều kim đồng hồ хung quanh điểm gốc.<br />
<strong>Height</strong>: Đường chuẩn cao hơn đường gốc.<br />
<strong>Ref.Hgt:Point1:</strong> Chênh cao ѕo ᴠới điểm gốc chuẩn nhất.<br />
<strong>Point 2</strong>: Chênh cao ѕo ᴠới điểm gốc chuẩn hai.<br />
<strong>Interpolated:</strong> Chênh cao dọc theo đường chuẩn.<br />
<strong>No height</strong>: Chênh cao không được tính toán ᴠà hiển thị.<br />
<br />
3. Tiến hành đo hoặc chuуển ѕang chế độ chuуển điểm bề ngoài ra thực địa. Tiến hành đo đến điểm đích. Chuуển ѕang chế độ chuуển điểm bề ngoài ra thực địa.<br />
<br />
4. Ứng dụng tương trợ “Line&Offѕet”: tính toán ra ᴠị trí của điểm đo ѕo ᴠới đường chuẩn bằng cách hiển thị các lệch dọc trục, lệch ngang, chênh cao…<br />
</span></span></span><br />
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc đạc công trình hay đo đạc công trình là khảo sát và khai triển bản vẽ thiết kế của công trình ra thực địa, dùng cho thi công và giám sát xây dựng công trình đúng bản vẽ thiết kế. Quan trắc dịch chuyển của công trình ra thực địa, chuyên dụng cho thi công và giám sát xây dựng công trình đúng bản vẽ thiết kế. Công cụ đo bằng những mẫu máy đo đạc như máy kinh vĩ, máy thủy bình,máy đo khoảng cách laser, máy toàn đạc điện tử … </span></span></span></p>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiệm vụ chủ đạo của công tác trắc địa trong xây dựng là đảm bảo cho công trình được xây dựng đúng kích thước hình học và đúng vị trí thiết kế. Chỉ khi hai yêu cầu này được đáp ứng thì công trình mới mang thể vận hành an toàn. </span></span></span></p>
<h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
<span style="font-weight: var(--h2_typography-font-weight); font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">III. Những thiết bị được sử dụng trong định vị thi công công trình</span></h2>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
<li style="box-sizing: border-box;">
<span style="color:#ff0000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-tu-dong"><strong>Máy thủy bình tự động, máy thủy bình điện tử</strong></a></span></span></span><span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">:</span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Xác định cao độ, dẫn mốc cao độ, đo chênh cao, quan trắc lún…</span></span></span></li>
</ul>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
<li style="box-sizing: border-box;">
<span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">Máy toàn đạc điện tử</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span> Bố trí trí tọa độ thiết kế ra thực địa; tính toán khoảng cách ngang, đứng, góc phương vị của đường, tọa độ điểm, diện tích và bố trí đường thẳng, đường cong; dẫn lưới lập mốc đường chuyền…</span></span></span></li>
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<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
<li style="box-sizing: border-box;">
<span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">Máy định vị GNSS</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span> Khảo sát thành lập lưới khống chế tọa độ; bố trí điểm phục vụ cho công tác chuyển điểm thiết kế ra thực địa; giao hội, bố trí đường cong, tính diện tích…</span></span></span></li>
</ul>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;">
<span style="color:#000000;"><img alt="" src="/admin/webroot/upload/image/images/Banner (665 × 295 px) (31).png" style="width: 665px; height: 295px;" /></span></p>
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'title_seo' => 'Máy toàn đạc điện tử',
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'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
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'id' => '1',
'name' => 'Công ty CP Công nghệ và Thương mại Thành Đạt',
'title' => 'Chuyên phân phối máy đo đạc, trắc địa: Máy GPS RTK, máy thủy bình, máy toàn đạc, máy scanner, UAV chính hãng (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...)',
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'address' => '<p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Văn phòng</u></strong></span></span><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">: Số 157 Đặng Văn Ngữ, Phường Kim Liên, Hà Nội</span></span></p>
<p>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">MST:<strong><a href="javascript: void(0)" style="font-size:11px;"><span style="color:#ffffff;"> 0103764857 </span></a></strong>do Sở KHĐT TP. Hà Nội cấp ngày 28-04-2009<br />
Điện thoại: <a href="javascript: void(0)" style="font-family: tahoma, geneva, sans-serif;font-size:11px;"><span style="color: rgb(255, 255, 255);"><strong style="font-family: arial, helvetica, sans-serif;">(</strong><strong style="font-family: arial, helvetica, sans-serif;">024) 3776 4930</strong></span></a></span></span></p>
<div>
<p>
<strong style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><u>Cửa hàng</u></strong><span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">:</span></p>
</div>
<p>
<span style="font-family: tahoma, geneva, sans-serif;">- <span style="font-size:12px;">Số <strong><span style="font-size:14px;">145 </span></strong></span></span><span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">Láng Hạ, Phường Láng Hạ, Hà Nội</span></span></p>
<p>
<span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></span><br />
<br />
</p>
',
'contactinfo_eng' => '',
'taikhoan' => '<strong><span style="color:#04529a;">Số Tài khoản các ngân hàng của công ty Tân Á</span></strong><br />
<br />
1. 13022-0506-5430 - Nguyễn Văn Hiệu - Agribank - CN Trung Yên, HN<br />
2. 0011-00404-0367 - Nguyễn Văn Hiệu - Vietcombank - CN Sở Giao dịch, HN<br />
3. 711A-6202-9713 - Nguyễn Văn Hiệu - Vietinbank - CN Thanh Xuân, HN<br />
4. 190-256-018-210-13 - Nguyễn Văn Hiệu - Techcombank, Hà Nội<br />
5. 1231-0000-368-767 - Nguyễn Văn Hiệu - BIDV CN Quang Trung, Hà Nội',
'contactinfo' => '<div dir="rtl" style="text-align: left;">
<u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Văn Phòng</strong></u></div>
<div style="">
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ: Số 157 Đặng Văn Ngữ, Phường Kim Liên, Hà Nội, Việt Nam<br />
Tel: (024) 3776 4930 <br />
Fax: (024) 3776 5908<br />
Email: thanhdatsurvey.JSC@gmail.com/ tracdiathanhdat@gmail.com<br />
Hotline: <strong>0913 051 734</strong><br />
<br />
<strong><u>C</u></strong><strong><u>ửa hàng</u></strong></span></span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Số 145 Láng Hạ, Phường Láng Hạ, Hà Nội</span></span><br />
<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0942 288 388</strong></span><br />
</div>
<div style="">
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></div>
<div style="">
<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0949 322 456</strong></span></div>
<div style="">
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>VPĐD tại Tp. Hồ Chí Minh</u></strong><br />
<br />
- 1/56 Nguyễn Thái Sơn, Phường Hạnh Thông, Hồ Chí Minh</span></span><br />
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'email' => 'tracdiathanhdat@yahoo.com',
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'meta_key' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax, Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ',
'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GNSS RTK, máy thủy bình, máy toàn đạc, máy laser, máy GPS cầm tay, UAV, ống nhòm (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...). Uy tín, chất lượng, giá tốt hàng đầu tại Việt Nam!',
'created' => '2012-06-05',
'modified' => '1769758152',
'youtube' => 'http://youtube.com',
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'content' => 'Thanks for your interest in Vn Discoverytours. For a fast response, please submit this basic Quick Enquiry form below by clicking “Submit”, and we’ll get back to you by e-mail within 12 to 24 hours (in working days). For urgent booking, call us at +84 974 839 873',
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'slogan' => 'trung tâm sửa chữa và bảo hành máy giặt electrolux',
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<iframe allowfullscreen="" frameborder="0" height="410" src="https://www.google.com/maps/embed?pb=!1m18!1m12!1m3!1d1680.2372398112452!2d105.81212934716025!3d21.01437303922492!2m3!1f0!2f0!3f0!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ab63b645b665%3A0xa6797ac6008687bf!2zQ-G7rWEgSMOgbmcgVHLhuq9jIMSQ4buLYQ!5e0!3m2!1svi!2s!4v1449908805279" style="border:0" width="600"></iframe></p>
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<img alt="" src="/admin/webroot/upload/image/images/gioithieu.png" /></p>
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'thongtincongty' => 'Sửa máy lạnh tại nhà
Sửa máy lạnh tại HCM
Sửa tủ lạnh
Bơm ga máy lạnh ',
'trogiupkh' => 'Tai nghe Iphone
Sua may tinh tai nha
Máy Ozone Z755',
'dichvuft' => 'Sửa máy lạnh
Bảo dưỡng máy lạnh
Vệ sinh máy lạnh
Lắp đặt máy lạnh',
'bb' => '',
'zing' => '',
'hotline2' => '0912 35 65 75',
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'theh1' => 'thanhdatsurvey.JSC',
'hanoi' => '<div>
<strong>CÔNG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div>
<div>
<strong>Địa chỉ</strong> : Số 51 - Trần Duy Hưng, Trung Hòa, Cầu Giấy, Hà Nội</div>
<div>
<strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div>
<div>
<strong>Email </strong>: info@ifes.vn</div>
',
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<strong>CÔNG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div>
<div>
<strong>Địa chỉ</strong> : Số 51 - Trần Duy Hưng, Trung Hòa, Cầu Giấy, Hà Nội</div>
<div>
<strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div>
<div>
<strong>Email </strong>: info@ifes.vn</div>
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'gt' => '<p style="text-align: justify;">
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Là công ty chuyên nhập khẩu, cung cấp và chuyển giao công nghệ các loại máy đo đạc, trắc địa phục vụ khảo sát thiết kế, xây dựng và đo vẽ bản đồ của các hãng nổi tiếng trên thế giới như: LEICA, TOPCON, NIKON, PENTAX, SOKKIA, GLUNZ, TRIMPLE, SPECTRA, GEOMAX, GARMIN..., chúng tôi cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! </span><br />
<br />
<span style="font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm cùng</span> <span style="font-family: tahoma, geneva, sans-serif;">đội ngũ nhân viên, kỹ thuật viên năng động, có trình độ cao chúng tôi tự hào và tin tưởng Quý khách hàng sẽ hài lòng khi sử dụng các sản phẩm và dịch vụ do chúng tôi cung cấp!</span></span><br />
</p>
<div style="text-align: justify;">
<span style="color:#ff9966;"><span style="font-family:comic sans ms,cursive;"><span style="font-size:14px;"><strong style="font-family: tahoma, geneva, sans-serif;">Hỗ trợ 24/7:</strong> <strong>0942 288 388/</strong></span><span style="font-size: 14px;"><strong>0949 322 456</strong> (Zalo) </span></span></span></div>
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'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong hạ tầng trắc địa hiện đại, RINEX không phải dữ liệu phụ, mà là nền móng kỹ thuật của hệ tọa độ quốc gia. RTK giúp đo nhanh hôm nay, nhưng RINEX mới là yếu tố đảm bảo bản đồ, mốc và công trình đứng vững trong nhiều năm tới.</span></span>',
'content' => '<p>
<em><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trong những năm gần đây, công nghệ GNSS RTK cùng các mạng trạm CORS phát triển mạnh mẽ, giúp công tác đo đạc, thi công và bố trí công trình đạt được kết quả gần như tức thời với độ chính xác cao.</span></em></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Tuy nhiên, nếu nhìn ở góc độ xây dựng và duy trì hạ tầng trắc địa quốc gia dài hạn, nhiều quốc gia phát triển như Mỹ, châu Âu, Nhật Bản đều có chung một quan điểm: RTK là lớp ứng dụng đo nhanh ngoài hiện trường, trong khi RINEX – dữ liệu GNSS đo tĩnh – mới là lớp nền cốt lõi của hệ tọa độ.</em><br />
<br />
<em>RTK cho phép định vị nhanh theo thời gian thực, nhưng độ ổn định và khả năng kiểm chứng của kết quả RTK phụ thuộc mạnh vào điều kiện truyền cải chính tại thời điểm đo. Ngược lại, dữ liệu RINEX cho phép xử lý hậu kỳ, kiểm chứng, đối soát và duy trì độ ổn định tọa độ trong thời gian dài.<br />
</em></span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. RINEX là gì?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX (<em>Receiver Independent Exchange Format</em>) là định dạng dữ liệu GNSS thô chuẩn quốc tế, được phát triển và duy trì bởi cộng đồng GNSS toàn cầu dưới sự điều phối của các tổ chức quốc tế như IGS (International GNSS Service) và RTCM SC-104.</span></span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX cho phép trao đổi dữ liệu GNSS giữa các thiết bị và phần mềm khác nhau, không phụ thuộc hãng sản xuất, và được sử dụng rộng rãi trên toàn thế giới cho các mục đích kỹ thuật chuyên sâu. Dữ liệu RINEX cho phép:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xử lý hậu kỳ GNSS (Static / PPK)</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bình sai mạng lưới GNSS</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm soát chất lượng và truy xuất nguồn gốc số liệu</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Duy trì và kiểm chứng hệ tọa độ theo thời gian dài</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK cho kết quả nhanh – RINEX cho kết quả bền và kiểm chứng được.<br />
</span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Cách các quốc gia khai thác RINEX trong hạ tầng trắc địa</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tại nhiều quốc gia, mạng CORS quốc gia không chỉ phục vụ RTK thời gian thực mà còn coi dữ liệu RINEX liên tục là tài sản dữ liệu cốt lõi. Mô hình khai thác phổ biến:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu trữ dữ liệu GNSS 24/7.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cho phép tải RINEX theo các khoảng thời gian:</span></span>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">15 phút</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1 giờ</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6 giờ</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">24 giờ</span></span></li>
</ul>
</li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cung cấp đầy đủ metadata:</span></span>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thông tin trạm GNSS</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian quan sát</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chu kỳ ghi (1s, 15s, 30s…)</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ quy chiếu và mô hình tham chiếu.</span></span></li>
</ul>
</li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Ví dụ tiêu biểu:</span></span><br />
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mỹ: NOAA CORS Network cung cấp dữ liệu RINEX phục vụ đo tĩnh và xử lý hậu kỳ.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Châu Âu: EUREF Permanent Network (EPN) lưu trữ dữ liệu RINEX cho bình sai lưới khu vực.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhật Bản: GEONET do GSI vận hành, cung cấp dữ liệu RINEX cho xử lý hậu kỳ và nghiên cứu GNSS.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm chung của các mô hình này là coi RINEX liên tục mới là nền tảng bền vững của hệ tọa độ quốc gia.<br />
</span></span>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/ncn_agol.png" style="width: 800px; height: 511px;" /></span></span></p>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Vai trò của RINEX trong hệ thống trắc địa hiện đại</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều quốc gia đang triển khai mô hình tổng hợp:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS CORS + RINEX → lớp khống chế nền, duy trì hệ tọa độ dài hạn</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc khống chế vật lý → đối tượng kiểm chứng và cơ sở pháp lý</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK → công cụ đo nhanh ngoài hiện trường</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đây không phải xu hướng “bỏ mốc”, mà là:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm phụ thuộc vào việc chạy mốc thủ công tốn thời gian</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuyển vai trò mốc từ nguồn gốc duy nhất sang đối tượng kiểm chứng</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng vai trò của dữ liệu GNSS chuẩn hóa trong duy trì hệ tọa độ</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. RINEX giúp ổn định và kiểm soát hệ tọa độ theo thời gian như thế nào?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu RINEX cho phép xử lý hậu kỳ và bình sai mạng lưới, nhờ đó:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm ảnh hưởng của thời điểm đo</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế tác động của điều kiện khí quyển và môi trường</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng khả năng đối soát và truy nguyên số liệu</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khái niệm “ổn định” ở đây được hiểu theo nghĩa kỹ thuật: Cho phép tái xử lý, kiểm chứng và so sánh tọa độ tại các thời điểm khác nhau, tránh sai lệch tích lũy do đo nhanh tức thời.<br />
</span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Ứng dụng thực tế của dữ liệu RINEX và lợi ích khai thác RINEX hiệu quả</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu RINEX hiện được sử dụng rộng rãi trong:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập mốc khống chế GNSS</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bình sai lưới quốc gia và khu vực</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan trắc dịch chuyển công trình, địa chất</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Làm cơ sở kỹ thuật và pháp lý dài hạn cho bản đồ và hạ tầng kỹ thuật</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
Khai thác RINEX bài bản mang lại:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm thời gian và chi phí thiết lập lưới khống chế</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nâng cao độ ổn định và khả năng kiểm chứng số liệu</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp với dự án lớn, triển khai dài hạn, yêu cầu pháp lý cao</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chủ động khi RTK không ổn định hoặc mất hiệu chỉnh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. Cấu trúc dữ liệu RINEX gồm những gì?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu RINEX không phải là một file đơn lẻ, mà là tập hợp nhiều file thành phần, mỗi file đảm nhiệm một vai trò riêng.<br />
<br />
6.1. File quan sát – Observation file (*.obs). Bao gồm:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sóng mang và mã giả</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu GPS, GLONASS, Galileo, BeiDou…</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thông tin thời gian, tần số, tín hiệu</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">File bắt buộc khi xử lý GNSS hậu kỳ và bình sai.<br />
<br />
6.2. File quỹ đạo vệ tinh – Navigation file (*.nav, *.gnav…) có chứa q</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">uỹ đạo vệ tinh (broadcast ephemeris) - d</span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ữ liệu cần thiết để tính vị trí vệ tinh theo thời gian.<br />
<br />
Tùy phiên bản RINEX và hệ vệ tinh, file điều hướng (Navigation file) có thể được đặt tên khác nhau.<br />
Trong các hệ thống và phần mềm cũ (RINEX 2.x), file điều hướng thường được tách theo từng hệ GNSS, với các đuôi phổ biến như:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GPS: .N</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS: .G</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">BeiDou: .C</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Galileo: .E</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong các hệ thống hiện đại sử dụng RINEX 3.x trở lên, file điều hướng thường được gộp đa hệ GNSS và sử dụng chung đuôi .nav (hoặc .rnx), trong đó chứa đồng thời dữ liệu GPS, GLONASS, Galileo, BeiDou…</span></span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6.3. File đồng hồ vệ tinh – Clock file (*.clk)</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh sai số đồng hồ vệ tinh và trạm</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác cao hơn dữ liệu quảng bá</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dùng cho bình sai chính xác cao và nghiên cứu dài hạn.<br />
<br />
6.4. File quỹ đạo chính xác – Precise orbit (*.sp3)</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quỹ đạo vệ tinh độ chính xác cao</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp với .clk để nâng cao chất lượng xử lý</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
6.5. Các file phụ trợ</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Metadata trạm, antenna, receiver</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">File khí quyển, site log</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giúp nâng cao độ tin cậy và truy xuất nguồn gốc số liệu.<br />
<br />
>>> Phiên bản RINEX và xu hướng hiện nay:</span></span><br />
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 2.x: cũ, hạn chế hệ GNSS.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 3.x: đa hệ, phổ biến hiện nay.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 4.x: hỗ trợ tín hiệu hiện đại, độ chính xác cao.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế xử lý GNSS hậu kỳ, RINEX 2.11 vẫn được sử dụng rộng rãi nhờ tính ổn định và khả năng tương thích cao. Nhiều lỗi xử lý hiện nay phát sinh từ việc chuyển đổi RINEX không đúng chuẩn hoặc thiếu dữ liệu đi kèm.</span></span><br />
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Bài viết 30_1_26.png" style="width: 800px; height: 526px;" /></span></span></p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 3 & 4 là xu hướng chính trong các hệ thống CORS hiện đại.<br />
<br />
Hiểu đúng và khai thác đúng dữ liệu RINEX chính là bước chuyển từ đo nhanh sang đo bền vững trong trắc địa hiện đại – đặc biệt trong bối cảnh Việt Nam đang vận hành các mạng CORS và duy trì hệ tọa độ VN-2000.<br />
<br />
<em>>>> Nguồn tham khảo:</em></span></span><br />
<ul>
<li>
<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">IGS & RTCM – Chuẩn dữ liệu RINEX</span></span></em></li>
<li>
<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">NOAA CORS Network (Mỹ)</span></span></em></li>
<li>
<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">EUREF Permanent Network (Châu Âu)</span></span></em></li>
<li>
<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GEONET – GSI (Nhật Bản)</span></span></em></li>
</ul>
<p style="text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/RINEX - GNSS DATA (665 x 295 px).png" style="width: 800px; height: 355px;" /></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>',
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'id' => '801',
'name' => 'Đo không gương (Non-Prism) trên máy toàn đạc',
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'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo không gương (Non-Prism) trên máy toàn đạc là gì? Khi nào nên dùng, khi nào không nên dùng? Phân tích ưu nhược điểm, sai số giao hội và khuyến nghị kỹ thuật khi đo Non-Prism trên máy toàn đạc.</span></span>',
'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế thi công và đo đạc, đo không gương (Non-Prism) là một tính năng rất hữu ích của máy toàn đạc, nhưng cũng tiềm ẩn nhiều rủi ro sai số nếu sử dụng không đúng mục đích. Bài viết dưới đây sẽ phân tích bản chất đo Non-Prism, phạm vi ứng dụng, ưu – nhược điểm, ảnh hưởng đến giao hội và các khuyến nghị kỹ thuật cần tuân thủ.</span></span></em><br />
<br />
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Đo không gương (Non-Prism) là gì?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế đo đạc, không phải lúc nào cũng có thể đặt được gương phản xạ. Các vị trí như tường cao, taluy, vách hầm, kết cấu thép, khu vực đang thi công hoặc nguy hiểm là những trường hợp điển hình.<br />
Đo không gương (Non-Prism) là phương pháp đo khoảng cách không sử dụng gương phản xạ. Máy toàn đạc phát tia laser trực tiếp tới bề mặt mục tiêu và thu tín hiệu phản hồi để xác định khoảng cách và tọa độ điểm đo.<br />
<br />
Phương pháp này cho phép đo các vị trí:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khó tiếp cận hoặc không thể đặt gương.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không an toàn để tiếp cận trực tiếp.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần đo nhanh hiện trạng mà không bố trí phụ trợ.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br />
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.1 Ưu điểm của đo không gương</span></span></h3>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo được các vị trí “bất khả thi” với phương pháp đo gương.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng mức độ an toàn cho người đo ngoài công trường.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian đi gương, giảm nhân lực.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất hiệu quả khi đo hiện trạng, kiểm tra hình học kết cấu.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.2 Nhược điểm và hạn chế kỹ thuật của Non-Prism</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bên cạnh ưu điểm, đo không gương tồn tại nhiều hạn chế kỹ thuật cần hiểu rõ:<br />
<br />
<strong>Phụ thuộc mạnh vào bề mặt đo</strong></span></span>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt sáng, phẳng, khô → đo xa hơn, ổn định hơn.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt tối, thô, ẩm, xiên góc → tầm đo giảm rõ rệt, sai số tăng.</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác thấp hơn đo gương</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không có tâm phản xạ cố định như gương.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách lớn hơn và kém ổn định hơn.</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hao pin hơn</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo Non-Prism liên tục tiêu thụ pin nhiều hơn so với đo gương.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br />
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (40).png" style="width: 800px; height: 671px;" /></span></span></p>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.3 Những lưu ý quan trọng khi sử dụng đo không gương</span></span></h3>
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không sử dụng đo không gương cho mốc khống chế.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không dùng cho dẫn mốc, nghiệm thu pháp lý.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ dùng cho đo hiện trạng, kiểm tra, tham khảo kỹ thuật.</span></span></li>
</ul>
<h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.4 Khoảng cách đo không gương của một số dòng máy phổ biến</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng cách công bố của nhà sản xuất thường được đo trong điều kiện tiêu chuẩn:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica FlexLine TS03 / TS07 / TS10: ~500 m / ~1000 m (tùy cấu hình)</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon N-Series: ~600 m</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon XS-Series: ~800 m</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Topcon GM-100 Series: ~500 m</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thực tế ngoài công trường, khoảng cách đo thường ngắn hơn catalogue, phụ thuộc mạnh vào bề mặt và điều kiện môi trường.<br />
</span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5 Khi nào nên dùng đo không gương?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo không gương phát huy hiệu quả trong các công việc:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo chi tiết hoàn công.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kiểm tra hình học kết cấu.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo taluy, vách đứng, vách hầm.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo các điểm nguy hiểm không thể tiếp cận.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Đo không gương là công nghệ bổ trợ, không phải để thay thế đo gương.<br />
</span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Hỏi và Đáp: Đo không gương & sai số giao hội</span></span></h2>
<br />
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. 1 Vì sao đo không gương dễ gây sai số khi giao hội?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vì đo Non-Prism phụ thuộc vào bề mặt phản xạ, không có tâm phản xạ cố định như gương.<br />
Trong bài toán giao hội, sai số nhỏ ở từng hướng bắn có thể bị phóng đại tại điểm giao, khiến kết quả thiếu ổn định.<br />
</span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.2 Sai số giao hội khi dùng Non-Prism thường đến từ đâu?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các nguyên nhân chính:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt phản xạ không phẳng, không đồng nhất.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tia laser phản xạ không cùng một điểm hình học.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Góc bắn xiên, bắn vào mép cạnh hoặc bề mặt nhỏ.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách lớn hơn so với đo gương.</span></span></li>
</ul>
<h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.3 Đo không gương ảnh hưởng nhiều hơn đến giao hội góc hay giao hội cạnh?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo không gương ảnh hưởng mạnh hơn đến giao hội cạnh, vì:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách của Non-Prism lớn hơn.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội cạnh, sai số khoảng cách tác động trực tiếp tới vị trí điểm giao.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với giao hội góc, sai số vẫn tồn tại nhưng ít phụ thuộc hơn vào chất lượng phản xạ.<br />
</span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.4 Vì sao giao hội nghịch đặc biệt nhạy cảm với đo không gương?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội nghịch:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đặt máy cần được xác định rất chính xác.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không xác định được tâm phản xạ rõ ràng.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các trạm có thể “nhìn” vào những điểm khác nhau trên cùng một bề mặt.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điều này khiến sai số khó kiểm soát và khó phát hiện.<br />
</span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.5 Có thể giảm sai số khi buộc phải giao hội bằng Non-Prism không?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có thể giảm rủi ro, nhưng không loại bỏ hoàn toàn, bằng cách:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn bề mặt phẳng, sáng, rõ ràng.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tránh bắn vào mép cạnh hoặc bề mặt nhỏ.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngắm vuông góc với bề mặt.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo lặp nhiều lần để kiểm tra.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp kiểm tra chéo bằng phương pháp khác.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ áp dụng cho đo tham khảo, không dùng cho mốc.<br />
</span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.6 Khi nào tuyệt đối không nên dùng Non-Prism cho giao hội?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không sử dụng trong các trường hợp:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dẫn mốc tọa độ.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập lưới khống chế.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc pháp lý, nghiệm thu công trình.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công việc yêu cầu độ chính xác cao (cm – mm).</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.7 Vì sao đo gương vẫn là phương pháp chuẩn cho giao hội?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vì khi đo gương:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có tâm phản xạ xác định rõ ràng.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách nhỏ và ổn định.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các trạm cùng xác định một điểm hình học duy nhất.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đây là yếu tố then chốt trong các bài toán giao hội.<br />
</span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.8 Có nên coi đo không gương là phương pháp thay thế đo gương?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không. Đo không gương là giải pháp bổ trợ, không phải phương pháp thay thế.<br />
<br />
Khuyến nghị nên tuân thủ quy tắc kỹ thuật:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có thể đặt gương → ưu tiên đo gương.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không thể đặt gương → dùng Non-Prism đúng mục đích.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
>>> Đo không gương (Non-Prism) mang lại nhiều tiện lợi trong đo hiện trạng và các vị trí khó tiếp cận, tuy nhiên phương pháp này nhạy cảm với sai số, đặc biệt trong các bài toán giao hội.<br />
Trong thực tế, giao hội thuận có thể cân nhắc sử dụng đo không gương cho mục đích tham khảo, khi điều kiện bề mặt cho phép. Ngược lại, giao hội nghịch không được khuyến nghị sử dụng Non-Prism do sai số khó kiểm soát. Đối với các công việc thiết lập lưới khống chế, dẫn mốc tọa độ và hồ sơ pháp lý, việc đo bằng gương phản xạ là bắt buộc để đảm bảo độ chính xác và giá trị pháp lý của số liệu.</span></span><br />
<br />
<p style="text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/CHỌN ANH TÀI (16).png" style="width: 800px; height: 618px;" /></p>
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'name' => 'Đo không gương (Non-Prism) trên máy toàn đạc',
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'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo không gương (Non-Prism) trên máy toàn đạc là gì? Khi nào nên dùng, khi nào không nên dùng? Phân tích ưu nhược điểm, sai số giao hội và khuyến nghị kỹ thuật khi đo Non-Prism trên máy toàn đạc.</span></span>',
'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế thi công và đo đạc, đo không gương (Non-Prism) là một tính năng rất hữu ích của máy toàn đạc, nhưng cũng tiềm ẩn nhiều rủi ro sai số nếu sử dụng không đúng mục đích. Bài viết dưới đây sẽ phân tích bản chất đo Non-Prism, phạm vi ứng dụng, ưu – nhược điểm, ảnh hưởng đến giao hội và các khuyến nghị kỹ thuật cần tuân thủ.</span></span></em><br />
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Đo không gương (Non-Prism) là gì?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế đo đạc, không phải lúc nào cũng có thể đặt được gương phản xạ. Các vị trí như tường cao, taluy, vách hầm, kết cấu thép, khu vực đang thi công hoặc nguy hiểm là những trường hợp điển hình.<br />
Đo không gương (Non-Prism) là phương pháp đo khoảng cách không sử dụng gương phản xạ. Máy toàn đạc phát tia laser trực tiếp tới bề mặt mục tiêu và thu tín hiệu phản hồi để xác định khoảng cách và tọa độ điểm đo.<br />
<br />
Phương pháp này cho phép đo các vị trí:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khó tiếp cận hoặc không thể đặt gương.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không an toàn để tiếp cận trực tiếp.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần đo nhanh hiện trạng mà không bố trí phụ trợ.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br />
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.1 Ưu điểm của đo không gương</span></span></h3>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo được các vị trí “bất khả thi” với phương pháp đo gương.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng mức độ an toàn cho người đo ngoài công trường.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian đi gương, giảm nhân lực.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất hiệu quả khi đo hiện trạng, kiểm tra hình học kết cấu.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.2 Nhược điểm và hạn chế kỹ thuật của Non-Prism</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bên cạnh ưu điểm, đo không gương tồn tại nhiều hạn chế kỹ thuật cần hiểu rõ:<br />
<br />
<strong>Phụ thuộc mạnh vào bề mặt đo</strong></span></span>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt sáng, phẳng, khô → đo xa hơn, ổn định hơn.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt tối, thô, ẩm, xiên góc → tầm đo giảm rõ rệt, sai số tăng.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác thấp hơn đo gương</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không có tâm phản xạ cố định như gương.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách lớn hơn và kém ổn định hơn.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hao pin hơn</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo Non-Prism liên tục tiêu thụ pin nhiều hơn so với đo gương.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br />
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (40).png" style="width: 800px; height: 671px;" /></span></span></p>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.3 Những lưu ý quan trọng khi sử dụng đo không gương</span></span></h3>
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không sử dụng đo không gương cho mốc khống chế.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không dùng cho dẫn mốc, nghiệm thu pháp lý.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ dùng cho đo hiện trạng, kiểm tra, tham khảo kỹ thuật.</span></span></li>
</ul>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.4 Khoảng cách đo không gương của một số dòng máy phổ biến</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng cách công bố của nhà sản xuất thường được đo trong điều kiện tiêu chuẩn:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica FlexLine TS03 / TS07 / TS10: ~500 m / ~1000 m (tùy cấu hình)</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon N-Series: ~600 m</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon XS-Series: ~800 m</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Topcon GM-100 Series: ~500 m</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thực tế ngoài công trường, khoảng cách đo thường ngắn hơn catalogue, phụ thuộc mạnh vào bề mặt và điều kiện môi trường.<br />
</span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5 Khi nào nên dùng đo không gương?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo không gương phát huy hiệu quả trong các công việc:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo chi tiết hoàn công.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kiểm tra hình học kết cấu.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo taluy, vách đứng, vách hầm.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo các điểm nguy hiểm không thể tiếp cận.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Đo không gương là công nghệ bổ trợ, không phải để thay thế đo gương.<br />
</span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Hỏi và Đáp: Đo không gương & sai số giao hội</span></span></h2>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. 1 Vì sao đo không gương dễ gây sai số khi giao hội?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vì đo Non-Prism phụ thuộc vào bề mặt phản xạ, không có tâm phản xạ cố định như gương.<br />
Trong bài toán giao hội, sai số nhỏ ở từng hướng bắn có thể bị phóng đại tại điểm giao, khiến kết quả thiếu ổn định.<br />
</span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.2 Sai số giao hội khi dùng Non-Prism thường đến từ đâu?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các nguyên nhân chính:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt phản xạ không phẳng, không đồng nhất.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tia laser phản xạ không cùng một điểm hình học.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Góc bắn xiên, bắn vào mép cạnh hoặc bề mặt nhỏ.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách lớn hơn so với đo gương.</span></span></li>
</ul>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.3 Đo không gương ảnh hưởng nhiều hơn đến giao hội góc hay giao hội cạnh?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo không gương ảnh hưởng mạnh hơn đến giao hội cạnh, vì:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách của Non-Prism lớn hơn.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội cạnh, sai số khoảng cách tác động trực tiếp tới vị trí điểm giao.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với giao hội góc, sai số vẫn tồn tại nhưng ít phụ thuộc hơn vào chất lượng phản xạ.<br />
</span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.4 Vì sao giao hội nghịch đặc biệt nhạy cảm với đo không gương?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội nghịch:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đặt máy cần được xác định rất chính xác.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không xác định được tâm phản xạ rõ ràng.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các trạm có thể “nhìn” vào những điểm khác nhau trên cùng một bề mặt.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điều này khiến sai số khó kiểm soát và khó phát hiện.<br />
</span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.5 Có thể giảm sai số khi buộc phải giao hội bằng Non-Prism không?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có thể giảm rủi ro, nhưng không loại bỏ hoàn toàn, bằng cách:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn bề mặt phẳng, sáng, rõ ràng.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tránh bắn vào mép cạnh hoặc bề mặt nhỏ.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngắm vuông góc với bề mặt.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo lặp nhiều lần để kiểm tra.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp kiểm tra chéo bằng phương pháp khác.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ áp dụng cho đo tham khảo, không dùng cho mốc.<br />
</span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.6 Khi nào tuyệt đối không nên dùng Non-Prism cho giao hội?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không sử dụng trong các trường hợp:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dẫn mốc tọa độ.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập lưới khống chế.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc pháp lý, nghiệm thu công trình.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công việc yêu cầu độ chính xác cao (cm – mm).</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.7 Vì sao đo gương vẫn là phương pháp chuẩn cho giao hội?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vì khi đo gương:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có tâm phản xạ xác định rõ ràng.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách nhỏ và ổn định.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các trạm cùng xác định một điểm hình học duy nhất.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đây là yếu tố then chốt trong các bài toán giao hội.<br />
</span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.8 Có nên coi đo không gương là phương pháp thay thế đo gương?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không. Đo không gương là giải pháp bổ trợ, không phải phương pháp thay thế.<br />
<br />
Khuyến nghị nên tuân thủ quy tắc kỹ thuật:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có thể đặt gương → ưu tiên đo gương.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không thể đặt gương → dùng Non-Prism đúng mục đích.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
>>> Đo không gương (Non-Prism) mang lại nhiều tiện lợi trong đo hiện trạng và các vị trí khó tiếp cận, tuy nhiên phương pháp này nhạy cảm với sai số, đặc biệt trong các bài toán giao hội.<br />
Trong thực tế, giao hội thuận có thể cân nhắc sử dụng đo không gương cho mục đích tham khảo, khi điều kiện bề mặt cho phép. Ngược lại, giao hội nghịch không được khuyến nghị sử dụng Non-Prism do sai số khó kiểm soát. Đối với các công việc thiết lập lưới khống chế, dẫn mốc tọa độ và hồ sơ pháp lý, việc đo bằng gương phản xạ là bắt buộc để đảm bảo độ chính xác và giá trị pháp lý của số liệu.</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>',
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'id' => '799',
'name' => 'Máy toàn đạc điện tử Leica TS20 - Dòng máy robot cao cấp!',
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'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica TS20 là dòng máy toàn đạc điện tử robot cao cấp của Leica Geosystems, được thiết kế để đáp ứng các yêu cầu khắt khe trong khảo sát, thi công hạ tầng, đo vẽ bản đồ và xây dựng công nghiệp. Leica TS20 tập trung vào tự động hóa, độ ổn định và độ chính xác cao, giúp tối ưu thao tác hiện trường và nâng cao hiệu suất làm việc trong mọi điều kiện công trường phức tạp.</span></span>',
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<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><em>Leica TS20 là dòng máy toàn đạc điện tử robot cao cấp của Leica Geosystems, được phát triển cho các công việc khảo sát, thi công hạ tầng, đo vẽ bản đồ và xây dựng công nghiệp. Dòng máy này tập trung vào tự động hóa, độ ổn định và độ chính xác cao, giúp tối ưu thao tác hiện trường và nâng cao hiệu suất làm việc trong điều kiện công trường phức tạp.</em><br />
<br />
Trong thực tế triển khai, Leica TS20 được cung cấp với nhiều cấu hình tính năng khác nhau nhằm đáp ứng đa dạng nhu cầu sử dụng. Trên thị trường và trong tài liệu kỹ thuật, các cấu hình này thường được phân nhóm như sau:</span></span></p>
<ul>
<li>
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Auto Aiming (<strong>TS20 A</strong>): Hỗ trợ tự động ngắm gương (ATR).</span></span></li>
<li>
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">PowerSearch (<strong>TS20 P</strong>): Bổ sung khả năng tự động tìm gương.</span></span></li>
<li>
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Imaging (<strong>TS20 I</strong>): Tích hợp camera và các thuật toán AI hỗ trợ đo đạc, cho phép nhận dạng mục tiêu, theo dõi chuyển động và thu điểm bằng hình ảnh trong môi trường phức tạp.</span></span></li>
</ul>
<p>
<br />
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Bên cạnh các cấu hình tính năng, Leica TS20 còn có các tùy chọn kỹ thuật chung, bao gồm:</span></span></p>
<ul>
<li>
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Độ chính xác đo góc: 1″ / 2″ / 3″ / 5″</span></span></li>
<li>
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Tầm đo không gương (EDM): 800 m hoặc 1600 m</span></span></li>
</ul>
<p>
<br />
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Mức độ tự động hóa và hỗ trợ AI phụ thuộc vào cấu hình được lựa chọn, trong đó TS20 I là cấu hình cao cấp nhất, phù hợp cho các dự án yêu cầu hiệu suất, độ tin cậy và kiểm soát chất lượng cao.</span></span><br />
</p>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica-TS20-Application-Tunnel-300dpi-2-2048x1365.jpg" style="width: 800px; height: 533px;" /></span></span></p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Leica TS20I – Phiên bản tích hợp Camera & AI</strong><br />
<br />
Chỉ phiên bản TS20I (Imaging) mới được Leica trang bị camera và các thuật toán AI hỗ trợ đo đạc, giúp nâng tầm hiệu quả khảo sát hiện đại.<br />
<br />
<strong>AI – Công nghệ tạo khác biệt trên TS20I.</strong><br />
<br />
Trên TS20I, Leica ứng dụng AI kết hợp camera và thuật toán xử lý thông minh, cho phép:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận dạng mục tiêu chính xác hơn.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo dõi chuyển động mục tiêu ổn định hơn.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế nhầm lẫn trong môi trường nhiều vật phản xạ.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các xử lý này được thực hiện trực tiếp trên thiết bị, giúp đảm bảo tốc độ, độ ổn định và an toàn dữ liệu khi làm việc ngoài hiện trường.<br />
<br />
<strong>AI-Detect – Nhận dạng gương & cảnh báo sai cấu hình (TS20I)</strong><br />
<br />
Sai loại gương là nguyên nhân phổ biến gây sai offset và sai số đo. AI-Detect (chỉ có trên TS20I) sử dụng camera để:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận dạng loại gương Leica đang đo.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">So sánh với cấu hình gương trong Leica Captivate.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cảnh báo ngay khi phát hiện không khớp.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính năng này giúp:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm lỗi chủ quan.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tránh đo sai – làm lại.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nâng cao độ tin cậy dữ liệu thi công.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
<strong>AI-Follow (Dynamic Lock nâng cao) – Theo dõi mục tiêu mượt mà</strong><br />
<br />
Trên TS20I, AI hỗ trợ khả năng dự đoán chuyển động của lăng kính khi:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bị che khuất tạm thời.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Di chuyển trong môi trường đông người, máy móc.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhờ đó, TS20I giúp:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khóa lại mục tiêu nhanh hơn.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế mất tia.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giữ quá trình đo liên tục, ổn định.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
<strong>AI tăng cường ATR & PowerSearch (TS20I)</strong><br />
<br />
Thuật toán AI giúp ATR và PowerSearch trên TS20I hoạt động hiệu quả hơn trong các điều kiện khó:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sương mù nhẹ, mưa bụi.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gương che khuất một phần.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều điểm phản xạ trong vùng quét.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đây là khác biệt lớn giữa TS20I và TS20A / TS20P.</span></span><br />
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica-TS20-Application-Cadastral-Surveying-300dpi-15-1-2048x1365.jpg" style="width: 800px; height: 533px;" /></span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
<strong>Các thế mạnh chung của dòng Leica TS20</strong><br />
<br />
Bên cạnh AI trên TS20I, toàn bộ dòng TS20 vẫn kế thừa những giá trị cốt lõi của Leica:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác đo góc & khoảng cách cao,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Động cơ Direct Drives nhanh, êm, không ma sát,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm Leica Captivate trực quan, dễ thao tác,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phím Trigger đo nhanh,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu trữ dữ liệu lớn, xuất file linh hoạt,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết cấu bền bỉ, chuẩn công trường,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dọi tâm laser/quang học chính xác.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
<strong>Lợi ích thực tế khi sử dụng Leica TS20</strong></span></span><br />
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng tốc độ đo & bố trí công trình,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm nhân lực vận hành,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế sai sót hiện trường,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu ổn định, đáng tin cậy,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp từ khảo sát địa hình đến thi công công trình lớn.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
<strong>BẢNG SO SÁNH: TS20A vs TS20P vs TS20I</strong></span></span><br />
<br />
<br />
<table border="0" cellpadding="0" style="width: 100%">
<thead>
<tr>
<th>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tính năng / Chức năng</strong></span></span><br />
</th>
<th>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20A</strong><br />
<strong>(Auto Aiming)</strong></span></span><br />
</th>
<th>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20P</strong><br />
<strong>(PowerSearch)</strong></span></span><br />
</th>
<th>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20I</strong><br />
<strong>(Imaging/ Camera & AI)</strong></span></span><br />
</th>
</tr>
</thead>
<tbody>
<tr>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động ngắm mục tiêu (ATR)</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có<br />
(ATR tiêu chuẩn)</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có<br />
(ATR tiêu chuẩn)</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có<br />
(ATR tăng cường nhờ camera & thuật toán)</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động tìm gương (PowerSearch)</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có<br />
(kết hợp camera & thuật toán nâng cao)</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Camera tích hợp</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Thu điểm bằng hình ảnh</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận dạng mục tiêu / gương (AI-Detect)</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo dõi mục tiêu di chuyển (Dynamic Lock)</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Khả năng giữ bám khi mục tiêu<br />
che khuất ngắn hạn</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có (AI-Follow)</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Làm việc hiệu quả trong môi trường<br />
nhiều phản xạ</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiêu chuẩn</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiêu chuẩn</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tối ưu hơn nhờ camera & thuật toán</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức độ tự động hóa</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cơ bản</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Trung bình</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cao nhất</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ đo không người<br />
(one-man operation)</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có (ổn định nhất)</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm vận hành</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Captivate</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Captivate</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Captivate</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng phù hợp</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo topo, bố trí cơ bản</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo nhanh, nhiều trạm</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan trắc, đo phức tạp</span></span></td>
</tr>
</tbody>
</table>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Xem thêm Cataloge TS20: <a href="https://drive.google.com/file/d/1KRyhFd21zOZpYZFqy6uUF-xJFJkJJGmE/view?usp=sharing">TẠI ĐÂY</a></span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br />
<div style="text-align: start;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="text-align: justify;">> >> </span><span style="color: rgb(51, 51, 51); text-align: justify;">Liên hệ </span><a href="https://tracdiathanhdat.vn/" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear; font-size: 13px; text-align: justify;"><strong style="margin: 0px; padding: 0px; font-weight: bold;">Trắc Địa Thành Đạt </strong></a><span style="color: rgb(51, 51, 51); text-align: justify;">để được tư vấn chọn máy toàn đạc Leica phù hợp đúng công trình – đúng ngân sách – đúng nhu cầu thực tế tại Việt Nam!</span></span></span></div>
<span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"> </span>',
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'name' => 'Kiểm tra cao độ sàn nhà xưởng bằng máy thủy bình – Giải pháp chính xác cho thi công công nghiệp!',
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<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong xây dựng nhà xưởng, nhà máy và khu công nghiệp, kiểm tra cao độ sàn là công tác bắt buộc nhằm đảm bảo độ phẳng, cao độ đồng nhất và khả năng thoát nước đúng thiết kế. Chỉ một sai số nhỏ vài milimet cũng có thể ảnh hưởng đến vận hành máy móc, lưu thông xe nâng, tuổi thọ sàn bê tông và chất lượng nghiệm thu công trình. Chính vì vậy, máy thủy bình luôn là thiết bị được kỹ sư trắc địa – xây dựng tin dùng để kiểm tra cao độ sàn nhà xưởng với độ chính xác và độ ổn định cao.<br />
</span></span></p>
',
'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Trong xây dựng nhà xưởng, nhà máy và khu công nghiệp, kiểm tra cao độ sàn là công tác bắt buộc nhằm đảm bảo độ phẳng, cao độ đồng nhất và khả năng thoát nước đúng thiết kế. Chỉ một sai số nhỏ vài milimet cũng có thể ảnh hưởng đến vận hành máy móc, lưu thông xe nâng, tuổi thọ sàn bê tông và chất lượng nghiệm thu công trình. Chính vì vậy, máy thủy bình luôn là thiết bị được kỹ sư trắc địa – xây dựng tin dùng để kiểm tra cao độ sàn nhà xưởng nhờ độ chính xác cao và tính ổn định lâu dài.<br />
</em></span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Tại sao cần kiểm tra cao độ sàn nhà xưởng?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo cao độ sàn bằng máy thủy bình giúp:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đảm bảo cao độ và độ phẳng đúng hồ sơ thiết kế</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phát hiện kịp thời các điểm lồi – lõm để xử lý trước khi hoàn thiện</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phục vụ công tác nghiệm thu sàn bê tông theo tiêu chuẩn kỹ thuật</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế chi phí sửa chữa sau khi công trình đưa vào sử dụng</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế, một số đơn vị sử dụng máy cân mực laser để kiểm tra cao độ. Tuy nhiên, phương pháp này chỉ phù hợp cho khu vực nhỏ. Với nhà xưởng có diện tích lớn, tia laser dễ bị phân tán khi chiếu xa, làm tăng sai số (có thể 5–10 mm), gây khó khăn trong kiểm soát chất lượng và nghiệm thu.<br />
<br />
Máy thủy bình quang học, với nguyên lý tia ngắm nằm ngang và độ phóng đại ống kính, cho kết quả ổn định và tin cậy hơn trên diện tích sàn lớn.<br />
</span></span><br />
<p style="text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/nhà xưởng(1).jpg" style="width: 512px; height: 302px;" /></p>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Ưu điểm của máy thủy bình trong kiểm tra cao độ sàn</span></span></h2>
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác cao: sai số khoảng 1–2 mm/1 km đo khép</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoạt động ổn định trong nhiều điều kiện ánh sáng</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đọc số trực tiếp trên mia, hạn chế sai số chủ quan</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp đo liên tục nhiều điểm trên mặt sàn nhà xưởng</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhờ các ưu điểm này, máy thủy bình vẫn là thiết bị tiêu chuẩn trong kiểm tra cao độ sàn công nghiệp.<br />
</span></span><br />
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Tiêu chí lựa chọn máy thủy bình đo sàn nhà xưởng</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Để đảm bảo sai số đo trong giới hạn cho phép (±2 mm), máy thủy bình nên đáp ứng các yêu cầu sau:</span></span><br />
<br />
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.1 Độ phóng đại ống kính</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Khuyến nghị từ 24X – 32X.</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Đọc mia rõ ở khoảng cách 50–80 m.</span></span>
<h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 Độ chính xác</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khép tuyến ≤ 2.0 mm/1 km</span></span>
<h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.3 Hệ thống cân bằng</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Nên sử dụng con lắc từ tính (Magnetic Damping)</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Giúp tia ngắm ổn định nhanh trong môi trường rung động</span></span>
<h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.4 Tiêu chuẩn bảo vệ</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Tối thiểu IP54, ưu tiên IP66</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Phù hợp môi trường nhiều bụi xi măng và nước bắn</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Các máy thủy bình được tin dùng khi kiểm tra cao độ sàn nhà xưởng</span></span></h2>
<br />
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.1 Máy thủy bình Sokkia B40A</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sokkia B40A là dòng máy được sử dụng phổ biến trong đo sàn nhà xưởng.<br />
Ưu điểm nổi bật:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuẩn chống bụi – nước IP66, chịu được mưa rào</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Con lắc từ tính giúp bù nghiêng nhanh, chống rung tốt</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ phóng đại 24X, đọc mia rõ ở khoảng cách 40–50 m</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp cho thi công sàn nhà xưởng, nhà kho và khu công nghiệp quy mô vừa – lớn.<br />
</span></span>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/B40A.jpg" style="width: 450px; height: 377px;" /></span></span></p>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.2 Máy thủy bình Nikon AC-2S</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon AC-2S là lựa chọn phù hợp khi làm việc trong nhà xưởng thiếu ánh sáng.<br />
Ưu điểm:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ống kính Nikon có độ sáng và độ trong cao</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hình ảnh mia sắc nét, giảm mỏi mắt khi đo nhiều điểm</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết kế gọn nhẹ, dễ di chuyển trong không gian hẹp</span></span></li>
</ul>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/Nikon AC2S.jpg" style="width: 450px; height: 377px;" /></span></span></p>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.3 Máy thủy bình Leica NA300 series ( NA320/NA324)</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dòng máy dành cho các công trình yêu cầu độ chính xác cao.<br />
<br />
Đặc điểm nổi bật:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số < 1.5 mm/1 km</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ bền cơ học cao, chịu va đập tốt</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoạt động ổn định lâu dài, ít phải hiệu chỉnh</span></span></li>
</ul>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp cho nhà máy công nghệ cao, phòng sạch, khu sản xuất chính xác.<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/476249529_986351956959976_7286419762816488861_n.jpg" style="width: 450px; height: 377px;" /></span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br />
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.4 Leica LS15 Digital Level – Máy thủy bình điện tử cao cấp</span></span></h3>
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác: ~±0.2 mm/1 km (với mia invar)</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính năng nổi bật:</span></span>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động lấy nét và kiểm tra độ nghiêng</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Màn hình màu cảm ứng, giảm sai sót do đọc thủ công</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bluetooth & USB truyền dữ liệu</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ nhớ lưu đến ~30.000 trị đo</span></span></li>
</ul>
</li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ phóng đại: 32×, phạm vi đo lên đến ~110 m</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp các dự án sàn công nghiệp quan trọng, lưới cao độ chính xác cao, đo khép tuyến.</span></span><br />
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/LS15.jpg" style="width: 450px; height: 396px;" /></span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br />
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.5 Trimble DiNi Digital Level Series (Dini-03 / Dini-07)</span></span></h3>
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác: tùy chọn đến ~0.3 mm/1 km</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiêu chuẩn bảo vệ: IP55</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giao diện trực quan, dễ thao tác</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Truyền dữ liệu nhanh qua USB</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp đo lặp nhiều, quan trắc và báo cáo số liệu chi tiết</span></span></li>
</ul>
</li>
</ul>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/Trimble Dini.jpg" style="width: 450px; height: 450px;" /></span></span></p>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Quy trình kiểm tra cao độ sàn nhà xưởng bằng máy thủy bình</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><u><strong>Bước 1</strong></u>: Chia lưới ô vuông (Grid Method)</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chia sàn thành các ô 3×3 m hoặc 5×5 m</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các giao điểm là vị trí đặt mia</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Bước 2</u></strong>: Dẫn mốc cao độ chuẩn</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập Benchmark (H₀) ổn định bên ngoài khu vực thi công</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Làm cơ sở so sánh cho toàn bộ số liệu</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Bước 3</u></strong>: Đo đạc thực địa</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đặt máy ở vị trí trung tâm, nền cứng</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cân bằng máy chính xác</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đọc BS → xác định HI</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đọc FS tại các nút lưới</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><u><strong>Bước 4</strong></u>: Xử lý và đánh giá số liệu<br />
ΔH = Số đọc thực tế – Số đọc thiết kế</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ΔH > 0 → Sàn thấp (lõm)</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ΔH < 0 → Sàn cao (lồi)</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
!!! Lưu ý quan trọng khi kiểm tra cao độ sàn nhà xưởng:</span></span><br />
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc chuẩn phải ổn định – quyết định độ tin cậy toàn bộ phép đo</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng cách ngắm ≤ 40 m để kiểm soát sai số</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra máy trước khi đo: mực nước, ống kính, chân máy</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
>>> Kiểm tra cao độ sàn nhà xưởng bằng máy thủy bình là công tác không thể thiếu nhằm đảm bảo chất lượng thi công, độ phẳng sàn và an toàn vận hành lâu dài. Việc lựa chọn đúng thiết bị và tuân thủ quy trình đo chuẩn sẽ giúp kỹ sư và nhà thầu thu được kết quả chính xác – đáng tin cậy – dễ nghiệm thu cho mọi dự án xây dựng công nghiệp.</span></span><br />
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. FAQ – Hỏi đáp</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Kiểm tra cao độ sàn nhà xưởng nên sử dụng thiết bị nào?<br />
<em>Máy thủy bình quang học là lựa chọn phù hợp nhờ độ chính xác cao và ổn định trên diện tích lớn.<br />
</em><br />
- Máy laser cân mực có thể thay thế máy thủy bình không?<br />
<em>Không. Máy laser chỉ phù hợp cho phạm vi nhỏ, không đáp ứng độ chính xác khi kiểm tra sàn nhà xưởng diện tích lớn.</em><br />
<br />
- Sai số cho phép khi kiểm tra cao độ sàn là bao nhiêu?<br />
Thông thường yêu cầu sai số trong khoảng ±2 mm, tùy tiêu chuẩn thiết kế và yêu cầu của chủ đầu tư.<br />
<br />
- Khoảng cách đo tối đa từ máy thủy bình đến mia là bao nhiêu?<br />
<em>Khuyến nghị không vượt quá 40 m để đảm bảo kiểm soát sai số.</em><br />
<br />
- Có cần kiểm tra cao độ sàn trước khi hoàn thiện không?<br />
<em>Có. Việc kiểm tra sớm giúp xử lý sai lệch trước khi hoàn thiện, giảm rủi ro và chi phí sửa chữa.</em></span></span><br />
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Máy thủy bình 2.jpg" style="width: 800px; height: 419px;" /></span></span></p>
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'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với dải sản phẩm trải rộng từ FlexLine → TS → Nova → MS (MultiStation), Leica Geosystems mang đến nhiều lựa chọn, nhưng cũng khiến không ít anh em băn khoăn: <em>công trình của mình nên dùng dòng nào là hợp lý nhất?</em></span></span>',
'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong trắc địa – xây dựng hiện nay, việc lựa chọn máy toàn đạc điện tử Leica phù hợp với từng loại công trình đóng vai trò then chốt, ảnh hưởng trực tiếp đến độ chính xác, hiệu suất thi công và chi phí đầu tư.<br />
<br />
Với dải sản phẩm trải rộng từ FlexLine → TS → Nova → MS (MultiStation), Leica Geosystems mang đến nhiều lựa chọn, nhưng cũng khiến không ít anh em băn khoăn: công trình của mình nên dùng dòng nào là hợp lý nhất?<br />
<br />
Bài viết dưới đây sẽ giúp bạn so sánh rõ ưu – nhược điểm từng dòng máy toàn đạc Leica, đồng thời gợi ý chọn máy đúng nhu cầu thực tế tại Việt Nam.</span></span></em><br />
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Máy toàn đạc Leica FlexLine (TS03, TS07, TS10…)</span></span></h2>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu hình đơn giản, dễ sử dụng, phù hợp nhiều đối tượng.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi phí đầu tư thấp hơnso với các dòng tự động/robot.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đáp ứng tốt các công việc khảo sát – trắc địa cơ bản.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần lớn thao tác thủ công.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không có motor, ATR, tự động khóa prism.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu suất đo và tốc độ làm việc thấp hơn dòng TS và Nova.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp:</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo đạc địa chính, lập bản đồ nền.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công tác đo nhỏ lẻ, khối lượng không lớn.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đơn vị cần máy toàn đạc Leica bền – ổn định – dễ dùng.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Nếu chỉ cần đo khảo sát cơ bản, Leica FlexLine là lựa chọn kinh tế và đủ dùng.<br />
</span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Máy toàn đạc Leica TS (TS13, TS20…)</span></span></h2>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức độ tự động hóa cao, có phiên bản robot.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác góc và EDM ổn định, phù hợp thi công.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ phần mềm Captivate, dễ tích hợp GNSS/RTK.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm thao tác thủ công, tăng tốc độ bố trí và đo kiểm.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giá cao hơndòng FlexLine.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với model cao cấp (TS20) cần tính thêm phụ kiện robot (prism, tripod, pin, tay cầm).</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp:</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xây dựng dân dụng, công trình nhỏ và vừa.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công tác bố trí công trình, đo kiểm hình học.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi cần độ chính xác và hiệu suất cao hơn FlexLine.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Dòng TS là lựa chọn cân bằng giữa độ chính xác – tiện lợi – chi phí.<br />
</span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Máy toàn đạc Leica Nova (TS60, TM60…)</span></span></h2>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công nghệ robot hiện đại, động cơ chính xác cao.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động khóa mục tiêu, đo nhanh, ổn định.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều tính năng nâng cao:</span></span>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Multi-target</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo khoảng cách dài</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tích hợp GNSS / Sensor / Monitoring</span></span></li>
</ul>
</li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi phí đầu tư cao, yêu cầu người vận hành có chuyên môn tốt.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi phí vận hành (pin, phụ kiện, bảo trì) lớn hơn các dòng thấp.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp:</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công trình lớn: cầu, đường, hầm, metro.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dự án hạ tầng quy mô lớn, yêu cầu độ tin cậy cao.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan trắc biến dạng, đo lặp chính xác dài hạn.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Với dự án quy mô lớn, Leica Nova là “xương sống” về độ chính xác và tự động hóa.<br />
</span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Máy toàn đạc Leica MS – MultiStation (MS60)</span></span></h2>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp toàn đạc + quét 3D + GNSS trong một thiết bị.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thu thập dữ liệu 3D dày, nhanh, giảm nhân lực.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất mạnh cho khảo sát hiện trạng và địa hình phức tạp.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giá rất cao.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu hậu xử lý phức tạp, cần kỹ năng chuyên sâu.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp:</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dự án cần dữ liệu 3D chi tiết.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy hoạch, khảo sát hạ tầng phức tạp.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công tác đo đạc + bản đồ + mô hình số trong một workflow.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> MS là giải pháp cao cấp nhất cho bài toán 3D và dữ liệu lớn.<br />
</span></span><br />
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Gợi ý chọn máy toàn đạc điện tử Leica theo nhu cầu</span></span></h2>
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát đất đai, địa chính, bản đồ nền → <em>Leica FlexLine</em> hoặc <em>TS (model cơ bản).</em></span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xây dựng dân dụng, công trình nhỏ & vừa, bố trí thiết kế → <em>Leica TS</em> hoặc <em>Nova</em> (tùy yêu cầu độ chính xác).</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công trình giao thông, cầu hầm, hạ tầng phức tạp → <em>Leica Nova</em> hoặc <em>MS (MultiStation / Robot).</em></span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát địa hình phức tạp, cần dữ liệu 3D, đo nhanh nhiều điểm → <em>Leica MS – MultiStation.</em></span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>BẢNG SO SÁNH THÔNG SỐ LEICA FLEXLINE – TS – NOVA</strong></span></span><br />
<br />
<table border="0" cellpadding="0" cellspacing="3" style="width: 100%">
<thead>
<tr>
<th style="text-align: left;">
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tiêu chí</strong></span></span></th>
<th style="text-align: left;">
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS03</strong></span></span></th>
<th style="text-align: left;">
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS07</strong></span></span></th>
<th style="text-align: left;">
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS10</strong></span></span></th>
<th style="text-align: left;">
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS13</strong></span></span></th>
<th style="text-align: left;">
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20</strong></span></span></th>
<th style="text-align: left;">
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nova TM60</strong></span></span></th>
<th style="text-align: left;">
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nova TS60</strong></span></span></th>
<th style="text-align: left;">
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nova MS60</strong></span></span></th>
</tr>
</thead>
<tbody>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác góc</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2″, 3″, 5″</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5″, 1″</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5″</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo lăng kính</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0–3,500 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.8–10,000 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5–10,000 m</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác đo gương</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1 mm+1 ppm</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>0.6 mm+1ppm</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo không gương</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">800 m (R800) / 1,600 m (R1600)</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2,000 m</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác không gương</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm 2 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Màn hình</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5″ đơn sắc</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5″ màu</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA (tuỳ chọn)</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Kết nối có dây</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Ethernet / USB-C</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Bluetooth / WLAN</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Dữ liệu di động (4G)</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>AutoHeight</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera tổng quan</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera kính ngắm</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>SmartStation GNSS</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tiêu chí</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS03</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS07</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS10</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS13</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS20</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Nova TM60</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Nova TS60</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Nova MS60</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác góc</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2″, 3″, 5″</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5″, 1″</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5″</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo lăng kính</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0–3,500 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.8–10,000 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5–10,000 m</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác đo gương</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.6 mm + 1 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo không gương</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">800 m (R800) / 1,600 m (R1600)</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2,000 m</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác không gương</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Màn hình</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5″ đơn sắc</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5″ màu</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA (tuỳchọn)</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Kết nối có dây</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Ethernet / USB-C</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Bluetooth / WLAN</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Dữ liệu di động (4G)</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>AutoHeight</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera tổng quan</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera kính ngắm</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>SmartStation GNSS</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Động cơ (Robot)</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">DC Motor</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Brushless Direct Drives</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Piezo drives</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Piezo drives</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Piezo drives</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>ATR / Tracking</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (R1000)</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">AI-powered ATR</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Prism Fast Search</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Scanning 3D</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (30,000 pts/s)</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Điều khiển từ xa</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hỗ trợ AP20</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">AP20 ID</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">AP20 ID + AutoPole</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hệ điều hành</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">FlexField</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">FlexField</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">FlexField</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate (Loc8 / GeoCloud Protect)</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Thời lượng pin</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 h</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 h</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 h</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">8–19 h</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~5 h</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~8 h</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~9 h</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~9 h</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Trọng lượng</strong></span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.3 kg</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.3 kg</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.4 kg</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.8 kg</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5.0 kg</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">7.2 kg</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">7.3 kg</span></span></td>
<td>
<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">7.6 kg</span></span></td>
</tr>
</tbody>
</table>
<p>
</p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/so-sanh-may-toan-dac-dien-tu-leica-FlexLine-TS-Nova-MS.jpg" style="width: 800px; height: 463px;" /></span></span>
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. Câu hỏi thường gặp về máy toàn đạc Leica (FAQ)</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6.1 Máy toàn đạc Leica FlexLine có đủ dùng cho địa chính không?<br />
→ Có. Với đo địa chính và bản đồ nền, FlexLine đáp ứng tốt và tiết kiệm chi phí.<br />
<br />
6.2 Khi nào nên chọn TS thay vì FlexLine?<br />
→ Khi cần độ chính xác cao hơn, thao tác nhanh hơn và giảm nhân lực.<br />
<br />
6.3 Leica Nova có phù hợp công trình dân dụng không?<br />
→ Phù hợp nếu công trình yêu cầu độ chính xác rất cao hoặc quan trắc.<br />
<br />
6.4 MultiStation MS60 có thay thế máy quét laser không?<br />
→ MS60 không thay thế hoàn toàn TLS chuyên dụng, nhưng rất hiệu quả cho khảo sát 3D kết hợp đo toàn đạc.<br />
<br />
>>> <u><strong>Tổng kết:</strong></u></span></span><br />
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo khảo sát cơ bản→ <em>FlexLine là đủ.</em></span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cân bằng giữa chính xác & tiện lợi→ <em>TS là lựa chọn hợp lý.</em></span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công trình lớn, yêu cầu cao→ <em>Nova hoặc MS.</em></span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Liên hệ <a href="https://tracdiathanhdat.vn/"><strong>Trắc Địa Thành Đạt </strong></a>để được tư vấn chọn máy toàn đạc Leica phù hợp đúng công trình – đúng ngân sách – đúng nhu cầu thực tế tại Việt Nam!<br />
</span></span>',
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'name' => 'Cập nhật firrmware RTK qua WEB UI',
'code' => null,
'alias' => 'cap-nhat-firrmware-rtk-qua-web-ui',
'cat_id' => '40',
'price' => '0',
'type' => 'new',
'shortdes' => '<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Cập nhật firmware RTK qua Web UI – Hướng dẫn chi tiết & lưu ý kỹ thuật</span><br />
',
'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong quá trình sử dụng máy GNSS RTK, việc cập nhật firmware bộ thu GNSS đóng vai trò đặc biệt quan trọng nhằm:</span></span></em><br />
<ul>
<li>
<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tối ưu khả năng FIX và độ ổn định khi đo RTK</span></span></em></li>
<li>
<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khắc phục các lỗi tồn tại trong firmware cũ</span></span></em></li>
<li>
<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bổ sung hoặc cải thiện các tính năng mới như IMU, radio, AR, giao tiếp dữ liệu…</span></span></em></li>
</ul>
<br />
<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tuy nhiên, cập nhật firmware KHÔNG phải là cập nhật ứng dụng Android (APK), mà là nâng cấp hệ thống điều khiển lõi của bộ thu GNSS, tác động trực tiếp đến khả năng định vị và hoạt động RTK. Nếu thực hiện không đúng quy trình hoặc sử dụng firmware không phù hợp, thiết bị có thể phát sinh các lỗi nghiêm trọng như mất FIX, treo hệ thống, không khởi động hoặc không thể kết nối RTK.<br />
<br />
Hiện nay, nhiều dòng máy RTK đã hỗ trợ cập nhật firmware thông qua Web UI – giao diện quản lý nội bộ cho phép truy cập trực tiếp bằng trình duyệt web. Phần nội dung dưới đây tổng hợp cách các hãng GNSS phổ biến triển khai Web UI, quy trình cập nhật firmware, đồng thời hướng dẫn kết nối và sử dụng Web UI một cách an toàn, đúng kỹ thuật.<br />
</span></span></em>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Web UI trong máy RTK GNSS là gì?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Web UI (Web-based User Interface) là giao diện quản lý nội bộ của bộ thu RTK, cho phép người dùng:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối trực tiếp với thiết bị qua WiFi hoặc mạng LAN</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Truy cập bằng trình duyệt web (Chrome, Edge, Safari…)</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xem thông tin thiết bị và trạng thái GNSS</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu hình các tham số hệ thống</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật firmware bộ thu GNSS</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải dữ liệu đo, dữ liệu thô và nhật ký hệ thống</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Web UI mang lại sự tiện lợi lớn trong môi trường hiện trường, tuy nhiên cũng tiềm ẩn rủi ro nếu người dùng không hiểu rõ cách triển khai Web UI của từng hãng GNSS.<br />
</span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Cập nhật Firmware RTK qua Web UI theo từng hãng GNSS</span></span></h2>
<br />
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.1. eFix GNSS – Web UI trong hệ sinh thái Android</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Web UI của eFix GNSS cho phép:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra thông tin thiết bị (model, serial, firmware)</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo dõi trạng thái GNSS</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thực hiện cập nhật firmware bộ thu</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cách truy cập Web UI eFix</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối WiFi do bộ thu eFix phát</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở trình duyệt và truy cập IP mặc định của thiết bị</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">LƯU Ý: Firmware eFix phụ thuộc rất chặt vào model và đời mainboard. Việc cài sai firmware có thể khiến máy không boot được hoặc hoạt động không ổn định.<br />
<em>(Nguồn tham khảo: eFix GNSS – Firmware & User Guidance chính hãng).</em><br />
</span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.2. Meridian GNSS – Web UI trực quan với IP mặc định</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Meridian GNSS tích hợp Web UI nội bộ cho phép:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xem thông tin thiết bị và trạng thái GNSS</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu hình các tham số cơ bản</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật firmware trực tiếp qua Web UI</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cách truy cập</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối WiFi do bộ thu phát</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở trình duyệt và nhập: http://192.168.10.1</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Khuyến nghị: Chỉ sử dụng firmware chính hãng từ nhà sản xuất hoặc đại lý ủy quyền để đảm bảo tính tương thích và ổn định lâu dài.<br />
</span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.3. eSurvey / SurPad – Cập nhật firmware qua Web UI</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trên các bộ thu RTK eSurvey, Web UI (kết hợp với hệ thống SurPad / E-Survey) cho phép:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra trạng thái GNSS</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập các tham số cơ bản</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật firmware từ tab “Management”</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Người dùng truy cập Web UI bằng cách kết nối WiFi bộ thu và mở trình duyệt tương tự các hãng khác.<br />
<em>(Nguồn tham khảo: Hướng dẫn sử dụng Web UI trên máy RTK eSurvey).</em><br />
</span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.4. GeoMate GNSS – Web UI có nhưng cần thận trọng</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với GeoMate GNSS, Web UI chủ yếu dùng để:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản lý thiết bị</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu hình cơ bản hệ thống</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiện các tài liệu công bố chưa mô tả chi tiết quy trình cập nhật firmware trực tiếp qua Web UI.<br />
<br />
> Khuyến nghị khi cập nhật firmware GeoMate:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ tải firmware từ nguồn chính hãng</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra chính xác model + phiên bản firmware hiện tại trước khi cài đặt</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.5. Trimble – Web UI có kiểm soát chặt từ hãng</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trimble hỗ trợ cập nhật firmware GNSS qua Web UI chính thức, với quy trình rõ ràng:</span></span><br />
<ol>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Truy cập Web UI của bộ thu</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn Firmware → Install New Firmware</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn file firmware tải từ trang hỗ trợ Trimble</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cài đặt và khởi động lại thiết bị</span></span></li>
</ol>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trimble kiểm soát firmware theo model và serial, giúp giảm nguy cơ cài sai.<br />
<em>(Nguồn tham khảo: Trimble Receiver Help Portal).</em><br />
</span></span>
<h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.6. Leica Geosystems – Hạn chế Web UI, ưu tiên quy trình chuẩn</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khác với nhiều hãng khác, Leica Geosystems không khuyến khích cập nhật firmware trực tiếp qua Web UI. Thay vào đó:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Firmware đi kèm Captivate Release Notes</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật theo quy trình chính hãng (qua thẻ SD hoặc bộ điều khiển)</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Nguồn tham khảo: Leica Captivate Manual & Release Notes.</em><br />
</span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Kết nối máy tính, điện thoại, máy tính bảng với máy RTK qua Web UI</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hầu hết các bộ thu GNSS RTK hiện đại đều hoạt động như một điểm phát WiFi nội bộ (WiFi Hotspot). Người dùng có thể kết nối bằng PC, điện thoại hoặc máy tính bảng để truy cập Web UI mà không cần cài thêm phần mềm.<br />
<br />
Các bước truy cập Web UI (ví dụ trên PC)</span></span><br />
<br />
<ol>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối WiFi do bộ thu RTK phát: Tên WiFi thường là Serial Number (SN)</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở trình duyệt web</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhập địa chỉ: http://192.168.10.1</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đăng nhập Web UI: Mật khẩu mặc định: password (có thể thay đổi).</span></span></li>
</ol>
<h2>
<br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">4. Các chức năng chính trong Web UI của máy RTK </span></h2>
<p>
<em><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Dựa trên </span><span style="font-size: 12px;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">giao diện Web UI dòng máy RTK của hãng eSurvey và các dòng máy tương tự</span></span>)</span></em></p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.1 Tab Position – Định vị & trạng thái GNSS</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chế độ làm việc: Base / Rover / Static</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tọa độ (kinh, vĩ, cao độ)</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trạng thái nghiệm: Fix / Float / Single</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số vệ tinh theo dõi</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PDOP, HDOP, TDOP, HRMS, VRMS</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giờ địa phương & múi giờ</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bắt đầu / dừng ghi dữ liệu đo tĩnh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-position1.jpg" style="width: 600px; height: 405px;" /></span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.2 Tab Data Link – Liên kết dữ liệu</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bluetooth</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Radio</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Network / SIM</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-position-1.jpg" style="width: 600px; height: 405px;" /><br />
4.3 Tab Satellites – Vệ tinh</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan sát số vệ tinh</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phân bố vệ tinh theo hệ</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập góc ngưỡng vệ tinh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-ve-tinh 3.jpg" style="width: 600px; height: 407px;" /><br />
4.4 Tab Information – Thông tin thiết bị</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS receiver, anten</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mainboard</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UHF, Network module</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-thong-tin 4.jpg" style="width: 600px; height: 404px;" /><br />
4.5 Tab Working Mode – Chế độ làm việc</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn Base / Rover / Static</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phương thức kết nối tương ứng</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-thiet-lap-che-do-lam-viec 5.jpg" style="width: 600px; height: 407px;" /><br />
4.6 Tab Satellite Settings – Thiết lập thu vệ tinh</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GPS, GLONASS, BeiDou, Galileo, SBAS, QZSS</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK timeout</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chế độ FIX chính xác cao</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-satellite-setting 6.jpg" style="width: 600px; height: 403px;" /><br />
4.7 Tab Device Configuration – Cấu hình thiết bị</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Time zone</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">IMU output</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Baud rate cổng serial</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Âm thanh, cảnh báo Base</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ nhớ, debug</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động bật/tắt nguồn</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chia sẻ Internet qua WiFi hotspot</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-device-configuration 7.jpg" style="width: 600px; height: 403px;" /><br />
4.8 Tab NMEA Message – Dữ liệu NMEA</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu hình NMEA qua Bluetooth / cổng 5-pin</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS PPP output</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ghi NMEA</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-nmea-message8.jpg" style="width: 600px; height: 403px;" /><br />
4.9 Tab View Log – Nhật ký</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xem & tải log ứng dụng, log hệ điều hành</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-view-log 9.jpg" style="width: 600px; height: 403px;" /><br />
4.10 Tab Raw Data – Dữ liệu thô</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải raw GNSS</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuyển đổi RINEX</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải nhiều file</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-raw-data 10.jpg" style="width: 600px; height: 403px;" /><br />
4.11 Tab Backup Data – Sao lưu</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải hoặc xóa dữ liệu điểm</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-backup-data 11.jpg" style="width: 600px; height: 403px;" /><br />
4.12 Tab Management – Quản lý thiết bị</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cài đặt firmware mới</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đăng ký thiết bị / GNSS</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập bảo mật</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định dạng bộ nhớ</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự kiểm tra</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khôi phục cài đặt gốc</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khởi động lại bộ thu</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/tab-management 12.jpg" style="width: 600px; height: 403px;" /><br />
<br />
>>> Việc cập nhật firmware thông qua Web UI tác động trực tiếp đến hệ thống lõi của bộ thu GNSS. Người dùng chỉ nên thực hiện khi đã xác định đúng model, đúng firmware và đúng quy trình của nhà sản xuất.<br />
Cập nhật firmware đúng cách – đúng nguồn – đúng thời điểm sẽ giúp hệ thống RTK hoạt động ổn định, tối ưu khả năng FIX và hạn chế tối đa rủi ro ngoài thực tế.<br />
</span></span><br />
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'id' => '795',
'name' => 'MÚI CHIẾU 3° VÀ 6° TRONG HỆ TỌA ĐỘ VN-2000',
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'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu 3° và 6° trong hệ tọa độ VN-2000 <br />
<em>(Góc nhìn theo Thông tư 973/2001/TT-TCĐC)</em></span></span>',
'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong lĩnh vực trắc địa, GIS và xây dựng, việc lựa chọn và sử dụng múi chiếu bản đồ có ảnh hưởng trực tiếp đến độ chính xác hình học, sai số biến dạng và tính pháp lý của dữ liệu không gian. Trong thực tế, các khái niệm múi chiếu 3°, múi chiếu 6°, UTM và VN-2000 đôi khi bị sử dụng chưa thống nhất, dẫn đến nhầm lẫn trong áp dụng và trao đổi kỹ thuật.<br />
<br />
Bài viết này trình bày và làm rõ vấn đề múi chiếu 3° và 6° trong hệ tọa độ quốc gia VN-2000, dựa trên Thông tư 973/2001/TT-TCĐC và bản chất của phép chiếu Transverse Mercator, nhằm giúp người sử dụng hiểu đúng và áp dụng phù hợp trong từng bài toán cụ thể.<br />
</span></span></em>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Múi chiếu bản đồ là gì?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu bản đồ là phần bề mặt Trái Đất được giới hạn bởi hai đường kinh tuyến, được biểu diễn lên mặt phẳng thông qua một phép chiếu bản đồ xác định.<br />
<br />
Việc chia bề mặt Trái Đất thành các múi chiếu giúp:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm sai số biến dạng khi chiếu từ mặt cong sang mặt phẳng,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thuận tiện cho đo đạc, tính toán và thành lập bản đồ,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp với từng quy mô và mục đích sử dụng khác nhau.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế trắc địa và bản đồ học, phép chiếu hình trụ ngang đồng góc (Transverse Mercator) là một trong những phép chiếu được sử dụng phổ biến nhất, đặc biệt đối với các múi chiếu 3° và 6°.<br />
</span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Quy định về múi chiếu trong hệ tọa độ VN-2000</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo Thông tư 973/2001/TT-TCĐC của Tổng cục Địa chính, khi áp dụng Hệ quy chiếu và Hệ tọa độ quốc gia VN-2000: <em>“Hệ tọa độ quốc gia VN-2000 được xây dựng trên phép chiếu hình trụ ngang đồng góc (Transverse Mercator) và cho phép áp dụng các múi chiếu 3° hoặc 6° tùy theo mục đích và quy mô bản đồ.”</em><br />
<br />
Từ quy định này có thể khẳng định:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ tọa độ VN-2000 cho phép sử dụng cả múi chiếu 3° và múi chiếu 6°,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc lựa chọn múi chiếu không mang tính tùy tiện, mà phải phù hợp với mục đích sử dụng và quy mô bản đồ.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế trắc địa và bản đồ học, phép chiếu hình trụ ngang đồng góc (Transverse Mercator) là một trong những phép chiếu được sử dụng phổ biến nhất, đặc biệt đối với các múi chiếu 3° và 6°.</span></span>
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Múi chiếu 6° (UTM) – Phạm vi khu vực và liên tỉnh</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu 6° có bề rộng 6 độ kinh độ, thường được biết đến rộng rãi thông qua hệ thống UTM (Universal Transverse Mercator).<br />
<br />
3.1 Đặc điểm chính</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ diện tích rộng,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thuận lợi cho các bài toán bản đồ và GIS quy mô lớn,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số biến dạng tăng dần khi khoảng cách tới kinh tuyến trục tăng.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 Phạm vi ứng dụng<br />
<br />
Múi chiếu 6° phù hợp cho:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản đồ quốc gia, vùng, liên tỉnh,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các hệ thống GIS tổng hợp,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy hoạch không gian, hạ tầng quy mô lớn.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu ý: UTM không phải là một hệ tọa độ riêng, mà là cách tổ chức múi chiếu 6° của phép chiếu Transverse Mercator, thường được sử dụng cùng hệ quy chiếu WGS84 trong thông lệ quốc tế.<br />
</span></span>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Utm-zones(1).jpg" style="width: 800px; height: 400px;" /></span></span></p>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Múi chiếu 3° – Tiêu chuẩn cho đo đạc chính xác</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu 3° có bề rộng hẹp hơn, giúp giảm đáng kể sai số biến dạng so với múi 6°.<br />
<br />
4.1 Đặc điểm chính</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác hình học cao,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Biến dạng chiều dài và diện tích nhỏ,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp cho các bài toán yêu cầu độ chính xác cao.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.2 Phạm vi ứng dụng<br />
<br />
Trong hệ tọa độ VN-2000, múi chiếu 3° thường được sử dụng cho:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo vẽ địa chính,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản đồ tỷ lệ lớn,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bố trí và thi công công trình,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hồ sơ pháp lý đất đai.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi sử dụng VN-2000, bắt buộc phải xác định rõ múi chiếu và kinh tuyến trục, vì đây là tham số pháp lý của hệ tọa độ, không được mặc định như trong hệ UTM.<br />
</span></span><br />
<br />
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Nhận định thực tế tại Việt Nam</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế đo đạc tại Việt Nam:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">VN-2000 múi chiếu 3° là lựa chọn chủ đạo cho công tác địa chính và xây dựng,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu 6° (UTM) chủ yếu phù hợp cho bản đồ khu vực – vùng và các bài toán GIS tổng hợp.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc sử dụng đúng múi chiếu giúp đảm bảo:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác kỹ thuật,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính thống nhất dữ liệu,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sự phù hợp với quy định pháp lý hiện hành.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
<strong>>>> Tóm lại: </strong></span></span><br />
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ tọa độ quốc gia VN-2000 cho phép sử dụng cả múi chiếu 3° và 6° theo Thông tư 973/2001/TT-TCĐC.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu 6° (UTM) phù hợp cho bản đồ khu vực và liên tỉnh.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu 3° được ưu tiên cho đo đạc chính xác, địa chính và công trình.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UTM là cách tổ chức múi chiếu, trong khi VN-2000 là hệ tọa độ quốc gia – hai khái niệm này không nên sử dụng thay thế cho nhau.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiểu đúng và sử dụng đúng múi chiếu là điều kiện quan trọng để đảm bảo độ chính xác kỹ thuật và tính pháp lý của mọi sản phẩm đo đạc và bản đồ.<br />
<br />
<em>>>> Tài liệu tham khảo:</em></span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Thông tư 973/2001/TT-TCĐC – Hướng dẫn áp dụng Hệ quy chiếu và Hệ tọa độ quốc gia VN-2000</em></span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Tài liệu chuyên ngành về phép chiếu Transverse Mercator / UTM</em></span></span></li>
</ul>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em><img alt="" src="/admin/webroot/upload/image/images/Kinh tuyến trục.jpg" style="width: 747px; height: 420px;" /></em></span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>',
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'name' => 'Tìm hiểu các phương pháp hiệu chỉnh GNSS ',
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'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh GNSS là yếu tố then chốt để đạt được định vị độ chính xác cao. Tín hiệu GNSS thô (không hiệu chỉnh) thường chỉ đạt độ chính xác khoảng 5–10 mét, không đáp ứng yêu cầu của các lĩnh vực như nông nghiệp chính xác, trắc địa, robot tự hành, xe tự lái,… Bằng cách tính toán và áp dụng các hiệu chỉnh sai số lên tín hiệu GNSS, độ chính xác có thể được cải thiện gấp 100 lần, đạt mức centimet.</span></span>',
'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Hiệu chỉnh GNSS là yếu tố then chốt để đạt được định vị độ chính xác cao. Tín hiệu GNSS thô (không hiệu chỉnh) thường chỉ đạt độ chính xác khoảng 5–10 mét, không đáp ứng yêu cầu của các lĩnh vực như nông nghiệp chính xác, trắc địa, robot tự hành, xe tự lái,… Bằng cách tính toán và áp dụng các hiệu chỉnh sai số lên tín hiệu GNSS, độ chính xác có thể được cải thiện gấp 100 lần, đạt mức centimet.</em><br />
<br />
Bài viết này trình bày các phương pháp hiệu chỉnh GNSS chính:</span></span><br />
<ul>
<li>
<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">DGNSS (GNSS vi sai)</span></span></em></strong></li>
<li>
<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SBAS (Hệ thống tăng cường vệ tinh)</span></span></em></strong></li>
<li>
<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK (Động học thời gian thực)</span></span></em></strong></li>
<li>
<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP (Định vị điểm chính xác)</span></span></em></strong></li>
<li>
<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP-RTK</span></span></em></strong></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đồng thời phân tích đặc điểm, ưu nhược điểm và phạm vi ứng dụng của từng phương pháp, cũng như cách lựa chọn phương án phù hợp.<br />
</span></span>
<p>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS định vị tiêu chuẩn hoạt động như thế nào?</span></span></strong><br />
</p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tín hiệu GNSS thô từ mỗi vệ tinh mang một mã giả ngẫu nhiên (PRN), cung cấp ba thông tin chính:</span></span><br />
<ul>
<li>
<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ai: định danh vệ tinh.</span></span></em></strong></li>
<li>
<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ở đâu: vị trí quỹ đạo.</span></span></em></strong></li>
<li>
<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi nào: thời điểm phát tín hiệu.</span></span></em></strong></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy thu GNSS so sánh mã PRN nhận được với mã PRN nội sinh của nó để xác định thời gian truyền tín hiệu, từ đó tính ra khoảng cách giả (pseudorange). Khi có khoảng cách đến ít nhất 4 vệ tinh, máy thu có thể xác định vị trí 3D của mình.<br />
<br />
Tín hiệu GNSS bị ảnh hưởng bởi nhiều nguồn sai số:</span></span><br />
<ul>
<li>
<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tầng điện ly & đối lưu làm chậm và bẻ cong tín hiệu.</span></span></em></li>
<li>
<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đồng hồ & quỹ đạo vệ tinh.</span></span></em></li>
<li>
<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đa đường (multipath) do phản xạ từ nhà cửa, cây cối.</span></span></em></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tổng sai số dẫn đến độ chính xác chỉ khoảng 5–10 m. Từ đây, các phương pháp hiệu chỉnh GNSS ra đời để giảm và loại bỏ các sai số này.<br />
</span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Differential GNSS (DGNSS – GNSS vi sai)</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguyên lý:</strong><br />
Định vị tương đối bằng cách so sánh số liệu giữa máy rover và trạm tham chiếu có tọa độ đã biết chính xác.<br />
<br />
<strong>Cách hoạt động:</strong></span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trạm base tính sai số pseudorange cho từng vệ tinh</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phát các hiệu chỉnh này cho rover</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rover áp dụng hiệu chỉnh để loại bỏ sai số chung</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác</strong>: Dưới 1 mét<br />
<br />
<strong>Ưu điểm</strong></span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dễ triển khai</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiêu thụ điện thấp</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian hội tụ nhanh</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác thấp hơn RTK/PPP</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phụ thuộc khoảng cách đến trạm base</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng: </span></span></strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Hàng hải, n</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">ông nghiệp mức cơ bản, t</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">hiết bị GNSS pin nhỏ.</span>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/GNSSCorrections-Types-SBAS-2-1024x683.jpg" style="width: 800px; height: 534px;" /></span></span></p>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. SBAS – Hệ thống tăng cường vệ tinh</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguyên lý</strong>: Tương tự DGNSS nhưng hiệu chỉnh được t</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">ính toán tập trung và p</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">hát qua vệ tinh địa tĩnh.</span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ví dụ SBAS:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">WAAS (Mỹ)</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">EGNOS (Châu Âu)</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">MSAS (Nhật Bản)</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác</strong>: ~1–3 m<br />
<br />
<strong>Ưu điểm</strong></span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Miễn phí</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ rộng khu vực lớn</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không cần base cục bộ</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác hạn chế</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khó thu vệ tinh địa tĩnh ở đô thị / vĩ độ cao</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng: </span></span></strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Hàng không, </span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Hàng hải, </span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Nông nghiệp quy mô lớn.</span>
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. RTK – Real-Time Kinematic</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguyên lý: </strong>Sử dụng đo pha sóng mang (carrier-phase) kết hợp hiệu chỉnh thời gian thực từ trạm base.<br />
<br />
<strong>Đặc điểm kỹ thuật:</strong></span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bước sóng L1 GPS ≈ 19 cm</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giải ẩn số nguyên (integer ambiguity)</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sử dụng double differencing + thuật toán LAMBDA</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác</strong>: 1–2 cm<br />
<br />
<strong>Thời gian fix</strong>: vài giây<br />
<br />
<strong>Ưu điểm: </strong></span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Độ chính xác cao nhất, h</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">ội tụ cực nhanh</span><br />
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi giới hạn (≈ 20–30 km)</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần kết nối ổn định (radio / NTRIP)</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc địa</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thi công – stakeout</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Robot, UAV</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nông nghiệp chính xác</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. PPP – Precise Point Positioning</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguyên lý</strong>: Định vị tuyệt đối bằng cách áp dụng:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quỹ đạo vệ tinh chính xác</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đồng hồ vệ tinh chính xác</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô hình khí quyển toàn cầu</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đặc điểm:</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không cần trạm base cục bộ</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hội tụ bằng cách tự giải ẩn số pha</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác</strong>: cm (tĩnh)<br />
<br />
<strong>Thời gian hội tụ</strong>: 10–30 phút<br />
<br />
<strong>Ưu điểm</strong></span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ toàn cầu</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp vùng xa, biển khơi</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hội tụ chậm</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không phù hợp ứng dụng cần real-time</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hàng hải – ngoài khơi</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoa học – địa vật lý</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo đạc khu vực hẻo lánh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. PPP-RTK – Phương pháp lai hiện đại</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguyên lý</strong>: Là sự kết hợp giữa:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh vệ tinh chính xác của PPP</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh khí quyển & pha kiểu RTK</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công nghệ cốt lõi:</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SSR (State Space Representation)</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Wide-lane ambiguity resolution (bước sóng dài → fix nhanh)</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác</strong>: 3–7 cm<br />
<br />
<strong>Thời gian hội tụ</strong>: 10–30 giây<br />
<br />
<strong>Ưu điểm</strong></span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhanh hơn PPP</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ rộng hơn RTK</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở rộng cho số lượng người dùng lớn</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần máy GNSS đa tần hiện đại</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác thấp hơn RTK cự ly ngắn</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng</span></span></strong><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xe tự lái – ADAS</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UAV</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản lý đội xe</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nông nghiệp thông minh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
<strong>BẢNG SO SÁNH </strong></span></span><br />
<br />
<table border="0" cellpadding="0" style="width: 100%">
<thead>
<tr>
<th>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phương pháp</span></span></th>
<th>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác</span></span></th>
<th>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian fix</span></span></th>
<th>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi</span></span></th>
</tr>
</thead>
<tbody>
<tr>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS thường</span></span></td>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5–10 m</span></span></td>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vài giây</span></span></td>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn cầu</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SBAS</span></span></td>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1–3 m</span></span></td>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 s</span></span></td>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lục địa</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">DGNSS</span></span></td>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><1 m</span></span></td>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5–20 s</span></span></td>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cục bộ</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP</span></span></td>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">~10 cm</span></span></td>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">10–30 phút</span></span></td>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn cầu</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP-RTK</span></span></td>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3–7 cm</span></span></td>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">10–30 s</span></span></td>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khu vực</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK</span></span></td>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1–2 cm</span></span></td>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">~5 s</span></span></td>
<td>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">≤30 km</span></span></td>
</tr>
</tbody>
</table>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
>>> Không có phương pháp hiệu chỉnh GNSS nào “tốt nhất cho mọi trường hợp”. Chỉ có phương pháp phù hợp nhất với yêu cầu công việc:</span></span><br />
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần nhanh – chính xác tuyệt đối → RTK</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần phủ rộng – không cần base → PPP / PPP-RTK</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần ổn định – tiết kiệm năng lượng → DGNSS / SBAS</span></span></li>
</ul>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/Grey Minimalist Architecture Search Bar Facebook Cover (1).png" style="width: 800px; height: 451px;" /></span></span></p>
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'name' => 'Stakeout bằng RTK GNSS và Toàn đạc điện tử',
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'shortdes' => '<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trong công tác stakeout (cắm điểm/định vị thi công), GNSS RTK và Toàn đạc điện tử đều là công cụ quan trọng — nhưng mỗi cái có đặc thù, ưu/nhược điểm và thời điểm sử dụng khác nhau. Không phải cái nào “tốt hơn”, mà là chọn đúng nơi – đúng lúc.</span>',
'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong công tác stakeout (cắm điểm/định vị thi công), GNSS RTK và Toàn đạc điện tử đều là công cụ quan trọng — nhưng mỗi cái có đặc thù, ưu/nhược điểm và thời điểm sử dụng khác nhau. Không phải cái nào “tốt hơn”, mà là chọn đúng nơi – đúng lúc.<br />
<br />
RTK GNSS là phương pháp định vị vệ tinh động thời gian thực, trong đó tọa độ điểm đo được xác định thông qua xử lý tín hiệu GNSS và hiệu chỉnh sai số từ trạm Base hoặc mạng CORS. Kết quả đo được thể hiện trong hệ tọa độ không gian toàn cầu hoặc hệ tọa độ quốc gia, phù hợp cho các bài toán định vị tổng thể, đo diện rộng và thiết lập khung khống chế ban đầu.<br />
<br />
Toàn đạc điện tử là thiết bị đo đạc sử dụng nguyên lý đo góc và khoảng cách để xác định vị trí điểm trong hệ tọa độ cục bộ hoặc hệ tọa độ công trình, dựa trên các điểm khống chế đã biết. Phương pháp này cho phép kiểm soát chặt chẽ hình học không gian, cao độ và sai số tương đối, đặc biệt hiệu quả trong các công trình yêu cầu độ chính xác cao.<br />
<br />
Chính sự khác biệt về nguyên lý đo và cách kiểm soát sai số khiến RTK GNSS và Toàn đạc điện tử không mang tính thay thế, mà thường được kết hợp trong cùng một workflow để đạt hiệu quả và độ tin cậy cao nhất.<br />
</span></span></em><br />
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Bảng so sánh tổng quan RTK GNSS vs Toàn đạc điện tử</span></span></h2>
<br />
<table border="0" cellpadding="0">
<thead>
<tr>
<th>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiêu chí</span></span><br />
</th>
<th>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS</span></span><br />
</th>
<th>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc điện tử</span></span><br />
</th>
<th>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận xét kỹ thuật</span></span><br />
</th>
</tr>
</thead>
<tbody>
<tr>
<td>
<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản chất đo</span></span></strong><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị tuyệt đối theo GNSS</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị tương đối trong mạng khống chế </span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Khác nhau về nguyên lý</span></span><br />
</td>
</tr>
<tr>
<td>
<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác</span></span></strong><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức cm (RTK Fix, môi trường tốt) </span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức mm (đo cạnh & góc)</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc vượt trội cho chi tiết</span></span><br />
</td>
</tr>
<tr>
<td>
<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tốc độ</span></span></strong><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất nhanh, phù hợp diện rộng</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Chậm hơn do ngắm gương</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK có lợi thế tốc độ</span></span><br />
</td>
</tr>
<tr>
<td>
<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi</span></span></strong><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Vài km đến hàng chục km<br />
(Base–Rover / CORS) </span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">~500–1000 m, cần line-of-sight</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK phù hợp khu vực lớn</span></span><br />
</td>
</tr>
<tr>
<td>
<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cao độ & hình học </span></span></strong><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có thể biến động theo vệ tinh</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm soát cao độ rất tốt</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc an toàn cho cao độ</span></span><br />
</td>
</tr>
<tr>
<td>
<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhân lực</span></span></strong><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Thường 1 người</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Thường 2 người (robot có thể 1)</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK tiết kiệm nhân lực</span></span><br />
</td>
</tr>
<tr>
<td>
<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính cơ động</span></span></strong><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Gọn nhẹ, setup nhanh</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cồng kềnh hơn</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK linh hoạt hơn</span></span><br />
</td>
</tr>
<tr>
<td>
<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi phí</span></span></strong></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đầu tư cao hơn, có thể có phí<br />
CORS </span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ổn định, dễ kiểm soát</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tùy quy mô dự án</span></span></td>
</tr>
</tbody>
</table>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br />
<h2 style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Blue and White Neon Gradients Virtual Video Background (100)(2).png" style="width: 780px; height: 439px;" /></span></span></h2>
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. So sánh ứng dụng thực tế theo từng tình huống công việc</span></span></h2>
<br />
<table border="0" cellpadding="0">
<thead>
<tr>
<th>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tình huống</span></span><br />
</th>
<th>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS</span></span><br />
</th>
<th>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc</span></span><br />
</th>
<th>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận định</span></span><br />
</th>
</tr>
</thead>
<tbody>
<tr>
<td>
<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo diện rộng (ruộng, rừng, KCN) </span></span></strong><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo nhanh, không cần line-of-sight </span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Khó triển khai diện rộng</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS vượt trội</span></span><br />
</td>
</tr>
<tr>
<td>
<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo chi tiết công trình</span></span></strong><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác cm, dễ nhiễu</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác mm, ổn định </span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc tốt hơn</span></span><br />
</td>
</tr>
<tr>
<td>
<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Khu đô thị nhiều nhà cao tầng</span></span></strong><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Dễ bị che khuất vệ tinh</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không phụ thuộc vệ tinh</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc hiệu quả</span></span><br />
</td>
</tr>
<tr>
<td>
<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa hình mở</span></span></strong><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tín hiệu tốt, đo rất nhanh</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo được nhưng chậm</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK thuận tiện</span></span><br />
</td>
</tr>
<tr>
<td>
<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Giám sát thi công hằng ngày</span></span></strong><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Xác định mốc tổng thể</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra trục, cao độ</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nên kết hợp</span></span><br />
</td>
</tr>
<tr>
<td>
<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chính – bản đồ – nông nghiệp </span></span></strong><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất phù hợp cho diện rộng</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Bổ trợ khi cần chi tiết</span></span><br />
</td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK là chủ đạo</span></span><br />
</td>
</tr>
<tr>
<td>
<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoàn công – nghiệm thu</span></span></strong></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra tổng thể</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Chính xác chi tiết</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc an toàn</span></span></td>
</tr>
</tbody>
</table>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica_TS16_Carousel_Image_1_800x428.jpg" style="width: 763px; height: 408px;" /></span></span></p>
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Workflow được áp dụng phổ biến trong công tác cắm điểm/định vị thi công </span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">thực tế</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> </span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo hướng dẫn ứng dụng của Leica Geosystems và Trimble, các dự án chuyên nghiệp thường áp dụng quy trình sau:</span></span>
<h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.1 RTK GNSS</span></span></h3>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xác định hệ tọa độ,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Fix mốc khống chế,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập bản đồ nền, định vị tổng thể.</span></span></li>
</ul>
<h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 Toàn đạc điện tử</span></span></h3>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bố trí tim trục,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm soát cao độ,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Stakeout chi tiết,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoàn công – nghiệm thu.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đây là lý do vì sao RTK và Toàn đạc luôn đi cùng nhau trên công trường, chứ không cạnh tranh trực tiếp.</span></span>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS mạnh về tốc độ, phạm vi, tính cơ động.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc điện tử mạnh về độ chính xác, hình học, cao độ và độ tin cậy.</span></span></li>
</ul>
<p style="text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/maxresdefault (1)(2).jpg" style="width: 780px; height: 439px;" /></p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không có thiết bị nào “tốt nhất cho mọi công việc”. Việc sử dụng đúng thiết bị cho đúng mục đích giúp:</span></span>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm sai số,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian,</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dễ bảo vệ số liệu khi nghiệm thu.</span></span></li>
</ul>
<br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Kết hợp công nghệ GNSS hiện đại với độ chính xác truyền thống của máy toàn đạc </span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">là xu hướng chung của các đội đo đạc chuyên nghiệp hiện nay.<br />
<br />
<em>>>> <u>Nguồn tham khảo:</u><br />
Leica Geosystems – GNSS vs Total Station Applications<br />
Trimble – Stakeout and Construction Surveying Guidelines<br />
Topcon – GNSS and Total Station Field Workflows</em><br />
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'id' => '769',
'name' => 'Vùng chiếu 3° và 6° trong hệ tọa độ VN-2000 là gì? Vì sao Việt Nam chọn vùng chiếu 3°?',
'code' => null,
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'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bài viết này giúp bạn hiểu rõ sự khác biệt giữa vùng chiếu 3° và 6°, lý do Việt Nam sử dụng vùng chiếu 3° trong hệ VN-2000, và vai trò của kinh tuyến trục trong từng vùng chiếu.</span></span>',
'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong công tác đo đạc, bản đồ và quản lý đất đai, việc sử dụng đúng <strong>phép chiếu bản đồ</strong> và cấu hình đúng <strong>vùng chiếu</strong> là yếu tố then chốt giúp đảm bảo độ chính xác tọa độ. Hệ tọa độ quốc gia VN-2000 của Việt Nam sử dụng phép chiếu <strong>Transverse Mercator (TM)</strong> với các vùng chiếu <strong>3°</strong> hoặc <strong>6°</strong>, tùy vào yêu cầu kỹ thuật.</span></span><br />
<br />
<p style="text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/Black White Modern Geometric Real Esatate Agent Facebook Cover (Bài đăng Facebook) (8).png" style="text-align: center; width: 480px; height: 402px;" /></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Vùng chiếu là gì?</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi chiếu mặt cong của Trái Đất (ellipsoid) lên mặt phẳng (bản đồ), để giảm sai số, người ta chia Trái Đất thành các <strong>vùng chiếu hẹp theo chiều kinh tuyến</strong>. Mỗi vùng sẽ có một <strong>kinh tuyến trục</strong> (central meridian) – là kinh độ nằm ở trung tâm vùng chiếu – nhằm giảm sai lệch hình học khi chiếu.</span></span><br />
<p style="text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/2461fb1.png" style="width: 758px; height: 396px;" /></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. So sánh vùng chiếu 3° và 6°</strong></span></span></h2>
<p style="text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/Black White Modern Geometric Real Esatate Agent Facebook Cover (Bài đăng Facebook) (12).png" style="width: 630px; height: 528px;" /></p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>** Ví dụ:</strong> Vùng chiếu 3° có <strong>kinh tuyến trục 105°</strong></span></span><br />
<br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Vùng này bao phủ từ </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">103.5° đến 106.5° kinh độ Đông</strong><br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Các tọa độ trong vùng sẽ được tính dựa vào phép chiếu TM với 105° làm trung tâm</span><br />
<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Tọa độ X, Y (phẳng)</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> của điểm càng gần 105° thì càng chính xác</span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngược lại, vùng chiếu 6° có 105° làm kinh tuyến trục sẽ bao phủ từ 102° đến 108°, dẫn đến biến dạng hình học lớn hơn ở rìa phía Đông/ Tây vùng chiếu.<br />
</span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Vì sao Việt Nam chọn vùng chiếu 3° trong hệ VN-2000?</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ tọa độ VN-2000 được Bộ TN&MT xây dựng với mục tiêu phục vụ:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản đồ địa chính</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấp Giấy chứng nhận quyền sử dụng đất</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập quy hoạch đô thị, nông thôn</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết kế kỹ thuật chi tiết, định vị GPS chính xác cao</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Những ứng dụng này <strong>yêu cầu sai số nhỏ</strong>, đặc biệt ở cấp độ thửa đất (<0.5m), nên: <strong>Vùng chiếu 3° được lựa chọn thay vì vùng 6°</strong>, để đảm bảo độ chính xác cao, giảm biến dạng tọa độ, phù hợp với địa hình và phạm vi hẹp của các đơn vị hành chính cấp tỉnh, huyện, xã.<br />
</span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>4. Các thông số kỹ thuật thường dùng cho vùng chiếu 3° trong VN-2000</strong></span></span></h2>
<table border="0" cellpadding="0">
<thead>
<tr>
<th>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tham số</strong></span></span></th>
<th>
<br />
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Giá trị tiêu chuẩn</strong></span></span></th>
</tr>
</thead>
<tbody>
<tr>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ellipsoid</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
GRS80 hoặc WGS-84</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Phép chiếu</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
Transverse Mercator</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kinh tuyến trục (λ₀) </span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
Tùy tỉnh: 105°, 106°, 107°, 108°…</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tọa độ X giả định</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
500,000 m</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tọa độ Y giả định</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
0 m (miền Bắc), 1,000,000 m (miền Nam)</span></span></td>
</tr>
<tr>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ số scale factor</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
0.9999 (hoặc 0.9996 tùy trường hợp)</span></span><br />
</td>
</tr>
<tr>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đơn vị tính</span></span></td>
<td>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mét (m)</span></span></td>
</tr>
</tbody>
</table>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
Việc hiểu rõ và cấu hình đúng <strong>vùng chiếu 3° trong hệ VN-2000</strong> là điều bắt buộc bởi <strong>chọn sai vùng chiếu hoặc kinh tuyến trục có thể gây sai số hàng mét</strong>, ảnh hưởng đến cấp sổ đỏ, sai ranh giới đất đai hoặc sai vị trí thiết kế công trình.</span></span><br />
<p style="text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/Black White Modern Geometric Real Esatate Agent Facebook Cover (Bài đăng Facebook) (7)(1).png" style="width: 520px; height: 436px;" /></p>
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'name' => 'Quy định mới về kinh tuyến trục của hệ tọa độ Quốc gia VN-2000 cho 34 tỉnh, thành phố đã sáp nhập!',
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<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc sáp nhập các tỉnh không chỉ là thay đổi về hành chính – mà còn kéo theo nhiều điều chỉnh kỹ thuật liên quan đến bản đồ, đất đai và hạ tầng số. Một trong những thay đổi quan trọng nhưng ít được chú ý là việc điều chỉnh lại kinh tuyến trục trong hệ tọa độ VN-2000.</span></span></em><br />
</p>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Hệ tọa độ VN-2000</span></span></h2>
<br />
<p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>VN-2000</strong> (hay Hệ tọa độ quốc gia Việt Nam 2000) là <strong data-end="342" data-start="322">hệ tọa độ địa lý</strong> chính thức do Bộ Tài nguyên và Môi trường ban hành, dùng trong quản lý đất đai, bản đồ địa chính, quy hoạch...</span></span></p>
<p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dựa trên <strong data-end="484" data-start="465">ellipsoid GRS80</strong>, gần tương đương với <strong data-end="516" data-start="506">WGS-84</strong> nhưng có hiệu chỉnh để phù hợp với điều kiện thực tế của Việt Nam.</span></span><o:p></o:p></p>
<p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">** <strong>Tóm tắt đặc điểm hệ tọa độ VN-2000:</strong></span></span></p>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ quy chiếu: Geodetic, dựa trên ellipsoid <strong>GRS80</strong> hoặc <strong>WGS-84.</strong></span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gốc tọa độ: Gần trùng trạm GPS tại Tam Đảo, Vĩnh Phúc.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ tọa độ sử dụng: Tọa độ phẳng vuông góc (X, Y) theo phép chiếu Transverse Mercator.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thường dùng hệ tọa độ phẳng (X, Y) với vùng chiếu 3° hoặc 6°.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dùng phổ biến trong: Đo đạc, lập bản đồ địa chính, quy hoạch, cấp giấy chứng nhận đất đai...</span></span></li>
</ul>
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Kinh tuyến trục là gì?</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kinh tuyến trục là đường kinh độ được chọn làm trung tâm trong phép chiếu bản đồ (VN-2000 dùng phép chiếu Transverse Mercator). Nó giúp <strong>giảm sai số tọa độ</strong> khi chiếu bề mặt cong của Trái Đất lên mặt phẳng bản đồ.</span></span><br />
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Black White Modern Geometric Real Esatate Agent Facebook Cover (Bài đăng Facebook) (5)(1).png" style="width: 600px; height: 488px;" /></span></span></p>
<p data-end="169" data-start="0">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Kinh tuyến trục</strong> của hệ tọa độ quốc gia Việt Nam VN-2000 (còn gọi là VN2000) là một yếu tố quan trọng trong hệ quy chiếu tọa độ quốc gia, dùng trong đo đạc và bản đồ.</span></span><br />
</p>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kinh tuyến trục mặc định: 105° kinh độ Đông.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tuy nhiên, tùy theo từng khu vực, kinh tuyến trục có thể được chọn khác nhau để giảm sai số chiếu trong hệ tọa độ phép chiếu trục kinh tuyến trụ ngang (UTM) hoặc phép chiếu ngang đồng góc<strong data-end="496" data-start="445" style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> (Transverse Mercator)</strong>.</span></span></li>
</ul>
<div data-end="497" data-start="273">
</div>
<h2 data-end="497" data-start="273">
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">3. Sự thay đổi của kinh tuyến trục mới sau khi sáp nhập 34 tỉnh, thành tại Việt Nam</span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Trước sáp nhập</strong><br />
<br />
Mỗi tỉnh có thể sử dụng <strong>kinh tuyến trục riêng</strong>, thường là số tròn gần nhất với trung tâm tỉnh: 105°, 106°, 107°, 108°…<br />
<br />
<strong>Sau sáp nhập</strong><br />
<br />
Khi địa giới mở rộng, các tỉnh mới cần <strong>chọn lại kinh tuyến trục</strong> sao cho:</span></span>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gần trung tâm địa lý mới.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp với quy hoạch tổng thể và hạ tầng kỹ thuật số.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đồng bộ dữ liệu với các huyện, xã đã thay đổi.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Lợi ích của việc điều chỉnh:</strong></span></span><br />
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đảm bảo <strong>độ chính xác tọa độ</strong> trong đo đạc, bản đồ, cấp sổ đỏ.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tránh chồng lấn, sai số giữa các vùng dữ liệu cũ.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ xây dựng <strong>hệ thống cơ sở dữ liệu đất đai và GIS toàn tỉnh thống nhất</strong>.</span></span></li>
</ul>
<div data-end="2454" data-start="2362">
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sự thay đổi kinh tuyến trục trong hệ tọa độ VN-2000 sau khi sáp nhập 34 tỉnh, thành là một bước đi cần thiết, mang tính kỹ thuật cao nhằm thích ứng với thay đổi hành chính. Đây là tiền đề quan trọng để nâng cao hiệu quả quản lý đất đai, quy hoạch và xây dựng cơ sở dữ liệu địa lý quốc gia thống nhất và hiện đại.</span></span></div>
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Danh sách 34 tỉnh/thành phố mới sau sát nhập và kinh tuyến trục mới tương ứng theo hệ VN-2000 (từ ngày 01/07/2025).</span></span></h2>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Kinh tuyến trục hệ tọa độ Quốc gia VN2000.png" style="width: 600px; height: 849px;" /><br />
<img alt="" src="/admin/webroot/upload/image/images/z6743283259504_964313b195c826d3b99b713016934d9a.jpg" style="width: 600px; height: 851px;" /></span></span></p>
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'name' => 'Hướng dẫn làm thủ tục xin cấp phép bay FLYCAM/UAV tại Việt Nam',
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'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với sự phát triển của khoa học và công nghệ, flycam/UAV ngày càng được sử dụng phổ biến để phục vụ cho công việc và cuộc sống hàng ngày. Cùng tìm hiểu một số thông tin về việc đăng ký cấp phép bay flycam/UAV</span></span>.',
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<em><span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;">Với sự phát triển của khoa học và công nghệ, flycam/UAV ngày càng được sử dụng phổ biến để phục vụ cho công việc và cuộc sống hàng ngày. Cùng tìm hiểu một số thông tin về việc đăng ký cấp phép bay flycam/UAV</span></span>.</em></p>
<h2>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Cơ sở pháp lý chính</strong></span></span></span></h2>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>- Nghị định số 36/2008/NĐ-CP</strong> về quản lý UAV và phương tiện bay siêu nhẹ<br />
<strong>- Thông tư 19/2019/TT-BQP</strong> của Bộ Quốc phòng về quản lý hoạt động UAV<br />
- Các công văn hướng dẫn từ <strong>Cục Tác chiến – Bộ Tổng Tham mưu</strong><br />
</span></span></span>
<h2>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Hồ sơ xin cấp phép bay flycam/UAV gồm những gì?</strong></span></span></span></h2>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bạn cần chuẩn bị một bộ hồ sơ gửi về <strong>Cục Tác chiến – Bộ Tổng Tham mưu</strong>, bao gồm:</span></span></span><br />
<br />
<h3>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.1 Đơn đề nghị cấp phép bay</strong></span></span></span></h3>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo mẫu quy định của Bộ Quốc phòng gồm các thông tin:<br />
<br />
- Thời gian, địa điểm bay<br />
- Mục đích sử dụng<br />
- Độ cao, bán kính bay<br />
- Người điều khiển thiết bị<br />
- Thiết bị sử dụng (hãng, mã số, model,...)</span></span></span><br />
<h3>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.2 Bản đồ khu vực bay</strong></span></span></span></h3>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- In kèm bản đồ địa hình khu vực dự kiến bay<br />
- Đánh dấu rõ phạm vi hoạt động UAV (tọa độ GPS hoặc mô tả ranh giới)<br />
- Độ cao tối đa dự kiến</span></span></span>
<h3>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.3 Thông tin về thiết bị bay</strong></span></span></span></h3>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Hãng sản xuất, model<br />
- Thông số kỹ thuật<br />
- Ảnh thiết bị (nếu có)</span></span></span>
<h3>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.4 CMND/CCCD hoặc giấy phép kinh doanh</strong></span></span></span></h3>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nếu là cá nhân: bản sao CCCD<br />
Nếu là tổ chức: bản sao Giấy phép ĐKKD và giấy giới thiệu người đại diện<br />
</span></span></span>
<h2 style="text-align: center;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><img alt="" src="/admin/webroot/upload/image/images/base64-17345287524181812903669.jpeg" style="width: 800px; height: 533px;" /></strong></span></span></span></h2>
<h2>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Thời gian nộp hồ sơ </strong></span></span></span></h2>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>- Tối thiểu 7 ngày làm việc trước ngày dự kiến bay</strong><br />
- Nộp sớm hơn nếu khu vực bay gần khu quân sự hoặc có yếu tố phức tạp<br />
</span></span></span>
<h2>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>4. Nơi nộp hồ sơ</strong></span></span></span></h2>
<br />
<span style="color:#000000;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Hồ sơ có thể được gửi thông qua hai hình thức là nộp trực tiếp tại văn phòng hoặc gửi qua đường bưu điện. </span></span><br style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;" />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Cục Tác chiến – Bộ Tổng Tham mưu, Bộ Quốc phòng</strong><br />
<strong>Số 1 Nguyễn Tri Phương, Quận Ba Đình, Hà Nội</strong></span></span></span><br />
<br />
<h2>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">5. Thời gian xử lý</strong></span></h2>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tùy tính chất khu vực bay, thường từ <strong>3 – 7 ngày làm việc</strong><br />
Trong một số trường hợp đặc biệt, Bộ Quốc phòng có thể từ chối cấp phép nếu:<br />
- Khu vực bay ảnh hưởng an ninh quốc phòng<br />
- Mục đích bay không rõ ràng<br />
- Hồ sơ không đầy đủ<br />
</span></span></span>
<h2>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>6. Chế tài nếu bay không phép</strong></span></span></span></h2>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>- Phạt tiền:</strong> từ <strong>20 – 40 triệu đồng</strong><br />
<strong>- Tịch thu thiết bị</strong><br />
<strong>- Truy cứu trách nhiệm hình sự</strong> nếu gây ảnh hưởng đến an ninh hàng không, quốc phòng hoặc gây tai nạn<br />
</span></span></span>
<h2 style="box-sizing: border-box; font-family: "Open Sans", Arial, Helvetica, sans-serif; line-height: 1.87; font-size: 22px; color: rgb(43, 46, 50); margin-top: 0px; margin-bottom: 5.5px;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">7. Hành vi bị nghiêm cấm khi hoạt động bay UAV</span></span></span></h2>
<p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong quá trình thực hiện bay UAV tại Việt Nam, tuyệt đối nghiêm cấm các hành vi:</span></span></span></p>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
<li style="box-sizing: border-box;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tổ chức hoạt động bay khi chưa được cấp phép bay UAV.</span></span></span></li>
<li style="box-sizing: border-box;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoạt động bay diễn ra không đúng khu vực, trong giới hạn và điều kiện quy định. Vi phạm những quy tắc, quy định trong quản lý lãnh thổ, biên giới quốc gia.</span></span></span></li>
<li style="box-sizing: border-box;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mang chở các chất phóng xạ, chất gây cháy nổ trên phương tiện bay.</span></span></span></li>
<li style="box-sizing: border-box;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phóng, bắn, thả các loại vật, chất gây hại hoặc chứa nguy cơ gây hại từ trên không xuống.</span></span></span></li>
<li style="box-sizing: border-box;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lắp đặt thiết bị và thực hiện quay phim, chụp ảnh từ trên không khi chưa có sự cho phép.</span></span></span></li>
<li style="box-sizing: border-box;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tuyên truyền thông qua treo cờ, biểu ngữ, phát loa nằm ngoài quy định của cấp phép bay UAV.</span></span></span></li>
<li style="box-sizing: border-box;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không chấp hành đúng các lệnh, hiệu lệnh của cơ quan quản lý điều hành và giám sát hoạt động bay</span></span>.</span></li>
</ul>
<h2>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>8. Lưu ý khi bay flycam hợp pháp</strong></span></span></span></h2>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Luôn đem theo <strong>bản sao giấy phép bay</strong> khi bay flycam<br />
- Không bay gần sân bay, trụ sở nhà nước, khu quân sự<br />
- Không bay vào ban đêm nếu không được phép<br />
- Không truyền phát hình ảnh trực tiếp (livestream) nếu chưa được chấp thuận<br />
<br />
</span></span></span>
<h2>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>>>> TẢI MẪU ĐƠN XIN PHÉP BAY: </strong></span></span></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><a href="https://drive.google.com/file/d/10gzkogi37uQqf3ouXiR8qcYhZwGEIyyt/view?usp=sharing"><span style="color:#000000;">TẠI ĐÂY</span></a></strong></span></span></h2>
<p style="text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/uav-viet-nam--e1661141233969.jpg" style="width: 800px; height: 519px;" /></p>
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'shortdes' => '<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Trong thời đại công nghệ số phát triển mạnh mẽ, ngành xây dựng thế giới nói chung và Việt Nam nói riêng đang chứng kiến sự chuyển mình rõ rệt nhờ sự ra đời và ứng dụng của <strong data-end="531" data-start="492">BIM – Building Information Modeling</strong>, hay còn gọi là <strong data-end="580" data-start="548">Mô hình thông tin công trình</strong>. BIM không chỉ đơn thuần là một phần mềm hỗ trợ thiết kế, mà là một <strong data-end="672" data-start="649">quy trình toàn diện</strong> giúp thay đổi cách thiết kế, xây dựng và quản lý công trình theo hướng hiện đại, minh bạch và hiệu quả hơn.</span></span>',
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<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong data-end="39" data-start="0" style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">1. BIM là gì?</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>BIM (Building Information Modeling)</strong> hay còn gọi là <strong data-end="580" data-start="548">Mô hình thông tin công trình </strong>là một quy trình công nghệ sử dụng mô hình kỹ thuật số để hỗ trợ thiết kế, xây dựng và quản lý công trình xây dựng một cách hiệu quả và chính xác hơn. BIM không chỉ là một phần mềm, mà là một phương pháp tiếp cận toàn diện, giúp các bên liên quan trong dự án (kiến trúc sư, kỹ sư, nhà thầu, chủ đầu tư, quản lý vận hành…) cộng tác với nhau thông qua một <strong>mô hình 3D thông minh</strong> chứa đầy đủ thông tin về vật liệu, kết cấu, chi phí, tiến độ, và vòng đời công trình.<br />
<br />
<strong>BIM không phải là một phần mềm, mà là một quy trình.</strong><br />
<br />
Mặc dù phần mềm đóng vai trò trung tâm trong BIM – hỗ trợ thiết kế 3D, mô hình thông minh và quản lý thông tin – nhưng đó chỉ là thành phần công nghệ của BIM. Một phần quan trọng khác là yếu tố xã hội, bao gồm cách làm việc, phối hợp và cộng tác giữa các bên liên quan trong dự án.<br />
<br />
Sự kết hợp giữa công nghệ và con người này tạo thành một quy trình toàn diện, nhằm xây dựng, quản lý và sử dụng mô hình thông tin số của công trình trong suốt vòng đời dự án – từ giai đoạn lập kế hoạch, thiết kế, thi công cho đến vận hành và bảo trì.</span></span>
<p data-end="727" data-start="465" style="text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/BIM.jpg" style="width: 680px; height: 680px;" /></p>
<h2 data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Các thành phần chính của BIM</span></span></h2>
<br />
<ul>
<li data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô hình 3D thông minh</span></span></li>
</ul>
<p data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô hình không chỉ mô tả hình dáng mà còn tích hợp thông tin chi tiết về vật liệu, kỹ thuật, thiết bị, chi phí, và thời gian.</span></span></p>
<ul>
<li data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy trình cộng tác</span></span></li>
</ul>
<p data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các bên liên quan có thể cùng làm việc trên một mô hình duy nhất theo thời gian thực, giảm lỗi, tránh xung đột thiết kế và tiết kiệm thời gian.</span></span></p>
<ul>
<li data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thông tin xuyên suốt vòng đời công trình</span></span></li>
</ul>
<p data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Từ thiết kế, xây dựng, đến vận hành và bảo trì.<br />
</span></span></p>
<h2 data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Lợi ích của BIM</span></span></h2>
<br />
<div data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc áp dụng BIM mang lại nhiều lợi ích vượt trội so với phương pháp truyền thống:</span></span><br />
</div>
<ul>
<li data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tăng độ chính xác trong thiết kế</strong>: Hạn chế lỗi sai nhờ mô hình 3D trực quan và thông minh.</span></span></li>
</ul>
<ul>
<li data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Phát hiện xung đột kỹ thuật sớm</strong> (clash detection): Giúp điều chỉnh thiết kế trước khi thi công, tiết kiệm thời gian và chi phí.</span></span></li>
</ul>
<ul>
<li data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Quản lý chi phí và tiến độ hiệu quả</strong>: BIM hỗ trợ mô phỏng tiến độ (4D), ước lượng chi phí (5D) ngay trong giai đoạn thiết kế.</span></span></li>
</ul>
<ul>
<li data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Cải thiện khả năng phối hợp giữa các bên</strong>: Mọi đối tác tham gia dự án có thể làm việc trên một mô hình chung, giảm thiểu hiểu lầm và trùng lặp.</span></span></li>
</ul>
<ul>
<li data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hỗ trợ quản lý vận hành sau thi công</strong>: BIM lưu trữ toàn bộ thông tin cần thiết phục vụ cho việc bảo trì, sửa chữa, nâng cấp công trình.</span></span></li>
</ul>
<h2 data-end="727" data-start="465">
</h2>
<h2 data-end="727" data-start="465" style="text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/BIM_Project_Stages.jpg" style="width: 680px; height: 402px;" /></h2>
<h2 data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>4. Tình hình triển khai BIM tại Việt Nam</strong></span></span></h2>
<div data-end="727" data-start="465">
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tại Việt Nam, BIM đang dần được áp dụng rộng rãi, đặc biệt trong các dự án lớn, có yếu tố nước ngoài hoặc vốn đầu tư nhà nước. Chính phủ cũng đã thể hiện quyết tâm thúc đẩy BIM thông qua <strong>Quyết định 2500/QĐ-TTg (năm 2016)</strong> nhằm từng bước áp dụng BIM vào các công trình xây dựng công.<br />
Một số dự án tiêu biểu đã triển khai BIM thành công có thể kể đến như: Tuyến metro TP.HCM, sân bay Long Thành, các dự án của Vingroup, Sun Group, Coteccons, Hòa Bình…<br />
Tuy nhiên, thách thức còn lớn: thiếu nguồn nhân lực BIM chất lượng, chi phí đầu tư ban đầu cao, thiếu tiêu chuẩn quốc gia thống nhất, và sự phối hợp giữa các bên vẫn còn hạn chế.<br />
</span></span></div>
<h2 data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>5. Công nghệ BIM và các phần mềm phổ biến</strong></span></span></h2>
<br />
<div data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Một số phần mềm thường dùng trong quy trình BIM bao gồm:</span></span><br />
</div>
<ul>
<li data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Autodesk Revit</strong>: Thiết kế kiến trúc, kết cấu, cơ điện.</span></span></li>
<li data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Navisworks</strong>: Kiểm tra xung đột mô hình và mô phỏng tiến độ.</span></span></li>
<li data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tekla Structures</strong>: Mô hình kết cấu thép và bê tông.</span></span></li>
<li data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>ArchiCAD</strong>: Thiết kế kiến trúc.</span></span></li>
<li data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Civil 3D / InfraWorks</strong>: Thiết kế hạ tầng và giao thông.</span></span></li>
</ul>
<div data-end="727" data-start="465" style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/bim_advantages.png" style="width: 680px; height: 383px;" /></span></span></div>
<h2 data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>6. Tương lai của BIM</strong></span></span></h2>
<br />
<div data-end="727" data-start="465">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">BIM đang hướng đến tích hợp với các công nghệ tiên tiến như <strong>AI (trí tuệ nhân tạo), IoT (internet vạn vật), thực tế ảo (VR/AR)</strong> và dữ liệu lớn (<strong>Big Data</strong>). Điều này mở ra tiềm năng xây dựng <strong>Smart Building</strong> và <strong>Smart City</strong>, góp phần nâng cao chất lượng cuộc sống và hiệu quả đầu tư xây dựng.<br />
<br />
<strong>Kết luận</strong><br />
<br />
BIM là xu hướng tất yếu trong ngành xây dựng hiện đại. Việc hiểu đúng và triển khai BIM không chỉ mang lại lợi thế cạnh tranh cho doanh nghiệp mà còn góp phần nâng cao chất lượng và hiệu quả của toàn ngành. Trong bối cảnh công nghệ số phát triển không ngừng, BIM chính là “chìa khóa” mở ra kỷ nguyên xây dựng thông minh và bền vững.</span></span><br />
</div>
<div data-end="727" data-start="465" style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/resource-bim-the-importance-of-bim-in-the-lighting-industry.jpg" style="width: 680px; height: 456px;" /></span></span></div>
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'name' => ' LEICA Geo Office – Giải pháp phần mềm trắc địa toàn diện',
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'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với <strong data-end="1233" data-start="1213">LEICA Geo Office</strong>, người dùng có thể <strong data-end="1296" data-start="1253">phân tích và quản lý dữ liệu không gian</strong> một cách dễ dàng, từ đó đưa ra các quyết định chính xác dựa trên thông tin đáng tin cậy.</span></span>',
'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>LEICA Geo Office – Giải pháp phần mềm trắc địa toàn diện!</strong><br />
<br />
<strong>LEICA Geo Office</strong> là bộ phần mềm chuyên dụng do <strong><img alt="" src="/admin/webroot/upload/image/images/Leica logo.jpg" style="width: 60px; height: 40px;" /></strong> phát triển, giúp đơn giản hóa và tối ưu hóa quá trình xử lý dữ liệu không gian địa lý từ các thiết bị đo đạc GNSS, máy toàn đạc và thủy bình kỹ thuật số. Đây là công cụ lý tưởng cho các kỹ sư trắc địa, chuyên gia GIS, và đơn vị thi công cần độ chính xác cao.<br />
</span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Tính năng nổi bật</strong></span></span></h2>
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Xử lý dữ liệu GNSS</strong></span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phân tích và xử lý dữ liệu GNSS để tạo ra tọa độ chính xác và đánh giá chất lượng đo đạc ngoài thực địa.</span></span>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong> Xử lý dữ liệu máy toàn đạc</strong></span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ dữ liệu đo từ các thiết bị toàn đạc điện tử, phục vụ cho khảo sát địa hình, thiết kế kỹ thuật và xây dựng.</span></span>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Xử lý dữ liệu máy thủy bình kỹ thuật số</strong></span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản lý và tính toán dữ liệu cao độ, lý tưởng cho các dự án san nền, định vị mặt bằng và thi công công trình.</span></span>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tích hợp CAD</strong></span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhập – xuất dữ liệu với các định dạng phổ biến như AutoCAD (DXF) và MicroStation, giúp kết nối mượt mà với quy trình thiết kế.</span></span>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hệ tọa độ & chuyển đổi</strong></span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tùy chỉnh và chuyển đổi dữ liệu giữa các hệ tọa độ địa phương và toàn cầu một cách chính xác và linh hoạt.<br />
</span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Lợi ích khi sử dụng</strong></span></span></h2>
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác cao đến từng centimet</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian xử lý và tổng hợp dữ liệu</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giao diện thân thiện, dễ sử dụng</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tích hợp chặt chẽ với thiết bị Leica</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ kỹ thuật và đào tạo chuyên sâu</span></span></li>
</ul>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span></p>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Các phiên bản hiện có</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>- Phiên bản mới nhất:</strong> 8.4.0.14023 (cập nhật ngày 17/04/2024)<br />
<strong>- Hệ điều hành hỗ trợ:</strong> Windows, Android<br />
<strong>- Bản dùng thử:</strong> Có, 30 ngày miễn phí<br />
</span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>4. Đối tượng sử dụng </strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Kỹ sư trắc địa và địa chính<br />
- Đơn vị xây dựng – thi công<br />
- Nhà thầu hạ tầng giao thông<br />
- Cơ quan quản lý đất đai, bản đồ</span></span><br />
<h2 style="text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/Leica-Captivate-Main-KV-Sensors-800x428px.jpg" style="width: 800px; height: 428px;" /></h2>
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>5. Hỗ trợ & đào tạo</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Hướng dẫn sử dụng trực tuyến<br />
- Hỗ trợ qua email và điện thoại<br />
- Đào tạo tại chỗ hoặc từ xa theo yêu cầu</span></span><br />
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>6. Ưu Điểm (Pros)</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Khả năng xử lý dữ liệu nâng cao dành cho các dự án trắc địa và kỹ thuật<br />
- Tích hợp với nhiều thiết bị đo đạc của Leica, giúp truyền dữ liệu nhanh chóng và liền mạch<br />
- Cung cấp nhiều công cụ phân tích và hiệu chỉnh để đảm bảo độ chính xác của dữ liệu đo<br />
- Có thể tạo báo cáo và tài liệu chi tiết, phục vụ cho việc lưu trữ và trình bày kết quả khảo sát<br />
- Giao diện thân thiện với người dùng, cho phép tùy chỉnh nhằm tối ưu hóa quy trình làm việc<br />
</span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>7. Nhược Điểm (Cons)</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Đòi hỏi người mới phải học nhiều do phần mềm có nhiều tính năng phức tạp<br />
- Chi phí sở hữu cao so với một số phần mềm khảo sát khác trên thị trường<br />
- Khả năng tương thích hạn chế với thiết bị không phải của Leica, có thể cần đầu tư thêm để đồng bộ dữ liệu<br />
- Hỗ trợ kỹ thuật có thể bị hạn chế hoặc tốn phí, đặc biệt khi cần hỗ trợ chuyên sâu</span></span><br />
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica_Geo_Office_pic_2360x714 (1).jpg" style="width: 800px; height: 242px;" /></span></span></p>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">8. <strong>Câu hỏi thường gặp (FAQ)</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">8.1 LEICA Geo Office là gì?<br />
<br />
LEICA Geo Office là một bộ phần mềm được phát triển bởi Leica Geosystems, cung cấp các công cụ để quản lý và xử lý hậu kỳ dữ liệu không gian địa lý như GPS, GNSS và GIS.<br />
<br />
8.2 Hiện có những phiên bản LEICA Geo Office nào?<br />
<br />
Phiên bản hiện tại của LEICA Geo Office là 8.4, bao gồm các bản cập nhật và sửa lỗi từ các phiên bản trước. Phiên bản trước đó là LEICA Geo Office 8.3.<br />
<br />
8.3 Yêu cầu hệ thống của LEICA Geo Office là gì?<br />
<br />
LEICA Geo Office yêu cầu:<br />
- Hệ điều hành Windows 7 trở lên (64-bit)<br />
- Tối thiểu 8 GB RAM<br />
- Card đồ họa hỗ trợ OpenGL<br />
- Kết nối Internet để kích hoạt phần mềm<br />
<br />
8.4 LEICA Geo Office hỗ trợ những định dạng tệp nào?<br />
<br />
LEICA Geo Office hỗ trợ nhiều định dạng tệp, bao gồm: RINEX, M3C, DXF, TXT, CSV, SHP.<br />
<br />
8.5 LEICA Geo Office được cấp phép như thế nào?<br />
<br />
Phần mềm được cấp phép theo từng người dùng. Người dùng có thể chọn giấy phép vĩnh viễn hoặc hàng năm, tùy theo nhu cầu sử dụng.<br />
<br />
8.6 LEICA Geo Office tương thích với những thiết bị GPS nào?<br />
<br />
LEICA Geo Office tương thích với nhiều thiết bị GPS của Leica Geosystems, cũng như các thiết bị của bên thứ ba miễn là dữ liệu được lưu ở định dạng được hỗ trợ.<br />
<br />
8.7 Các tính năng chính của LEICA Geo Office là gì?<br />
<br />
LEICA Geo Office cung cấp nhiều tính năng, bao gồm:<br />
- Nhập và xuất dữ liệu<br />
- Xử lý dữ liệu GPS<br />
- Quản lý dữ liệu GIS<br />
- Chuyển đổi hệ tọa độ<br />
- Kiểm soát và đánh giá chất lượng dữ liệu<br />
<br />
8.8 Có những hình thức hỗ trợ nào cho LEICA Geo Office?<br />
<br />
Leica Geosystems cung cấp các hình thức hỗ trợ như:<br />
- Hỗ trợ qua email<br />
- Tài liệu hướng dẫn trực tuyến<br />
- Hỗ trợ qua điện thoại và truy cập từ xa (đối với người dùng có giấy phép hợp lệ)<br />
<br />
8.9 LEICA Geo Office có phiên bản dùng thử không?<br />
<br />
Có. Leica Geosystems cung cấp phiên bản dùng thử 30 ngày để người dùng có thể trải nghiệm phần mềm và các tính năng trước khi mua giấy phép.<br />
<br />
8.10 Có đào tạo nào cho LEICA Geo Office không?<br />
<br />
Có. Leica Geosystems cung cấp nhiều hình thức đào tạo, bao gồm:<br />
- Khóa học trực tuyến<br />
- Đào tạo tại chỗ<br />
- Chương trình đào tạo tùy chỉnh theo yêu cầu của người dùng<br />
</span></span><br />
<span style="margin: 0px; padding: 0px; font-family: arial; font-size: 13px; text-align: justify; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px; font-weight: bold;">Liên hệ: </strong></u><br style="margin: 0px; padding: 0px;" />
<br style="margin: 0px; padding: 0px;" />
Số 145 Láng Hạ, Đống Đa, Hà Nội<br style="margin: 0px; padding: 0px;" />
Số 5/161 Nguyễn Tuân. Thanh Xuân, Hà Nội<br style="margin: 0px; padding: 0px;" />
Tel: 024.37764930<br style="margin: 0px; padding: 0px;" />
Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" />
Website: </span></span></span><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear; font-size: 13px;" target="_blank"><span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);">www.tracdiathanhdat.vn</span></a></span></span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; font-family: arial; font-size: 13px; text-align: justify; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px;" />
<span style="margin: 0px; padding: 0px;"> </span><br style="margin: 0px; padding: 0px;" />
<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px; font-weight: bold;">@ Luôn đồng hành cùng bạn!</strong></span></span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"> </span></span>',
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'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
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'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc lựa chọn pin và bộ sạc phù hợp có thể giúp tăng hiệu quả công việc ngoài trời, bảo vệ thiết bị và tối ưu hóa quy trình làm việc luôn là yếu tố cần ưu tiên!</span></span>',
'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Pin và bộ sạc đóng vai trò rất quan trọng trong việc đảm bảo nguồn điện ổn định cho các thiết bị công nghệ, đặc biệt là các thiết bị như máy toàn đạc, máy RTK và thiết bị khảo sát, nơi mà việc duy trì hiệu suất liên tục là rất quan trọng.<br />
<br />
Việc lựa chọn pin và bộ sạc phù hợp có thể giúp tăng hiệu quả công việc ngoài trời, bảo vệ thiết bị và tối ưu hóa quy trình làm việc luôn là yếu tố cần ưu tiên!<br />
<br />
Cùng tham khảo các yếu tố quan trọng của Pin và Bộ Sạc - Nguồn cung cấp điện đáng tin cậy!</span></span><br />
<br />
<p style="text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/Batteries_Chargers_PIC_1766x750 (2).jpg" style="width: 800px; height: 340px;" /></p>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Loại pin và hiệu suất</span></span></h2>
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Pin Lithium-Ion (Li-Ion): Đây là loại pin phổ biến nhất trong các thiết bị hiện đại như máy thu GNSS và thiết bị khảo sát. Pin Li-Ion cung cấp mật độ năng lượng cao, tuổi thọ dài và tỷ lệ tự xả thấp. Chúng lý tưởng cho việc sử dụng liên tục ngoài trời.</span></span>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lợi ích: Nhẹ, tuổi thọ dài, sạc nhanh và bảo trì thấp.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu ý: Nhạy cảm với nhiệt độ cực đoan (cả nhiệt độ rất nóng và rất lạnh có thể làm giảm hiệu suất).</span></span></li>
</ul>
</li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Pin Nickel-Metal Hydride (NiMH): Mặc dù ít phổ biến ngày nay, nhưng pin NiMH vẫn được sử dụng trong một số thiết bị. Chúng được biết đến là thân thiện với môi trường hơn so với các loại pin khác.</span></span>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lợi ích: Ít độc hại và thường rẻ hơn so với pin Li-Ion, với hiệu suất hợp lý.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu ý: Mật độ năng lượng thấp hơn và tuổi thọ ngắn hơn so với pin Li-Ion.</span></span></li>
</ul>
</li>
</ul>
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Tuổi thọ pin</span></span></h2>
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dung lượng và tuổi thọ: Dung lượng của pin (được đo bằng mAh hoặc Ah) quyết định thời gian thiết bị có thể hoạt động trước khi cần sạc lại. Đối với công việc ngoài trời, bạn cần các loại pin có thể hoạt động liên tục trong suốt một ca làm việc hoặc lâu hơn mà không bị hết pin.</span></span>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ví dụ, một máy thu GNSS hoặc thiết bị khảo sát có thể cần từ 8 đến 12 giờ hoặc hơn tùy vào yêu cầu công suất của thiết bị.</span></span></li>
</ul>
</li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản lý Pin: Nhiều thiết bị cao cấp đi kèm với hệ thống quản lý pin (BMS) tích hợp để theo dõi sức khỏe pin, ngăn ngừa sạc quá mức và tối ưu hóa hiệu suất theo thời gian.</span></span></li>
</ul>
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Bộ sạc: Hiệu Quả và Sạc Nhanh</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính tương thích: Điều quan trọng là bộ sạc phải được thiết kế đặc biệt cho loại pin mà nó hỗ trợ. Việc sử dụng bộ sạc không phù hợp có thể làm hỏng pin hoặc dẫn đến việc sạc không hiệu quả.</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ sạc nhanh: Một số hệ thống sử dụng bộ sạc nhanh, giúp sạc pin trong 1-2 giờ. Điều này rất hữu ích trong môi trường làm việc ngoài trời khi bạn có thời gian hạn chế.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trạm sạc cho nhiều thiết bị: Trong các hoạt động nhóm, trạm sạc nhiều ngăn có thể sạc nhiều pin cùng lúc, giúp bạn luôn có pin đầy khi cần.</span></span></li>
</ul>
<h2 style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica_Geosystems_GEB334_GEB364_batteries_800x428.jpg" style="width: 800px; height: 428px;" /></span></span></h2>
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Giải pháp sạc ngoài trời</span></span></h2>
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Pin dự phòng di động: Đối với việc sử dụng ngoài trời kéo dài, bộ sạc năng lượng mặt trời hoặc pin dự phòng di động có thể là những cứu cánh. Chúng đặc biệt hữu ích cho những khu vực xa xôi, nơi nguồn điện có thể hạn chế. Bộ sạc năng lượng mặt trời cung cấp một cách sạc ngoài lưới điện và tái tạo năng lượng cho các thiết bị cần nguồn điện ổn định.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ sạc Ô Tô: Trong nhiều ứng dụng ngoài trời, bộ sạc ô tô được sử dụng để sạc thiết bị khi đang di chuyển. Chúng hữu ích cho việc sạc thiết bị khi di chuyển giữa các công trường, giúp bạn không phải lãng phí thời gian.</span></span></li>
</ul>
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Độ bền và khả năng chịu đựng thời tiết</span></span></h2>
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết kế chắc chắn: Pin và bộ sạc cho các ứng dụng ngoài trời hoặc công trường cần được thiết kế để chịu được môi trường khắc nghiệt. Điều này bao gồm khả năng chống nước, chống sốc và có thể chịu được nhiệt độ cực đoan.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xếp Hạng IP: Kiểm tra các thiết bị có xếp hạng IP cao (Bảo vệ chống xâm nhập), giúp đảm bảo chúng chống lại bụi bẩn, nước và các yếu tố môi trường khác. Điều này đặc biệt quan trọng đối với các thiết bị khảo sát hoặc điều tra hiện trường tai nạn.</span></span></li>
</ul>
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. Tính năng sạc thông minh</span></span></h2>
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bảo vệ quá Tải: Một số bộ sạc hiện đại đi kèm với tính năng sạc thông minh, ngăn ngừa việc sạc quá mức và kéo dài tuổi thọ pin.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giám sát nhiệt độ: Cảm biến nhiệt độ được tích hợp sẽ bảo vệ thiết bị khỏi việc quá nhiệt, tính năng quan trọng cho các thiết bị ngoài trời cần sạc lâu dài hoặc sử dụng trong môi trường khắc nghiệt.</span></span></li>
</ul>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/74286536_1376595119168281_1988573397101051904_n(1).jpg" style="width: 500px; height: 318px;" /></span></span></p>
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'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong data-end="157" data-start="65">Các bạn đã cập nhật lên phiên bản Leica Captivate 9.10 chưa?</strong> Phiên bản cập nhật nhỏ này mang đến một số tính năng hữu ích và là một lời nhắc tuyệt vời để khám phá tất cả các tính năng nâng cấp chính từ phiên bản 9, bao gồm sự tích hợp tốt hơn với dịch vụ <strong data-end="370" data-start="352">GeoCloud Drive.</strong></span></span>',
'content' => '<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Phần mềm Leica Captivate v9.00</strong></span></span></p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tương thích với các sản phẩm:</span></span><br />
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy điều khiển hiện trường: CS20, CS30, CS35, CC180, CC200</span></span></li>
</ul>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy toàn đạc điện tử: TS10, TS13, TS16, TS60, TM60, MS60</span></span></li>
</ul>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy GNSS RTK: GS18 T, GS18 I, GS18, GS05</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngày phát hành:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">30 tháng 10 năm 2024</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có sẵn trên myWorld.<br />
<br />
<strong>>>></strong> <strong>Đăng ký: <a href="https://l.facebook.com/l.php?u=https%3A%2F%2Fhxgn.biz%2F4hzEhej&h=AT26Jho3db1szRAqSlz_lVvTo666P6aN3mZYBnN2EdAnCnJAgn6TlfLwGRoMwKrPBgOgjIHG60nQHb3tkcrAoAovo4eP2zKJkbxcXzJaUIUdxZ2MEaT4Db452_s0uYuLDY3pAzi_1Ybk6UuSTioWwP1PaH-YZw4IdC_113pMAj3qJ0cx&__tn__=-UK-R&c[0]=AT1yHTD1klVU0LNce4HVHmD3kv4nUHbf9zyU-rFVb4OZjXntoRIAagIgzvt7XZydeb2PEyuKl5CCr-9g_lxOfMJ2w2_XEk3SslxiIJaD2R9j49DvqPJytX4Vr-yJyfbt1EpWumBuD4vZRLVJ2iMcyn5WRfEBWS2yrbOw3EhGxKnxERDWOao9ecpOFHvcCyO73jJEV-RUvTC7Cy5IGgcNqfm7SvXfZuU0eibF0X5T">TẠI ĐÂY</a></strong></span></span><br />
<br />
<p data-end="414" data-start="387">
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phiên bản 9 có gì mới?</span></span></strong><br />
</p>
<ul>
<li data-end="414" data-start="387">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Sao lưu nhanh chóng</strong>: Với tùy chọn 'Upload to GeoCloud Drive' trong menu ngữ cảnh của công việc, bạn sẽ tạo bản sao lưu trên đám mây của các công việc của mình chỉ trong nháy mắt.</span></span></li>
<li data-end="414" data-start="387">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Xuất dữ liệu đơn giản hơn</strong>: Bảng xuất dữ liệu giờ đây có một tùy chọn mới - 'Upload a copy to GeoCloud Drive'. Điều này đảm bảo rằng một bản sao của dữ liệu xuất được chuẩn bị để tải lên dự án đã chọn trong GeoCloud Drive, giúp giảm số bước cần thực hiện trong quá trình này.</span></span></li>
</ul>
<p data-end="414" data-start="387">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Geosystems đã cố gắng làm cho việc chia sẻ dữ liệu trở nên mượt mà hơn, đảm bảo rằng các thành viên trong nhóm của bạn có thể dễ dàng và nhanh chóng truy cập vào đóng góp của bạn.<br />
<br />
Để tìm hiểu tất cả các tính năng mới nhất của Leica Captivate -> <strong><a href="https://hxgn.biz/4hzEhej">XEM TẠI ĐÂY</a></strong></span></span><br />
</p>
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'name' => 'Thúc đẩy cơ sở hạ tầng trắc địa của Việt Nam với mạng lưới tham chiếu GNSS toàn quốc!',
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'content' => '<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trải dài 1.650 km từ Bắc vào Nam, Việt Nam có cảnh quan đa dạng với những ngọn núi có rừng, đồng bằng châu thổ màu mỡ, bờ biển rộng lớn và các khu đô thị đang phát triển nhanh chóng. Đảm bảo cơ sở hạ tầng trắc địa của Việt Nam hiện đại và đáng tin cậy là rất quan trọng đối với các hoạt động khảo sát và lập bản đồ quốc gia dựa trên công nghệ GNSS.</span></span></div>
<div>
</div>
<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc xây dựng hệ thống trạm CORS ở Việt Nam là nhu cầu cấp thiết nhằm hỗ trợ cung cấp thông tin, dữ liệu, đảm bảo tính đầy đủ, chính xác và kịp thời đóng góp cho sự phát triển của các lĩnh vực kinh tế – xã hội, giám sát tài nguyên, bảo vệ môi trường, quốc phòng – an ninh, đặc biệt nhất là góp phần vào công tác bảo vệ chủ quyền lãnh thổ quốc gia và thúc đẩy những hoạt động nghiên cứu khoa học Trái Đất.<br />
<br />
Trạm tham chiếu hoạt động liên tục (CORS) rộng lớn hiện nay tại Việt Nam với sự công nghệ tiên tiến của Leica Geosystems đã giúp tất cả những điều này trở nên khả thi với dữ liệu định vị theo thời gian thực và xử lý hậu kỳ ở cấp độ centimet có sẵn trên khắp cả nước.</span></span></div>
<div>
<br />
</div>
<div style="text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/Rover_connect1_v2.jpg" style="width: 800px; height: 420px;" /></div>
<div>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuyển đổi bản đồ quốc gia của Việt Nam bằng mạng lưới trạm tham chiếu GNSS</span></span></strong><br />
</div>
<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Năm 2016, Cục Đo đạc, Bản đồ và Thông tin địa lý Việt Nam (DOSMVN), cơ quan dữ liệu không gian địa lý của quốc gia, đã bắt tay vào một dự án đầy tham vọng nhằm xây dựng mạng lưới GNSS trên khắp cả nước. Để đạt được những mục tiêu này, DOSMVN cần thiết lập CORS trên quy mô toàn quốc, bao gồm sự kết hợp giữa các máy thu và ăng-ten GNSS cùng phần mềm tinh vi để liên tục ghi lại, xử lý và cung cấp dữ liệu định vị chính xác theo thời gian thực.</span></span></div>
<div>
</div>
<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sáng kiến này sẽ cải tổ cơ sở hạ tầng trắc địa của Việt Nam, tận dụng các khả năng tiên tiến của công nghệ định vị GNSS thời gian thực để tinh chỉnh các quy trình khảo sát và lập bản đồ, đồng thời nâng cao hệ thống tọa độ và phép chiếu quốc gia.</span></span></div>
<div>
</div>
<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">"Việc triển khai mạng lưới CORS trên khắp Việt Nam là một bước quan trọng hướng tới việc khai thác toàn bộ phổ dữ liệu GNSS cho các nỗ lực lập bản đồ quốc gia của chúng tôi", Trần Phúc Thắng, Giám đốc Trung tâm Điều tra - Xử lý dữ liệu khảo sát và lập bản đồ tại DOSMVN giải thích.</span></span></div>
<div>
</div>
<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">"Mạng lưới kết nối các trạm định vị vệ tinh trên toàn quốc thành một hệ thống thống nhất để tối ưu hóa thiết bị, giảm thiểu đầu tư và mở rộng khả năng hoạt động cho nhiều ứng dụng khác nhau" "Nó đảm bảo tuân thủ mạng lưới Dịch vụ GNSS quốc tế (IGS) và các mạng lưới của các tổ chức GNSS khác trên toàn thế giới".</span></span></div>
<div>
</div>
<div>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuyển đổi bản đồ quốc gia của Việt Nam bằng mạng lưới trạm tham chiếu GNSS</span></span></strong><br />
</div>
<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tập đoàn SISC đã được DOSMVN ký hợp đồng thiết kế, xây dựng và đưa vào vận hành mạng lưới định vị vệ tinh quốc gia, VNGEONET. Năm 2019, họ đã hoàn thành việc lắp đặt, thiết lập mạng lưới toàn quốc gồm 65 trạm, bao gồm 24 trạm Geodetic CORS và 41 trạm NRTK CORS.</span></span></div>
<div>
</div>
<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mạng lưới có 65 máy chủ tham chiếu Leica GR50, lý tưởng cho các cài đặt cố định và cung cấp 555 kênh hỗ trợ tất cả các chòm sao GNSS toàn cầu, chẳng hạn như GPS, GLONASS, Galileo và BeiDou, cũng như các hệ thống khu vực. Với các giao diện đồng thời và nhiều giao diện để truyền thông, cung cấp điện và ghi dữ liệu, các máy chủ tham chiếu này cung cấp các hoạt động đáng tin cậy cần thiết cho dự án này.</span></span></div>
<div>
</div>
<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mạng lưới bao gồm 65 ăng-ten GNSS 4 chòm sao Leica AR25 và Bộ phần mềm Leica Spider. Leica Spider Software hỗ trợ hệ thống bằng cách cung cấp dữ liệu từ tất cả GNSS cùng lúc, cung cấp một cách hiệu quả để truy cập dữ liệu thời gian thực và dữ liệu xử lý sau. Phần mềm Spider được thiết kế riêng theo nhu cầu cụ thể của DOSMVN, bao gồm bản đồ tùy chỉnh và các tính năng của người dùng, giúp giải pháp này trở nên linh hoạt.</span></span></div>
<div>
</div>
<div>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mạng GNSS quốc gia mang lại lợi ích cho ngành công nghiệp và phát triển cơ sở hạ tầng</span></span></strong><br />
</div>
<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dự án này thể hiện sự phát triển từ các phương pháp truyền thống sang các giải pháp mới nhất và minh họa cho những lợi ích của việc áp dụng mạng tham chiếu GNSS toàn quốc để thúc đẩy hoạt động khảo sát và lập bản đồ cùng với một loạt các ứng dụng công nghiệp khác.</span></span></div>
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<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">"Ngoài việc hiện đại hóa hoạt động lập bản đồ, chúng tôi muốn đạt được độ chính xác cao trong các dịch vụ Định vị động học thời gian thực (RTK) và RTK mạng áp dụng cho nhiều ngành công nghiệp khác nhau", ông Thắng cho biết.</span></span></div>
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<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều ngành công nghiệp trên khắp Việt Nam phụ thuộc vào dữ liệu không gian địa lý chính xác để sử dụng các công nghệ tiên tiến và đảm bảo dữ liệu dự án được hoàn thiện. Điều này bao gồm từ công việc khảo sát, như sử dụng xe tự hành GNSS để đo ranh giới tài sản hoặc máy bay không người lái để khảo sát trên không các công trường xây dựng, đến các ứng dụng điều khiển máy tự động, phát triển cơ sở hạ tầng, v.v.</span></span></div>
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<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cung cấp các bản sửa lỗi RTK mạng 24/7 dễ truy cập cho các công ty trên khắp Việt Nam mang lại một số lợi ích về kinh tế và phát triển cơ sở hạ tầng. Dữ liệu RTK liên tục và có sẵn rộng rãi giúp giảm chi phí phát sinh cho các doanh nghiệp vốn sẽ phải chịu chi phí hoạt động cao hơn nhiều nếu không có dịch vụ như vậy. Điều này dẫn đến tiết kiệm chi phí trong các lĩnh vực như kỹ thuật dân dụng, xây dựng, nông nghiệp và giao thông - giúp thúc đẩy tăng trưởng kinh tế.</span></span></div>
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<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngoài ra, việc giảm chi phí thu thập dữ liệu không gian có độ chính xác cao giúp lập kế hoạch và thực hiện chính xác các dự án cơ sở hạ tầng quy mô lớn quan trọng để thích ứng với dân số đô thị ngày càng tăng của Việt Nam.<br />
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<img alt="" src="/admin/webroot/upload/image/images/GEODETIC CORS AND NRTK CORS_Cropped.png" style="width: 800px; height: 356px;" /></span></span><br />
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<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nghiên cứu khoa học và giám sát môi trường bằng GNSS</span></span></strong><br />
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<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các nhà nghiên cứu trong các lĩnh vực như khoa học môi trường, địa chất và bản đồ học cũng được hưởng lợi vì họ có thể thực hiện các nghiên cứu sâu rộng và chính xác hơn. CORS tại Việt Nam đã cải thiện đáng kể khả năng đo tốc độ dịch chuyển mảng và đóng góp dữ liệu có giá trị cho nghiên cứu khí tượng và tầng điện ly.</span></span></div>
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<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">CORS cung cấp một cách để đo mức tầng điện ly, sử dụng máy thu để thu thập thông tin về độ trễ tầng điện ly mà tín hiệu GNSS gặp phải trên đường đi của chúng. Điều này cho phép các chuyên gia tính toán tổng số electron (TEC) và lập bản đồ mật độ electron tầng điện ly. Hoạt động của tầng điện ly ảnh hưởng trực tiếp đến độ chính xác của các hệ thống dựa trên GNSS để khảo sát, định vị, viễn thông, v.v. Việc giám sát tầng điện ly cho phép các chuyên gia đánh giá độ tin cậy của các hệ thống này và thực hiện các biện pháp giảm thiểu khi có thể.</span></span></div>
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<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mạng lưới này cũng cung cấp thông tin có giá trị về các điều kiện khí quyển, bao gồm lượng hơi nước trong khí quyển – đặc biệt quan trọng đối với các khu vực có lượng mưa lớn ở Việt Nam. Tương tự như việc đo hoạt động tầng điện ly, các máy thu CORS ghi lại độ trễ mà tín hiệu GNSS gặp phải khi di chuyển qua khí quyển do hơi nước. Bằng cách so sánh thời gian đến ước tính và thực tế của tín hiệu GNSS tại các máy thu CORS, có thể ước tính mức độ hơi nước. Phương pháp này cung cấp các quan sát khí tượng độc đáo, góp phần vào dự báo thời tiết và nghiên cứu khí hậu.</span></span></div>
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<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngoài ra, mạng lưới rộng lớn của Việt Nam giúp có thể theo dõi các chuyển động trong lớp vỏ trái đất và tốc độ của các chuyển động này theo thời gian bằng GNSS. Là một khu vực hoạt động địa chấn, đây là một nguồn tài nguyên đặc biệt có giá trị để ghi lại và dự đoán các chuyển động mặt đất.</span></span><br />
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<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">“Việc kết nối 65 trạm này trên khắp đất nước chúng tôi đánh dấu bước tiến vượt bậc trong khả năng lập bản đồ và khảo sát của chúng tôi, đạt được mức độ chính xác và độ tin cậy chưa từng thấy trước đây”</span></div>
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<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc triển khai các trạm tham chiếu GNSS và phần mềm Leica Geosystems đóng vai trò then chốt trong việc hiện thực hóa các mục tiêu của dự án này.<br />
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<img alt="" src="/admin/webroot/upload/image/images/CHỌN ANH TÀI (665 x 295 px) (Quảng cáo trên Facebook) (6).png" style="width: 800px; height: 419px;" /></span></span></div>
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'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ<strong><span itemprop="isBasedOn" itemscope="" itemtype="https://schema.org/WebPage" style="position: fixed; inset: initial; opacity: 0; visibility: visible; display: inline-block; margin: 0px; padding: 0px; overflow: hidden; border: none; background: none; color: initial; cursor: auto; max-width: 1px; max-height: 1px; width: 1px; height: 1px;"><a content="https://bloganchoi.com/pin-hat-nhan-bv100-betavolt/" href="https://bloganchoi.com/pin-hat-nhan-bv100-betavolt/?utm_campaign=https%3A%2F%2Fbloganchoi.com%2Fpin-hat-nhan-bv100-betavolt%2F&utm_source=dmca&utm_medium=copy&utm_term=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi&utm_content=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi.%20B%E1%BA%A1n%20%C4%91%C3%A3%20bao%20gi%E1%BB%9D%20t%C6%B0%E1%BB%9Fng%20t%C6%B0%E1%BB%A3ng%20v%E1%BB%81%20m%E1%BB%99t%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B4ng%20ngh%E1%BB%87%20c%C3%B3%20th%E1%BB%83%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20su%E1%BB%91t%20n%E1%BB%ADa%20th%E1%BA%BF%20k%E1%BB%B7%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20hay%20ch%C6%B0a%3F%20Vi%C3%AAn%20pin%20BV100%20c%E1%BB%A7a%20c%C3%B4ng%20ty%20Betavol.%20B%E1%BA%A1n%20%C4%91%C3%A3%20bao%20gi%E1%BB%9D%20t%C6%B0%E1%BB%9Fng%20t%C6%B0%E1%BB%A3ng%20v%E1%BB%81%20m%E1%BB%99t%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B4ng%20ngh%E1%BB%87%20c%C3%B3%20th%E1%BB%83%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20su%E1%BB%91t%20n%E1%BB%ADa%20th%E1%BA%BF%20k%E1%BB%B7%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20hay%20ch%C6%B0a%3F%20Vi%C3%AAn%20pin%20BV100%20c%E1%BB%A7a%20c%C3%B4ng%20ty%20Betavolt%20Technology%20%C4%91%E1%BA%BFn%20t%E1%BB%AB%20Trung%20Qu%E1%BB%91c%20%C4%91ang%20bi%E1%BA%BFn%20%C4%91i%E1%BB%81u%20kh%C3%B4ng%20t%C6%B0%E1%BB%9Fng%20%E1%BA%A5y%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20v%E1%BB%9Bi%20c%C3%B4ng%20ngh%E1%BB%87%20pin%20h%E1%BA%A1t%20nh%C3%A2n%20ho%C3%A0n%20to%C3%A0n%20m%E1%BB%9Bi.%20https%3A%2F%2Fbloganchoi.com%2Fpin-hat-nhan-bv100-betavolt%2F" itemprop="mainEntityOfPage" style="position: fixed; inset: initial; opacity: 0; visibility: visible; display: inline-block; margin: 0px; padding: 0px; overflow: hidden; text-decoration-line: none; border: none; background: none; cursor: auto; max-width: 1px; max-height: 1px; width: 1px; height: 1px;" target="_blank" title="Pin hạt nhân BV100 Betavolt - Khi khoa học viễn tưởng trở thành hiện thực - BlogAnChoi. 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Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? Viên pin BV100 của công ty Betavol. Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? Viên pin BV100 của công ty Betavolt Technology đến từ Trung Quốc đang biến điều không tưởng ấy thành hiện thực với công nghệ pin hạt nhân hoàn toàn mới. https://techfancy.net/"><img alt="Pin hạt nhân BV100 Betavolt - Khi khoa học viễn tưởng trở thành hiện thực - BlogAnChoi. Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? Viên pin BV100 của công ty Betavol. Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? 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Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? Viên pin BV100 của công ty Betavol. Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? Viên pin BV100 của công ty Betavolt Technology đến từ Trung Quốc đang biến điều không tưởng ấy thành hiện thực với công nghệ pin hạt nhân hoàn toàn mới. https://techfancy.net/" width="1" /></a></strong> có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? Viên pin BV100 của công ty Betavolt Technology đến từ Trung Quốc đang biến điều không tưởng ấy thành hiện thực với công nghệ pin hạt nhân hoàn toàn mới.</span></span>',
'content' => '<p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="background-color: rgb(254, 254, 254);">Công ty </span>Betavolt New Energy Technology, có trụ sở tại Bắc Kinh<span style="background-color: rgb(254, 254, 254);">, Trung Quốc vừa công bố sản xuất đại trà pin hạt nhân với thông số ấn tượng: điện áp 3V, công suất 100 microwatt. Dù công suất không lớn, pin có tuổi thọ lên tới 50 năm và kích thước siêu nhỏ (15×15×5 mm). Đặc biệt, nó hoạt động ổn định trong dải nhiệt độ từ -60°C đến 120°C và an toàn nhờ sử dụng niken-63 - đồng vị phóng xạ có chu kỳ bán rã 100 năm, cuối cùng phân hủy thành đồng vị đồng bền.</span></span></span></span></p>
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<span style="background-color: rgb(254, 254, 254); font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">Theo chuyên gia Nga, công nghệ này đã xuất hiện từ vài năm trước. Năm 2023, Giáo sư Mefi (Nga) từng thiết kế thử nghiệm "pin hạt nhân" dựa trên nguồn đồng vị phóng xạ và vật liệu bán dẫn. Tuy nhiên, chi phí sản xuất quá cao do giá niken-63 đắt đỏ (hơn 200 triệu rúp/100g) khiến Nga không thể phát triển thêm.</span></p>
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<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sinh ra từ khát vọng đổi mới ngành năng lượng trên toàn cầu, Betavolt Technology đã ra mắt thế giới viên pin “viễn tưởng” BV100 vào đầu 2024 chỉ sau 3 năm thành lập công ty. Với kích thước khiêm tốn chỉ to ngang một đồng xu, viên pin này là sự kết hợp hoàn hảo giữa những đồng vị phóng xạ nickel-63 và công nghệ bán dẫn kim cương thế hệ thứ tư. Cơ chế chuyển đổi năng lượng phân rã beta thành điện năng cho phép BV100 làm điều tưởng chừng như không thế: cung cấp năng lượng liên tục trong nửa thế kỷ mà không đòi hỏi một lần sạc hay bảo trì nào.<br />
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<img alt="" src="/admin/webroot/upload/image/images/pin-hat-nhan-betavolt_65a4f1f79425d.jpg" style="width: 800px; height: 447px;" /></span></span></span></p>
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<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Nguyên lý hoạt động của pin hạt nhân BV100</strong></span></span></span><br />
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<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">Pin hạt nhân BV100 hoạt động dựa trên nguyên lý betavoltaic, trong đó các hạt beta phát ra từ quá trình phân rã của nickel-63 được chuyển đổi thành điện năng thông qua một lớp bán dẫn kim cương mỏng.</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);"> Cấu trúc của pin bao gồm các lớp xen kẽ giữa nguồn nickel-63 và các lớp bán dẫn kim cương, tạo thành một mô-đun có thể mở rộng để tăng công suất. <br />
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<img alt="" src="/admin/webroot/upload/image/images/pin-hat-nhan.jpeg" style="width: 800px; height: 451px;" /></span></p>
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<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">2. Những ưu điểm của viên pin hạt nhân BV100</strong></p>
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<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tuổi thọ vượt trội</strong></span></span></span></p>
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<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm nổi bật nhất ở viên pin BV100 đó chính là việc nó có thể cung cấp năng lượng liên tục trong 50 năm mà không cần sạc lại hoặc bảo trì, từ đó đáp ứng nhu cầu của các thiết bị đòi hỏi độ tin cậy cao và vận hành dài hạn trong các ứng dụng quan trọng trong cuộc sống.</span></span></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://bloganchoi.com/pin-hat-nhan-bv100-betavolt/?utm_campaign=https%3A%2F%2Fbloganchoi.com%2Fpin-hat-nhan-bv100-betavolt%2F&utm_source=dmca&utm_medium=copy&utm_term=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi&utm_content=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi.%20B%E1%BA%A1n%20%C4%91%C3%A3%20bao%20gi%E1%BB%9D%20t%C6%B0%E1%BB%9Fng%20t%C6%B0%E1%BB%A3ng%20v%E1%BB%81%20m%E1%BB%99t%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B4ng%20ngh%E1%BB%87%20c%C3%B3%20th%E1%BB%83%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20su%E1%BB%91t%20n%E1%BB%ADa%20th%E1%BA%BF%20k%E1%BB%B7%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20hay%20ch%C6%B0a%3F%20Vi%C3%AAn%20pin%20BV100%20c%E1%BB%A7a%20c%C3%B4ng%20ty%20Betavol.%20Nh%E1%BB%AFng%20%C6%B0u%20%C4%91i%E1%BB%83m%20c%E1%BB%A7a%20vi%C3%AAn%20pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20C%E1%BA%A5u%20tr%C3%BAc%20c%E1%BB%A7a%20vi%C3%AAn%20pin%20BV100%20(Ngu%E1%BB%93n%3A%20Internet)Tu%E1%BB%95i%20th%E1%BB%8D%20v%C6%B0%E1%BB%A3t%20tr%E1%BB%99iNh%C6%B0%20m%C3%ACnh%20%C4%91%C3%A3%20%C4%91%E1%BB%81%20c%E1%BA%ADp%20%E1%BB%9F%20b%C3%AAn%20tr%C3%AAn%2C%20%C4%91i%E1%BB%83m%20n%E1%BB%95i%20b%E1%BA%ADt%20nh%E1%BA%A5t%20%E1%BB%9F%20vi%C3%AAn%20pin%20BV100%20%C4%91%C3%B3%20ch%C3%ADnh%20l%C3%A0%20vi%E1%BB%87c%20n%C3%B3%20c%C3%B3%20th%E1%BB%83%20cung%20c%E1%BA%A5p%20n%C4%83ng%20l%C6%B0%E1%BB%A3ng%20li%C3%AAn%20t%E1%BB%A5c%20trong%2050%20n%C4%83m%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20l%E1%BA%A1i%20ho%E1%BA%B7c%20b%E1%BA%A3o%20tr%C3%AC%2C%20t%E1%BB%AB%20%C4%91%C3%B3%20%C4%91%C3%A1p%20%E1%BB%A9ng%20nhu%20c%E1%BA%A7u%20c%E1%BB%A7a%20c%C3%A1c%20thi%E1%BA%BFt%20b%E1%BB%8B%20%C4%91%C3%B2i%20h%E1%BB%8Fi%20%C4%91%E1%BB%99%20tin%20c%E1%BA%ADy%20cao%20v%C3%A0%20v%E1%BA%ADn%20h%C3%A0nh%20d%C3%A0i%20h%E1%BA%A1n%20trong%20c%C3%A1c%20%E1%BB%A9ng%20d%E1%BB%A5ng%20quan%20tr%E1%BB%8Dng%20trong%20cu%E1%BB%99c%20s%E1%BB%91ng.Thi%E1%BA%BFt%20k%E1%BA%BF%20nh%E1%BB%8F%20g%E1%BB%8DnV%E1%BB%9Bi%20k%C3%ADch%20th%C6%B0%E1%BB%9Bc%20ch%E1%BB%89%20t%C6%B0%C6%A1ng%20%C4%91%C6%B0%C6%A1ng%20m%E1%BB%99t%20%C4%91%E1%BB%93ng%20xu%2C%20pin%20BV100%20mang%20%C4%91%E1%BA%BFn%20kh%E1%BA%A3%20n%C4%83ng%20t%C3%ADch%20h%E1%BB%A3p%20linh%20ho%E1%BA%A1t%20v%C3%A0o%20nhi%E1%BB%81u%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B3%20kh%C3%B4ng%20gian%20h%E1%BA%A1n%20ch%E1%BA%BF%2C%20gi%C3%BAp%20m%E1%BB%9F%20r%E1%BB%99ng%20%C4%91%C3%A1ng%20k%E1%BB%83%20ph%E1%BA%A1m%20vi%20%E1%BB%A9ng%20d%E1%BB%A5ng%20trong%20nhi%E1%BB%81u%20l%C4%A9nh%20v%E1%BB%B1c%20c%C3%B4ng%20ngh%E1%BB%87.An%20to%C3%A0n%20v%C3%A0%20b%E1%BB%81n%20v%E1%BB%AFngV%C3%AC%20trong%20quy%20tr%C3%ACnh%20chuy%E1%BB%83n%20h%C3%B3a%20c%E1%BB%A7a%20nickel%20%E2%80%93%2063%20s%E1%BA%BD%20bi%E1%BA%BFn%20n%C3%B3%20th%C3%A0nh%20%C4%90%E1%BB%93ng%20%E2%80%93%2063%20%E2%80%93%20m%E1%BB%99t%20nguy%C3%AAn%20t%E1%BB%91%20%E1%BB%95n%20%C4%91%E1%BB%8Bnh%20v%C3%A0%20kh%C3%B4ng%20ph%C3%B3ng%20x%E1%BA%A1%2C%20t%E1%BB%AB%20%C4%91%C3%B3%20gi%C3%BAp%20%C4%91%E1%BA%A3m%20b%E1%BA%A3o%20t%C3%ADnh%20an%20to%C3%A0n%20v%C3%A0%20gi%E1%BA%A3m%20thi%E1%BB%83u%20c%C3%A1c%20t%C3%A1c%20%C4%91%E1%BB%99ng%20%C4%91%E1%BA%BFn%20m%C3%B4i%20tr%C6%B0%E1%BB%9Dng%2C%20%C4%91%C3%A1p%20%E1%BB%A9ng%20c%C3%A1c%20ti%C3%AAu%20chu%E1%BA%A9n%20kh%E1%BA%AFt%20khe%20v%E1%BB%81%20ph%C3%A1t%20tri%E1%BB%83n%20c%C3%B4ng%20ngh%E1%BB%87%20b%E1%BB%81n%20v%E1%BB%AFng.%20Sponsor%20Kh%E1%BA%A3%20n%C4%83ng%20v%E1%BA%ADn%20h%C3%A0nh%20trong%20%C4%91i%E1%BB%81u%20ki%E1%BB%87n%20kh%E1%BA%AFc%20nghi%E1%BB%87tPin%20BV100%20c%C3%B3%20th%E1%BB%83%20duy%20tr%C3%AC%20hi%E1%BB%87u%20su%E1%BA%A5t%20%E1%BB%95n%20%C4%91%E1%BB%8Bnh%20trong%20ph%E1%BA%A1m%20vi%20nhi%E1%BB%87t%20%C4%91%E1%BB%99%20r%E1%BB%99ng%20t%E1%BB%AB%20-60%C2%B0C%20%C4%91%E1%BA%BFn%20120%C2%B0C%2C%20mang%20%C4%91%E1%BA%BFn%20gi%E1%BA%A3i%20ph%C3%A1p%20n%C4%83ng%20l%C6%B0%E1%BB%A3ng%20%C4%91%C3%A1ng%20tin%20c%E1%BA%ADy%20cho%20c%C3%A1c%20thi%E1%BA%BFt%20b%E1%BB%8B%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20c%C3%A1c%20m%C3%B4i%20tr%C6%B0%E1%BB%9Dng%20c%E1%BB%B1c%20k%E1%BB%B3%20kh%E1%BA%AFc%20nghi%E1%BB%87t.%20https%3A%2F%2Fbloganchoi.com%2Fpin-hat-nhan-bv100-betavolt%2F" title=""Pin hạt nhân BV100 Betavolt - Khi khoa học viễn tưởng trở thành hiện thực - BlogAnChoi. Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? Viên pin BV100 của công ty Betavol. Những ưu đi"><span style="color:#000000;"><img border="0" height="1" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAEAAAABCAMAAAAoyzS7AAAAAXNSR0ICQMB9xQAAAANQTFRFAAAAp3o92gAAAAF0Uk5TAEDm2GYAAAAJcEhZcwAADsQAAA7EAZUrDhsAAAAZdEVYdFNvZnR3YXJlAE1pY3Jvc29mdCBPZmZpY2V/7TVxAAAACklEQVQY02NgAAAAAgABmGNs1wAAAABJRU5ErkJggg==" width="1" /></span></a><a href="https://bloganchoi.com/?utm_campaign=https%3A%2F%2Fbloganchoi.com%2Fpin-hat-nhan-bv100-betavolt%2F&utm_source=dmca&utm_medium=copy&utm_term=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi&utm_content=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi.%20B%E1%BA%A1n%20%C4%91%C3%A3%20bao%20gi%E1%BB%9D%20t%C6%B0%E1%BB%9Fng%20t%C6%B0%E1%BB%A3ng%20v%E1%BB%81%20m%E1%BB%99t%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B4ng%20ngh%E1%BB%87%20c%C3%B3%20th%E1%BB%83%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20su%E1%BB%91t%20n%E1%BB%ADa%20th%E1%BA%BF%20k%E1%BB%B7%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20hay%20ch%C6%B0a%3F%20Vi%C3%AAn%20pin%20BV100%20c%E1%BB%A7a%20c%C3%B4ng%20ty%20Betavol.%20Nh%E1%BB%AFng%20%C6%B0u%20%C4%91i%E1%BB%83m%20c%E1%BB%A7a%20vi%C3%AAn%20pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20C%E1%BA%A5u%20tr%C3%BAc%20c%E1%BB%A7a%20vi%C3%AAn%20pin%20BV100%20(Ngu%E1%BB%93n%3A%20Internet)Tu%E1%BB%95i%20th%E1%BB%8D%20v%C6%B0%E1%BB%A3t%20tr%E1%BB%99iNh%C6%B0%20m%C3%ACnh%20%C4%91%C3%A3%20%C4%91%E1%BB%81%20c%E1%BA%ADp%20%E1%BB%9F%20b%C3%AAn%20tr%C3%AAn%2C%20%C4%91i%E1%BB%83m%20n%E1%BB%95i%20b%E1%BA%ADt%20nh%E1%BA%A5t%20%E1%BB%9F%20vi%C3%AAn%20pin%20BV100%20%C4%91%C3%B3%20ch%C3%ADnh%20l%C3%A0%20vi%E1%BB%87c%20n%C3%B3%20c%C3%B3%20th%E1%BB%83%20cung%20c%E1%BA%A5p%20n%C4%83ng%20l%C6%B0%E1%BB%A3ng%20li%C3%AAn%20t%E1%BB%A5c%20trong%2050%20n%C4%83m%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20l%E1%BA%A1i%20ho%E1%BA%B7c%20b%E1%BA%A3o%20tr%C3%AC%2C%20t%E1%BB%AB%20%C4%91%C3%B3%20%C4%91%C3%A1p%20%E1%BB%A9ng%20nhu%20c%E1%BA%A7u%20c%E1%BB%A7a%20c%C3%A1c%20thi%E1%BA%BFt%20b%E1%BB%8B%20%C4%91%C3%B2i%20h%E1%BB%8Fi%20%C4%91%E1%BB%99%20tin%20c%E1%BA%ADy%20cao%20v%C3%A0%20v%E1%BA%ADn%20h%C3%A0nh%20d%C3%A0i%20h%E1%BA%A1n%20trong%20c%C3%A1c%20%E1%BB%A9ng%20d%E1%BB%A5ng%20quan%20tr%E1%BB%8Dng%20trong%20cu%E1%BB%99c%20s%E1%BB%91ng.Thi%E1%BA%BFt%20k%E1%BA%BF%20nh%E1%BB%8F%20g%E1%BB%8DnV%E1%BB%9Bi%20k%C3%ADch%20th%C6%B0%E1%BB%9Bc%20ch%E1%BB%89%20t%C6%B0%C6%A1ng%20%C4%91%C6%B0%C6%A1ng%20m%E1%BB%99t%20%C4%91%E1%BB%93ng%20xu%2C%20pin%20BV100%20mang%20%C4%91%E1%BA%BFn%20kh%E1%BA%A3%20n%C4%83ng%20t%C3%ADch%20h%E1%BB%A3p%20linh%20ho%E1%BA%A1t%20v%C3%A0o%20nhi%E1%BB%81u%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B3%20kh%C3%B4ng%20gian%20h%E1%BA%A1n%20ch%E1%BA%BF%2C%20gi%C3%BAp%20m%E1%BB%9F%20r%E1%BB%99ng%20%C4%91%C3%A1ng%20k%E1%BB%83%20ph%E1%BA%A1m%20vi%20%E1%BB%A9ng%20d%E1%BB%A5ng%20trong%20nhi%E1%BB%81u%20l%C4%A9nh%20v%E1%BB%B1c%20c%C3%B4ng%20ngh%E1%BB%87.An%20to%C3%A0n%20v%C3%A0%20b%E1%BB%81n%20v%E1%BB%AFngV%C3%AC%20trong%20quy%20tr%C3%ACnh%20chuy%E1%BB%83n%20h%C3%B3a%20c%E1%BB%A7a%20nickel%20%E2%80%93%2063%20s%E1%BA%BD%20bi%E1%BA%BFn%20n%C3%B3%20th%C3%A0nh%20%C4%90%E1%BB%93ng%20%E2%80%93%2063%20%E2%80%93%20m%E1%BB%99t%20nguy%C3%AAn%20t%E1%BB%91%20%E1%BB%95n%20%C4%91%E1%BB%8Bnh%20v%C3%A0%20kh%C3%B4ng%20ph%C3%B3ng%20x%E1%BA%A1%2C%20t%E1%BB%AB%20%C4%91%C3%B3%20gi%C3%BAp%20%C4%91%E1%BA%A3m%20b%E1%BA%A3o%20t%C3%ADnh%20an%20to%C3%A0n%20v%C3%A0%20gi%E1%BA%A3m%20thi%E1%BB%83u%20c%C3%A1c%20t%C3%A1c%20%C4%91%E1%BB%99ng%20%C4%91%E1%BA%BFn%20m%C3%B4i%20tr%C6%B0%E1%BB%9Dng%2C%20%C4%91%C3%A1p%20%E1%BB%A9ng%20c%C3%A1c%20ti%C3%AAu%20chu%E1%BA%A9n%20kh%E1%BA%AFt%20khe%20v%E1%BB%81%20ph%C3%A1t%20tri%E1%BB%83n%20c%C3%B4ng%20ngh%E1%BB%87%20b%E1%BB%81n%20v%E1%BB%AFng.%20Sponsor%20Kh%E1%BA%A3%20n%C4%83ng%20v%E1%BA%ADn%20h%C3%A0nh%20trong%20%C4%91i%E1%BB%81u%20ki%E1%BB%87n%20kh%E1%BA%AFc%20nghi%E1%BB%87tPin%20BV100%20c%C3%B3%20th%E1%BB%83%20duy%20tr%C3%AC%20hi%E1%BB%87u%20su%E1%BA%A5t%20%E1%BB%95n%20%C4%91%E1%BB%8Bnh%20trong%20ph%E1%BA%A1m%20vi%20nhi%E1%BB%87t%20%C4%91%E1%BB%99%20r%E1%BB%99ng%20t%E1%BB%AB%20-60%C2%B0C%20%C4%91%E1%BA%BFn%20120%C2%B0C%2C%20mang%20%C4%91%E1%BA%BFn%20gi%E1%BA%A3i%20ph%C3%A1p%20n%C4%83ng%20l%C6%B0%E1%BB%A3ng%20%C4%91%C3%A1ng%20tin%20c%E1%BA%ADy%20cho%20c%C3%A1c%20thi%E1%BA%BFt%20b%E1%BB%8B%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20c%C3%A1c%20m%C3%B4i%20tr%C6%B0%E1%BB%9Dng%20c%E1%BB%B1c%20k%E1%BB%B3%20kh%E1%BA%AFc%20nghi%E1%BB%87t.%20https%3A%2F%2Fbloganchoi.com%2Fpin-hat-nhan-bv100-betavolt%2F" title=""This article is referenced content from https://bloganchoi.com - Pin hạt nhân BV100 Betavolt - Khi khoa học viễn tưởng trở thành hiện thực - BlogAnChoi. Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không "><span style="color:#000000;"><img border="0" height="1" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAEAAAABCAMAAAAoyzS7AAAAAXNSR0ICQMB9xQAAAANQTFRFAAAAp3o92gAAAAF0Uk5TAEDm2GYAAAAJcEhZcwAADsQAAA7EAZUrDhsAAAAZdEVYdFNvZnR3YXJlAE1pY3Jvc29mdCBPZmZpY2V/7TVxAAAACklEQVQY02NgAAAAAgABmGNs1wAAAABJRU5ErkJggg==" width="1" /></span></a></span></span><br />
</p>
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<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Thiết kế nhỏ gọn</strong></span></span></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://techfancy.net/?utm_campaign=https%3A%2F%2Ftechfancy.net%2F&utm_source=dmca&utm_medium=copy&utm_term=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi&utm_content=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi.%20B%E1%BA%A1n%20%C4%91%C3%A3%20bao%20gi%E1%BB%9D%20t%C6%B0%E1%BB%9Fng%20t%C6%B0%E1%BB%A3ng%20v%E1%BB%81%20m%E1%BB%99t%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B4ng%20ngh%E1%BB%87%20c%C3%B3%20th%E1%BB%83%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20su%E1%BB%91t%20n%E1%BB%ADa%20th%E1%BA%BF%20k%E1%BB%B7%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20hay%20ch%C6%B0a%3F%20Vi%C3%AAn%20pin%20BV100%20c%E1%BB%A7a%20c%C3%B4ng%20ty%20Betavol.%20Nh%E1%BB%AFng%20%C6%B0u%20%C4%91i%E1%BB%83m%20c%E1%BB%A7a%20vi%C3%AAn%20pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20C%E1%BA%A5u%20tr%C3%BAc%20c%E1%BB%A7a%20vi%C3%AAn%20pin%20BV100%20(Ngu%E1%BB%93n%3A%20Internet)Tu%E1%BB%95i%20th%E1%BB%8D%20v%C6%B0%E1%BB%A3t%20tr%E1%BB%99iNh%C6%B0%20m%C3%ACnh%20%C4%91%C3%A3%20%C4%91%E1%BB%81%20c%E1%BA%ADp%20%E1%BB%9F%20b%C3%AAn%20tr%C3%AAn%2C%20%C4%91i%E1%BB%83m%20n%E1%BB%95i%20b%E1%BA%ADt%20nh%E1%BA%A5t%20%E1%BB%9F%20vi%C3%AAn%20pin%20BV100%20%C4%91%C3%B3%20ch%C3%ADnh%20l%C3%A0%20vi%E1%BB%87c%20n%C3%B3%20c%C3%B3%20th%E1%BB%83%20cung%20c%E1%BA%A5p%20n%C4%83ng%20l%C6%B0%E1%BB%A3ng%20li%C3%AAn%20t%E1%BB%A5c%20trong%2050%20n%C4%83m%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20l%E1%BA%A1i%20ho%E1%BA%B7c%20b%E1%BA%A3o%20tr%C3%AC%2C%20t%E1%BB%AB%20%C4%91%C3%B3%20%C4%91%C3%A1p%20%E1%BB%A9ng%20nhu%20c%E1%BA%A7u%20c%E1%BB%A7a%20c%C3%A1c%20thi%E1%BA%BFt%20b%E1%BB%8B%20%C4%91%C3%B2i%20h%E1%BB%8Fi%20%C4%91%E1%BB%99%20tin%20c%E1%BA%ADy%20cao%20v%C3%A0%20v%E1%BA%ADn%20h%C3%A0nh%20d%C3%A0i%20h%E1%BA%A1n%20trong%20c%C3%A1c%20%E1%BB%A9ng%20d%E1%BB%A5ng%20quan%20tr%E1%BB%8Dng%20trong%20cu%E1%BB%99c%20s%E1%BB%91ng.Thi%E1%BA%BFt%20k%E1%BA%BF%20nh%E1%BB%8F%20g%E1%BB%8DnV%E1%BB%9Bi%20k%C3%ADch%20th%C6%B0%E1%BB%9Bc%20ch%E1%BB%89%20t%C6%B0%C6%A1ng%20%C4%91%C6%B0%C6%A1ng%20m%E1%BB%99t%20%C4%91%E1%BB%93ng%20xu%2C%20pin%20BV100%20mang%20%C4%91%E1%BA%BFn%20kh%E1%BA%A3%20n%C4%83ng%20t%C3%ADch%20h%E1%BB%A3p%20linh%20ho%E1%BA%A1t%20v%C3%A0o%20nhi%E1%BB%81u%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B3%20kh%C3%B4ng%20gian%20h%E1%BA%A1n%20ch%E1%BA%BF%2C%20gi%C3%BAp%20m%E1%BB%9F%20r%E1%BB%99ng%20%C4%91%C3%A1ng%20k%E1%BB%83%20ph%E1%BA%A1m%20vi%20%E1%BB%A9ng%20d%E1%BB%A5ng%20trong%20nhi%E1%BB%81u%20l%C4%A9nh%20v%E1%BB%B1c%20c%C3%B4ng%20ngh%E1%BB%87.An%20to%C3%A0n%20v%C3%A0%20b%E1%BB%81n%20v%E1%BB%AFngV%C3%AC%20trong%20quy%20tr%C3%ACnh%20chuy%E1%BB%83n%20h%C3%B3a%20c%E1%BB%A7a%20nickel%20%E2%80%93%2063%20s%E1%BA%BD%20bi%E1%BA%BFn%20n%C3%B3%20th%C3%A0nh%20%C4%90%E1%BB%93ng%20%E2%80%93%2063%20%E2%80%93%20m%E1%BB%99t%20nguy%C3%AAn%20t%E1%BB%91%20%E1%BB%95n%20%C4%91%E1%BB%8Bnh%20v%C3%A0%20kh%C3%B4ng%20ph%C3%B3ng%20x%E1%BA%A1%2C%20t%E1%BB%AB%20%C4%91%C3%B3%20gi%C3%BAp%20%C4%91%E1%BA%A3m%20b%E1%BA%A3o%20t%C3%ADnh%20an%20to%C3%A0n%20v%C3%A0%20gi%E1%BA%A3m%20thi%E1%BB%83u%20c%C3%A1c%20t%C3%A1c%20%C4%91%E1%BB%99ng%20%C4%91%E1%BA%BFn%20m%C3%B4i%20tr%C6%B0%E1%BB%9Dng%2C%20%C4%91%C3%A1p%20%E1%BB%A9ng%20c%C3%A1c%20ti%C3%AAu%20chu%E1%BA%A9n%20kh%E1%BA%AFt%20khe%20v%E1%BB%81%20ph%C3%A1t%20tri%E1%BB%83n%20c%C3%B4ng%20ngh%E1%BB%87%20b%E1%BB%81n%20v%E1%BB%AFng.%20Sponsor%20Kh%E1%BA%A3%20n%C4%83ng%20v%E1%BA%ADn%20h%C3%A0nh%20trong%20%C4%91i%E1%BB%81u%20ki%E1%BB%87n%20kh%E1%BA%AFc%20nghi%E1%BB%87tPin%20BV100%20c%C3%B3%20th%E1%BB%83%20duy%20tr%C3%AC%20hi%E1%BB%87u%20su%E1%BA%A5t%20%E1%BB%95n%20%C4%91%E1%BB%8Bnh%20trong%20ph%E1%BA%A1m%20vi%20nhi%E1%BB%87t%20%C4%91%E1%BB%99%20r%E1%BB%99ng%20t%E1%BB%AB%20-60%C2%B0C%20%C4%91%E1%BA%BFn%20120%C2%B0C%2C%20mang%20%C4%91%E1%BA%BFn%20gi%E1%BA%A3i%20ph%C3%A1p%20n%C4%83ng%20l%C6%B0%E1%BB%A3ng%20%C4%91%C3%A1ng%20tin%20c%E1%BA%ADy%20cho%20c%C3%A1c%20thi%E1%BA%BFt%20b%E1%BB%8B%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20c%C3%A1c%20m%C3%B4i%20tr%C6%B0%E1%BB%9Dng%20c%E1%BB%B1c%20k%E1%BB%B3%20kh%E1%BA%AFc%20nghi%E1%BB%87t.%20https%3A%2F%2Ftechfancy.net%2F" title=""Pin hạt nhân BV100 Betavolt - Khi khoa học viễn tưởng trở thành hiện thực - BlogAnChoi. Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? Viên pin BV100 của công ty Betavol. Những ưu đi"><span style="color:#000000;"><strong><img border="0" height="1" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAEAAAABCAMAAAAoyzS7AAAAAXNSR0ICQMB9xQAAAANQTFRFAAAAp3o92gAAAAF0Uk5TAEDm2GYAAAAJcEhZcwAADsQAAA7EAZUrDhsAAAAZdEVYdFNvZnR3YXJlAE1pY3Jvc29mdCBPZmZpY2V/7TVxAAAACklEQVQY02NgAAAAAgABmGNs1wAAAABJRU5ErkJggg==" width="1" /></strong></span></a></span></span></p>
<p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với kích thước chỉ tương đương một đồng xu, pin BV100 mang đến khả năng tích hợp linh hoạt vào nhiều thiết bị có không gian hạn chế, giúp mở rộng đáng kể phạm vi ứng dụng trong nhiều lĩnh vực công nghệ.</span></span></span><br />
</p>
<p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>An toàn và bền vững</strong></span></span></span></p>
<p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vì trong quy trình chuyển hóa của nickel – 63 sẽ biến nó thành Đồng – 63 – một nguyên tố ổn định và không phóng xạ, từ đó giúp đảm bảo tính an toàn và giảm thiểu các tác động đến môi trường, đáp ứng các tiêu chuẩn khắt khe về phát triển công nghệ bền vững.</span></span></span><br />
<br />
<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">Khả năng vận hành trong điều kiện khắc nghiệt</strong></p>
<p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Pin BV100 có thể duy trì hiệu suất ổn định trong phạm vi nhiệt độ rộng từ -60°C đến 120°C, mang đến giải pháp năng lượng đáng tin cậy cho các thiết bị hoạt động trong các môi trường cực kỳ khắc nghiệt.<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/pin-hat-nhan-cho-dien-thoai-2.jpeg" style="width: 800px; height: 450px;" /></span></span></span></p>
<p id="nhung-ung-dung-tiem-nang">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc thương mại hóa loại pin hạt nhân siêu nhỏ này được kỳ vọng sẽ mở ra tương lai cho hàng loạt thiết bị đòi hỏi nguồn năng lượng lâu dài như vệ tinh, cảm biến AI, máy móc y tế, drone mini hay thậm chí là rô-bốt cỡ nhỏ.</span></span></span><br />
<br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">Hiện nay, không chỉ Trung Quốc mà rất nhiều quốc gia khác cũng đang đẩy mạnh phát triển pin hạt nhân. Tại Mỹ, </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); box-sizing: border-box; font-weight: bold;">City Labs</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);"> đang hợp tác với </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); box-sizing: border-box; font-weight: bold;">Viện Y tế Quốc gia</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);"> để tạo pin betavoltaic dùng </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); box-sizing: border-box; font-weight: bold;">tritium</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);"> cho các thiết bị y tế như máy trợ tim. Trong khi đó, tại Anh, </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); box-sizing: border-box; font-weight: bold;">Arkenlight</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);"> đang nghiên cứu công nghệ tương tự với vật liệu </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); box-sizing: border-box; font-weight: bold;">carbon-14</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">.</span><br />
</p>
<p style="box-sizing: border-box; margin-top: 0px; margin-bottom: 26px; overflow-wrap: break-word; font-family: Verdana, BlinkMacSystemFont, -apple-system, "Segoe UI", Roboto, Oxygen, Ubuntu, Cantarell, "Open Sans", "Helvetica Neue", sans-serif; font-size: 15px;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công ty Betavolt<b> </b>đã khẳng định họ là nhà sản xuất vật liệu bán dẫn kim cương quy mô lớn duy nhất hiện nay. </span></span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">Công nghệ pin hạt nhân của Betavolt đã đánh dấu một bước tiến đáng kể trong lĩnh vực lưu trữ năng lượng của thế giới nói chung và của Trung Quốc nói riêng. Nó hứa hẹn sẽ cung cấp cho con người nguồn năng lượng bền vững và lâu dài trong nhiều lĩnh vực thiết yếu từ thiết bị y tế cho đến thám hiểm không gian.<br />
<br />
Mặc dù hiện tại vẫn còn nhiều thách thức cần vượt qua như công suất thấp (chỉ cung cấp 100 microwatt ở 3 volt), chi phí sản xuất cao cũng như những lo ngại về phóng xạ nhưng công nghệ này vẫn là một ẩn số thú vị cần được phát triển đúng cách để con người có thể khai thác tối đa tiềm năng của nó.</span></p>
<p>
</p>
<p id="nhung-ung-dung-tiem-nang">
</p>
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'id' => '759',
'name' => 'Tìm hiểu tính năng đo bù nghiêng trên máy định vị GNSS RTK!',
'code' => null,
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'type' => 'new',
'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong quá trình khảo sát bằng máy định vị GNSS RTK sử dụng tính năng bù nghiêng là một trong những cách hiệu quả giúp bạn nâng cao hiệu suất và chất lượng của dữ liệu thu thập trong đo đạc.</span></span>',
'content' => '<h2>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Đo bù nghiêng trên máy định vị GNSS RTK là gì?</span></span></span></h2>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo bù nghiêng trên máy GPS RTK (hay còn gọi là IMU) là một tính năng mới và nổi bật của dòng máy định vị GNSS RTK. Tính năng bù nghiêng giúp đo ở nơi khó đặt sào, góc khuất, khu vực nguy hiểm,… an toàn cho người đo, thao tác dễ dàng. <br />
Trong thực tế không phải lúc nào người kỹ sư cũng có thể dựng thẳng sào máy. Tính năng bù nghiêng được sử dụng trong một số điều kiện địa hình có chướng ngại vật hoặc góc khuất điển hình như:</span></span></span><br />
<ul>
<li>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đo nằm ở góc tường, cạnh tường</span></span></span></li>
<li>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đo bị che khuất bởi các vật thể không mong muốn</span></span></span></li>
<li>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đo nằm ở các điểm khó với tới như ao, hồ, sông, suối</span></span></span></li>
<li>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đo nằm ở khu vực nguy hiểm</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong các trường hợp trên, các kỹ sư cần phải kích hoạt tính năng đo bù nghiêng để đặt chân sào vào điểm cần đo để tiến hành thu thập dữ liệu. Do đó, tính năng đo bù nghiêng là không thể thiếu, giúp cho công tác đo đạc ngoài thực địa trở nên dễ dàng và hiệu quả hơn.</span></span></span><br />
<h2>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Nguyên lý hoạt động</span></span></span></h2>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thông thường, khi khảo sát, người dùng phải để sào máy thẳng đứng, vuông góc với mặt phẳng trái đất để máy RTK thu thập được tọa độ X,Y. Còn cao độ Z thì chỉ cần lấy cao độ hiện tại máy thu thập được, trừ đi chiều cao sào máy là được.<br />
Vậy khi sào máy nghiêng, máy RTK chỉ có thể tính toán được tọa độ tại vị trí của đầu máy, làm sao để biết được tọa độ điểm tại chân máy? Câu trả lời là cảm biến IMU tích hợp bên trong máy và thuật toán được cài đặt sẵn trong main.<br />
<br />
Cảm biến IMU<br />
IMU ( viết tắt của Inertial measurement unit) – là một cảm biến được tích hợp bên trong máy RTK (Hoặc hầu hết các thiết bị điện tử) nhằm đo lường quán tính, gia tốc, tốc độ, góc nghiêng của thiết bị so với trục vuông góc với bề mặt trái đất.<br />
<br />
Hai thành phần chính cấu tạo lên cảm biến IMU:<br />
<img alt="" src="/admin/webroot/upload/image/images/gia-toc-ke-2-300x141.gif" style="width: 300px; height: 141px;" /><br />
<br />
Gia tốc kế<br />
Dùng để đo gia tốc của bản thân cảm biến IMU, thường gồm 2 hoặc 3 trục, ứng với 3 chiều không gian.<br />
<img alt="" src="/admin/webroot/upload/image/images/con-quay-hoi-chuyen.gif" style="width: 220px; height: 220px;" /><br />
Con quay hồi chuyển<br />
Dùng để đo tốc độ quay quanh một trục của cảm biến IMU, cũng như góc nghiêng của IMU so với trục vuông góc với mặt phẳng trái đất.<br />
Nhờ vào cảm biến IMU, mà máy định vị GNSS RTK có thể xác định được 2 yếu tố là góc nghiêng và hướng nghiêng của sào máy so với trục thẳng đứng. Kết hợp với chiều cao sào, máy RTK có thể biết được vị trí của nó so với điểm cần đo.</span></span></span><br />
<br />
<h2 style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">3. Ưu điểm và nhược điểm của tính năng đo bù nghiêng trên máy định vị GNSS RTK</span></h2>
<p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">- Ưu điểm: </span></p>
<ul>
<li>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng tốc độ đo đạc: Người sử dụng không cần phải mất thời gian để dựng thẳng sào máy, do đó có thể thu thập dữ liệu nhanh hơn.</span></span></span></li>
<li>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng độ chính xác: Việc sử dụng cảm biến IMU giúp loại bỏ sai số do sào máy không được dựng thẳng, do đó tọa độ điểm đo được sẽ chính xác hơn.</span></span></span></li>
<li>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng tính linh hoạt: Người sử dụng có thể đo đạc ở những khu vực khó tiếp cận, nơi mà việc dựng thẳng sào máy là khó khăn hoặc không thể thực hiện được.</span></span></span></li>
</ul>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngoài những ưu điểm trên tính năng đo bù nghiêng trên các thiết bị GPS RTK có một nhược điểm nhưng không đáng kể đó là khả năng sai số cao hơn một chút. Tuy nhiên trong quá trình đo đạc nếu các kỹ sư nắm vững được nguyên lý hoạt động của thiết bị GPS RTK cũng như điều chỉnh được điểm đặt chân sào sẽ hạn chế được những sai số trong quá trình thu thập dữ liệu, có kết quả đo chính xác.</span></span></span><br />
<br />
<h2 style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Có nên thường xuyên sử dụng tính năng đo nghiêng hay không?</span></span></span></h2>
<p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Để có thể trả lời câu hỏi này, ta phải cân nhắc đến vấn đề về độ chính xác. Khi khởi tạo tính năng đo nghiêng, máy RTK sẽ phải thêm một bước tính toán nữa để xác định tọa độ điểm đo.<br />
Tính năng đo bù nghiêng thực sự rất hữu ích giúp giảm thời gian khảo sát một cách đáng kể nhưng cũng sẽ khiến sai số tăng thêm vài cen-ti-mét. Vì vậy chúng tôi khuyến nghị chỉ nên chỉ sử dụng tính năng này khi thật sự cần thiết!</span></span></span></p>
<h2 style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); text-align: justify; margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">5. </span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); text-align: justify;">Địa chỉ mua máy RTK chính hãng:</span></h2>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
<span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">CÔNG TY CP CÔNG NGHỆ VÀ TM THÀNH ĐẠT chuyên nhập khẩu và cung cấp các máy GNSS RTK của các hãng: E-survey, Geomate, eFix, Foif, Toknav,.... tại Việt Nam. </span></span></span></p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
<br style="margin: 0px; padding: 0px;" />
<span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Liên hệ: </strong></u><br style="margin: 0px; padding: 0px;" />
<br style="margin: 0px; padding: 0px;" />
Số 145 Láng Hạ, Đống Đa, Hà Nội<br style="margin: 0px; padding: 0px;" />
Số 5/161 Nguyễn Tuân. Thanh Xuân, Hà Nội<br style="margin: 0px; padding: 0px;" />
Tel: 024.37764930<br style="margin: 0px; padding: 0px;" />
Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" />
Website: </span></span></span><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear; font-size: 13px;" target="_blank"><span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);">www.tracdiathanhdat.vn</span></a></span></span><br style="margin: 0px; padding: 0px;" />
<span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px;" />
<span style="margin: 0px; padding: 0px;"> </span><br style="margin: 0px; padding: 0px;" />
<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;">@ Luôn đồng hành cùng bạn!</strong></span></span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"> </span></span></p>
<p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
</p>
<p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px; text-align: center;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Blue Aesthetic January 2024 Calendar Desktop Wallpaper (665 x 295 px) (665 x 295 px) (1).png" style="width: 665px; height: 295px;" /></span></span></span></p>
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<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(51, 51, 51);">Định vị thi công công trình là công tác trắc địa nhằm xác định vị trí mặt <span style="box-sizing: border-box; touch-action: manipulation; color: rgb(51, 72, 98);">bằng</span> của các điểm, các đường thẳng, các điểm chi tiết của công trình xây dựng trên đất liền cũng như trên mặt nước theo đúng thiết kế.</span></span></span><span style="font-size:11.5pt;
font-family:Montserrat;color:#333333"><o:p></o:p></span></p>
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'content' => '<h2>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Tìm hiểu về định vị thi công công trình </strong></span></span></span></h2>
<br />
<p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị thi công công trình là công tác trắc địa nhằm xác định vị trí mặt bằng của các điểm, các đường thẳng, các điểm chi tiết của công trình xây dựng trên đất liền cũng như trên mặt nước theo đúng thiết kế.<br />
<br />
Định vị công trình bằng máy toàn đạc có thể hiểu là thao tác sử dụng máy toàn đạc để khảo sát, xác định vị trí tọa độ công trình chi tiết, nhanh chóng và chính xác. Các kỹ sư sẽ nhập các tham số trên bản vẽ vào máy. Sau đó, các thuật toán của máy toàn đạc sẽ xử lý những số liệu này. Cuối cùng, máy toàn đạc sẽ khảo sát, xác định chi tiết và xác thực những vị trí điểm ra thực địa. <br />
<br />
Chỉ cần trích xuất những vị trí tọa độ chính xác điểm trên bản vẽ sang <strong><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">máy toàn đạc điện tử</a> , </strong> máy sẽ xử lý các thông số này. Sau đó, máy triển khai vị trí những tim trục trên bản đồ lên thực địa. Nhờ vậy, sẽ định vị được xác thực tim trục của nền móng cho những bước thi công tiếp theo.</span></span></span></p>
<p style="text-align: center;">
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/dinh-vi-cong-trinh-bang-may-toan-dac.jpg" style="width: 620px; height: 360px;" /></span></span></span></p>
<h2>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Phương pháp thực hiện định vị công trình bằng máy toàn đạc điện tử</strong></span></span></span></h2>
<p style="text-align: center;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" 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" style="height: 411px; width: 620px;" /></span></span></span></p>
<p style="text-align: center;">
<em><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Bản vẽ mặt bằng mộtt nhà xưởng</span></span></span></em><br />
</p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Reference Line (Định ᴠị công trình theo đường chuẩn là đường thẳng): một đường chuẩn có thể được хác định bằng cách tham chiếu tới 1 đường thẳng gốc đã biết. <br />
<br />
1. Xác định đường gốc<br />
<br />
Một đường gốc được gắn ᴠới 2 điểm gốc ᴠà được хác định theo 3 cách: Đo đến điểm gốc; Nhập toạ độ bằng taу; Gọi điểm từ bộ nhớ.<br />
<br />
a) Đo tới điểm gốc. Nhập tên điểm <strong>PtID</strong> ᴠà đo bằng phím <br />
b) Với điểm gốc đã biết toạ độ tìm kiếm điểm <strong>PtID</strong> trong bộ nhớ. Nhập toạ độ bằng taу. Hiển thị những điểm ѕẵn trong máу.<br />
(1) Điểm gốc trang bị 1 <br />
(2) Điểm gốc thứ hai.<br />
(3) Đường gốc.<br />
(4) Đường chuẩn.<br />
<br />
2. Dịch chuуển/Quaу đường gốc<br />
Đường gốc được dịch chuуển ѕong ѕong, chiều dọc, chiều đứng hoặc là quaу. Tất cả các kết quả đo ѕau đó ѕẽ ảnh hưởng đến đường chuẩn.<br />
<strong>BP</strong>: Điểm gốc.<br />
<strong>BL</strong>: Đường gốc.<br />
<strong>RP</strong>: Điểm chuẩn.<br />
<strong>RL</strong>: Đường chuẩn.<br />
<strong>Off</strong>: Dịch chuуển ѕong ѕong.<br />
<strong>L</strong>: Dịch chuуển theo chiều dọc.<br />
<strong>R</strong>: Thông ѕố quaу.<br />
<br />
Nhập thông ѕố: Sử dụng phím nàу để chuуển con trỏ đến trường thông ѕố bắt buộc nhập. Ta có thể nhập các thông ѕố như ѕau:<br />
<strong>Offѕet</strong>: Dịch chuуển đường chuẩn ѕong ѕong ᴠề phía bên cần của đường gốc, ᴠào hướng của đường gốc (BP1-BP2).<br />
<strong>Line</strong>: Dịch chuуển đường chuẩn theo chiều dọc tính từ điểm gốc trước tiên theo hướng từ điểm gốc đầu tiên tới điểm gốc vật dụng hai.<br />
<strong>Rotate</strong>: Quaу đường chuẩn theo chiều kim đồng hồ хung quanh điểm gốc.<br />
<strong>Height</strong>: Đường chuẩn cao hơn đường gốc.<br />
<strong>Ref.Hgt:Point1:</strong> Chênh cao ѕo ᴠới điểm gốc chuẩn nhất.<br />
<strong>Point 2</strong>: Chênh cao ѕo ᴠới điểm gốc chuẩn hai.<br />
<strong>Interpolated:</strong> Chênh cao dọc theo đường chuẩn.<br />
<strong>No height</strong>: Chênh cao không được tính toán ᴠà hiển thị.<br />
<br />
3. Tiến hành đo hoặc chuуển ѕang chế độ chuуển điểm bề ngoài ra thực địa. Tiến hành đo đến điểm đích. Chuуển ѕang chế độ chuуển điểm bề ngoài ra thực địa.<br />
<br />
4. Ứng dụng tương trợ “Line&Offѕet”: tính toán ra ᴠị trí của điểm đo ѕo ᴠới đường chuẩn bằng cách hiển thị các lệch dọc trục, lệch ngang, chênh cao…<br />
</span></span></span><br />
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc đạc công trình hay đo đạc công trình là khảo sát và khai triển bản vẽ thiết kế của công trình ra thực địa, dùng cho thi công và giám sát xây dựng công trình đúng bản vẽ thiết kế. Quan trắc dịch chuyển của công trình ra thực địa, chuyên dụng cho thi công và giám sát xây dựng công trình đúng bản vẽ thiết kế. Công cụ đo bằng những mẫu máy đo đạc như máy kinh vĩ, máy thủy bình,máy đo khoảng cách laser, máy toàn đạc điện tử … </span></span></span></p>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiệm vụ chủ đạo của công tác trắc địa trong xây dựng là đảm bảo cho công trình được xây dựng đúng kích thước hình học và đúng vị trí thiết kế. Chỉ khi hai yêu cầu này được đáp ứng thì công trình mới mang thể vận hành an toàn. </span></span></span></p>
<h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
<span style="font-weight: var(--h2_typography-font-weight); font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">III. Những thiết bị được sử dụng trong định vị thi công công trình</span></h2>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
<li style="box-sizing: border-box;">
<span style="color:#ff0000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-tu-dong"><strong>Máy thủy bình tự động, máy thủy bình điện tử</strong></a></span></span></span><span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">:</span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Xác định cao độ, dẫn mốc cao độ, đo chênh cao, quan trắc lún…</span></span></span></li>
</ul>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
<li style="box-sizing: border-box;">
<span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">Máy toàn đạc điện tử</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span> Bố trí trí tọa độ thiết kế ra thực địa; tính toán khoảng cách ngang, đứng, góc phương vị của đường, tọa độ điểm, diện tích và bố trí đường thẳng, đường cong; dẫn lưới lập mốc đường chuyền…</span></span></span></li>
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<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
<li style="box-sizing: border-box;">
<span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">Máy định vị GNSS</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span> Khảo sát thành lập lưới khống chế tọa độ; bố trí điểm phục vụ cho công tác chuyển điểm thiết kế ra thực địa; giao hội, bố trí đường cong, tính diện tích…</span></span></span></li>
</ul>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;">
<span style="color:#000000;"><img alt="" src="/admin/webroot/upload/image/images/Banner (665 × 295 px) (31).png" style="width: 665px; height: 295px;" /></span></p>
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'title_seo' => 'Máy toàn đạc điện tử',
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'created' => '2023-05-30',
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'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
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$setting = array(
'id' => '1',
'name' => 'Công ty CP Công nghệ và Thương mại Thành Đạt',
'title' => 'Chuyên phân phối máy đo đạc, trắc địa: Máy GPS RTK, máy thủy bình, máy toàn đạc, máy scanner, UAV chính hãng (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...)',
'address_eng' => '',
'address' => '<p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Văn phòng</u></strong></span></span><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">: Số 157 Đặng Văn Ngữ, Phường Kim Liên, Hà Nội</span></span></p>
<p>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">MST:<strong><a href="javascript: void(0)" style="font-size:11px;"><span style="color:#ffffff;"> 0103764857 </span></a></strong>do Sở KHĐT TP. Hà Nội cấp ngày 28-04-2009<br />
Điện thoại: <a href="javascript: void(0)" style="font-family: tahoma, geneva, sans-serif;font-size:11px;"><span style="color: rgb(255, 255, 255);"><strong style="font-family: arial, helvetica, sans-serif;">(</strong><strong style="font-family: arial, helvetica, sans-serif;">024) 3776 4930</strong></span></a></span></span></p>
<div>
<p>
<strong style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><u>Cửa hàng</u></strong><span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">:</span></p>
</div>
<p>
<span style="font-family: tahoma, geneva, sans-serif;">- <span style="font-size:12px;">Số <strong><span style="font-size:14px;">145 </span></strong></span></span><span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">Láng Hạ, Phường Láng Hạ, Hà Nội</span></span></p>
<p>
<span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></span><br />
<br />
</p>
',
'contactinfo_eng' => '',
'taikhoan' => '<strong><span style="color:#04529a;">Số Tài khoản các ngân hàng của công ty Tân Á</span></strong><br />
<br />
1. 13022-0506-5430 - Nguyễn Văn Hiệu - Agribank - CN Trung Yên, HN<br />
2. 0011-00404-0367 - Nguyễn Văn Hiệu - Vietcombank - CN Sở Giao dịch, HN<br />
3. 711A-6202-9713 - Nguyễn Văn Hiệu - Vietinbank - CN Thanh Xuân, HN<br />
4. 190-256-018-210-13 - Nguyễn Văn Hiệu - Techcombank, Hà Nội<br />
5. 1231-0000-368-767 - Nguyễn Văn Hiệu - BIDV CN Quang Trung, Hà Nội',
'contactinfo' => '<div dir="rtl" style="text-align: left;">
<u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Văn Phòng</strong></u></div>
<div style="">
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ: Số 157 Đặng Văn Ngữ, Phường Kim Liên, Hà Nội, Việt Nam<br />
Tel: (024) 3776 4930 <br />
Fax: (024) 3776 5908<br />
Email: thanhdatsurvey.JSC@gmail.com/ tracdiathanhdat@gmail.com<br />
Hotline: <strong>0913 051 734</strong><br />
<br />
<strong><u>C</u></strong><strong><u>ửa hàng</u></strong></span></span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Số 145 Láng Hạ, Phường Láng Hạ, Hà Nội</span></span><br />
<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0942 288 388</strong></span><br />
</div>
<div style="">
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></div>
<div style="">
<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0949 322 456</strong></span></div>
<div style="">
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>VPĐD tại Tp. Hồ Chí Minh</u></strong><br />
<br />
- 1/56 Nguyễn Thái Sơn, Phường Hạnh Thông, Hồ Chí Minh</span></span><br />
<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0904 925 936</strong></span></div>
',
'telephone' => '01659 014592',
'hotline' => '0913051734',
'email' => 'tracdiathanhdat@yahoo.com',
'url' => '',
'meta_key' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax, Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ',
'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GNSS RTK, máy thủy bình, máy toàn đạc, máy laser, máy GPS cầm tay, UAV, ống nhòm (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...). Uy tín, chất lượng, giá tốt hàng đầu tại Việt Nam!',
'created' => '2012-06-05',
'modified' => '1769758152',
'youtube' => 'http://youtube.com',
'twitter' => 'https://twitter.com/',
'myspace' => 'https://myspace.com/',
'facebook' => 'https://www.facebook.com/thanhdatsurvey.jsc/',
'email2' => 'duycuong7640',
'skype' => 'hothihuyen.hn',
'yahoo' => 'duycuong7640',
'yahoo1' => 'duycuong7640',
'content' => 'Thanks for your interest in Vn Discoverytours. For a fast response, please submit this basic Quick Enquiry form below by clicking “Submit”, and we’ll get back to you by e-mail within 12 to 24 hours (in working days). For urgent booking, call us at +84 974 839 873',
'video' => '<iframe width="1280" height="720" src="https://www.youtube.com/embed/mR4kOuAkEtY" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>',
'slogan' => 'trung tâm sửa chữa và bảo hành máy giặt electrolux',
'slogan_eng' => '',
'printer' => '',
'googleplus' => '',
'bando' => '<p>
<iframe allowfullscreen="" frameborder="0" height="410" src="https://www.google.com/maps/embed?pb=!1m18!1m12!1m3!1d1680.2372398112452!2d105.81212934716025!3d21.01437303922492!2m3!1f0!2f0!3f0!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ab63b645b665%3A0xa6797ac6008687bf!2zQ-G7rWEgSMOgbmcgVHLhuq9jIMSQ4buLYQ!5e0!3m2!1svi!2s!4v1449908805279" style="border:0" width="600"></iframe></p>
',
'gioithieu' => '<p style="text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/gioithieu.png" /></p>
',
'thongtincongty' => 'Sửa máy lạnh tại nhà
Sửa máy lạnh tại HCM
Sửa tủ lạnh
Bơm ga máy lạnh ',
'trogiupkh' => 'Tai nghe Iphone
Sua may tinh tai nha
Máy Ozone Z755',
'dichvuft' => 'Sửa máy lạnh
Bảo dưỡng máy lạnh
Vệ sinh máy lạnh
Lắp đặt máy lạnh',
'bb' => '',
'zing' => '',
'hotline2' => '0912 35 65 75',
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'theh1' => 'thanhdatsurvey.JSC',
'hanoi' => '<div>
<strong>CÔNG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div>
<div>
<strong>Địa chỉ</strong> : Số 51 - Trần Duy Hưng, Trung Hòa, Cầu Giấy, Hà Nội</div>
<div>
<strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div>
<div>
<strong>Email </strong>: info@ifes.vn</div>
',
'tphcm' => '<div>
<strong>CÔNG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div>
<div>
<strong>Địa chỉ</strong> : Số 51 - Trần Duy Hưng, Trung Hòa, Cầu Giấy, Hà Nội</div>
<div>
<strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div>
<div>
<strong>Email </strong>: info@ifes.vn</div>
',
'tt' => '',
'pp' => 'https://www.facebook.com/ruaxetudong.net',
'tphcm_eng' => '',
'hanoi_eng' => '',
'hotline_eng' => '',
'name_eng' => '',
'chinhsach' => null,
'bandohn' => '<iframe frameborder="0" height="450" src="https://www.google.com/maps/embed?pb=!1m14!1m8!1m3!1d3724.958946511035!2d105.8172709!3d20.9942827!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ac91e206c757%3A0xf0f7a088bc4c72a2!2zMTg2IEtoxrDGoW5nIFRydW5nLCBUaGFuaCBYdcOibiwgSMOgIE7hu5lpLCBWaeG7h3QgTmFt!5e0!3m2!1svi!2s!4v1419913280809" style="border:0" width="600"></iframe>',
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'gt' => '<p style="text-align: justify;">
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Là công ty chuyên nhập khẩu, cung cấp và chuyển giao công nghệ các loại máy đo đạc, trắc địa phục vụ khảo sát thiết kế, xây dựng và đo vẽ bản đồ của các hãng nổi tiếng trên thế giới như: LEICA, TOPCON, NIKON, PENTAX, SOKKIA, GLUNZ, TRIMPLE, SPECTRA, GEOMAX, GARMIN..., chúng tôi cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! </span><br />
<br />
<span style="font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm cùng</span> <span style="font-family: tahoma, geneva, sans-serif;">đội ngũ nhân viên, kỹ thuật viên năng động, có trình độ cao chúng tôi tự hào và tin tưởng Quý khách hàng sẽ hài lòng khi sử dụng các sản phẩm và dịch vụ do chúng tôi cung cấp!</span></span><br />
</p>
<div style="text-align: justify;">
<span style="color:#ff9966;"><span style="font-family:comic sans ms,cursive;"><span style="font-size:14px;"><strong style="font-family: tahoma, geneva, sans-serif;">Hỗ trợ 24/7:</strong> <strong>0942 288 388/</strong></span><span style="font-size: 14px;"><strong>0949 322 456</strong> (Zalo) </span></span></span></div>
',
'gt_eng' => ''
)
$tin_ft = array(
(int) 0 => array(
'Post' => array(
'id' => '588',
'name' => 'Hướng dẫn mua hàng',
'code' => null,
'alias' => 'huong-dan-mua-hang',
'cat_id' => '4',
'price' => '0',
'type' => 'new',
'shortdes' => '',
'content' => '<p>
<span style="color:#000000;"><b><span style="font-size: 10.5pt; line-height: 107%; font-family: Verdana, sans-serif;">Cảm ơn Quý khách đã tin tưởng lựa chọn sản phẩm và dịch vụ vủa chúng tôi!</span></b><br />
<span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"> </span></span><span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"><!--[if !supportLineBreakNewLine]--><!--[endif]--></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="line-height: 107%;"><!--[if !supportLineBreakNewLine]--><!--[endif]--></span></span></span>
<p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;">Quý khách có thể mua hàng theo những cách sau:</span></span></span><br />
</p>
<p>
<span style="color: rgb(0, 0, 0); font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Cách 1: </strong>Đặt hàng trực tiếp tại mục ĐẶT HÀNG (Thêm vào giỏ hàng) trên website: </span></span><span style="font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://maytracdiasaoviet.vn/" target="_blank"><span style="color:#000000;">https://tracdiathanhdat.vn/</span></a></span></span><span style="color: rgb(0, 0, 0); font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;">.</span></span></p>
<p>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngay sau khi tiếp nhận thông tin đặt hàng, nhân viên kinh doanh công ty sẽ gọi điện cho quý khách để xác nhận đơn hàng và tiến hành giao hàng cho quý khách ngay trong ngày.</span></span></span></p>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Cách 2: </strong>Đặt hàng trực tiếp qua số hotline của công ty <br />
<br />
– Tại trụ sở Hà Nội: <strong>0913 051 734 </strong></span></span></span><span style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Zalo/Call)</span><br />
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">– Tại VPGD Hồ Chí Minh:<strong> 0904 925 936 </strong></span></span></span><span style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Zalo/Call)</span><br />
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Cách 3: </strong>Quý khách mua hàng trực tiếp tại địa chỉ sau:<br />
<br />
<strong>CÔNG TY CP CÔNG NGHỆ VÀ THƯƠNG MẠI THÀNH ĐẠT</strong></span></span></span><br />
<div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;">
<br style="margin: 0px; padding: 0px;" />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- 145 Láng Hạ, Đống Đa, Hà Nội</span><br />
<br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- 5/161 Nguyễn Tuân, Thanh Xuân, Hà Nội</span></div>
<div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;">
</div>
<div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">- 1/56 Nguyễn Thái Sơn, Phường 3, Quận Gò Vấp, Hồ Chí Minh</span></span><br style="margin: 0px; padding: 0px;" />
<br />
Rất mong được hợp tác với Quý khách hàng trên cả nước.<br />
<br />
Trân trọng!</span></span></span></div>
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'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...',
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'Post' => array(
'id' => '586',
'name' => 'Chính sách thanh toán',
'code' => null,
'alias' => 'chinh-sach-thanh-toan',
'cat_id' => '4',
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'type' => 'new',
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'content' => '<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"><b><span style="font-size: 10.5pt; line-height: 107%; font-family: Verdana, sans-serif;">Cảm ơn Quý khách đã tin tưởng lựa chọn sản phẩm và dịch vụ vủa chúng tôi!</span></b><br />
<br />
<span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"> <!--[if !supportLineBreakNewLine]--><!--[endif]--></span> </span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;">Chúng tôi c</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">hấp nhận các hình thức thanh toán bằng tiền mặt, chuyển khoản theo đúng quy định pháp luật. </span></span></p>
<p style="margin: 0px 0px 1.3em; padding: 0px; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
<img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (22).png" style="width: 320px; height: 183px;" /></p>
<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Quý khách có thể chọn các phương thức thanh toán sau đây:</span></span><br />
<br />
<strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">I. Thanh toán trực tiếp tại cửa hàng<br />
<br />
II. Thanh toán qua hình thức chuyển khoản</span></strong><br />
<br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Thông tin tài khoản:</span></span></p>
<p style="margin: 0px 0px 1.3em; padding: 0px; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
<strong style="color: rgb(0, 0, 0); margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"><em>Chủ tài khoản</em>: CÔNG TY CP CÔNG NGHỆ VÀ THƯƠNG MẠI THÀNH ĐẠT</strong></p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em style="margin: 0px; padding: 0px;"><strong>Số tài khoản</strong></em><em style="margin: 0px; padding: 0px;">: <strong>0611001648635</strong> tại Ngân hàng TMCP Ngoại thương Việt Nam, chi nhánh Ba Đình<br />
<br />
<strong>Nội dung chuyển khoản</strong>: Tên công ty - Thông tin sản phẩm đã mua – Số điện thoại người chuyển tiền</em></span></span></span><br />
<br />
<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Sau khi chuyển khoản hãy thông báo lại cho chúng tôi để chúng tôi kiểm tra và xác nhận lại cho Quý khách.</span></span><br />
<br />
<strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">III. Thanh toán khi nhân viên đến giao nhận hàng</span></strong></span></p>
<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66);">
<span style="color:#000000;"><font face="tahoma, geneva, sans-serif"><span style="font-size: 14px;">Quý khách hàng thanh toán trực tiếp bằng tiền mặt cho nhân viên giao hàng của chúng tôi ngay khi kiểm tra và nhận hàng.<br />
<br />
Mọi phản hồi và thắc mắc về việc thanh toán, Quý khách liên hệ <strong>0942 288 388</strong> để được tư vấn.</span></font><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trân trọng!</span></span></span></p>
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'lft' => '47',
'rght' => '48',
'pos' => '3',
'status' => '0',
'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...',
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'created' => '2015-12-02',
'modified' => '2025-10-29',
'slug' => 'chinh-sach-ban-hang-1',
'cate' => '4',
'link' => 'dich-vu',
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'Post' => array(
'id' => '587',
'name' => 'Chính sách vận chuyển',
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'content' => '<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><span style="font-family:verdana,geneva,sans-serif;">Cảm ơn Quý khách đã tin tưởng lựa chọn sản phẩm và dịch vụ vủa chúng tôi!</span></strong><br />
<br />
Chúng tôi hỗ trợ giao hàng toàn quốc cho Quý khách mua hàng tại hệ thống cửa hàng của chúng tôi.</span></span><br />
</div>
<div>
<p style="margin: 0in 0in 7.5pt; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">
<span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;">Sau khi nhận được thông tin đặt hàng chúng tôi sẽ lập tức xử lý đơn hàng và phản hồi lại thông tin cho khách hàng về việc thanh toán và giao nhận.<br />
<br />
<strong>> Thời gian giao hàng </strong><br />
<br />
- Trong vòng 24 giờ nếu địa điểm giao hàng <b style="color: rgb(74, 74, 74); box-sizing: border-box;">≤ 20 km</b> tính từ cửa hàng của chúng tôi.</span></span></p>
<p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Trong vòng 1-2 ngày nếu địa điểm giao hàng nằm trong phạm vi <b style="box-sizing: border-box">50 - 100 km</b> </span></span><span style="font-family: Arial, sans-serif;"><o:p></o:p></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">tính từ cửa hàng của chúng tôi.<br />
<br />
- Trong vòng 3-5 ngày</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> nếu địa điểm giao hàng từ <strong>20</strong></span><b style="font-family: tahoma, geneva, sans-serif; font-size: 14px; box-sizing: border-box;">0 km</b><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> trở lên </span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">tính từ cửa hàng của chúng tôi.</span></p>
<p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;">
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trước khi vận chuyển, bộ phận giao nhận sẽ liên lạc với Quý khách hàng để xác nhận khoảng thời gian và địa điểm giao hàng cụ thể.</span></p>
<p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;">
<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">> Phí vận chuyển</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"> sẽ được tính theo từng giá trị đơn hàng và được thoả thuận giữa hai bên ngay trước khi giao hàng. </span></p>
<p style="margin: 0in 0in 7.5pt; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">
<span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px;">Mọi thắc mắc liên quan đến việc giao hàng, Quý khách hàng liên hệ số điện thoại <strong>0942 288 388</strong> để được giải đáp và giải quyết kịp thời.<br />
<br />
Trân trọng!</span></span></span></p>
</div>
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'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
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'type' => 'new',
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'content' => '<span style="color:#000000;"><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Chúng tôi hỗ trợ đổi trả sản phẩm trong vòng 07 ngày nếu lỗi phát sinh do nhà sản xuất.<br />
<br />
Trong thời gian đổi trả, Công ty CP Công nghệ và Thương mại Thành Đạt sẽ hỗ trợ cung cấp máy móc thay thế kịp thời để công việc khảo sát, đo đạc của Quý khách không bị gián đoạn. Chi phí vận chuyển cho việc đổi trả do hai bên tự thoả thuận.</span><br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" />
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Điều kiện đổi trả: </span></span></strong></span><br />
<ul>
<li style="box-sizing: border-box;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm phải còn nguyên tem mác.</span></span></span></li>
<li style="box-sizing: border-box;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm bị lỗi do nhà sản xuất.</span></span></span></li>
<li style="box-sizing: border-box;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm không đúng như đơn đặt hàng.</span></span></span></li>
<li style="box-sizing: border-box;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số lần đổi trả cho 1 sản phẩm là 1 lần</span></span></span></li>
</ul>
<br />
<div style="text-align: start;">
<span style="color:#000000;"><strong><span style="text-align: justify;"><font face="tahoma, geneva, sans-serif"><span style="font-size: 14px;">> </span></font><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Việc đổi trả sẽ không được chấp nhận nếu:</span> <span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"> </span></span></strong></span></div>
<ul>
<li>
<span style="color:#000000;"><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Trong quá trình sử dụng sản phẩm Quý khách không tuân thủ các chỉ dẫn của Nhà sản xuất.</span></span></li>
<li>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="text-align: justify;">S</span>ản phẩm bị trầy xước, không nguyên vẹn</span></span></span></li>
</ul>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngoài ra, chúng tôi cũng hỗ trợ đổi trả sản phẩm vì lý do chủ quan của Quý khách hàng ( muốn đổi sang sản phẩm cùng chủng loại nhưng khác về màu sắc, hãng sản xuất hay thông số kỹ thuật). Chi phí cho việc đổi trả này do Quý khách hàng chịu.</span></span><br />
<br />
<span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;"><img alt="" src="https://tracdiathanhdat.vn/admin/webroot/upload/image/images/lien-he.jpg" style="margin: 0px; padding: 8px 0px; height: 36px; max-width: 100%; vertical-align: middle; border: 0px; opacity: 1; font-size: 13px; width: 38px;" /><span style="margin: 0px; padding: 0px; font-size: 13px;"> </span></strong></span></span><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;"> </strong></span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Liên hệ hotline <strong>0913 051 734</strong> để được tư vấn đổi trả theo đúng qui định.</span></span>',
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'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
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<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><span style="color: rgb(66, 66, 66); text-align: justify;">Tất cả các sản phẩm mua tại hệ thống cửa hàng của chúng tôi đều được bảo hành chính hãng theo quy định của nhà sản xuất. </span><br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" />
<br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" />
<span style="color: rgb(66, 66, 66); text-align: justify;">Chúng tôi hỗ trợ kỹ thuật 24/7 qua số hotline <strong>0913 051 734</strong> trong suốt quá trình Quý khách sử dụng sản phẩm.</span></span></span></div>
<div>
<br />
<strong><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">1. Sản phẩm được bảo hành miễn phí: </span></span></strong><br />
<br />
<ul>
<li>
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm sẽ được bảo hành miễn phí nếu sản phẩm đó còn thời hạn bảo hành (được tính kể từ ngày mua hàng).</span></span></li>
<li>
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Thời hạn bảo hành được ghi trên Tem Bảo Hành và theo quy định của từng Nhà sản xuất đối với tất cả các sự cố về mặt kỹ thuật.</span></span></li>
<li>
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Có Tem bảo hành trên sản phẩm.</span></span></li>
<li>
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Khi sản phẩm có sự cố kĩ thuật chúng tôi sẽ trực tiếp khắc phục sự cố tại cửa hàng hoặc thay mặt khách hàng mang sản phẩm tới Trung Tâm Bảo Hành của hãng.</span></span></li>
</ul>
<br />
<strong><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">2. Những trường hợp không được bảo hành (sửa chữa có tính phí): </span></span></strong><br />
<br />
<ul>
<li>
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm đã quá thời hạn bảo hành hoặc không có Tem bảo hành trên máy.</span></span></li>
<li>
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm bị hư hỏng do tác động cơ học làm rơi, vỡ, va đập, trầy xước, móp méo, ẩm ướt, hoen rỉ, chảy nước hoặc do hỏa hoạn, thiên tai gây nên.</span></span></li>
<li>
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm bị hỏng do sử dụng không đúng cách, sử dụng sai điện áp quy định.</span></span></li>
<li>
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Tự ý tháo dỡ, sửa chữa sản phẩm</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trân trọng!</span></span><br />
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"> </span></span></div>
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<h2 style="text-align: justify;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">1. Mục đích thu nhập thông tin cá nhân</span></span></span></span></h2>
<p style="text-align: justify;">
<br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(51, 51, 51);">Thông tin cá nhân mà chúng tôi thu thập bao gồm: họ tên, địa chỉ giao hàng, địa chỉ email, số điện thoại cố định, số điện thoại di động, cookies.</span></p>
<ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Đối với các giao dịch thanh toán qua cổng thanh toán trực tuyến, Chúng tôi không lưu trữ thông tin số tài khoản, số thẻ ngân hàng của khách hàng, những thông tin này sẽ được cổng thanh toán lưu trữ để phục vụ việc đối soát giao dịch.</span></span></span></span></li>
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Thông tin cá nhân khách hàng sẽ được sử dụng cho một hoặc tất cả các mục đích sau đây:</span></span></span></span>
<ul style="margin: 0px; padding: 0px 0px 0px 15px;">
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Giao hàng cho quý khách đã mua hàng</span></span></span></span></li>
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Thông báo về việc giao hàng và hỗ trợ khách hàng</span></span></span></span></li>
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Cung cấp thông tin liên quan đến sản phẩm</span></span></span></span></li>
</ul>
</li>
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ngoài ra, chúng tôi sẽ sử dụng thông tin của quý khách cung cấp để hỗ trợ quản lý tài khoản khách hàng (nếu có); xác nhận và thực hiện các giao dịch tài chính liên quan đến các khoản thanh toán trực tuyến của quý khách;</span></span></span></span></li>
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Chúng tôi không được phép thu nhập thông tin nếu khách hàng không tự nguyện, cũng không sử dụng phương thức thu thập thông tin khách hàng bằng các hình thức bất hợp pháp.</span></span></span></span></li>
</ul>
<p style="text-align: justify;">
</p>
<h2 style="text-align: justify;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">2. Phạm vi sử dụng thông tin</span></span></span></span></h2>
<br />
<ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Thông tin cá nhân thu thập được sẽ chỉ được sử dụng trong nội bộ công ty.</span></span></span></span></li>
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Chúng tôi có thể chia sẻ tên và địa chỉ của quý khách cho dịch vụ chuyển phát nhanh có uy tín để giao hàng cho quý khách theo cam kết.</span></span></span></span></li>
</ul>
<p style="text-align: justify;">
</p>
<h2 style="text-align: justify;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">3. Thời gian lưu trữ thông tin</span></span></span></span></h2>
<p style="text-align: justify;">
<br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(51, 51, 51); text-align: justify;">Thông tin khách hàng được lưu trữ nội bộ cho đến khi có yêu cầu xóa thông tin từ phía khách hàng.</span></p>
<div style="margin: 0px; padding: 0px; line-height: 20px;">
<div>
<div style="text-align: justify;">
</div>
<h2 style="text-align: justify;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Những người hoặc tổ chức có thể được tiếp cận với thông tin </span></span></h2>
<br />
<div style="text-align: justify;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đối tượng được tiếp cận với thông tin cá nhân của khách hàng thuộc một trong những trường hợp sau:</span></span><br />
</div>
<div style="text-align: justify;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Nhân viên của Công ty Cổ phần Công nghệ và thương mại Thành Đạt</span></span></div>
<div style="text-align: justify;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Các đối tác có ký hợp đồng thực hiện 1 phần dịch vụ của Công ty. Các đối tác này sẽ nhận được những thông tin theo thỏa thuận hợp đồng (có thể 1 phần hoặc toàn bộ thông tin tuy theo điều khoản hợp đồng) để tiến hành hỗ trợ người dùng sử dụng dịch vụ do Công ty cung cấp.</span></span></div>
<div style="text-align: justify;">
</div>
<h2 style="text-align: justify;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Địa chỉ của đơn vị thu thập và quản lý thông tin</span></span></h2>
<div style="text-align: justify;">
<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">(bao gồm cách thức liên lạc để người tiêu dùng có thể hỏi về hoạt động thu thập, xử lý thông tin liên quan đến cá nhân mình)</span></span></em></div>
<div style="text-align: justify;">
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ của đơn vị thu thập và quản lý thông tin:</span></span><br />
</div>
<div style="text-align: justify;">
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Công ty Cổ phần Công nghệ và thương mại Thành Đạt </span></span></strong></div>
<div style="text-align: justify;">
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Địa chỉ: số 157 phố Đặng Văn Ngữ, P. Phương Liên, Q. Đống Đa, Tp. Hà Nội</span></span></strong></div>
<div style="text-align: justify;">
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Điện thoại: 0243 7764930</span></span></strong></div>
<div style="text-align: justify;">
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Email: tracdiathanhdat@gmail.com<span style="white-space: pre;"> </span></span></span></strong></div>
</div>
</div>
<p style="text-align: justify;">
<br />
<span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Người dùng có thể gọi điện tới tổng đài hỗ trợ và chăm sóc khách hàng </span><strong style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify; margin: 0px; padding: 0px;">0949 322 456</strong><span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"> để điều chỉnh hoặc xóa đi dữ liệu cá nhân của mình.</span><br />
</p>
<h2 style="text-align: justify;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">6. Cam kết bảo mật thông tin cá nhân khách hàng</span></span></span></span></h2>
<br />
<ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Không bán, chia sẻ hay trao đổi thông tin cá nhân của khách hàng thu thập trên trang web cho một bên thứ ba nào khác.</span></span></span></span></li>
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ngoại trừ các trường hợp về sử dụng thông tin cá nhân như đã nêu trong chính sách này,chúng tôi cam kết không tiết lộ thông tin cá nhân của bạn ra ngoài. Trong một số trường hợp, chúng tôi có thể thuê một đơn vị độc lập để tiến hành các dự án nghiên cứu thị trường và khi đó thông tin của bạn sẽ được cung cấp cho đơn vị này để tiến hành dự án. Bên thứ ba này sẽ bị ràng buộc bởi một thỏa thuận về bảo mật mà theo đó họ chỉ được phép sử dụng những thông tin được cung cấp cho mục đích hoàn thành dự án.</span></span></span></span></li>
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Chúng tôi có thể tiết lộ hoặc cung cấp thông tin cá nhân của bạn trong các trường hợp thật sự cần thiết như sau: (a) khi có yêu cầu của các cơ quan pháp luật; (b) trong trường hợp mà chúng tôi tin rằng điều đó sẽ giúp chúng tôi bảo vệ quyền lợi chính đáng của mình trước pháp luật.</span></span></span></span></li>
</ul>
<p style="text-align: justify;">
</p>
<h2 style="text-align: justify;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">7. Thay đổi về chính sách</span></span></span></span></h2>
<p style="text-align: justify;">
<br style="margin: 0px; padding: 0px;" />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">Nội dung của “Chính sách bảo mật” này có thể thay đổi để phù hợp với các nhu cầu của Công Ty CP Công nghệ và Thương Mại Thành Đạt cũng như nhu cầu và sự phản hồi từ khách hàng (nếu có). </span></span></span></span></p>
</div>
<div style="text-align: justify;">
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chúng tôi hiểu rằng quyền lợi của bạn trong việc bảo vệ thông tin cá nhân cũng chính là trách nhiệm của chúng tôi nên trong bất kỳ trường hợp có thắc mắc, góp ý nào liên quan đến chính sách bảo mật, việc thông tin cá nhân bị sử dụng sai mục đích vui lòng liên hệ qua số điện thoại <strong>0949 322 456</strong> hoặc gửi phản hồi về địa chỉ email: <em><strong>tracdiathanhdat@gmail.com.</strong></em><br />
<br />
Trân trọng!</span></span></div>
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'slug' => 'trang-chu'
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),
(int) 1 => array(
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),
(int) 2 => array(
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),
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'name' => 'Hãng sản xuất',
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(int) 4 => array(
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),
(int) 5 => array(
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),
(int) 6 => array(
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'yahoo' => 'duycuong7640',
'skype' => 'duycuong7640',
'pos' => '0',
'created' => '2013-09-13',
'modified' => '2015-05-05',
'status' => '1',
'yahoo1' => 'duycuong7640',
'skype1' => '',
'hotline' => '0987 654 999',
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'name1' => ''
)
),
(int) 1 => array(
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'phone' => '3252 436 432',
'yahoo' => 'duycuong7640',
'skype' => 'tuvantubep',
'pos' => '0',
'created' => '2014-01-15',
'modified' => '2015-05-05',
'status' => '1',
'yahoo1' => 'duycuong7640',
'skype1' => '',
'hotline' => '0987 654 999',
'email' => '',
'name1' => ''
)
)
)
$content_for_layout = '<style>
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#ez-toc-container.selected{
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'images' => '20210610092105c4c65c2e1f678ba44aa520651fee3941.png',
'lft' => '60',
'rght' => '61',
'pos' => '0',
'status' => '1',
'title_seo' => 'Chuyên cung cấp máy thủy bình, máy kinh vĩ, máy toàn đạc điện tử, máy RTK của hãng Sokkia, Nhật Bản',
'meta_key' => 'Chuyên cung cấp máy thủy bình, máy kinh vĩ, máy toàn đạc điện tử, máy RTK của hãng Sokkia, Nhật Bản',
'meta_des' => '',
'created' => '2015-12-10',
'modified' => '2022-07-26',
'slug' => 'sokkia',
'cate' => '4',
'link' => 'hang-san-xuat',
'name_eng' => '',
'name_tq' => '',
'type' => 'product',
'hot' => '0',
'content' => '',
'display' => '0',
'content_eng' => null
)
),
(int) 4 => array(
'Catproduct' => array(
'id' => '29',
'name' => 'SINCON',
'parent_id' => '20',
'alias' => 'sincon',
'images' => '2022072615422366cadef07c67a314389a824fd8fa0cd1.png',
'lft' => '62',
'rght' => '63',
'pos' => '0',
'status' => '1',
'title_seo' => 'Chuyên cung cấp máy laser của hãng Sincon, Hàn Quốc ',
'meta_key' => 'Chuyên cung cấp máy laser của hãng Sincon, Hàn Quốc ',
'meta_des' => '',
'created' => '2015-12-10',
'modified' => '2022-07-26',
'slug' => 'sincon',
'cate' => '4',
'link' => 'hang-san-xuat',
'name_eng' => '',
'name_tq' => '',
'type' => 'product',
'hot' => '0',
'content' => '',
'display' => '0',
'content_eng' => null
)
),
(int) 5 => array(
'Catproduct' => array(
'id' => '30',
'name' => 'PENTAX',
'parent_id' => '20',
'alias' => 'pentax',
'images' => '20220726154338e5b565ee90394bde9f504d9c6ef027d1.png',
'lft' => '64',
'rght' => '65',
'pos' => '0',
'status' => '1',
'title_seo' => 'Chuyên cung cấp máy thủy bình, máy toàn đạc của hãng Pentax, Nhật Bản ',
'meta_key' => 'Chuyên cung cấp máy thủy bình, máy toàn đạc của hãng Pentax, Nhật Bản ',
'meta_des' => '',
'created' => '2015-12-10',
'modified' => '2022-07-26',
'slug' => 'pentax',
'cate' => '4',
'link' => 'hang-san-xuat',
'name_eng' => '',
'name_tq' => '',
'type' => 'product',
'hot' => '0',
'content' => '',
'display' => '0',
'content_eng' => null
)
),
(int) 6 => array(
'Catproduct' => array(
'id' => '41',
'name' => 'BOSCH',
'parent_id' => '20',
'alias' => 'bosch',
'images' => '202106100919406dfbdad43b3c77f4b0330fe15ed73d59.png',
'lft' => '66',
'rght' => '67',
'pos' => '0',
'status' => '1',
'title_seo' => 'Chuyên cung cấp máy đo khoảng cách laser của hãng BOSCH, Đức ',
'meta_key' => 'Chuyên cung cấp máy đo khoảng cách laser của hãng BOSCH, Đức ',
'meta_des' => '',
'created' => '2015-12-16',
'modified' => '2022-07-26',
'slug' => 'bosch',
'cate' => '4',
'link' => 'hang-san-xuat',
'name_eng' => '',
'name_tq' => '',
'type' => 'product',
'hot' => '0',
'content' => '',
'display' => '0',
'content_eng' => null
)
),
(int) 7 => array(
'Catproduct' => array(
'id' => '42',
'name' => 'GARMIN',
'parent_id' => '20',
'alias' => 'garmin',
'images' => '20210610091954dec8b1ac1258d33ac95d675366558a27.png',
'lft' => '68',
'rght' => '69',
'pos' => '0',
'status' => '1',
'title_seo' => 'Chuyên cung cấp máy định vị vệ tinh GPS cầm tay của hãng Garmin.',
'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS cầm tay của hãng Garmin.',
'meta_des' => '',
'created' => '2015-12-16',
'modified' => '2022-07-26',
'slug' => 'garmin',
'cate' => '4',
'link' => 'hang-san-xuat',
'name_eng' => '',
'name_tq' => '',
'type' => 'product',
'hot' => '0',
'content' => '',
'display' => '0',
'content_eng' => null
)
),
(int) 8 => array(
'Catproduct' => array(
'id' => '53',
'name' => 'TRIMPLE',
'parent_id' => '20',
'alias' => 'trimple',
'images' => '202106100916356e86acaefc0c77a6c2b6b013195360fc.png',
'lft' => '72',
'rght' => '73',
'pos' => '0',
'status' => '1',
'title_seo' => 'Chuyên cung cấp máy toàn đạc điện tử, máy định vị vệ tinh RTK của hãng Trimple, Mỹ',
'meta_key' => 'Chuyên cung cấp máy toàn đạc điện tử, máy định vị vệ tinh RTK của hãng Trimple, Mỹ',
'meta_des' => '',
'created' => '2021-03-25',
'modified' => '2022-07-26',
'slug' => 'trimple',
'cate' => '4',
'link' => 'hang-san-xuat',
'name_eng' => '',
'name_tq' => '',
'type' => 'product',
'hot' => '0',
'content' => '',
'display' => '0',
'content_eng' => null
)
),
(int) 9 => array(
'Catproduct' => array(
'id' => '54',
'name' => 'YAMAYO',
'parent_id' => '20',
'alias' => 'yamayo',
'images' => '20250304144305099e3740a2e7a44a3eb780140945ddeb.jpg',
'lft' => '74',
'rght' => '75',
'pos' => '0',
'status' => '1',
'title_seo' => 'Yamayo, OTR50M, WL50, RWL50, RWL100',
'meta_key' => 'Yamayo, OTR50M, WL50, RWL50, RWL100',
'meta_des' => '',
'created' => '2021-03-25',
'modified' => '2025-03-04',
'slug' => 'yamayo',
'cate' => '4',
'link' => 'hang-san-xuat',
'name_eng' => 'YAMAYO',
'name_tq' => '',
'type' => 'product',
'hot' => '0',
'content' => '',
'display' => '0',
'content_eng' => null
)
),
(int) 10 => array(
'Catproduct' => array(
'id' => '55',
'name' => 'MOTOROLA',
'parent_id' => '20',
'alias' => 'motorola',
'images' => '20210610091717fec77d1750ac5d6fc20d72f1858f8efa.jpg',
'lft' => '76',
'rght' => '77',
'pos' => '0',
'status' => '1',
'title_seo' => 'Chuyên cung cấp các loại máy bộ đàm của hãng Motorola.',
'meta_key' => 'Chuyên cung cấp các loại máy bộ đàm của hãng Motorola.',
'meta_des' => '',
'created' => '2021-03-25',
'modified' => '2022-07-26',
'slug' => 'motorola',
'cate' => '4',
'link' => 'hang-san-xuat',
'name_eng' => '',
'name_tq' => '',
'type' => 'product',
'hot' => '0',
'content' => '',
'display' => '0',
'content_eng' => null
)
),
(int) 11 => array(
'Catproduct' => array(
'id' => '56',
'name' => 'KENWOOD',
'parent_id' => '20',
'alias' => 'kenwood',
'images' => '202106100917505bfc38e4b61dfbcec432afe2401b7aab.jpg',
'lft' => '78',
'rght' => '79',
'pos' => '0',
'status' => '1',
'title_seo' => 'Chuyên cung cấp các loại máy bộ đàm của hãng Kenwood',
'meta_key' => 'Chuyên cung cấp các loại máy bộ đàm của hãng Kenwood',
'meta_des' => '',
'created' => '2021-03-25',
'modified' => '2022-07-26',
'slug' => 'kenwood',
'cate' => '4',
'link' => 'hang-san-xuat',
'name_eng' => '',
'name_tq' => '',
'type' => 'product',
'hot' => '0',
'content' => '',
'display' => '0',
'content_eng' => null
)
),
(int) 12 => array(
'Catproduct' => array(
'id' => '57',
'name' => 'E-survey',
'parent_id' => '20',
'alias' => 'e-survey',
'images' => '202106100924449ae0203587dac2c926858aed43463b0e.png',
'lft' => '80',
'rght' => '81',
'pos' => '0',
'status' => '1',
'title_seo' => '',
'meta_key' => '',
'meta_des' => '',
'created' => '2021-06-10',
'modified' => '2021-06-10',
'slug' => 'e-survey',
'cate' => '4',
'link' => 'hang-san-xuat',
'name_eng' => '',
'name_tq' => '',
'type' => 'product',
'hot' => '0',
'content' => '',
'display' => '0',
'content_eng' => null
)
),
(int) 13 => array(
'Catproduct' => array(
'id' => '58',
'name' => 'SOUTH',
'parent_id' => '20',
'alias' => 'south',
'images' => '202207261549514abef40acde72e6a887be4f0bcc4aa38.png',
'lft' => '82',
'rght' => '83',
'pos' => '0',
'status' => '1',
'title_seo' => 'Chuyên cung cấp các loại máy đo đạc, trắc địa của hãng South, Trung Quốc',
'meta_key' => 'Chuyên cung cấp các loại máy đo đạc, trắc địa của hãng South, Trung Quốc',
'meta_des' => '',
'created' => '2021-06-10',
'modified' => '2022-07-26',
'slug' => 'south',
'cate' => '4',
'link' => 'hang-san-xuat',
'name_eng' => '',
'name_tq' => '',
'type' => 'product',
'hot' => '0',
'content' => '',
'display' => '0',
'content_eng' => null
)
),
(int) 14 => array(
'Catproduct' => array(
'id' => '59',
'name' => 'Hi-Target',
'parent_id' => '20',
'alias' => 'hi-target',
'images' => '20210805104224ad08bf300c9716f116fdf7cfe4fb0d15.png',
'lft' => '84',
'rght' => '85',
'pos' => '0',
'status' => '1',
'title_seo' => 'Máy định vị vệ tinh 2 tần số RTK GNSS',
'meta_key' => 'Trắc địa Thành Đạt chuyên cung cấp máy đinh vị vệ tinh GNSS RTK của hãng hi- Target tại Việt Nam',
'meta_des' => '',
'created' => '2021-08-05',
'modified' => '2022-07-26',
'slug' => 'hi-target',
'cate' => '4',
'link' => 'hang-san-xuat',
'name_eng' => '',
'name_tq' => '',
'type' => 'product',
'hot' => '0',
'content' => '',
'display' => '0',
'content_eng' => null
)
),
(int) 15 => array(
'Catproduct' => array(
'id' => '60',
'name' => 'DJI',
'parent_id' => '20',
'alias' => 'dji',
'images' => '20211029213224d3b8cf8b9c797942fe68565e4ed2d8c3.png',
'lft' => '86',
'rght' => '87',
'pos' => '0',
'status' => '1',
'title_seo' => 'UAV Phantom 4 RTK, Matrice 300 RTK',
'meta_key' => 'Trắc địa Thành Đạt chuyên cung cấp các sản phẩm của DJI tại Việt Nam',
'meta_des' => 'Trắc địa Thành Đạt',
'created' => '2021-10-29',
'modified' => '2022-07-26',
'slug' => 'dji',
'cate' => '4',
'link' => 'hang-san-xuat',
'name_eng' => '',
'name_tq' => '',
'type' => 'product',
'hot' => '0',
'content' => '',
'display' => '0',
'content_eng' => null
)
),
(int) 16 => array(
'Catproduct' => array(
'id' => '61',
'name' => 'CHCNAV',
'parent_id' => '20',
'alias' => 'chcnav',
'images' => '20211029213606b0e864a6eccfc779c8119f5a4468797f.png',
'lft' => '88',
'rght' => '89',
'pos' => '0',
'status' => '1',
'title_seo' => 'Chuyên máy định vị vệ tinh 2 tần số GNSS',
'meta_key' => 'Trắc địa Thành Đạt chuyên cung cấp máy GNSS của hãng CHCNAV tại Việt Nam',
'meta_des' => 'Trắc địa Thành Đạt',
'created' => '2021-10-29',
'modified' => '2022-07-26',
'slug' => 'chcnav',
'cate' => '4',
'link' => 'hang-san-xuat',
'name_eng' => '',
'name_tq' => '',
'type' => 'product',
'hot' => '0',
'content' => '',
'display' => '0',
'content_eng' => null
)
),
(int) 17 => array(
'Catproduct' => array(
'id' => '62',
'name' => 'Spectra Geospatial & Spectra Precision',
'parent_id' => '20',
'alias' => 'spectra-geospatial-spectra-precision',
'images' => '202110292145189c59beff6f01c3dd3843a0eef575a8fd.png',
'lft' => '90',
'rght' => '91',
'pos' => '0',
'status' => '1',
'title_seo' => 'Nikon, Spectra Geospatial và Spectra Precision là những thương hiệu được thành lập lâu đời, đứng đầu trên thế giới về thiết bị trắc địa, thiết bị khảo sát xây dựng và máy thi công laser. ',
'meta_key' => 'Trắc địa Thành Đạt
',
'meta_des' => 'Trắc địa Thành Đạt',
'created' => '2021-10-29',
'modified' => '2022-07-26',
'slug' => 'spectra-geospatial-spectra-precision',
'cate' => '4',
'link' => 'hang-san-xuat',
'name_eng' => '',
'name_tq' => '',
'type' => 'product',
'hot' => '0',
'content' => '',
'display' => '0',
'content_eng' => null
)
),
(int) 18 => array(
'Catproduct' => array(
'id' => '65',
'name' => 'eFix',
'parent_id' => '20',
'alias' => 'efix',
'images' => '20220713122211fbe3d1863b974d6d492ac3c1ea44c779.png',
'lft' => '92',
'rght' => '93',
'pos' => '0',
'status' => '1',
'title_seo' => 'Efix là nhà cung cấp thiết bị GNSS RTK chuyên nghiệp, tin cậy, dễ sử dụng, tiết kiệm chi phí có trụ sở tại Thượng Hải, Trung Quốc.',
'meta_key' => 'Trắc địa Thành Đạt chuyên cung cấp máy GNSS EFIX tại Việt Nam',
'meta_des' => '',
'created' => '2022-07-13',
'modified' => '2022-07-13',
'slug' => 'efix',
'cate' => '4',
'link' => 'hang-san-xuat',
'name_eng' => '',
'name_tq' => '',
'type' => 'product',
'hot' => '0',
'content' => '',
'display' => '0',
'content_eng' => null
)
),
(int) 19 => array(
'Catproduct' => array(
'id' => '66',
'name' => 'GeoMax',
'parent_id' => '20',
'alias' => 'geomax',
'images' => '20220726152511ff685590317f1330efc73f396ac92cd7.jpg',
'lft' => '94',
'rght' => '95',
'pos' => '0',
'status' => '1',
'title_seo' => 'Chuyên cung cấp các loại máy toàn đạc điện tử, máy thủy bình Geomax tại Việt Nam',
'meta_key' => 'Trắc địa Thành Đạt chuyên cung cấp máy toàn đạc điện tử, máy thủy bình của hãng Geomax tại Việt Nam',
'meta_des' => '',
'created' => '2022-07-26',
'modified' => '2024-06-10',
'slug' => 'geomax',
'cate' => '4',
'link' => 'hang-san-xuat',
'name_eng' => '',
'name_tq' => '',
'type' => 'product',
'hot' => '0',
'content' => '',
'display' => '0',
'content_eng' => null
)
),
(int) 20 => array(
'Catproduct' => array(
'id' => '68',
'name' => 'FOIF',
'parent_id' => '20',
'alias' => 'foif',
'images' => '2022072617213005205552655b321c2b5eb6c76daeea63.png',
'lft' => '96',
'rght' => '97',
'pos' => '0',
'status' => '1',
'title_seo' => 'Chuyên cung cấp máy đo đạc trắc địa các hãng LEICA, NIKON, TOPCON, SOKKIA, PENTAX, FOIF,...',
'meta_key' => 'Chuyên cung cấp máy đo đạc trắc địa các hãng LEICA, NIKON, TOPCON, SOKKIA, PENTAX, FOIF,...',
'meta_des' => '',
'created' => '2022-07-26',
'modified' => '2022-07-26',
'slug' => 'foif',
'cate' => '4',
'link' => 'hang-san-xuat',
'name_eng' => '',
'name_tq' => '',
'type' => 'product',
'hot' => '0',
'content' => '',
'display' => '0',
'content_eng' => null
)
),
(int) 21 => array(
'Catproduct' => array(
'id' => '70',
'name' => 'Geomate',
'parent_id' => '20',
'alias' => 'geomate',
'images' => '202305151416371b7227a8c68a56e017230f15f5aaf064.jpg',
'lft' => '98',
'rght' => '99',
'pos' => '0',
'status' => '1',
'title_seo' => 'máy RTK',
'meta_key' => '',
'meta_des' => '',
'created' => '2023-05-15',
'modified' => '2023-05-15',
'slug' => 'geomate',
'cate' => '4',
'link' => 'hang-san-xuat',
'name_eng' => '',
'name_tq' => '',
'type' => 'product',
'hot' => '0',
'content' => '',
'display' => '0',
'content_eng' => null
)
),
(int) 22 => array(
'Catproduct' => array(
'id' => '71',
'name' => 'Meridian',
'parent_id' => '20',
'alias' => 'meridian',
'images' => '20250917151733eabbd747b71c416eeaa52bb09f58985a.png',
'lft' => '100',
'rght' => '101',
'pos' => '0',
'status' => '1',
'title_seo' => 'Máy định vị vệ tinh GNSS RTK',
'meta_key' => 'GNSS RTK, GPS 2 tần số, máy RTK',
'meta_des' => 'GNSS RTK, GPS 2 tần số, máy RTK',
'created' => '2025-09-17',
'modified' => '2025-09-17',
'slug' => 'meridian',
'cate' => '4',
'link' => 'hang-san-xuat',
'name_eng' => '',
'name_tq' => '',
'type' => 'product',
'hot' => '0',
'content' => '',
'display' => '0',
'content_eng' => null
)
),
(int) 23 => array(
'Catproduct' => array(
'id' => '43',
'name' => 'Hãng Khác',
'parent_id' => '20',
'alias' => 'hang-khac',
'images' => null,
'lft' => '70',
'rght' => '71',
'pos' => '1',
'status' => '1',
'title_seo' => '',
'meta_key' => '',
'meta_des' => '',
'created' => '2015-12-23',
'modified' => '2015-12-23',
'slug' => 'hang-khac',
'cate' => '4',
'link' => 'hang-san-xuat',
'name_eng' => '',
'name_tq' => '',
'type' => 'product',
'hot' => '0',
'content' => '',
'display' => '0',
'content_eng' => null
)
)
)
$cap2 = array(
'Catproduct' => array(
'id' => '47',
'name' => 'Sản phẩm khác',
'parent_id' => '2',
'alias' => 'san-pham-khac',
'images' => '2024010816004972262bc63fc2344d41a2a0d35c8176a7.png',
'lft' => '28',
'rght' => '29',
'pos' => '14',
'status' => '1',
'title_seo' => 'địa bàn địa chất, la bàn, la ban, búa địa chất, máy đo độ dày bê tông,camera hồng ngoại, máy đo độ bụi, máy đo độ cứng bê tông, bật mực, nhiệt kế, súng bắn bê tông,..',
'meta_key' => 'địa bàn địa chất, la bàn, la ban, búa địa chất, máy đo độ dày bê tông,camera hồng ngoại, máy đo độ bụi, máy đo độ cứng bê tông, bật mực, nhiệt kế, súng bắn bê tông,..',
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'created' => '2016-01-25',
'modified' => '2024-01-08',
'slug' => 'san-pham-khac',
'cate' => '4',
'link' => 'san-pham',
'name_eng' => '',
'name_tq' => '',
'type' => 'product',
'hot' => '0',
'content' => '',
'display' => '0',
'content_eng' => null
)
)
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Hotline: 0913051734!', 'keywords_for_layout' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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Tìm hiểu về định vị thi công công trình </strong></span></span></span></h2> <br /> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị thi công công trình là công tác trắc địa nhằm xác định vị trí mặt bằng của các điểm, các đường thẳng, các điểm chi tiết của công trình xây dựng trên đất liền cũng như trên mặt nước theo đúng thiết kế.<br /> <br /> Định vị công trình bằng máy toàn đạc có thể hiểu là thao tác sử dụng máy toàn đạc để khảo sát, xác định vị trí tọa độ công trình chi tiết, nhanh chóng và chính xác. Các kỹ sư sẽ nhập các tham số trên bản vẽ vào máy. Sau đó, các thuật toán của máy toàn đạc sẽ xử lý những số liệu này. Cuối cùng, máy toàn đạc sẽ khảo sát, xác định chi tiết và xác thực những vị trí điểm ra thực địa. <br /> <br /> Chỉ cần trích xuất những vị trí tọa độ chính xác điểm trên bản vẽ sang <strong><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">máy toàn đạc điện tử</a> , </strong> máy sẽ xử lý các thông số này. Sau đó, máy triển khai vị trí những tim trục trên bản đồ lên thực địa. Nhờ vậy, sẽ định vị được xác thực tim trục của nền móng cho những bước thi công tiếp theo.</span></span></span></p> <p style="text-align: center;"> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/dinh-vi-cong-trinh-bang-may-toan-dac.jpg" style="width: 620px; height: 360px;" /></span></span></span></p> <h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Phương pháp thực hiện định vị công trình bằng máy toàn đạc điện tử</strong></span></span></span></h2> <p style="text-align: center;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" 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" style="height: 411px; width: 620px;" /></span></span></span></p> <p style="text-align: center;"> <em><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Bản vẽ mặt bằng mộtt nhà xưởng</span></span></span></em><br /> </p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Reference Line (Định ᴠị công trình theo đường chuẩn là đường thẳng): một đường chuẩn có thể được хác định bằng cách tham chiếu tới 1 đường thẳng gốc đã biết. <br /> <br /> 1. Xác định đường gốc<br /> <br /> Một đường gốc được gắn ᴠới 2 điểm gốc ᴠà được хác định theo 3 cách: Đo đến điểm gốc; Nhập toạ độ bằng taу; Gọi điểm từ bộ nhớ.<br /> <br /> a) Đo tới điểm gốc. Nhập tên điểm <strong>PtID</strong> ᴠà đo bằng phím <br /> b) Với điểm gốc đã biết toạ độ tìm kiếm điểm <strong>PtID</strong> trong bộ nhớ. Nhập toạ độ bằng taу. Hiển thị những điểm ѕẵn trong máу.<br /> (1) Điểm gốc trang bị 1 <br /> (2) Điểm gốc thứ hai.<br /> (3) Đường gốc.<br /> (4) Đường chuẩn.<br /> <br /> 2. Dịch chuуển/Quaу đường gốc<br /> Đường gốc được dịch chuуển ѕong ѕong, chiều dọc, chiều đứng hoặc là quaу. Tất cả các kết quả đo ѕau đó ѕẽ ảnh hưởng đến đường chuẩn.<br /> <strong>BP</strong>: Điểm gốc.<br /> <strong>BL</strong>: Đường gốc.<br /> <strong>RP</strong>: Điểm chuẩn.<br /> <strong>RL</strong>: Đường chuẩn.<br /> <strong>Off</strong>: Dịch chuуển ѕong ѕong.<br /> <strong>L</strong>: Dịch chuуển theo chiều dọc.<br /> <strong>R</strong>: Thông ѕố quaу.<br /> <br /> Nhập thông ѕố: Sử dụng phím nàу để chuуển con trỏ đến trường thông ѕố bắt buộc nhập. Ta có thể nhập các thông ѕố như ѕau:<br /> <strong>Offѕet</strong>: Dịch chuуển đường chuẩn ѕong ѕong ᴠề phía bên cần của đường gốc, ᴠào hướng của đường gốc (BP1-BP2).<br /> <strong>Line</strong>: Dịch chuуển đường chuẩn theo chiều dọc tính từ điểm gốc trước tiên theo hướng từ điểm gốc đầu tiên tới điểm gốc vật dụng hai.<br /> <strong>Rotate</strong>: Quaу đường chuẩn theo chiều kim đồng hồ хung quanh điểm gốc.<br /> <strong>Height</strong>: Đường chuẩn cao hơn đường gốc.<br /> <strong>Ref.Hgt:Point1:</strong> Chênh cao ѕo ᴠới điểm gốc chuẩn nhất.<br /> <strong>Point 2</strong>: Chênh cao ѕo ᴠới điểm gốc chuẩn hai.<br /> <strong>Interpolated:</strong> Chênh cao dọc theo đường chuẩn.<br /> <strong>No height</strong>: Chênh cao không được tính toán ᴠà hiển thị.<br /> <br /> 3. Tiến hành đo hoặc chuуển ѕang chế độ chuуển điểm bề ngoài ra thực địa. Tiến hành đo đến điểm đích. Chuуển ѕang chế độ chuуển điểm bề ngoài ra thực địa.<br /> <br /> 4. Ứng dụng tương trợ “Line&Offѕet”: tính toán ra ᴠị trí của điểm đo ѕo ᴠới đường chuẩn bằng cách hiển thị các lệch dọc trục, lệch ngang, chênh cao…<br /> </span></span></span><br /> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc đạc công trình hay đo đạc công trình là khảo sát và khai triển bản vẽ thiết kế của công trình ra thực địa, dùng cho thi công và giám sát xây dựng công trình đúng bản vẽ thiết kế. Quan trắc dịch chuyển của công trình ra thực địa, chuyên dụng cho thi công và giám sát xây dựng công trình đúng bản vẽ thiết kế. Công cụ đo bằng những mẫu máy đo đạc như máy kinh vĩ, máy thủy bình,máy đo khoảng cách laser, máy toàn đạc điện tử … </span></span></span></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiệm vụ chủ đạo của công tác trắc địa trong xây dựng là đảm bảo cho công trình được xây dựng đúng kích thước hình học và đúng vị trí thiết kế. Chỉ khi hai yêu cầu này được đáp ứng thì công trình mới mang thể vận hành an toàn. </span></span></span></p> <h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="font-weight: var(--h2_typography-font-weight); font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">III. Những thiết bị được sử dụng trong định vị thi công công trình</span></h2> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#ff0000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-tu-dong"><strong>Máy thủy bình tự động, máy thủy bình điện tử</strong></a></span></span></span><span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">:</span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Xác định cao độ, dẫn mốc cao độ, đo chênh cao, quan trắc lún…</span></span></span></li> </ul> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">Máy toàn đạc điện tử</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span> Bố trí trí tọa độ thiết kế ra thực địa; tính toán khoảng cách ngang, đứng, góc phương vị của đường, tọa độ điểm, diện tích và bố trí đường thẳng, đường cong; dẫn lưới lập mốc đường chuyền…</span></span></span></li> </ul> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">Máy định vị GNSS</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span> Khảo sát thành lập lưới khống chế tọa độ; bố trí điểm phục vụ cho công tác chuyển điểm thiết kế ra thực địa; giao hội, bố trí đường cong, tính diện tích…</span></span></span></li> </ul> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;"> <span style="color:#000000;"><img alt="" src="/admin/webroot/upload/image/images/Banner (665 × 295 px) (31).png" style="width: 665px; height: 295px;" /></span></p> ', 'images' => '202305301610048b836b9276e806fc2f8458b2bc05f8fc.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy toàn đạc điện tử', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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Hà Nội cấp ngày 28-04-2009<br /> Điện thoại: <a href="javascript: void(0)" style="font-family: tahoma, geneva, sans-serif;font-size:11px;"><span style="color: rgb(255, 255, 255);"><strong style="font-family: arial, helvetica, sans-serif;">(</strong><strong style="font-family: arial, helvetica, sans-serif;">024) 3776 4930</strong></span></a></span></span></p> <div> <p> <strong style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><u>Cửa hàng</u></strong><span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">:</span></p> </div> <p> <span style="font-family: tahoma, geneva, sans-serif;">- <span style="font-size:12px;">Số <strong><span style="font-size:14px;">145 </span></strong></span></span><span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">Láng Hạ, Phường Láng Hạ, Hà Nội</span></span></p> <p> <span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></span><br /> <br /> </p> ', 'contactinfo_eng' => '', 'taikhoan' => '<strong><span style="color:#04529a;">Số Tài khoản các ngân hàng của công ty Tân Á</span></strong><br /> <br /> 1. 13022-0506-5430 - Nguyễn Văn Hiệu - Agribank - CN Trung Yên, HN<br /> 2. 0011-00404-0367 - Nguyễn Văn Hiệu - Vietcombank - CN Sở Giao dịch, HN<br /> 3. 711A-6202-9713 - Nguyễn Văn Hiệu - Vietinbank - CN Thanh Xuân, HN<br /> 4. 190-256-018-210-13 - Nguyễn Văn Hiệu - Techcombank, Hà Nội<br /> 5. 1231-0000-368-767 - Nguyễn Văn Hiệu - BIDV CN Quang Trung, Hà Nội', 'contactinfo' => '<div dir="rtl" style="text-align: left;"> <u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Văn Phòng</strong></u></div> <div style=""> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ: Số 157 Đặng Văn Ngữ, Phường Kim Liên, Hà Nội, Việt Nam<br /> Tel: (024) 3776 4930 <br /> Fax: (024) 3776 5908<br /> Email: thanhdatsurvey.JSC@gmail.com/ tracdiathanhdat@gmail.com<br /> Hotline: <strong>0913 051 734</strong><br /> <br /> <strong><u>C</u></strong><strong><u>ửa hàng</u></strong></span></span><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Số 145 Láng Hạ, Phường Láng Hạ, Hà Nội</span></span><br /> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0942 288 388</strong></span><br /> </div> <div style=""> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></div> <div style=""> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0949 322 456</strong></span></div> <div style=""> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>VPĐD tại Tp. Hồ Chí Minh</u></strong><br /> <br /> - 1/56 Nguyễn Thái Sơn, Phường Hạnh Thông, Hồ Chí Minh</span></span><br /> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0904 925 936</strong></span></div> ', 'telephone' => '01659 014592', 'hotline' => '0913051734', 'email' => 'tracdiathanhdat@yahoo.com', 'url' => '', 'meta_key' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax, Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GNSS RTK, máy thủy bình, máy toàn đạc, máy laser, máy GPS cầm tay, UAV, ống nhòm (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...). Uy tín, chất lượng, giá tốt hàng đầu tại Việt Nam!', 'created' => '2012-06-05', 'modified' => '1769758152', 'youtube' => 'http://youtube.com', 'twitter' => 'https://twitter.com/', 'myspace' => 'https://myspace.com/', 'facebook' => 'https://www.facebook.com/thanhdatsurvey.jsc/', 'email2' => 'duycuong7640', 'skype' => 'hothihuyen.hn', 'yahoo' => 'duycuong7640', 'yahoo1' => 'duycuong7640', 'content' => 'Thanks for your interest in Vn Discoverytours. For a fast response, please submit this basic Quick Enquiry form below by clicking “Submit”, and we’ll get back to you by e-mail within 12 to 24 hours (in working days). For urgent booking, call us at +84 974 839 873', 'video' => '<iframe width="1280" height="720" src="https://www.youtube.com/embed/mR4kOuAkEtY" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>', 'slogan' => 'trung tâm sửa chữa và bảo hành máy giặt electrolux', 'slogan_eng' => '', 'printer' => '', 'googleplus' => '', 'bando' => '<p> <iframe allowfullscreen="" frameborder="0" height="410" src="https://www.google.com/maps/embed?pb=!1m18!1m12!1m3!1d1680.2372398112452!2d105.81212934716025!3d21.01437303922492!2m3!1f0!2f0!3f0!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ab63b645b665%3A0xa6797ac6008687bf!2zQ-G7rWEgSMOgbmcgVHLhuq9jIMSQ4buLYQ!5e0!3m2!1svi!2s!4v1449908805279" style="border:0" width="600"></iframe></p> ', 'gioithieu' => '<p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/gioithieu.png" /></p> ', 'thongtincongty' => 'Sửa máy lạnh tại nhà 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style="font-family:tahoma,geneva,sans-serif;">Là công ty chuyên nhập khẩu, cung cấp và chuyển giao công nghệ các loại máy đo đạc, trắc địa phục vụ khảo sát thiết kế, xây dựng và đo vẽ bản đồ của các hãng nổi tiếng trên thế giới như: LEICA, TOPCON, NIKON, PENTAX, SOKKIA, GLUNZ, TRIMPLE, SPECTRA, GEOMAX, GARMIN..., chúng tôi cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! </span><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm cùng</span> <span style="font-family: tahoma, geneva, sans-serif;">đội ngũ nhân viên, kỹ thuật viên năng động, có trình độ cao chúng tôi tự hào và tin tưởng Quý khách hàng sẽ hài lòng khi sử dụng các sản phẩm và dịch vụ do chúng tôi cung cấp!</span></span><br /> </p> <div style="text-align: justify;"> <span style="color:#ff9966;"><span style="font-family:comic sans ms,cursive;"><span style="font-size:14px;"><strong style="font-family: tahoma, geneva, sans-serif;">Hỗ trợ 24/7:</strong> <strong>0942 288 388/</strong></span><span style="font-size: 14px;"><strong>0949 322 456</strong> (Zalo) </span></span></span></div> ', 'gt_eng' => '' ), 'tin_ft' => array( (int) 0 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 1 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 2 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 3 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 4 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 5 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ) ), 'slideshow' => array( (int) 0 => 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} .large-4 { flex-basis: 33.3333333333%;text-align: center; max-width: 33.3333333333%;margin-bottom: 30px; } .large-4 a{ color: #fff;text-transform: uppercase;font-weight:bold; } .large-4 .col-inner{padding:0 15px;} .expand { display: block; max-width: 100%!important; padding-left: 0!important; padding-right: 0!important; width: 100%!important;padding:10px; } .button.success { background-color: #4a90e2; } .box-shadow-4-hover:hover, .box-shadow-5-hover:hover, .row-box-shadow-4-hover .col-inner:hover, .row-box-shadow-5-hover .col-inner:hover { transform: translateY(-6px);box-shadow: 0 30px 40px 0 rgb(0 0 0 / 20%); } .box-shadow-1, .box-shadow-1-hover, .box-shadow-2, .box-shadow-2-hover, .box-shadow-3, .box-shadow-3-hover, .box-shadow-4, .box-shadow-4-hover, .box-shadow-5, .box-shadow-5-hover, .row-box-shadow-1 .col-inner, .row-box-shadow-1-hover .col-inner, .row-box-shadow-2 .col-inner, .row-box-shadow-2-hover .col-inner, .row-box-shadow-3 .col-inner, .row-box-shadow-3-hover .col-inner, .row-box-shadow-4 .col-inner, .row-box-shadow-4-hover .col-inner, .row-box-shadow-5 .col-inner, .row-box-shadow-5-hover .col-inner { transition: transform .3s,box-shadow .3s,background-color .3s,color .3s,opacity .3s; } .box-shadow-3, .box-shadow-3-hover:hover, .row-box-shadow-3 .col-inner, .row-box-shadow-3-hover .col-inner:hover { box-shadow: 0 10px 20px rgb(0 0 0 / 19%), 0 6px 6px rgb(0 0 0 / 22%); } .button span { font-weight: 400; } .is-shade:after { box-shadow: inset 1px 1px 0 0 hsl(0deg 0% 100% / 10%), inset 0 2em 15px 0 hsl(0deg 0% 100% / 20%); } </style> <div class="" id="row-2097407503"> <p style="font-family:tahoma,geneva,sans-serif; font-size: 14px;"> Nếu bạn đang tìm kiếm phần mềm trắc địa, các thông tin liên quan về máy móc đo đạc, trắc địa cho dự án của mình bạn đã tìm đúng kho lưu trữ! 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Hotline: 0913051734!' $keywords_for_layout = 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!' $title_for_layout = 'Máy toàn đạc điện tử' $tinmoiup = array( (int) 0 => array( 'Post' => array( 'id' => '802', 'name' => 'Dữ liệu RINEX – Nền tảng cốt lõi của hạ tầng trắc địa hiện đại', 'code' => null, 'alias' => 'du-lieu-rinex-–-nen-tang-cot-loi-cua-ha-tang-trac-dia-hien-dai', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong hạ tầng trắc địa hiện đại, RINEX không phải dữ liệu phụ, mà là nền móng kỹ thuật của hệ tọa độ quốc gia. RTK giúp đo nhanh hôm nay, nhưng RINEX mới là yếu tố đảm bảo bản đồ, mốc và công trình đứng vững trong nhiều năm tới.</span></span>', 'content' => '<p> <em><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trong những năm gần đây, công nghệ GNSS RTK cùng các mạng trạm CORS phát triển mạnh mẽ, giúp công tác đo đạc, thi công và bố trí công trình đạt được kết quả gần như tức thời với độ chính xác cao.</span></em></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Tuy nhiên, nếu nhìn ở góc độ xây dựng và duy trì hạ tầng trắc địa quốc gia dài hạn, nhiều quốc gia phát triển như Mỹ, châu Âu, Nhật Bản đều có chung một quan điểm: RTK là lớp ứng dụng đo nhanh ngoài hiện trường, trong khi RINEX – dữ liệu GNSS đo tĩnh – mới là lớp nền cốt lõi của hệ tọa độ.</em><br /> <br /> <em>RTK cho phép định vị nhanh theo thời gian thực, nhưng độ ổn định và khả năng kiểm chứng của kết quả RTK phụ thuộc mạnh vào điều kiện truyền cải chính tại thời điểm đo. Ngược lại, dữ liệu RINEX cho phép xử lý hậu kỳ, kiểm chứng, đối soát và duy trì độ ổn định tọa độ trong thời gian dài.<br /> </em></span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. RINEX là gì?</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX (<em>Receiver Independent Exchange Format</em>) là định dạng dữ liệu GNSS thô chuẩn quốc tế, được phát triển và duy trì bởi cộng đồng GNSS toàn cầu dưới sự điều phối của các tổ chức quốc tế như IGS (International GNSS Service) và RTCM SC-104.</span></span><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX cho phép trao đổi dữ liệu GNSS giữa các thiết bị và phần mềm khác nhau, không phụ thuộc hãng sản xuất, và được sử dụng rộng rãi trên toàn thế giới cho các mục đích kỹ thuật chuyên sâu. Dữ liệu RINEX cho phép:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xử lý hậu kỳ GNSS (Static / PPK)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bình sai mạng lưới GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm soát chất lượng và truy xuất nguồn gốc số liệu</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Duy trì và kiểm chứng hệ tọa độ theo thời gian dài</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK cho kết quả nhanh – RINEX cho kết quả bền và kiểm chứng được.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Cách các quốc gia khai thác RINEX trong hạ tầng trắc địa</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tại nhiều quốc gia, mạng CORS quốc gia không chỉ phục vụ RTK thời gian thực mà còn coi dữ liệu RINEX liên tục là tài sản dữ liệu cốt lõi. Mô hình khai thác phổ biến:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu trữ dữ liệu GNSS 24/7.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cho phép tải RINEX theo các khoảng thời gian:</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">15 phút</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1 giờ</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6 giờ</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">24 giờ</span></span></li> </ul> </li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cung cấp đầy đủ metadata:</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thông tin trạm GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian quan sát</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chu kỳ ghi (1s, 15s, 30s…)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ quy chiếu và mô hình tham chiếu.</span></span></li> </ul> </li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Ví dụ tiêu biểu:</span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mỹ: NOAA CORS Network cung cấp dữ liệu RINEX phục vụ đo tĩnh và xử lý hậu kỳ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Châu Âu: EUREF Permanent Network (EPN) lưu trữ dữ liệu RINEX cho bình sai lưới khu vực.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhật Bản: GEONET do GSI vận hành, cung cấp dữ liệu RINEX cho xử lý hậu kỳ và nghiên cứu GNSS.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm chung của các mô hình này là coi RINEX liên tục mới là nền tảng bền vững của hệ tọa độ quốc gia.<br /> </span></span> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/ncn_agol.png" style="width: 800px; height: 511px;" /></span></span></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Vai trò của RINEX trong hệ thống trắc địa hiện đại</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều quốc gia đang triển khai mô hình tổng hợp:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS CORS + RINEX → lớp khống chế nền, duy trì hệ tọa độ dài hạn</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc khống chế vật lý → đối tượng kiểm chứng và cơ sở pháp lý</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK → công cụ đo nhanh ngoài hiện trường</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đây không phải xu hướng “bỏ mốc”, mà là:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm phụ thuộc vào việc chạy mốc thủ công tốn thời gian</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuyển vai trò mốc từ nguồn gốc duy nhất sang đối tượng kiểm chứng</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng vai trò của dữ liệu GNSS chuẩn hóa trong duy trì hệ tọa độ</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. RINEX giúp ổn định và kiểm soát hệ tọa độ theo thời gian như thế nào?</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu RINEX cho phép xử lý hậu kỳ và bình sai mạng lưới, nhờ đó:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm ảnh hưởng của thời điểm đo</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế tác động của điều kiện khí quyển và môi trường</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng khả năng đối soát và truy nguyên số liệu</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khái niệm “ổn định” ở đây được hiểu theo nghĩa kỹ thuật: Cho phép tái xử lý, kiểm chứng và so sánh tọa độ tại các thời điểm khác nhau, tránh sai lệch tích lũy do đo nhanh tức thời.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Ứng dụng thực tế của dữ liệu RINEX và lợi ích khai thác RINEX hiệu quả</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu RINEX hiện được sử dụng rộng rãi trong:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập mốc khống chế GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bình sai lưới quốc gia và khu vực</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan trắc dịch chuyển công trình, địa chất</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Làm cơ sở kỹ thuật và pháp lý dài hạn cho bản đồ và hạ tầng kỹ thuật</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> Khai thác RINEX bài bản mang lại:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm thời gian và chi phí thiết lập lưới khống chế</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nâng cao độ ổn định và khả năng kiểm chứng số liệu</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp với dự án lớn, triển khai dài hạn, yêu cầu pháp lý cao</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chủ động khi RTK không ổn định hoặc mất hiệu chỉnh</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. Cấu trúc dữ liệu RINEX gồm những gì?</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu RINEX không phải là một file đơn lẻ, mà là tập hợp nhiều file thành phần, mỗi file đảm nhiệm một vai trò riêng.<br /> <br /> 6.1. File quan sát – Observation file (*.obs). Bao gồm:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sóng mang và mã giả</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu GPS, GLONASS, Galileo, BeiDou…</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thông tin thời gian, tần số, tín hiệu</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">File bắt buộc khi xử lý GNSS hậu kỳ và bình sai.<br /> <br /> 6.2. File quỹ đạo vệ tinh – Navigation file (*.nav, *.gnav…) có chứa q</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">uỹ đạo vệ tinh (broadcast ephemeris) - d</span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ữ liệu cần thiết để tính vị trí vệ tinh theo thời gian.<br /> <br /> Tùy phiên bản RINEX và hệ vệ tinh, file điều hướng (Navigation file) có thể được đặt tên khác nhau.<br /> Trong các hệ thống và phần mềm cũ (RINEX 2.x), file điều hướng thường được tách theo từng hệ GNSS, với các đuôi phổ biến như:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GPS: .N</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS: .G</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">BeiDou: .C</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Galileo: .E</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong các hệ thống hiện đại sử dụng RINEX 3.x trở lên, file điều hướng thường được gộp đa hệ GNSS và sử dụng chung đuôi .nav (hoặc .rnx), trong đó chứa đồng thời dữ liệu GPS, GLONASS, Galileo, BeiDou…</span></span><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6.3. File đồng hồ vệ tinh – Clock file (*.clk)</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh sai số đồng hồ vệ tinh và trạm</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác cao hơn dữ liệu quảng bá</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dùng cho bình sai chính xác cao và nghiên cứu dài hạn.<br /> <br /> 6.4. File quỹ đạo chính xác – Precise orbit (*.sp3)</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quỹ đạo vệ tinh độ chính xác cao</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp với .clk để nâng cao chất lượng xử lý</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> 6.5. Các file phụ trợ</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Metadata trạm, antenna, receiver</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">File khí quyển, site log</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giúp nâng cao độ tin cậy và truy xuất nguồn gốc số liệu.<br /> <br /> >>> Phiên bản RINEX và xu hướng hiện nay:</span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 2.x: cũ, hạn chế hệ GNSS.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 3.x: đa hệ, phổ biến hiện nay.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 4.x: hỗ trợ tín hiệu hiện đại, độ chính xác cao.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế xử lý GNSS hậu kỳ, RINEX 2.11 vẫn được sử dụng rộng rãi nhờ tính ổn định và khả năng tương thích cao. Nhiều lỗi xử lý hiện nay phát sinh từ việc chuyển đổi RINEX không đúng chuẩn hoặc thiếu dữ liệu đi kèm.</span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Bài viết 30_1_26.png" style="width: 800px; height: 526px;" /></span></span></p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 3 & 4 là xu hướng chính trong các hệ thống CORS hiện đại.<br /> <br /> Hiểu đúng và khai thác đúng dữ liệu RINEX chính là bước chuyển từ đo nhanh sang đo bền vững trong trắc địa hiện đại – đặc biệt trong bối cảnh Việt Nam đang vận hành các mạng CORS và duy trì hệ tọa độ VN-2000.<br /> <br /> <em>>>> Nguồn tham khảo:</em></span></span><br /> <ul> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">IGS & RTCM – Chuẩn dữ liệu RINEX</span></span></em></li> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">NOAA CORS Network (Mỹ)</span></span></em></li> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">EUREF Permanent Network (Châu Âu)</span></span></em></li> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GEONET – GSI (Nhật Bản)</span></span></em></li> </ul> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/RINEX - GNSS DATA (665 x 295 px).png" style="width: 800px; height: 355px;" /></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>', 'images' => '202601301021570e6ecbd8766b1296dffb848e42581f6f.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy RTK', 'meta_key' => 'Máy RTK, Vngeonet, RINEX, GNSS, CORS, RTK, GNSSStatic, PPK, BinhSaiGNSS, DuLieuGNSS', 'meta_des' => 'Máy RTK, Vngeonet, RINEX, GNSS, CORS, RTK, GNSSStatic, PPK, BinhSaiGNSS, DuLieuGNSS', 'created' => '2026-01-30', 'modified' => '2026-02-02', 'status' => '1', 'view' => '4420', 'slug' => 'du-lieu-rinex-nen-tang-cot-loi-cua-ha-tang-trac-dia-hien-dai', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '517', 'rght' => '518', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 1 => array( 'Post' => array( 'id' => '801', 'name' => 'Đo không gương (Non-Prism) trên máy toàn đạc', 'code' => null, 'alias' => 'do-khong-guong-non-prism-tren-may-toan-dac', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo không gương (Non-Prism) trên máy toàn đạc là gì? Khi nào nên dùng, khi nào không nên dùng? Phân tích ưu nhược điểm, sai số giao hội và khuyến nghị kỹ thuật khi đo Non-Prism trên máy toàn đạc.</span></span>', 'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế thi công và đo đạc, đo không gương (Non-Prism) là một tính năng rất hữu ích của máy toàn đạc, nhưng cũng tiềm ẩn nhiều rủi ro sai số nếu sử dụng không đúng mục đích. Bài viết dưới đây sẽ phân tích bản chất đo Non-Prism, phạm vi ứng dụng, ưu – nhược điểm, ảnh hưởng đến giao hội và các khuyến nghị kỹ thuật cần tuân thủ.</span></span></em><br /> <br /> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Đo không gương (Non-Prism) là gì?</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế đo đạc, không phải lúc nào cũng có thể đặt được gương phản xạ. Các vị trí như tường cao, taluy, vách hầm, kết cấu thép, khu vực đang thi công hoặc nguy hiểm là những trường hợp điển hình.<br /> Đo không gương (Non-Prism) là phương pháp đo khoảng cách không sử dụng gương phản xạ. Máy toàn đạc phát tia laser trực tiếp tới bề mặt mục tiêu và thu tín hiệu phản hồi để xác định khoảng cách và tọa độ điểm đo.<br /> <br /> Phương pháp này cho phép đo các vị trí:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khó tiếp cận hoặc không thể đặt gương.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không an toàn để tiếp cận trực tiếp.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần đo nhanh hiện trạng mà không bố trí phụ trợ.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.1 Ưu điểm của đo không gương</span></span></h3> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo được các vị trí “bất khả thi” với phương pháp đo gương.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng mức độ an toàn cho người đo ngoài công trường.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian đi gương, giảm nhân lực.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất hiệu quả khi đo hiện trạng, kiểm tra hình học kết cấu.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.2 Nhược điểm và hạn chế kỹ thuật của Non-Prism</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bên cạnh ưu điểm, đo không gương tồn tại nhiều hạn chế kỹ thuật cần hiểu rõ:<br /> <br /> <strong>Phụ thuộc mạnh vào bề mặt đo</strong></span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt sáng, phẳng, khô → đo xa hơn, ổn định hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt tối, thô, ẩm, xiên góc → tầm đo giảm rõ rệt, sai số tăng.</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác thấp hơn đo gương</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không có tâm phản xạ cố định như gương.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách lớn hơn và kém ổn định hơn.</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hao pin hơn</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo Non-Prism liên tục tiêu thụ pin nhiều hơn so với đo gương.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (40).png" style="width: 800px; height: 671px;" /></span></span></p> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.3 Những lưu ý quan trọng khi sử dụng đo không gương</span></span></h3> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không sử dụng đo không gương cho mốc khống chế.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không dùng cho dẫn mốc, nghiệm thu pháp lý.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ dùng cho đo hiện trạng, kiểm tra, tham khảo kỹ thuật.</span></span></li> </ul> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.4 Khoảng cách đo không gương của một số dòng máy phổ biến</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng cách công bố của nhà sản xuất thường được đo trong điều kiện tiêu chuẩn:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica FlexLine TS03 / TS07 / TS10: ~500 m / ~1000 m (tùy cấu hình)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon N-Series: ~600 m</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon XS-Series: ~800 m</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Topcon GM-100 Series: ~500 m</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thực tế ngoài công trường, khoảng cách đo thường ngắn hơn catalogue, phụ thuộc mạnh vào bề mặt và điều kiện môi trường.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5 Khi nào nên dùng đo không gương?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo không gương phát huy hiệu quả trong các công việc:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo chi tiết hoàn công.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kiểm tra hình học kết cấu.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo taluy, vách đứng, vách hầm.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo các điểm nguy hiểm không thể tiếp cận.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Đo không gương là công nghệ bổ trợ, không phải để thay thế đo gương.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Hỏi và Đáp: Đo không gương & sai số giao hội</span></span></h2> <br /> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. 1 Vì sao đo không gương dễ gây sai số khi giao hội?</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vì đo Non-Prism phụ thuộc vào bề mặt phản xạ, không có tâm phản xạ cố định như gương.<br /> Trong bài toán giao hội, sai số nhỏ ở từng hướng bắn có thể bị phóng đại tại điểm giao, khiến kết quả thiếu ổn định.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.2 Sai số giao hội khi dùng Non-Prism thường đến từ đâu?</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các nguyên nhân chính:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt phản xạ không phẳng, không đồng nhất.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tia laser phản xạ không cùng một điểm hình học.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Góc bắn xiên, bắn vào mép cạnh hoặc bề mặt nhỏ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách lớn hơn so với đo gương.</span></span></li> </ul> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.3 Đo không gương ảnh hưởng nhiều hơn đến giao hội góc hay giao hội cạnh?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo không gương ảnh hưởng mạnh hơn đến giao hội cạnh, vì:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách của Non-Prism lớn hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội cạnh, sai số khoảng cách tác động trực tiếp tới vị trí điểm giao.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với giao hội góc, sai số vẫn tồn tại nhưng ít phụ thuộc hơn vào chất lượng phản xạ.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.4 Vì sao giao hội nghịch đặc biệt nhạy cảm với đo không gương?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội nghịch:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đặt máy cần được xác định rất chính xác.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không xác định được tâm phản xạ rõ ràng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các trạm có thể “nhìn” vào những điểm khác nhau trên cùng một bề mặt.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điều này khiến sai số khó kiểm soát và khó phát hiện.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.5 Có thể giảm sai số khi buộc phải giao hội bằng Non-Prism không?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có thể giảm rủi ro, nhưng không loại bỏ hoàn toàn, bằng cách:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn bề mặt phẳng, sáng, rõ ràng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tránh bắn vào mép cạnh hoặc bề mặt nhỏ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngắm vuông góc với bề mặt.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo lặp nhiều lần để kiểm tra.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp kiểm tra chéo bằng phương pháp khác.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ áp dụng cho đo tham khảo, không dùng cho mốc.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.6 Khi nào tuyệt đối không nên dùng Non-Prism cho giao hội?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không sử dụng trong các trường hợp:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dẫn mốc tọa độ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập lưới khống chế.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc pháp lý, nghiệm thu công trình.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công việc yêu cầu độ chính xác cao (cm – mm).</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.7 Vì sao đo gương vẫn là phương pháp chuẩn cho giao hội?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vì khi đo gương:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có tâm phản xạ xác định rõ ràng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách nhỏ và ổn định.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các trạm cùng xác định một điểm hình học duy nhất.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đây là yếu tố then chốt trong các bài toán giao hội.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.8 Có nên coi đo không gương là phương pháp thay thế đo gương?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không. Đo không gương là giải pháp bổ trợ, không phải phương pháp thay thế.<br /> <br /> Khuyến nghị nên tuân thủ quy tắc kỹ thuật:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có thể đặt gương → ưu tiên đo gương.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không thể đặt gương → dùng Non-Prism đúng mục đích.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> >>> Đo không gương (Non-Prism) mang lại nhiều tiện lợi trong đo hiện trạng và các vị trí khó tiếp cận, tuy nhiên phương pháp này nhạy cảm với sai số, đặc biệt trong các bài toán giao hội.<br /> Trong thực tế, giao hội thuận có thể cân nhắc sử dụng đo không gương cho mục đích tham khảo, khi điều kiện bề mặt cho phép. Ngược lại, giao hội nghịch không được khuyến nghị sử dụng Non-Prism do sai số khó kiểm soát. Đối với các công việc thiết lập lưới khống chế, dẫn mốc tọa độ và hồ sơ pháp lý, việc đo bằng gương phản xạ là bắt buộc để đảm bảo độ chính xác và giá trị pháp lý của số liệu.</span></span><br /> <br /> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/CHỌN ANH TÀI (16).png" style="width: 800px; height: 618px;" /></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>', 'images' => '20260128101209aeccf2a028c6aa7fa3ea11fe774d0584.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy toàn đạc điện tử', 'meta_key' => 'Máy toàn đạc điện tử, máy toàn đạc, đo không gương, NonPrism, EDM, trắc địa, đo đạc, trắc địa thành đạt, Leica, Topcon, Nikon, Sokkia', 'meta_des' => 'Máy toàn đạc điện tử, máy toàn đạc, đo không gương, NonPrism, EDM, trắc địa, đo đạc, trắc địa thành đạt, Leica, Topcon, Nikon, Sokkia', 'created' => '2026-01-28', 'modified' => '2026-02-01', 'status' => '1', 'view' => '1067', 'slug' => 'do-khong-guong-non-prism-tren-may-toan-dac-1', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '515', 'rght' => '516', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 2 => array( 'Post' => array( 'id' => '800', 'name' => 'Đo không gương (Non-Prism) trên máy toàn đạc', 'code' => null, 'alias' => 'do-khong-guong-non-prism-tren-may-toan-dac', 'cat_id' => '0', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo không gương (Non-Prism) trên máy toàn đạc là gì? Khi nào nên dùng, khi nào không nên dùng? Phân tích ưu nhược điểm, sai số giao hội và khuyến nghị kỹ thuật khi đo Non-Prism trên máy toàn đạc.</span></span>', 'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế thi công và đo đạc, đo không gương (Non-Prism) là một tính năng rất hữu ích của máy toàn đạc, nhưng cũng tiềm ẩn nhiều rủi ro sai số nếu sử dụng không đúng mục đích. Bài viết dưới đây sẽ phân tích bản chất đo Non-Prism, phạm vi ứng dụng, ưu – nhược điểm, ảnh hưởng đến giao hội và các khuyến nghị kỹ thuật cần tuân thủ.</span></span></em><br /> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Đo không gương (Non-Prism) là gì?</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế đo đạc, không phải lúc nào cũng có thể đặt được gương phản xạ. Các vị trí như tường cao, taluy, vách hầm, kết cấu thép, khu vực đang thi công hoặc nguy hiểm là những trường hợp điển hình.<br /> Đo không gương (Non-Prism) là phương pháp đo khoảng cách không sử dụng gương phản xạ. Máy toàn đạc phát tia laser trực tiếp tới bề mặt mục tiêu và thu tín hiệu phản hồi để xác định khoảng cách và tọa độ điểm đo.<br /> <br /> Phương pháp này cho phép đo các vị trí:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khó tiếp cận hoặc không thể đặt gương.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không an toàn để tiếp cận trực tiếp.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần đo nhanh hiện trạng mà không bố trí phụ trợ.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.1 Ưu điểm của đo không gương</span></span></h3> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo được các vị trí “bất khả thi” với phương pháp đo gương.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng mức độ an toàn cho người đo ngoài công trường.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian đi gương, giảm nhân lực.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất hiệu quả khi đo hiện trạng, kiểm tra hình học kết cấu.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.2 Nhược điểm và hạn chế kỹ thuật của Non-Prism</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bên cạnh ưu điểm, đo không gương tồn tại nhiều hạn chế kỹ thuật cần hiểu rõ:<br /> <br /> <strong>Phụ thuộc mạnh vào bề mặt đo</strong></span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt sáng, phẳng, khô → đo xa hơn, ổn định hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt tối, thô, ẩm, xiên góc → tầm đo giảm rõ rệt, sai số tăng.</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác thấp hơn đo gương</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không có tâm phản xạ cố định như gương.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách lớn hơn và kém ổn định hơn.</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hao pin hơn</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo Non-Prism liên tục tiêu thụ pin nhiều hơn so với đo gương.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (40).png" style="width: 800px; height: 671px;" /></span></span></p> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.3 Những lưu ý quan trọng khi sử dụng đo không gương</span></span></h3> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không sử dụng đo không gương cho mốc khống chế.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không dùng cho dẫn mốc, nghiệm thu pháp lý.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ dùng cho đo hiện trạng, kiểm tra, tham khảo kỹ thuật.</span></span></li> </ul> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.4 Khoảng cách đo không gương của một số dòng máy phổ biến</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng cách công bố của nhà sản xuất thường được đo trong điều kiện tiêu chuẩn:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica FlexLine TS03 / TS07 / TS10: ~500 m / ~1000 m (tùy cấu hình)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon N-Series: ~600 m</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon XS-Series: ~800 m</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Topcon GM-100 Series: ~500 m</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thực tế ngoài công trường, khoảng cách đo thường ngắn hơn catalogue, phụ thuộc mạnh vào bề mặt và điều kiện môi trường.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5 Khi nào nên dùng đo không gương?</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo không gương phát huy hiệu quả trong các công việc:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo chi tiết hoàn công.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kiểm tra hình học kết cấu.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo taluy, vách đứng, vách hầm.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo các điểm nguy hiểm không thể tiếp cận.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Đo không gương là công nghệ bổ trợ, không phải để thay thế đo gương.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Hỏi và Đáp: Đo không gương & sai số giao hội</span></span></h2> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. 1 Vì sao đo không gương dễ gây sai số khi giao hội?</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vì đo Non-Prism phụ thuộc vào bề mặt phản xạ, không có tâm phản xạ cố định như gương.<br /> Trong bài toán giao hội, sai số nhỏ ở từng hướng bắn có thể bị phóng đại tại điểm giao, khiến kết quả thiếu ổn định.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.2 Sai số giao hội khi dùng Non-Prism thường đến từ đâu?</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các nguyên nhân chính:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt phản xạ không phẳng, không đồng nhất.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tia laser phản xạ không cùng một điểm hình học.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Góc bắn xiên, bắn vào mép cạnh hoặc bề mặt nhỏ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách lớn hơn so với đo gương.</span></span></li> </ul> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.3 Đo không gương ảnh hưởng nhiều hơn đến giao hội góc hay giao hội cạnh?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo không gương ảnh hưởng mạnh hơn đến giao hội cạnh, vì:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách của Non-Prism lớn hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội cạnh, sai số khoảng cách tác động trực tiếp tới vị trí điểm giao.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với giao hội góc, sai số vẫn tồn tại nhưng ít phụ thuộc hơn vào chất lượng phản xạ.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.4 Vì sao giao hội nghịch đặc biệt nhạy cảm với đo không gương?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội nghịch:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đặt máy cần được xác định rất chính xác.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không xác định được tâm phản xạ rõ ràng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các trạm có thể “nhìn” vào những điểm khác nhau trên cùng một bề mặt.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điều này khiến sai số khó kiểm soát và khó phát hiện.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.5 Có thể giảm sai số khi buộc phải giao hội bằng Non-Prism không?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có thể giảm rủi ro, nhưng không loại bỏ hoàn toàn, bằng cách:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn bề mặt phẳng, sáng, rõ ràng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tránh bắn vào mép cạnh hoặc bề mặt nhỏ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngắm vuông góc với bề mặt.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo lặp nhiều lần để kiểm tra.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp kiểm tra chéo bằng phương pháp khác.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ áp dụng cho đo tham khảo, không dùng cho mốc.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.6 Khi nào tuyệt đối không nên dùng Non-Prism cho giao hội?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không sử dụng trong các trường hợp:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dẫn mốc tọa độ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập lưới khống chế.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc pháp lý, nghiệm thu công trình.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công việc yêu cầu độ chính xác cao (cm – mm).</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.7 Vì sao đo gương vẫn là phương pháp chuẩn cho giao hội?</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vì khi đo gương:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có tâm phản xạ xác định rõ ràng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách nhỏ và ổn định.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các trạm cùng xác định một điểm hình học duy nhất.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đây là yếu tố then chốt trong các bài toán giao hội.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.8 Có nên coi đo không gương là phương pháp thay thế đo gương?</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không. Đo không gương là giải pháp bổ trợ, không phải phương pháp thay thế.<br /> <br /> Khuyến nghị nên tuân thủ quy tắc kỹ thuật:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có thể đặt gương → ưu tiên đo gương.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không thể đặt gương → dùng Non-Prism đúng mục đích.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> >>> Đo không gương (Non-Prism) mang lại nhiều tiện lợi trong đo hiện trạng và các vị trí khó tiếp cận, tuy nhiên phương pháp này nhạy cảm với sai số, đặc biệt trong các bài toán giao hội.<br /> Trong thực tế, giao hội thuận có thể cân nhắc sử dụng đo không gương cho mục đích tham khảo, khi điều kiện bề mặt cho phép. Ngược lại, giao hội nghịch không được khuyến nghị sử dụng Non-Prism do sai số khó kiểm soát. Đối với các công việc thiết lập lưới khống chế, dẫn mốc tọa độ và hồ sơ pháp lý, việc đo bằng gương phản xạ là bắt buộc để đảm bảo độ chính xác và giá trị pháp lý của số liệu.</span></span><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>', 'images' => '202601281012092e874776f1f92f702ba41b53941ccdc8.png', 'images_multi' => null, 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy toàn đạc điện tử', 'meta_key' => 'Máy toàn đạc điện tử, máy toàn đạc, đo không gương, NonPrism, EDM, trắc địa, đo đạc, trắc địa thành đạt, Leica, Topcon, Nikon, Sokkia', 'meta_des' => 'Máy toàn đạc điện tử, máy toàn đạc, đo không gương, NonPrism, EDM, trắc địa, đo đạc, trắc địa thành đạt, Leica, Topcon, Nikon, Sokkia', 'created' => '2026-01-28', 'modified' => '2026-01-30', 'status' => '1', 'view' => '2', 'slug' => 'do-khong-guong-non-prism-tren-may-toan-dac', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '513', 'rght' => '514', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => null, 'name' => null, 'parent_id' => null, 'alias' => null, 'images' => null, 'lft' => null, 'rght' => null, 'pos' => null, 'status' => null, 'title_seo' => null, 'meta_key' => null, 'meta_des' => null, 'created' => null, 'modified' => null, 'slug' => null, 'cate' => null, 'link' => null, 'name_eng' => null, 'name_tq' => null, 'type' => null, 'hot' => null, 'content' => null, 'display' => null, 'content_eng' => null ) ), (int) 3 => array( 'Post' => array( 'id' => '799', 'name' => 'Máy toàn đạc điện tử Leica TS20 - Dòng máy robot cao cấp!', 'code' => null, 'alias' => 'may-toan-dac-dien-tu-leica-ts20-dong-may-robot-cao-cap', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica TS20 là dòng máy toàn đạc điện tử robot cao cấp của Leica Geosystems, được thiết kế để đáp ứng các yêu cầu khắt khe trong khảo sát, thi công hạ tầng, đo vẽ bản đồ và xây dựng công nghiệp. Leica TS20 tập trung vào tự động hóa, độ ổn định và độ chính xác cao, giúp tối ưu thao tác hiện trường và nâng cao hiệu suất làm việc trong mọi điều kiện công trường phức tạp.</span></span>', 'content' => '<p> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><em>Leica TS20 là dòng máy toàn đạc điện tử robot cao cấp của Leica Geosystems, được phát triển cho các công việc khảo sát, thi công hạ tầng, đo vẽ bản đồ và xây dựng công nghiệp. Dòng máy này tập trung vào tự động hóa, độ ổn định và độ chính xác cao, giúp tối ưu thao tác hiện trường và nâng cao hiệu suất làm việc trong điều kiện công trường phức tạp.</em><br /> <br /> Trong thực tế triển khai, Leica TS20 được cung cấp với nhiều cấu hình tính năng khác nhau nhằm đáp ứng đa dạng nhu cầu sử dụng. Trên thị trường và trong tài liệu kỹ thuật, các cấu hình này thường được phân nhóm như sau:</span></span></p> <ul> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Auto Aiming (<strong>TS20 A</strong>): Hỗ trợ tự động ngắm gương (ATR).</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">PowerSearch (<strong>TS20 P</strong>): Bổ sung khả năng tự động tìm gương.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Imaging (<strong>TS20 I</strong>): Tích hợp camera và các thuật toán AI hỗ trợ đo đạc, cho phép nhận dạng mục tiêu, theo dõi chuyển động và thu điểm bằng hình ảnh trong môi trường phức tạp.</span></span></li> </ul> <p> <br /> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Bên cạnh các cấu hình tính năng, Leica TS20 còn có các tùy chọn kỹ thuật chung, bao gồm:</span></span></p> <ul> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Độ chính xác đo góc: 1″ / 2″ / 3″ / 5″</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Tầm đo không gương (EDM): 800 m hoặc 1600 m</span></span></li> </ul> <p> <br /> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Mức độ tự động hóa và hỗ trợ AI phụ thuộc vào cấu hình được lựa chọn, trong đó TS20 I là cấu hình cao cấp nhất, phù hợp cho các dự án yêu cầu hiệu suất, độ tin cậy và kiểm soát chất lượng cao.</span></span><br /> </p> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica-TS20-Application-Tunnel-300dpi-2-2048x1365.jpg" style="width: 800px; height: 533px;" /></span></span></p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Leica TS20I – Phiên bản tích hợp Camera & AI</strong><br /> <br /> Chỉ phiên bản TS20I (Imaging) mới được Leica trang bị camera và các thuật toán AI hỗ trợ đo đạc, giúp nâng tầm hiệu quả khảo sát hiện đại.<br /> <br /> <strong>AI – Công nghệ tạo khác biệt trên TS20I.</strong><br /> <br /> Trên TS20I, Leica ứng dụng AI kết hợp camera và thuật toán xử lý thông minh, cho phép:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận dạng mục tiêu chính xác hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo dõi chuyển động mục tiêu ổn định hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế nhầm lẫn trong môi trường nhiều vật phản xạ.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các xử lý này được thực hiện trực tiếp trên thiết bị, giúp đảm bảo tốc độ, độ ổn định và an toàn dữ liệu khi làm việc ngoài hiện trường.<br /> <br /> <strong>AI-Detect – Nhận dạng gương & cảnh báo sai cấu hình (TS20I)</strong><br /> <br /> Sai loại gương là nguyên nhân phổ biến gây sai offset và sai số đo. AI-Detect (chỉ có trên TS20I) sử dụng camera để:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận dạng loại gương Leica đang đo.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">So sánh với cấu hình gương trong Leica Captivate.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cảnh báo ngay khi phát hiện không khớp.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính năng này giúp:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm lỗi chủ quan.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tránh đo sai – làm lại.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nâng cao độ tin cậy dữ liệu thi công.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> <strong>AI-Follow (Dynamic Lock nâng cao) – Theo dõi mục tiêu mượt mà</strong><br /> <br /> Trên TS20I, AI hỗ trợ khả năng dự đoán chuyển động của lăng kính khi:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bị che khuất tạm thời.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Di chuyển trong môi trường đông người, máy móc.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhờ đó, TS20I giúp:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khóa lại mục tiêu nhanh hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế mất tia.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giữ quá trình đo liên tục, ổn định.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> <strong>AI tăng cường ATR & PowerSearch (TS20I)</strong><br /> <br /> Thuật toán AI giúp ATR và PowerSearch trên TS20I hoạt động hiệu quả hơn trong các điều kiện khó:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sương mù nhẹ, mưa bụi.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gương che khuất một phần.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều điểm phản xạ trong vùng quét.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đây là khác biệt lớn giữa TS20I và TS20A / TS20P.</span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica-TS20-Application-Cadastral-Surveying-300dpi-15-1-2048x1365.jpg" style="width: 800px; height: 533px;" /></span></span></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> <strong>Các thế mạnh chung của dòng Leica TS20</strong><br /> <br /> Bên cạnh AI trên TS20I, toàn bộ dòng TS20 vẫn kế thừa những giá trị cốt lõi của Leica:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác đo góc & khoảng cách cao,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Động cơ Direct Drives nhanh, êm, không ma sát,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm Leica Captivate trực quan, dễ thao tác,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phím Trigger đo nhanh,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu trữ dữ liệu lớn, xuất file linh hoạt,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết cấu bền bỉ, chuẩn công trường,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dọi tâm laser/quang học chính xác.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> <strong>Lợi ích thực tế khi sử dụng Leica TS20</strong></span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng tốc độ đo & bố trí công trình,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm nhân lực vận hành,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế sai sót hiện trường,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu ổn định, đáng tin cậy,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp từ khảo sát địa hình đến thi công công trình lớn.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> <strong>BẢNG SO SÁNH: TS20A vs TS20P vs TS20I</strong></span></span><br /> <br /> <br /> <table border="0" cellpadding="0" style="width: 100%"> <thead> <tr> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tính năng / Chức năng</strong></span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20A</strong><br /> <strong>(Auto Aiming)</strong></span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20P</strong><br /> <strong>(PowerSearch)</strong></span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20I</strong><br /> <strong>(Imaging/ Camera & AI)</strong></span></span><br /> </th> </tr> </thead> <tbody> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động ngắm mục tiêu (ATR)</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có<br /> (ATR tiêu chuẩn)</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có<br /> (ATR tiêu chuẩn)</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có<br /> (ATR tăng cường nhờ camera & thuật toán)</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động tìm gương (PowerSearch)</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có<br /> (kết hợp camera & thuật toán nâng cao)</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Camera tích hợp</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Thu điểm bằng hình ảnh</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận dạng mục tiêu / gương (AI-Detect)</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo dõi mục tiêu di chuyển (Dynamic Lock)</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Khả năng giữ bám khi mục tiêu<br /> che khuất ngắn hạn</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có (AI-Follow)</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Làm việc hiệu quả trong môi trường<br /> nhiều phản xạ</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiêu chuẩn</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiêu chuẩn</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tối ưu hơn nhờ camera & thuật toán</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức độ tự động hóa</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cơ bản</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Trung bình</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cao nhất</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ đo không người<br /> (one-man operation)</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có (ổn định nhất)</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm vận hành</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Captivate</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Captivate</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Captivate</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng phù hợp</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo topo, bố trí cơ bản</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo nhanh, nhiều trạm</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan trắc, đo phức tạp</span></span></td> </tr> </tbody> </table> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Xem thêm Cataloge TS20: <a href="https://drive.google.com/file/d/1KRyhFd21zOZpYZFqy6uUF-xJFJkJJGmE/view?usp=sharing">TẠI ĐÂY</a></span></span><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <div style="text-align: start;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="text-align: justify;">> >> </span><span style="color: rgb(51, 51, 51); text-align: justify;">Liên hệ </span><a href="https://tracdiathanhdat.vn/" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear; font-size: 13px; text-align: justify;"><strong style="margin: 0px; padding: 0px; font-weight: bold;">Trắc Địa Thành Đạt </strong></a><span style="color: rgb(51, 51, 51); text-align: justify;">để được tư vấn chọn máy toàn đạc Leica phù hợp đúng công trình – đúng ngân sách – đúng nhu cầu thực tế tại Việt Nam!</span></span></span></div> <span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"> </span>', 'images' => '20260123093036f5e1f1626a72bb19c3eb73da64c29a2e.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy toàn đạc điện tử', 'meta_key' => 'Máy toàn đạc, máy toàn đạc điện tử, total station, maytoandacLeica, máy toàn đạc điện tử Leica, Leica geosystem, LeicaFlexLine, LeicaTS, LeicaNova, LeicaMS, MultiStation, TS03, TS07, TS10, TS13, TS20, TS60, TM60, MS60', 'meta_des' => 'Máy toàn đạc, máy toàn đạc điện tử, total station, maytoandacLeica, máy toàn đạc điện tử Leica, Leica geosystem, LeicaFlexLine, LeicaTS, LeicaNova, LeicaMS, MultiStation, TS03, TS07, TS10, TS13, TS20, TS60, TM60, MS60', 'created' => '2026-01-23', 'modified' => '2026-02-02', 'status' => '1', 'view' => '434', 'slug' => 'may-toan-dac-dien-tu-leica-ts20-dong-may-robot-cao-cap', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '511', 'rght' => '512', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 4 => array( 'Post' => array( 'id' => '798', 'name' => 'Kiểm tra cao độ sàn nhà xưởng bằng máy thủy bình – Giải pháp chính xác cho thi công công nghiệp!', 'code' => null, 'alias' => 'kiem-tra-cao-do-san-nha-xuong-bang-may-thuy-binh-–-giai-phap-chinh-xac-cho-thi-cong-cong-nghiep', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<p data-end="637" data-start="299"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong xây dựng nhà xưởng, nhà máy và khu công nghiệp, kiểm tra cao độ sàn là công tác bắt buộc nhằm đảm bảo độ phẳng, cao độ đồng nhất và khả năng thoát nước đúng thiết kế. Chỉ một sai số nhỏ vài milimet cũng có thể ảnh hưởng đến vận hành máy móc, lưu thông xe nâng, tuổi thọ sàn bê tông và chất lượng nghiệm thu công trình. Chính vì vậy, máy thủy bình luôn là thiết bị được kỹ sư trắc địa – xây dựng tin dùng để kiểm tra cao độ sàn nhà xưởng với độ chính xác và độ ổn định cao.<br /> </span></span></p> ', 'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Trong xây dựng nhà xưởng, nhà máy và khu công nghiệp, kiểm tra cao độ sàn là công tác bắt buộc nhằm đảm bảo độ phẳng, cao độ đồng nhất và khả năng thoát nước đúng thiết kế. Chỉ một sai số nhỏ vài milimet cũng có thể ảnh hưởng đến vận hành máy móc, lưu thông xe nâng, tuổi thọ sàn bê tông và chất lượng nghiệm thu công trình. Chính vì vậy, máy thủy bình luôn là thiết bị được kỹ sư trắc địa – xây dựng tin dùng để kiểm tra cao độ sàn nhà xưởng nhờ độ chính xác cao và tính ổn định lâu dài.<br /> </em></span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Tại sao cần kiểm tra cao độ sàn nhà xưởng?</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo cao độ sàn bằng máy thủy bình giúp:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đảm bảo cao độ và độ phẳng đúng hồ sơ thiết kế</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phát hiện kịp thời các điểm lồi – lõm để xử lý trước khi hoàn thiện</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phục vụ công tác nghiệm thu sàn bê tông theo tiêu chuẩn kỹ thuật</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế chi phí sửa chữa sau khi công trình đưa vào sử dụng</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế, một số đơn vị sử dụng máy cân mực laser để kiểm tra cao độ. Tuy nhiên, phương pháp này chỉ phù hợp cho khu vực nhỏ. Với nhà xưởng có diện tích lớn, tia laser dễ bị phân tán khi chiếu xa, làm tăng sai số (có thể 5–10 mm), gây khó khăn trong kiểm soát chất lượng và nghiệm thu.<br /> <br /> Máy thủy bình quang học, với nguyên lý tia ngắm nằm ngang và độ phóng đại ống kính, cho kết quả ổn định và tin cậy hơn trên diện tích sàn lớn.<br /> </span></span><br /> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/nhà xưởng(1).jpg" style="width: 512px; height: 302px;" /></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Ưu điểm của máy thủy bình trong kiểm tra cao độ sàn</span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác cao: sai số khoảng 1–2 mm/1 km đo khép</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoạt động ổn định trong nhiều điều kiện ánh sáng</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đọc số trực tiếp trên mia, hạn chế sai số chủ quan</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp đo liên tục nhiều điểm trên mặt sàn nhà xưởng</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhờ các ưu điểm này, máy thủy bình vẫn là thiết bị tiêu chuẩn trong kiểm tra cao độ sàn công nghiệp.<br /> </span></span><br /> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Tiêu chí lựa chọn máy thủy bình đo sàn nhà xưởng</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Để đảm bảo sai số đo trong giới hạn cho phép (±2 mm), máy thủy bình nên đáp ứng các yêu cầu sau:</span></span><br /> <br /> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.1 Độ phóng đại ống kính</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Khuyến nghị từ 24X – 32X.</span></span><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Đọc mia rõ ở khoảng cách 50–80 m.</span></span> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 Độ chính xác</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khép tuyến ≤ 2.0 mm/1 km</span></span> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.3 Hệ thống cân bằng</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Nên sử dụng con lắc từ tính (Magnetic Damping)</span></span><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Giúp tia ngắm ổn định nhanh trong môi trường rung động</span></span> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.4 Tiêu chuẩn bảo vệ</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Tối thiểu IP54, ưu tiên IP66</span></span><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Phù hợp môi trường nhiều bụi xi măng và nước bắn</span></span><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Các máy thủy bình được tin dùng khi kiểm tra cao độ sàn nhà xưởng</span></span></h2> <br /> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.1 Máy thủy bình Sokkia B40A</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sokkia B40A là dòng máy được sử dụng phổ biến trong đo sàn nhà xưởng.<br /> Ưu điểm nổi bật:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuẩn chống bụi – nước IP66, chịu được mưa rào</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Con lắc từ tính giúp bù nghiêng nhanh, chống rung tốt</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ phóng đại 24X, đọc mia rõ ở khoảng cách 40–50 m</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp cho thi công sàn nhà xưởng, nhà kho và khu công nghiệp quy mô vừa – lớn.<br /> </span></span> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/B40A.jpg" style="width: 450px; height: 377px;" /></span></span></p> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.2 Máy thủy bình Nikon AC-2S</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon AC-2S là lựa chọn phù hợp khi làm việc trong nhà xưởng thiếu ánh sáng.<br /> Ưu điểm:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ống kính Nikon có độ sáng và độ trong cao</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hình ảnh mia sắc nét, giảm mỏi mắt khi đo nhiều điểm</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết kế gọn nhẹ, dễ di chuyển trong không gian hẹp</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/Nikon AC2S.jpg" style="width: 450px; height: 377px;" /></span></span></p> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.3 Máy thủy bình Leica NA300 series ( NA320/NA324)</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dòng máy dành cho các công trình yêu cầu độ chính xác cao.<br /> <br /> Đặc điểm nổi bật:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số < 1.5 mm/1 km</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ bền cơ học cao, chịu va đập tốt</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoạt động ổn định lâu dài, ít phải hiệu chỉnh</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp cho nhà máy công nghệ cao, phòng sạch, khu sản xuất chính xác.<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/476249529_986351956959976_7286419762816488861_n.jpg" style="width: 450px; height: 377px;" /></span></span></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.4 Leica LS15 Digital Level – Máy thủy bình điện tử cao cấp</span></span></h3> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác: ~±0.2 mm/1 km (với mia invar)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính năng nổi bật:</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động lấy nét và kiểm tra độ nghiêng</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Màn hình màu cảm ứng, giảm sai sót do đọc thủ công</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bluetooth & USB truyền dữ liệu</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ nhớ lưu đến ~30.000 trị đo</span></span></li> </ul> </li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ phóng đại: 32×, phạm vi đo lên đến ~110 m</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp các dự án sàn công nghiệp quan trọng, lưới cao độ chính xác cao, đo khép tuyến.</span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/LS15.jpg" style="width: 450px; height: 396px;" /></span></span></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.5 Trimble DiNi Digital Level Series (Dini-03 / Dini-07)</span></span></h3> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác: tùy chọn đến ~0.3 mm/1 km</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiêu chuẩn bảo vệ: IP55</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giao diện trực quan, dễ thao tác</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Truyền dữ liệu nhanh qua USB</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp đo lặp nhiều, quan trắc và báo cáo số liệu chi tiết</span></span></li> </ul> </li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/Trimble Dini.jpg" style="width: 450px; height: 450px;" /></span></span></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Quy trình kiểm tra cao độ sàn nhà xưởng bằng máy thủy bình</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><u><strong>Bước 1</strong></u>: Chia lưới ô vuông (Grid Method)</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chia sàn thành các ô 3×3 m hoặc 5×5 m</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các giao điểm là vị trí đặt mia</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Bước 2</u></strong>: Dẫn mốc cao độ chuẩn</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập Benchmark (H₀) ổn định bên ngoài khu vực thi công</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Làm cơ sở so sánh cho toàn bộ số liệu</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Bước 3</u></strong>: Đo đạc thực địa</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đặt máy ở vị trí trung tâm, nền cứng</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cân bằng máy chính xác</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đọc BS → xác định HI</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đọc FS tại các nút lưới</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><u><strong>Bước 4</strong></u>: Xử lý và đánh giá số liệu<br /> ΔH = Số đọc thực tế – Số đọc thiết kế</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ΔH > 0 → Sàn thấp (lõm)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ΔH < 0 → Sàn cao (lồi)</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> !!! Lưu ý quan trọng khi kiểm tra cao độ sàn nhà xưởng:</span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc chuẩn phải ổn định – quyết định độ tin cậy toàn bộ phép đo</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng cách ngắm ≤ 40 m để kiểm soát sai số</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra máy trước khi đo: mực nước, ống kính, chân máy</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> >>> Kiểm tra cao độ sàn nhà xưởng bằng máy thủy bình là công tác không thể thiếu nhằm đảm bảo chất lượng thi công, độ phẳng sàn và an toàn vận hành lâu dài. Việc lựa chọn đúng thiết bị và tuân thủ quy trình đo chuẩn sẽ giúp kỹ sư và nhà thầu thu được kết quả chính xác – đáng tin cậy – dễ nghiệm thu cho mọi dự án xây dựng công nghiệp.</span></span><br /> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. FAQ – Hỏi đáp</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Kiểm tra cao độ sàn nhà xưởng nên sử dụng thiết bị nào?<br /> <em>Máy thủy bình quang học là lựa chọn phù hợp nhờ độ chính xác cao và ổn định trên diện tích lớn.<br /> </em><br /> - Máy laser cân mực có thể thay thế máy thủy bình không?<br /> <em>Không. Máy laser chỉ phù hợp cho phạm vi nhỏ, không đáp ứng độ chính xác khi kiểm tra sàn nhà xưởng diện tích lớn.</em><br /> <br /> - Sai số cho phép khi kiểm tra cao độ sàn là bao nhiêu?<br /> Thông thường yêu cầu sai số trong khoảng ±2 mm, tùy tiêu chuẩn thiết kế và yêu cầu của chủ đầu tư.<br /> <br /> - Khoảng cách đo tối đa từ máy thủy bình đến mia là bao nhiêu?<br /> <em>Khuyến nghị không vượt quá 40 m để đảm bảo kiểm soát sai số.</em><br /> <br /> - Có cần kiểm tra cao độ sàn trước khi hoàn thiện không?<br /> <em>Có. Việc kiểm tra sớm giúp xử lý sai lệch trước khi hoàn thiện, giảm rủi ro và chi phí sửa chữa.</em></span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Máy thủy bình 2.jpg" style="width: 800px; height: 419px;" /></span></span></p> ', 'images' => '202601221130150949baaf0ec2674bbe7f30c4972319a8.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy thủy bình', 'meta_key' => 'Máy thủy bình, máy thủy bình điện tử, đo cao độ, cao độ công trình, thi công nhà xưởng, đo chênh cao, Leica, Nikon, Topcon, Trimble', 'meta_des' => 'Máy thủy bình, máy thủy bình điện tử, đo cao độ, cao độ công trình, thi công nhà xưởng, đo chênh cao, Leica, Nikon, Topcon, Trimble', 'created' => '2026-01-22', 'modified' => '2026-02-02', 'status' => '1', 'view' => '4010', 'slug' => 'kiem-tra-cao-do-san-nha-xuong-bang-may-thuy-binh-giai-phap-chinh-xac-cho-thi-cong-cong-nghiep', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '509', 'rght' => '510', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 5 => array( 'Post' => array( 'id' => '797', 'name' => 'Máy toàn đạc Leica: chọn FlexLine, TS, Nova hay MS?', 'code' => null, 'alias' => 'may-toan-dac-leica-chon-flexline-ts-nova-hay-ms', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với dải sản phẩm trải rộng từ FlexLine → TS → Nova → MS (MultiStation), Leica Geosystems mang đến nhiều lựa chọn, nhưng cũng khiến không ít anh em băn khoăn: <em>công trình của mình nên dùng dòng nào là hợp lý nhất?</em></span></span>', 'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong trắc địa – xây dựng hiện nay, việc lựa chọn máy toàn đạc điện tử Leica phù hợp với từng loại công trình đóng vai trò then chốt, ảnh hưởng trực tiếp đến độ chính xác, hiệu suất thi công và chi phí đầu tư.<br /> <br /> Với dải sản phẩm trải rộng từ FlexLine → TS → Nova → MS (MultiStation), Leica Geosystems mang đến nhiều lựa chọn, nhưng cũng khiến không ít anh em băn khoăn: công trình của mình nên dùng dòng nào là hợp lý nhất?<br /> <br /> Bài viết dưới đây sẽ giúp bạn so sánh rõ ưu – nhược điểm từng dòng máy toàn đạc Leica, đồng thời gợi ý chọn máy đúng nhu cầu thực tế tại Việt Nam.</span></span></em><br /> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Máy toàn đạc Leica FlexLine (TS03, TS07, TS10…)</span></span></h2> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu hình đơn giản, dễ sử dụng, phù hợp nhiều đối tượng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi phí đầu tư thấp hơnso với các dòng tự động/robot.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đáp ứng tốt các công việc khảo sát – trắc địa cơ bản.</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần lớn thao tác thủ công.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không có motor, ATR, tự động khóa prism.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu suất đo và tốc độ làm việc thấp hơn dòng TS và Nova.</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo đạc địa chính, lập bản đồ nền.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công tác đo nhỏ lẻ, khối lượng không lớn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đơn vị cần máy toàn đạc Leica bền – ổn định – dễ dùng.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Nếu chỉ cần đo khảo sát cơ bản, Leica FlexLine là lựa chọn kinh tế và đủ dùng.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Máy toàn đạc Leica TS (TS13, TS20…)</span></span></h2> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức độ tự động hóa cao, có phiên bản robot.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác góc và EDM ổn định, phù hợp thi công.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ phần mềm Captivate, dễ tích hợp GNSS/RTK.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm thao tác thủ công, tăng tốc độ bố trí và đo kiểm.</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giá cao hơndòng FlexLine.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với model cao cấp (TS20) cần tính thêm phụ kiện robot (prism, tripod, pin, tay cầm).</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xây dựng dân dụng, công trình nhỏ và vừa.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công tác bố trí công trình, đo kiểm hình học.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi cần độ chính xác và hiệu suất cao hơn FlexLine.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Dòng TS là lựa chọn cân bằng giữa độ chính xác – tiện lợi – chi phí.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Máy toàn đạc Leica Nova (TS60, TM60…)</span></span></h2> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công nghệ robot hiện đại, động cơ chính xác cao.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động khóa mục tiêu, đo nhanh, ổn định.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều tính năng nâng cao:</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Multi-target</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo khoảng cách dài</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tích hợp GNSS / Sensor / Monitoring</span></span></li> </ul> </li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi phí đầu tư cao, yêu cầu người vận hành có chuyên môn tốt.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi phí vận hành (pin, phụ kiện, bảo trì) lớn hơn các dòng thấp.</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công trình lớn: cầu, đường, hầm, metro.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dự án hạ tầng quy mô lớn, yêu cầu độ tin cậy cao.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan trắc biến dạng, đo lặp chính xác dài hạn.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Với dự án quy mô lớn, Leica Nova là “xương sống” về độ chính xác và tự động hóa.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Máy toàn đạc Leica MS – MultiStation (MS60)</span></span></h2> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp toàn đạc + quét 3D + GNSS trong một thiết bị.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thu thập dữ liệu 3D dày, nhanh, giảm nhân lực.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất mạnh cho khảo sát hiện trạng và địa hình phức tạp.</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giá rất cao.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu hậu xử lý phức tạp, cần kỹ năng chuyên sâu.</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dự án cần dữ liệu 3D chi tiết.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy hoạch, khảo sát hạ tầng phức tạp.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công tác đo đạc + bản đồ + mô hình số trong một workflow.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> MS là giải pháp cao cấp nhất cho bài toán 3D và dữ liệu lớn.<br /> </span></span><br /> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Gợi ý chọn máy toàn đạc điện tử Leica theo nhu cầu</span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát đất đai, địa chính, bản đồ nền → <em>Leica FlexLine</em> hoặc <em>TS (model cơ bản).</em></span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xây dựng dân dụng, công trình nhỏ & vừa, bố trí thiết kế → <em>Leica TS</em> hoặc <em>Nova</em> (tùy yêu cầu độ chính xác).</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công trình giao thông, cầu hầm, hạ tầng phức tạp → <em>Leica Nova</em> hoặc <em>MS (MultiStation / Robot).</em></span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát địa hình phức tạp, cần dữ liệu 3D, đo nhanh nhiều điểm → <em>Leica MS – MultiStation.</em></span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>BẢNG SO SÁNH THÔNG SỐ LEICA FLEXLINE – TS – NOVA</strong></span></span><br /> <br /> <table border="0" cellpadding="0" cellspacing="3" style="width: 100%"> <thead> <tr> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tiêu chí</strong></span></span></th> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS03</strong></span></span></th> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS07</strong></span></span></th> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS10</strong></span></span></th> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS13</strong></span></span></th> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20</strong></span></span></th> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nova TM60</strong></span></span></th> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nova TS60</strong></span></span></th> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nova MS60</strong></span></span></th> </tr> </thead> <tbody> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác góc</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5″, 1″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo lăng kính</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.8–10,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5–10,000 m</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác đo gương</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1 mm+1 ppm</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>0.6 mm+1ppm</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo không gương</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">800 m (R800) / 1,600 m (R1600)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2,000 m</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác không gương</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm 2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Màn hình</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5″ đơn sắc</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5″ màu</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA (tuỳ chọn)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Kết nối có dây</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Ethernet / USB-C</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Bluetooth / WLAN</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Dữ liệu di động (4G)</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>AutoHeight</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera tổng quan</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera kính ngắm</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>SmartStation GNSS</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tiêu chí</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS03</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS07</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS10</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS13</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS20</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Nova TM60</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Nova TS60</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Nova MS60</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác góc</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5″, 1″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo lăng kính</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.8–10,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5–10,000 m</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác đo gương</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.6 mm + 1 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo không gương</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">800 m (R800) / 1,600 m (R1600)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2,000 m</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác không gương</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Màn hình</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5″ đơn sắc</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5″ màu</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA (tuỳchọn)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Kết nối có dây</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Ethernet / USB-C</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Bluetooth / WLAN</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Dữ liệu di động (4G)</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>AutoHeight</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera tổng quan</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera kính ngắm</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>SmartStation GNSS</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Động cơ (Robot)</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">DC Motor</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Brushless Direct Drives</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Piezo drives</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Piezo drives</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Piezo drives</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>ATR / Tracking</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (R1000)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">AI-powered ATR</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Prism Fast Search</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Scanning 3D</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (30,000 pts/s)</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Điều khiển từ xa</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hỗ trợ AP20</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">AP20 ID</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">AP20 ID + AutoPole</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hệ điều hành</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">FlexField</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">FlexField</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">FlexField</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate (Loc8 / GeoCloud Protect)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Thời lượng pin</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 h</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 h</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 h</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">8–19 h</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~5 h</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~8 h</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~9 h</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~9 h</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Trọng lượng</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.3 kg</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.3 kg</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.4 kg</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.8 kg</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5.0 kg</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">7.2 kg</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">7.3 kg</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">7.6 kg</span></span></td> </tr> </tbody> </table> <p> </p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/so-sanh-may-toan-dac-dien-tu-leica-FlexLine-TS-Nova-MS.jpg" style="width: 800px; height: 463px;" /></span></span> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. Câu hỏi thường gặp về máy toàn đạc Leica (FAQ)</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6.1 Máy toàn đạc Leica FlexLine có đủ dùng cho địa chính không?<br /> → Có. Với đo địa chính và bản đồ nền, FlexLine đáp ứng tốt và tiết kiệm chi phí.<br /> <br /> 6.2 Khi nào nên chọn TS thay vì FlexLine?<br /> → Khi cần độ chính xác cao hơn, thao tác nhanh hơn và giảm nhân lực.<br /> <br /> 6.3 Leica Nova có phù hợp công trình dân dụng không?<br /> → Phù hợp nếu công trình yêu cầu độ chính xác rất cao hoặc quan trắc.<br /> <br /> 6.4 MultiStation MS60 có thay thế máy quét laser không?<br /> → MS60 không thay thế hoàn toàn TLS chuyên dụng, nhưng rất hiệu quả cho khảo sát 3D kết hợp đo toàn đạc.<br /> <br /> >>> <u><strong>Tổng kết:</strong></u></span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo khảo sát cơ bản→ <em>FlexLine là đủ.</em></span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cân bằng giữa chính xác & tiện lợi→ <em>TS là lựa chọn hợp lý.</em></span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công trình lớn, yêu cầu cao→ <em>Nova hoặc MS.</em></span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Liên hệ <a href="https://tracdiathanhdat.vn/"><strong>Trắc Địa Thành Đạt </strong></a>để được tư vấn chọn máy toàn đạc Leica phù hợp đúng công trình – đúng ngân sách – đúng nhu cầu thực tế tại Việt Nam!<br /> </span></span>', 'images' => '202601210935384ebac4c3fe54ae49d9e64370bfd51ec3.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy toàn đạc điện tử', 'meta_key' => 'Máy toàn đạc, máy toàn đạc điện tử, total station, maytoandacLeica, máy toàn đạc điện tử Leica, Leica geosystem, LeicaFlexLine, LeicaTS, LeicaNova, LeicaMS, MultiStation, TS03, TS07, TS10, TS13, TS20, TS60, TM60, MS60', 'meta_des' => 'Máy toàn đạc, máy toàn đạc điện tử, total station, maytoandacLeica, máy toàn đạc điện tử Leica, Leica geosystem, LeicaFlexLine, LeicaTS, LeicaNova, LeicaMS, MultiStation, TS03, TS07, TS10, TS13, TS20, TS60, TM60, MS60', 'created' => '2026-01-21', 'modified' => '2026-02-02', 'status' => '1', 'view' => '576', 'slug' => 'may-toan-dac-leica-chon-flexline-ts-nova-hay-ms', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '507', 'rght' => '508', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 6 => array( 'Post' => array( 'id' => '796', 'name' => 'Cập nhật firrmware RTK qua WEB UI', 'code' => null, 'alias' => 'cap-nhat-firrmware-rtk-qua-web-ui', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Cập nhật firmware RTK qua Web UI – Hướng dẫn chi tiết & lưu ý kỹ thuật</span><br /> ', 'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong quá trình sử dụng máy GNSS RTK, việc cập nhật firmware bộ thu GNSS đóng vai trò đặc biệt quan trọng nhằm:</span></span></em><br /> <ul> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tối ưu khả năng FIX và độ ổn định khi đo RTK</span></span></em></li> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khắc phục các lỗi tồn tại trong firmware cũ</span></span></em></li> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bổ sung hoặc cải thiện các tính năng mới như IMU, radio, AR, giao tiếp dữ liệu…</span></span></em></li> </ul> <br /> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tuy nhiên, cập nhật firmware KHÔNG phải là cập nhật ứng dụng Android (APK), mà là nâng cấp hệ thống điều khiển lõi của bộ thu GNSS, tác động trực tiếp đến khả năng định vị và hoạt động RTK. Nếu thực hiện không đúng quy trình hoặc sử dụng firmware không phù hợp, thiết bị có thể phát sinh các lỗi nghiêm trọng như mất FIX, treo hệ thống, không khởi động hoặc không thể kết nối RTK.<br /> <br /> Hiện nay, nhiều dòng máy RTK đã hỗ trợ cập nhật firmware thông qua Web UI – giao diện quản lý nội bộ cho phép truy cập trực tiếp bằng trình duyệt web. Phần nội dung dưới đây tổng hợp cách các hãng GNSS phổ biến triển khai Web UI, quy trình cập nhật firmware, đồng thời hướng dẫn kết nối và sử dụng Web UI một cách an toàn, đúng kỹ thuật.<br /> </span></span></em> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Web UI trong máy RTK GNSS là gì?</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Web UI (Web-based User Interface) là giao diện quản lý nội bộ của bộ thu RTK, cho phép người dùng:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối trực tiếp với thiết bị qua WiFi hoặc mạng LAN</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Truy cập bằng trình duyệt web (Chrome, Edge, Safari…)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xem thông tin thiết bị và trạng thái GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu hình các tham số hệ thống</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật firmware bộ thu GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải dữ liệu đo, dữ liệu thô và nhật ký hệ thống</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Web UI mang lại sự tiện lợi lớn trong môi trường hiện trường, tuy nhiên cũng tiềm ẩn rủi ro nếu người dùng không hiểu rõ cách triển khai Web UI của từng hãng GNSS.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Cập nhật Firmware RTK qua Web UI theo từng hãng GNSS</span></span></h2> <br /> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.1. eFix GNSS – Web UI trong hệ sinh thái Android</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Web UI của eFix GNSS cho phép:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra thông tin thiết bị (model, serial, firmware)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo dõi trạng thái GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thực hiện cập nhật firmware bộ thu</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cách truy cập Web UI eFix</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối WiFi do bộ thu eFix phát</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở trình duyệt và truy cập IP mặc định của thiết bị</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">LƯU Ý: Firmware eFix phụ thuộc rất chặt vào model và đời mainboard. Việc cài sai firmware có thể khiến máy không boot được hoặc hoạt động không ổn định.<br /> <em>(Nguồn tham khảo: eFix GNSS – Firmware & User Guidance chính hãng).</em><br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.2. Meridian GNSS – Web UI trực quan với IP mặc định</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Meridian GNSS tích hợp Web UI nội bộ cho phép:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xem thông tin thiết bị và trạng thái GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu hình các tham số cơ bản</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật firmware trực tiếp qua Web UI</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cách truy cập</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối WiFi do bộ thu phát</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở trình duyệt và nhập: http://192.168.10.1</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Khuyến nghị: Chỉ sử dụng firmware chính hãng từ nhà sản xuất hoặc đại lý ủy quyền để đảm bảo tính tương thích và ổn định lâu dài.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.3. eSurvey / SurPad – Cập nhật firmware qua Web UI</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trên các bộ thu RTK eSurvey, Web UI (kết hợp với hệ thống SurPad / E-Survey) cho phép:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra trạng thái GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập các tham số cơ bản</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật firmware từ tab “Management”</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Người dùng truy cập Web UI bằng cách kết nối WiFi bộ thu và mở trình duyệt tương tự các hãng khác.<br /> <em>(Nguồn tham khảo: Hướng dẫn sử dụng Web UI trên máy RTK eSurvey).</em><br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.4. GeoMate GNSS – Web UI có nhưng cần thận trọng</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với GeoMate GNSS, Web UI chủ yếu dùng để:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản lý thiết bị</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu hình cơ bản hệ thống</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiện các tài liệu công bố chưa mô tả chi tiết quy trình cập nhật firmware trực tiếp qua Web UI.<br /> <br /> > Khuyến nghị khi cập nhật firmware GeoMate:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ tải firmware từ nguồn chính hãng</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra chính xác model + phiên bản firmware hiện tại trước khi cài đặt</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.5. Trimble – Web UI có kiểm soát chặt từ hãng</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trimble hỗ trợ cập nhật firmware GNSS qua Web UI chính thức, với quy trình rõ ràng:</span></span><br /> <ol> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Truy cập Web UI của bộ thu</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn Firmware → Install New Firmware</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn file firmware tải từ trang hỗ trợ Trimble</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cài đặt và khởi động lại thiết bị</span></span></li> </ol> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trimble kiểm soát firmware theo model và serial, giúp giảm nguy cơ cài sai.<br /> <em>(Nguồn tham khảo: Trimble Receiver Help Portal).</em><br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.6. Leica Geosystems – Hạn chế Web UI, ưu tiên quy trình chuẩn</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khác với nhiều hãng khác, Leica Geosystems không khuyến khích cập nhật firmware trực tiếp qua Web UI. Thay vào đó:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Firmware đi kèm Captivate Release Notes</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật theo quy trình chính hãng (qua thẻ SD hoặc bộ điều khiển)</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Nguồn tham khảo: Leica Captivate Manual & Release Notes.</em><br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Kết nối máy tính, điện thoại, máy tính bảng với máy RTK qua Web UI</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hầu hết các bộ thu GNSS RTK hiện đại đều hoạt động như một điểm phát WiFi nội bộ (WiFi Hotspot). Người dùng có thể kết nối bằng PC, điện thoại hoặc máy tính bảng để truy cập Web UI mà không cần cài thêm phần mềm.<br /> <br /> Các bước truy cập Web UI (ví dụ trên PC)</span></span><br /> <br /> <ol> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối WiFi do bộ thu RTK phát: Tên WiFi thường là Serial Number (SN)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở trình duyệt web</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhập địa chỉ: http://192.168.10.1</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đăng nhập Web UI: Mật khẩu mặc định: password (có thể thay đổi).</span></span></li> </ol> <h2> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">4. Các chức năng chính trong Web UI của máy RTK </span></h2> <p> <em><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Dựa trên </span><span style="font-size: 12px;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">giao diện Web UI dòng máy RTK của hãng eSurvey và các dòng máy tương tự</span></span>)</span></em></p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.1 Tab Position – Định vị & trạng thái GNSS</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chế độ làm việc: Base / Rover / Static</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tọa độ (kinh, vĩ, cao độ)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trạng thái nghiệm: Fix / Float / Single</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số vệ tinh theo dõi</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PDOP, HDOP, TDOP, HRMS, VRMS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giờ địa phương & múi giờ</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bắt đầu / dừng ghi dữ liệu đo tĩnh</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-position1.jpg" style="width: 600px; height: 405px;" /></span></span><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.2 Tab Data Link – Liên kết dữ liệu</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bluetooth</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Radio</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Network / SIM</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-position-1.jpg" style="width: 600px; height: 405px;" /><br /> 4.3 Tab Satellites – Vệ tinh</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan sát số vệ tinh</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phân bố vệ tinh theo hệ</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập góc ngưỡng vệ tinh</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-ve-tinh 3.jpg" style="width: 600px; height: 407px;" /><br /> 4.4 Tab Information – Thông tin thiết bị</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS receiver, anten</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mainboard</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UHF, Network module</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-thong-tin 4.jpg" style="width: 600px; height: 404px;" /><br /> 4.5 Tab Working Mode – Chế độ làm việc</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn Base / Rover / Static</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phương thức kết nối tương ứng</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-thiet-lap-che-do-lam-viec 5.jpg" style="width: 600px; height: 407px;" /><br /> 4.6 Tab Satellite Settings – Thiết lập thu vệ tinh</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GPS, GLONASS, BeiDou, Galileo, SBAS, QZSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK timeout</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chế độ FIX chính xác cao</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-satellite-setting 6.jpg" style="width: 600px; height: 403px;" /><br /> 4.7 Tab Device Configuration – Cấu hình thiết bị</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Time zone</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">IMU output</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Baud rate cổng serial</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Âm thanh, cảnh báo Base</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ nhớ, debug</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động bật/tắt nguồn</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chia sẻ Internet qua WiFi hotspot</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-device-configuration 7.jpg" style="width: 600px; height: 403px;" /><br /> 4.8 Tab NMEA Message – Dữ liệu NMEA</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu hình NMEA qua Bluetooth / cổng 5-pin</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS PPP output</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ghi NMEA</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-nmea-message8.jpg" style="width: 600px; height: 403px;" /><br /> 4.9 Tab View Log – Nhật ký</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xem & tải log ứng dụng, log hệ điều hành</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-view-log 9.jpg" style="width: 600px; height: 403px;" /><br /> 4.10 Tab Raw Data – Dữ liệu thô</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải raw GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuyển đổi RINEX</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải nhiều file</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-raw-data 10.jpg" style="width: 600px; height: 403px;" /><br /> 4.11 Tab Backup Data – Sao lưu</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải hoặc xóa dữ liệu điểm</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-backup-data 11.jpg" style="width: 600px; height: 403px;" /><br /> 4.12 Tab Management – Quản lý thiết bị</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cài đặt firmware mới</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đăng ký thiết bị / GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập bảo mật</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định dạng bộ nhớ</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự kiểm tra</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khôi phục cài đặt gốc</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khởi động lại bộ thu</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/tab-management 12.jpg" style="width: 600px; height: 403px;" /><br /> <br /> >>> Việc cập nhật firmware thông qua Web UI tác động trực tiếp đến hệ thống lõi của bộ thu GNSS. Người dùng chỉ nên thực hiện khi đã xác định đúng model, đúng firmware và đúng quy trình của nhà sản xuất.<br /> Cập nhật firmware đúng cách – đúng nguồn – đúng thời điểm sẽ giúp hệ thống RTK hoạt động ổn định, tối ưu khả năng FIX và hạn chế tối đa rủi ro ngoài thực tế.<br /> </span></span><br /> ', 'images' => '202601191058403cdbfac574ba000accb0ead9377f4654.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy RTK', 'meta_key' => 'Máy RTK, GNSS, FirmwareRTK, WebUI,TracDiaThanhDat,Leica, Trimble, eFix, Meridian, eSurvey, GeoMate', 'meta_des' => 'Máy RTK, GNSS, FirmwareRTK, WebUI,TracDiaThanhDat,Leica, Trimble, eFix, Meridian, eSurvey, GeoMate', 'created' => '2026-01-19', 'modified' => '2026-02-01', 'status' => '1', 'view' => '621', 'slug' => 'cap-nhat-firrmware-rtk-qua-web-ui', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '505', 'rght' => '506', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 7 => array( 'Post' => array( 'id' => '795', 'name' => 'MÚI CHIẾU 3° VÀ 6° TRONG HỆ TỌA ĐỘ VN-2000', 'code' => null, 'alias' => 'mui-chieu-3°-va-6°-trong-he-toa-do-vn-2000', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu 3° và 6° trong hệ tọa độ VN-2000 <br /> <em>(Góc nhìn theo Thông tư 973/2001/TT-TCĐC)</em></span></span>', 'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong lĩnh vực trắc địa, GIS và xây dựng, việc lựa chọn và sử dụng múi chiếu bản đồ có ảnh hưởng trực tiếp đến độ chính xác hình học, sai số biến dạng và tính pháp lý của dữ liệu không gian. Trong thực tế, các khái niệm múi chiếu 3°, múi chiếu 6°, UTM và VN-2000 đôi khi bị sử dụng chưa thống nhất, dẫn đến nhầm lẫn trong áp dụng và trao đổi kỹ thuật.<br /> <br /> Bài viết này trình bày và làm rõ vấn đề múi chiếu 3° và 6° trong hệ tọa độ quốc gia VN-2000, dựa trên Thông tư 973/2001/TT-TCĐC và bản chất của phép chiếu Transverse Mercator, nhằm giúp người sử dụng hiểu đúng và áp dụng phù hợp trong từng bài toán cụ thể.<br /> </span></span></em> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Múi chiếu bản đồ là gì?</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu bản đồ là phần bề mặt Trái Đất được giới hạn bởi hai đường kinh tuyến, được biểu diễn lên mặt phẳng thông qua một phép chiếu bản đồ xác định.<br /> <br /> Việc chia bề mặt Trái Đất thành các múi chiếu giúp:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm sai số biến dạng khi chiếu từ mặt cong sang mặt phẳng,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thuận tiện cho đo đạc, tính toán và thành lập bản đồ,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp với từng quy mô và mục đích sử dụng khác nhau.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế trắc địa và bản đồ học, phép chiếu hình trụ ngang đồng góc (Transverse Mercator) là một trong những phép chiếu được sử dụng phổ biến nhất, đặc biệt đối với các múi chiếu 3° và 6°.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Quy định về múi chiếu trong hệ tọa độ VN-2000</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo Thông tư 973/2001/TT-TCĐC của Tổng cục Địa chính, khi áp dụng Hệ quy chiếu và Hệ tọa độ quốc gia VN-2000: <em>“Hệ tọa độ quốc gia VN-2000 được xây dựng trên phép chiếu hình trụ ngang đồng góc (Transverse Mercator) và cho phép áp dụng các múi chiếu 3° hoặc 6° tùy theo mục đích và quy mô bản đồ.”</em><br /> <br /> Từ quy định này có thể khẳng định:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ tọa độ VN-2000 cho phép sử dụng cả múi chiếu 3° và múi chiếu 6°,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc lựa chọn múi chiếu không mang tính tùy tiện, mà phải phù hợp với mục đích sử dụng và quy mô bản đồ.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế trắc địa và bản đồ học, phép chiếu hình trụ ngang đồng góc (Transverse Mercator) là một trong những phép chiếu được sử dụng phổ biến nhất, đặc biệt đối với các múi chiếu 3° và 6°.</span></span> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Múi chiếu 6° (UTM) – Phạm vi khu vực và liên tỉnh</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu 6° có bề rộng 6 độ kinh độ, thường được biết đến rộng rãi thông qua hệ thống UTM (Universal Transverse Mercator).<br /> <br /> 3.1 Đặc điểm chính</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ diện tích rộng,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thuận lợi cho các bài toán bản đồ và GIS quy mô lớn,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số biến dạng tăng dần khi khoảng cách tới kinh tuyến trục tăng.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 Phạm vi ứng dụng<br /> <br /> Múi chiếu 6° phù hợp cho:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản đồ quốc gia, vùng, liên tỉnh,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các hệ thống GIS tổng hợp,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy hoạch không gian, hạ tầng quy mô lớn.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu ý: UTM không phải là một hệ tọa độ riêng, mà là cách tổ chức múi chiếu 6° của phép chiếu Transverse Mercator, thường được sử dụng cùng hệ quy chiếu WGS84 trong thông lệ quốc tế.<br /> </span></span> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Utm-zones(1).jpg" style="width: 800px; height: 400px;" /></span></span></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Múi chiếu 3° – Tiêu chuẩn cho đo đạc chính xác</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu 3° có bề rộng hẹp hơn, giúp giảm đáng kể sai số biến dạng so với múi 6°.<br /> <br /> 4.1 Đặc điểm chính</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác hình học cao,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Biến dạng chiều dài và diện tích nhỏ,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp cho các bài toán yêu cầu độ chính xác cao.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.2 Phạm vi ứng dụng<br /> <br /> Trong hệ tọa độ VN-2000, múi chiếu 3° thường được sử dụng cho:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo vẽ địa chính,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản đồ tỷ lệ lớn,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bố trí và thi công công trình,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hồ sơ pháp lý đất đai.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi sử dụng VN-2000, bắt buộc phải xác định rõ múi chiếu và kinh tuyến trục, vì đây là tham số pháp lý của hệ tọa độ, không được mặc định như trong hệ UTM.<br /> </span></span><br /> <br /> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Nhận định thực tế tại Việt Nam</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế đo đạc tại Việt Nam:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">VN-2000 múi chiếu 3° là lựa chọn chủ đạo cho công tác địa chính và xây dựng,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu 6° (UTM) chủ yếu phù hợp cho bản đồ khu vực – vùng và các bài toán GIS tổng hợp.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc sử dụng đúng múi chiếu giúp đảm bảo:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác kỹ thuật,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính thống nhất dữ liệu,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sự phù hợp với quy định pháp lý hiện hành.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> <strong>>>> Tóm lại: </strong></span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ tọa độ quốc gia VN-2000 cho phép sử dụng cả múi chiếu 3° và 6° theo Thông tư 973/2001/TT-TCĐC.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu 6° (UTM) phù hợp cho bản đồ khu vực và liên tỉnh.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu 3° được ưu tiên cho đo đạc chính xác, địa chính và công trình.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UTM là cách tổ chức múi chiếu, trong khi VN-2000 là hệ tọa độ quốc gia – hai khái niệm này không nên sử dụng thay thế cho nhau.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiểu đúng và sử dụng đúng múi chiếu là điều kiện quan trọng để đảm bảo độ chính xác kỹ thuật và tính pháp lý của mọi sản phẩm đo đạc và bản đồ.<br /> <br /> <em>>>> Tài liệu tham khảo:</em></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Thông tư 973/2001/TT-TCĐC – Hướng dẫn áp dụng Hệ quy chiếu và Hệ tọa độ quốc gia VN-2000</em></span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Tài liệu chuyên ngành về phép chiếu Transverse Mercator / UTM</em></span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em><img alt="" src="/admin/webroot/upload/image/images/Kinh tuyến trục.jpg" style="width: 747px; 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Tín hiệu GNSS thô (không hiệu chỉnh) thường chỉ đạt độ chính xác khoảng 5–10 mét, không đáp ứng yêu cầu của các lĩnh vực như nông nghiệp chính xác, trắc địa, robot tự hành, xe tự lái,… Bằng cách tính toán và áp dụng các hiệu chỉnh sai số lên tín hiệu GNSS, độ chính xác có thể được cải thiện gấp 100 lần, đạt mức centimet.</span></span>', 'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Hiệu chỉnh GNSS là yếu tố then chốt để đạt được định vị độ chính xác cao. Tín hiệu GNSS thô (không hiệu chỉnh) thường chỉ đạt độ chính xác khoảng 5–10 mét, không đáp ứng yêu cầu của các lĩnh vực như nông nghiệp chính xác, trắc địa, robot tự hành, xe tự lái,… Bằng cách tính toán và áp dụng các hiệu chỉnh sai số lên tín hiệu GNSS, độ chính xác có thể được cải thiện gấp 100 lần, đạt mức centimet.</em><br /> <br /> Bài viết này trình bày các phương pháp hiệu chỉnh GNSS chính:</span></span><br /> <ul> <li> <strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">DGNSS (GNSS vi sai)</span></span></em></strong></li> <li> <strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SBAS (Hệ thống tăng cường vệ tinh)</span></span></em></strong></li> <li> <strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK (Động học thời gian thực)</span></span></em></strong></li> <li> <strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP (Định vị điểm chính xác)</span></span></em></strong></li> <li> <strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP-RTK</span></span></em></strong></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đồng thời phân tích đặc điểm, ưu nhược điểm và phạm vi ứng dụng của từng phương pháp, cũng như cách lựa chọn phương án phù hợp.<br /> </span></span> <p> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS định vị tiêu chuẩn hoạt động như thế nào?</span></span></strong><br /> </p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tín hiệu GNSS thô từ mỗi vệ tinh mang một mã giả ngẫu nhiên (PRN), cung cấp ba thông tin chính:</span></span><br /> <ul> <li> <strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ai: định danh vệ tinh.</span></span></em></strong></li> <li> <strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ở đâu: vị trí quỹ đạo.</span></span></em></strong></li> <li> <strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi nào: thời điểm phát tín hiệu.</span></span></em></strong></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy thu GNSS so sánh mã PRN nhận được với mã PRN nội sinh của nó để xác định thời gian truyền tín hiệu, từ đó tính ra khoảng cách giả (pseudorange). Khi có khoảng cách đến ít nhất 4 vệ tinh, máy thu có thể xác định vị trí 3D của mình.<br /> <br /> Tín hiệu GNSS bị ảnh hưởng bởi nhiều nguồn sai số:</span></span><br /> <ul> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tầng điện ly & đối lưu làm chậm và bẻ cong tín hiệu.</span></span></em></li> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đồng hồ & quỹ đạo vệ tinh.</span></span></em></li> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đa đường (multipath) do phản xạ từ nhà cửa, cây cối.</span></span></em></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tổng sai số dẫn đến độ chính xác chỉ khoảng 5–10 m. Từ đây, các phương pháp hiệu chỉnh GNSS ra đời để giảm và loại bỏ các sai số này.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Differential GNSS (DGNSS – GNSS vi sai)</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguyên lý:</strong><br /> Định vị tương đối bằng cách so sánh số liệu giữa máy rover và trạm tham chiếu có tọa độ đã biết chính xác.<br /> <br /> <strong>Cách hoạt động:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trạm base tính sai số pseudorange cho từng vệ tinh</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phát các hiệu chỉnh này cho rover</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rover áp dụng hiệu chỉnh để loại bỏ sai số chung</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác</strong>: Dưới 1 mét<br /> <br /> <strong>Ưu điểm</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dễ triển khai</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiêu thụ điện thấp</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian hội tụ nhanh</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác thấp hơn RTK/PPP</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phụ thuộc khoảng cách đến trạm base</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng: </span></span></strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Hàng hải, n</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">ông nghiệp mức cơ bản, t</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">hiết bị GNSS pin nhỏ.</span> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/GNSSCorrections-Types-SBAS-2-1024x683.jpg" style="width: 800px; height: 534px;" /></span></span></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. SBAS – Hệ thống tăng cường vệ tinh</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguyên lý</strong>: Tương tự DGNSS nhưng hiệu chỉnh được t</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">ính toán tập trung và p</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">hát qua vệ tinh địa tĩnh.</span><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ví dụ SBAS:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">WAAS (Mỹ)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">EGNOS (Châu Âu)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">MSAS (Nhật Bản)</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác</strong>: ~1–3 m<br /> <br /> <strong>Ưu điểm</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Miễn phí</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ rộng khu vực lớn</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không cần base cục bộ</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác hạn chế</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khó thu vệ tinh địa tĩnh ở đô thị / vĩ độ cao</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng: </span></span></strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Hàng không, </span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Hàng hải, </span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Nông nghiệp quy mô lớn.</span> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. RTK – Real-Time Kinematic</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguyên lý: </strong>Sử dụng đo pha sóng mang (carrier-phase) kết hợp hiệu chỉnh thời gian thực từ trạm base.<br /> <br /> <strong>Đặc điểm kỹ thuật:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bước sóng L1 GPS ≈ 19 cm</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giải ẩn số nguyên (integer ambiguity)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sử dụng double differencing + thuật toán LAMBDA</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác</strong>: 1–2 cm<br /> <br /> <strong>Thời gian fix</strong>: vài giây<br /> <br /> <strong>Ưu điểm: </strong></span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Độ chính xác cao nhất, h</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">ội tụ cực nhanh</span><br /> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi giới hạn (≈ 20–30 km)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần kết nối ổn định (radio / NTRIP)</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc địa</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thi công – stakeout</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Robot, UAV</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nông nghiệp chính xác</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. PPP – Precise Point Positioning</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguyên lý</strong>: Định vị tuyệt đối bằng cách áp dụng:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quỹ đạo vệ tinh chính xác</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đồng hồ vệ tinh chính xác</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô hình khí quyển toàn cầu</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đặc điểm:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không cần trạm base cục bộ</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hội tụ bằng cách tự giải ẩn số pha</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác</strong>: cm (tĩnh)<br /> <br /> <strong>Thời gian hội tụ</strong>: 10–30 phút<br /> <br /> <strong>Ưu điểm</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ toàn cầu</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp vùng xa, biển khơi</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hội tụ chậm</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không phù hợp ứng dụng cần real-time</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hàng hải – ngoài khơi</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoa học – địa vật lý</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo đạc khu vực hẻo lánh</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. PPP-RTK – Phương pháp lai hiện đại</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguyên lý</strong>: Là sự kết hợp giữa:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh vệ tinh chính xác của PPP</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh khí quyển & pha kiểu RTK</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công nghệ cốt lõi:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SSR (State Space Representation)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Wide-lane ambiguity resolution (bước sóng dài → fix nhanh)</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác</strong>: 3–7 cm<br /> <br /> <strong>Thời gian hội tụ</strong>: 10–30 giây<br /> <br /> <strong>Ưu điểm</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhanh hơn PPP</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ rộng hơn RTK</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở rộng cho số lượng người dùng lớn</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần máy GNSS đa tần hiện đại</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác thấp hơn RTK cự ly ngắn</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xe tự lái – ADAS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UAV</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản lý đội xe</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nông nghiệp thông minh</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> <strong>BẢNG SO SÁNH </strong></span></span><br /> <br /> <table border="0" cellpadding="0" style="width: 100%"> <thead> <tr> <th> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phương pháp</span></span></th> <th> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác</span></span></th> <th> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian fix</span></span></th> <th> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi</span></span></th> </tr> </thead> <tbody> <tr> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS thường</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5–10 m</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vài giây</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn cầu</span></span></td> </tr> <tr> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SBAS</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1–3 m</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 s</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lục địa</span></span></td> </tr> <tr> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">DGNSS</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><1 m</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5–20 s</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cục bộ</span></span></td> </tr> <tr> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">~10 cm</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">10–30 phút</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn cầu</span></span></td> </tr> <tr> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP-RTK</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3–7 cm</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">10–30 s</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khu vực</span></span></td> </tr> <tr> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1–2 cm</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">~5 s</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">≤30 km</span></span></td> </tr> </tbody> </table> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> >>> Không có phương pháp hiệu chỉnh GNSS nào “tốt nhất cho mọi trường hợp”. Chỉ có phương pháp phù hợp nhất với yêu cầu công việc:</span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần nhanh – chính xác tuyệt đối → RTK</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần phủ rộng – không cần base → PPP / PPP-RTK</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần ổn định – tiết kiệm năng lượng → DGNSS / SBAS</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/Grey Minimalist Architecture Search Bar Facebook Cover (1).png" style="width: 800px; height: 451px;" /></span></span></p> ', 'images' => '20251222101550f3bda8482463fdd4796e4f3880688643.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy RTK', 'meta_key' => 'Máy RTK, hiệu chỉnh GNSS, CORS, VNGEONET, SBAS, DGNSS, PPP-RTK, hệ tọa độ, đo đạc, khảo sát', 'meta_des' => 'Máy RTK, hiệu chỉnh GNSS, CORS, VNGEONET, SBAS, DGNSS, PPP-RTK, hệ tọa độ, đo đạc, khảo sát', 'created' => '2025-12-22', 'modified' => '2026-02-02', 'status' => '1', 'view' => '1108', 'slug' => 'tim-hieu-cac-phuong-phap-hieu-chinh-gnss', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '501', 'rght' => '502', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 9 => array( 'Post' => array( 'id' => '792', 'name' => 'Stakeout bằng RTK GNSS và Toàn đạc điện tử', 'code' => null, 'alias' => 'stakeout-bang-rtk-gnss-va-toan-dac-dien-tu', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trong công tác stakeout (cắm điểm/định vị thi công), GNSS RTK và Toàn đạc điện tử đều là công cụ quan trọng — nhưng mỗi cái có đặc thù, ưu/nhược điểm và thời điểm sử dụng khác nhau. Không phải cái nào “tốt hơn”, mà là chọn đúng nơi – đúng lúc.</span>', 'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong công tác stakeout (cắm điểm/định vị thi công), GNSS RTK và Toàn đạc điện tử đều là công cụ quan trọng — nhưng mỗi cái có đặc thù, ưu/nhược điểm và thời điểm sử dụng khác nhau. Không phải cái nào “tốt hơn”, mà là chọn đúng nơi – đúng lúc.<br /> <br /> RTK GNSS là phương pháp định vị vệ tinh động thời gian thực, trong đó tọa độ điểm đo được xác định thông qua xử lý tín hiệu GNSS và hiệu chỉnh sai số từ trạm Base hoặc mạng CORS. Kết quả đo được thể hiện trong hệ tọa độ không gian toàn cầu hoặc hệ tọa độ quốc gia, phù hợp cho các bài toán định vị tổng thể, đo diện rộng và thiết lập khung khống chế ban đầu.<br /> <br /> Toàn đạc điện tử là thiết bị đo đạc sử dụng nguyên lý đo góc và khoảng cách để xác định vị trí điểm trong hệ tọa độ cục bộ hoặc hệ tọa độ công trình, dựa trên các điểm khống chế đã biết. Phương pháp này cho phép kiểm soát chặt chẽ hình học không gian, cao độ và sai số tương đối, đặc biệt hiệu quả trong các công trình yêu cầu độ chính xác cao.<br /> <br /> Chính sự khác biệt về nguyên lý đo và cách kiểm soát sai số khiến RTK GNSS và Toàn đạc điện tử không mang tính thay thế, mà thường được kết hợp trong cùng một workflow để đạt hiệu quả và độ tin cậy cao nhất.<br /> </span></span></em><br /> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Bảng so sánh tổng quan RTK GNSS vs Toàn đạc điện tử</span></span></h2> <br /> <table border="0" cellpadding="0"> <thead> <tr> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiêu chí</span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS</span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc điện tử</span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận xét kỹ thuật</span></span><br /> </th> </tr> </thead> <tbody> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản chất đo</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị tuyệt đối theo GNSS</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị tương đối trong mạng khống chế </span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Khác nhau về nguyên lý</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức cm (RTK Fix, môi trường tốt) </span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức mm (đo cạnh & góc)</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc vượt trội cho chi tiết</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tốc độ</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất nhanh, phù hợp diện rộng</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Chậm hơn do ngắm gương</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK có lợi thế tốc độ</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Vài km đến hàng chục km<br /> (Base–Rover / CORS) </span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">~500–1000 m, cần line-of-sight</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK phù hợp khu vực lớn</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cao độ & hình học </span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có thể biến động theo vệ tinh</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm soát cao độ rất tốt</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc an toàn cho cao độ</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhân lực</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Thường 1 người</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Thường 2 người (robot có thể 1)</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK tiết kiệm nhân lực</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính cơ động</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Gọn nhẹ, setup nhanh</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cồng kềnh hơn</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK linh hoạt hơn</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi phí</span></span></strong></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đầu tư cao hơn, có thể có phí<br /> CORS </span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ổn định, dễ kiểm soát</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tùy quy mô dự án</span></span></td> </tr> </tbody> </table> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <h2 style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Blue and White Neon Gradients Virtual Video Background (100)(2).png" style="width: 780px; height: 439px;" /></span></span></h2> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. So sánh ứng dụng thực tế theo từng tình huống công việc</span></span></h2> <br /> <table border="0" cellpadding="0"> <thead> <tr> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tình huống</span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS</span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc</span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận định</span></span><br /> </th> </tr> </thead> <tbody> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo diện rộng (ruộng, rừng, KCN) </span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo nhanh, không cần line-of-sight </span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Khó triển khai diện rộng</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS vượt trội</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo chi tiết công trình</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác cm, dễ nhiễu</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác mm, ổn định </span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc tốt hơn</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Khu đô thị nhiều nhà cao tầng</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Dễ bị che khuất vệ tinh</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không phụ thuộc vệ tinh</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc hiệu quả</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa hình mở</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tín hiệu tốt, đo rất nhanh</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo được nhưng chậm</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK thuận tiện</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Giám sát thi công hằng ngày</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Xác định mốc tổng thể</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra trục, cao độ</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nên kết hợp</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chính – bản đồ – nông nghiệp </span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất phù hợp cho diện rộng</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Bổ trợ khi cần chi tiết</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK là chủ đạo</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoàn công – nghiệm thu</span></span></strong></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra tổng thể</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Chính xác chi tiết</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc an toàn</span></span></td> </tr> </tbody> </table> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica_TS16_Carousel_Image_1_800x428.jpg" style="width: 763px; height: 408px;" /></span></span></p> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Workflow được áp dụng phổ biến trong công tác cắm điểm/định vị thi công </span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">thực tế</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> </span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo hướng dẫn ứng dụng của Leica Geosystems và Trimble, các dự án chuyên nghiệp thường áp dụng quy trình sau:</span></span> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.1 RTK GNSS</span></span></h3> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xác định hệ tọa độ,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Fix mốc khống chế,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập bản đồ nền, định vị tổng thể.</span></span></li> </ul> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 Toàn đạc điện tử</span></span></h3> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bố trí tim trục,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm soát cao độ,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Stakeout chi tiết,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoàn công – nghiệm thu.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đây là lý do vì sao RTK và Toàn đạc luôn đi cùng nhau trên công trường, chứ không cạnh tranh trực tiếp.</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS mạnh về tốc độ, phạm vi, tính cơ động.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc điện tử mạnh về độ chính xác, hình học, cao độ và độ tin cậy.</span></span></li> </ul> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/maxresdefault (1)(2).jpg" style="width: 780px; height: 439px;" /></p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không có thiết bị nào “tốt nhất cho mọi công việc”. Việc sử dụng đúng thiết bị cho đúng mục đích giúp:</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm sai số,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dễ bảo vệ số liệu khi nghiệm thu.</span></span></li> </ul> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Kết hợp công nghệ GNSS hiện đại với độ chính xác truyền thống của máy toàn đạc </span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">là xu hướng chung của các đội đo đạc chuyên nghiệp hiện nay.<br /> <br /> <em>>>> <u>Nguồn tham khảo:</u><br /> Leica Geosystems – GNSS vs Total Station Applications<br /> Trimble – Stakeout and Construction Surveying Guidelines<br /> Topcon – GNSS and Total Station Field Workflows</em><br /> </span></span>', 'images' => '202512170947176dafab5f86d9e5f32ba9ce303d86098f.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy RTK', 'meta_key' => 'Máy RTK, máy toàn đạc điện tử, máy toàn đạc Leica, máy toàn đạc Topcon, máy toàn đạc Nikon, máy toàn đạc Sokkia, đo đạc, khảo sát, GIS, BIM', 'meta_des' => 'Máy RTK, máy toàn đạc điện tử, máy toàn đạc Leica, máy toàn đạc Topcon, máy toàn đạc Nikon, máy toàn đạc Sokkia, đo đạc, khảo sát, GIS, BIM', 'created' => '2025-12-17', 'modified' => '2026-02-02', 'status' => '1', 'view' => '1630', 'slug' => 'stakeout-bang-rtk-gnss-va-toan-dac-dien-tu', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '499', 'rght' => '500', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ) ) $tinlq = array( (int) 0 => array( 'Post' => array( 'id' => '769', 'name' => 'Vùng chiếu 3° và 6° trong hệ tọa độ VN-2000 là gì? Vì sao Việt Nam chọn vùng chiếu 3°?', 'code' => null, 'alias' => 'vung-chieu-3°-va-6°-trong-he-toa-do-vn-2000-la-gi-vi-sao-viet-nam-chon-vung-chieu-3°', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bài viết này giúp bạn hiểu rõ sự khác biệt giữa vùng chiếu 3° và 6°, lý do Việt Nam sử dụng vùng chiếu 3° trong hệ VN-2000, và vai trò của kinh tuyến trục trong từng vùng chiếu.</span></span>', 'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong công tác đo đạc, bản đồ và quản lý đất đai, việc sử dụng đúng <strong>phép chiếu bản đồ</strong> và cấu hình đúng <strong>vùng chiếu</strong> là yếu tố then chốt giúp đảm bảo độ chính xác tọa độ. Hệ tọa độ quốc gia VN-2000 của Việt Nam sử dụng phép chiếu <strong>Transverse Mercator (TM)</strong> với các vùng chiếu <strong>3°</strong> hoặc <strong>6°</strong>, tùy vào yêu cầu kỹ thuật.</span></span><br /> <br /> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Black White Modern Geometric Real Esatate Agent Facebook Cover (Bài đăng Facebook) (8).png" style="text-align: center; width: 480px; height: 402px;" /></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Vùng chiếu là gì?</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi chiếu mặt cong của Trái Đất (ellipsoid) lên mặt phẳng (bản đồ), để giảm sai số, người ta chia Trái Đất thành các <strong>vùng chiếu hẹp theo chiều kinh tuyến</strong>. Mỗi vùng sẽ có một <strong>kinh tuyến trục</strong> (central meridian) – là kinh độ nằm ở trung tâm vùng chiếu – nhằm giảm sai lệch hình học khi chiếu.</span></span><br /> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/2461fb1.png" style="width: 758px; height: 396px;" /></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. So sánh vùng chiếu 3° và 6°</strong></span></span></h2> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Black White Modern Geometric Real Esatate Agent Facebook Cover (Bài đăng Facebook) (12).png" style="width: 630px; height: 528px;" /></p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>** Ví dụ:</strong> Vùng chiếu 3° có <strong>kinh tuyến trục 105°</strong></span></span><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Vùng này bao phủ từ </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">103.5° đến 106.5° kinh độ Đông</strong><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Các tọa độ trong vùng sẽ được tính dựa vào phép chiếu TM với 105° làm trung tâm</span><br /> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Tọa độ X, Y (phẳng)</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> của điểm càng gần 105° thì càng chính xác</span><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngược lại, vùng chiếu 6° có 105° làm kinh tuyến trục sẽ bao phủ từ 102° đến 108°, dẫn đến biến dạng hình học lớn hơn ở rìa phía Đông/ Tây vùng chiếu.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Vì sao Việt Nam chọn vùng chiếu 3° trong hệ VN-2000?</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ tọa độ VN-2000 được Bộ TN&MT xây dựng với mục tiêu phục vụ:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản đồ địa chính</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấp Giấy chứng nhận quyền sử dụng đất</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập quy hoạch đô thị, nông thôn</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết kế kỹ thuật chi tiết, định vị GPS chính xác cao</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Những ứng dụng này <strong>yêu cầu sai số nhỏ</strong>, đặc biệt ở cấp độ thửa đất (<0.5m), nên: <strong>Vùng chiếu 3° được lựa chọn thay vì vùng 6°</strong>, để đảm bảo độ chính xác cao, giảm biến dạng tọa độ, phù hợp với địa hình và phạm vi hẹp của các đơn vị hành chính cấp tỉnh, huyện, xã.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>4. Các thông số kỹ thuật thường dùng cho vùng chiếu 3° trong VN-2000</strong></span></span></h2> <table border="0" cellpadding="0"> <thead> <tr> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tham số</strong></span></span></th> <th> <br /> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Giá trị tiêu chuẩn</strong></span></span></th> </tr> </thead> <tbody> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ellipsoid</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> GRS80 hoặc WGS-84</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Phép chiếu</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> Transverse Mercator</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kinh tuyến trục (λ₀) </span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> Tùy tỉnh: 105°, 106°, 107°, 108°…</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tọa độ X giả định</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> 500,000 m</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tọa độ Y giả định</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> 0 m (miền Bắc), 1,000,000 m (miền Nam)</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ số scale factor</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> 0.9999 (hoặc 0.9996 tùy trường hợp)</span></span><br /> </td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đơn vị tính</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mét (m)</span></span></td> </tr> </tbody> </table> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> Việc hiểu rõ và cấu hình đúng <strong>vùng chiếu 3° trong hệ VN-2000</strong> là điều bắt buộc bởi <strong>chọn sai vùng chiếu hoặc kinh tuyến trục có thể gây sai số hàng mét</strong>, ảnh hưởng đến cấp sổ đỏ, sai ranh giới đất đai hoặc sai vị trí thiết kế công trình.</span></span><br /> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Black White Modern Geometric Real Esatate Agent Facebook Cover (Bài đăng Facebook) (7)(1).png" style="width: 520px; 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Một trong những thay đổi quan trọng nhưng ít được chú ý là việc điều chỉnh lại kinh tuyến trục trong hệ tọa độ VN-2000.</span></span></em><br /> </p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Hệ tọa độ VN-2000</span></span></h2> <br /> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>VN-2000</strong> (hay Hệ tọa độ quốc gia Việt Nam 2000) là <strong data-end="342" data-start="322">hệ tọa độ địa lý</strong> chính thức do Bộ Tài nguyên và Môi trường ban hành, dùng trong quản lý đất đai, bản đồ địa chính, quy hoạch...</span></span></p> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dựa trên <strong data-end="484" data-start="465">ellipsoid GRS80</strong>, gần tương đương với <strong data-end="516" data-start="506">WGS-84</strong> nhưng có hiệu chỉnh để phù hợp với điều kiện thực tế của Việt Nam.</span></span><o:p></o:p></p> <p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">** <strong>Tóm tắt đặc điểm hệ tọa độ VN-2000:</strong></span></span></p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ quy chiếu: Geodetic, dựa trên ellipsoid <strong>GRS80</strong> hoặc <strong>WGS-84.</strong></span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gốc tọa độ: Gần trùng trạm GPS tại Tam Đảo, Vĩnh Phúc.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ tọa độ sử dụng: Tọa độ phẳng vuông góc (X, Y) theo phép chiếu Transverse Mercator.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thường dùng hệ tọa độ phẳng (X, Y) với vùng chiếu 3° hoặc 6°.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dùng phổ biến trong: Đo đạc, lập bản đồ địa chính, quy hoạch, cấp giấy chứng nhận đất đai...</span></span></li> </ul> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Kinh tuyến trục là gì?</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kinh tuyến trục là đường kinh độ được chọn làm trung tâm trong phép chiếu bản đồ (VN-2000 dùng phép chiếu Transverse Mercator). Nó giúp <strong>giảm sai số tọa độ</strong> khi chiếu bề mặt cong của Trái Đất lên mặt phẳng bản đồ.</span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Black White Modern Geometric Real Esatate Agent Facebook Cover (Bài đăng Facebook) (5)(1).png" style="width: 600px; height: 488px;" /></span></span></p> <p data-end="169" data-start="0"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Kinh tuyến trục</strong> của hệ tọa độ quốc gia Việt Nam VN-2000 (còn gọi là VN2000) là một yếu tố quan trọng trong hệ quy chiếu tọa độ quốc gia, dùng trong đo đạc và bản đồ.</span></span><br /> </p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kinh tuyến trục mặc định: 105° kinh độ Đông.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tuy nhiên, tùy theo từng khu vực, kinh tuyến trục có thể được chọn khác nhau để giảm sai số chiếu trong hệ tọa độ phép chiếu trục kinh tuyến trụ ngang (UTM) hoặc phép chiếu ngang đồng góc<strong data-end="496" data-start="445" style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> (Transverse Mercator)</strong>.</span></span></li> </ul> <div data-end="497" data-start="273"> </div> <h2 data-end="497" data-start="273"> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">3. Sự thay đổi của kinh tuyến trục mới sau khi sáp nhập 34 tỉnh, thành tại Việt Nam</span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Trước sáp nhập</strong><br /> <br /> Mỗi tỉnh có thể sử dụng <strong>kinh tuyến trục riêng</strong>, thường là số tròn gần nhất với trung tâm tỉnh: 105°, 106°, 107°, 108°…<br /> <br /> <strong>Sau sáp nhập</strong><br /> <br /> Khi địa giới mở rộng, các tỉnh mới cần <strong>chọn lại kinh tuyến trục</strong> sao cho:</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gần trung tâm địa lý mới.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp với quy hoạch tổng thể và hạ tầng kỹ thuật số.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đồng bộ dữ liệu với các huyện, xã đã thay đổi.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Lợi ích của việc điều chỉnh:</strong></span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đảm bảo <strong>độ chính xác tọa độ</strong> trong đo đạc, bản đồ, cấp sổ đỏ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tránh chồng lấn, sai số giữa các vùng dữ liệu cũ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ xây dựng <strong>hệ thống cơ sở dữ liệu đất đai và GIS toàn tỉnh thống nhất</strong>.</span></span></li> </ul> <div data-end="2454" data-start="2362"> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sự thay đổi kinh tuyến trục trong hệ tọa độ VN-2000 sau khi sáp nhập 34 tỉnh, thành là một bước đi cần thiết, mang tính kỹ thuật cao nhằm thích ứng với thay đổi hành chính. Đây là tiền đề quan trọng để nâng cao hiệu quả quản lý đất đai, quy hoạch và xây dựng cơ sở dữ liệu địa lý quốc gia thống nhất và hiện đại.</span></span></div> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Danh sách 34 tỉnh/thành phố mới sau sát nhập và kinh tuyến trục mới tương ứng theo hệ VN-2000 (từ ngày 01/07/2025).</span></span></h2> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Kinh tuyến trục hệ tọa độ Quốc gia VN2000.png" style="width: 600px; height: 849px;" /><br /> <img alt="" src="/admin/webroot/upload/image/images/z6743283259504_964313b195c826d3b99b713016934d9a.jpg" style="width: 600px; height: 851px;" /></span></span></p> ', 'images' => '20250626105525cfdf55d9c4687ca7b7d9b2d2b997135f.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Kinh tuyến trục Vn-2000 ', 'meta_key' => 'Kinh tuyến trục mới 2025, RTK, GNSS', 'meta_des' => 'Kinh tuyến trục, RTK, GNSS', 'created' => '2025-06-26', 'modified' => '2026-02-01', 'status' => '1', 'view' => '16718', 'slug' => 'quy-dinh-moi-ve-kinh-tuyen-truc-cua-he-toa-do-quoc-gia-vn-2000-cho-34-tinh-thanh-pho-da-sap-nhap', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '453', 'rght' => '454', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 2 => array( 'Post' => array( 'id' => '767', 'name' => 'Hướng dẫn làm thủ tục xin cấp phép bay FLYCAM/UAV tại Việt Nam', 'code' => null, 'alias' => 'huong-dan-lam-thu-tuc-xin-cap-phep-bay-flycam-uav-tai-viet-nam', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với sự phát triển của khoa học và công nghệ, flycam/UAV ngày càng được sử dụng phổ biến để phục vụ cho công việc và cuộc sống hàng ngày. Cùng tìm hiểu một số thông tin về việc đăng ký cấp phép bay flycam/UAV</span></span>.', 'content' => '<p> <em><span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;">Với sự phát triển của khoa học và công nghệ, flycam/UAV ngày càng được sử dụng phổ biến để phục vụ cho công việc và cuộc sống hàng ngày. Cùng tìm hiểu một số thông tin về việc đăng ký cấp phép bay flycam/UAV</span></span>.</em></p> <h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Cơ sở pháp lý chính</strong></span></span></span></h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>- Nghị định số 36/2008/NĐ-CP</strong> về quản lý UAV và phương tiện bay siêu nhẹ<br /> <strong>- Thông tư 19/2019/TT-BQP</strong> của Bộ Quốc phòng về quản lý hoạt động UAV<br /> - Các công văn hướng dẫn từ <strong>Cục Tác chiến – Bộ Tổng Tham mưu</strong><br /> </span></span></span> <h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Hồ sơ xin cấp phép bay flycam/UAV gồm những gì?</strong></span></span></span></h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bạn cần chuẩn bị một bộ hồ sơ gửi về <strong>Cục Tác chiến – Bộ Tổng Tham mưu</strong>, bao gồm:</span></span></span><br /> <br /> <h3> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.1 Đơn đề nghị cấp phép bay</strong></span></span></span></h3> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo mẫu quy định của Bộ Quốc phòng gồm các thông tin:<br /> <br /> - Thời gian, địa điểm bay<br /> - Mục đích sử dụng<br /> - Độ cao, bán kính bay<br /> - Người điều khiển thiết bị<br /> - Thiết bị sử dụng (hãng, mã số, model,...)</span></span></span><br /> <h3> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.2 Bản đồ khu vực bay</strong></span></span></span></h3> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- In kèm bản đồ địa hình khu vực dự kiến bay<br /> - Đánh dấu rõ phạm vi hoạt động UAV (tọa độ GPS hoặc mô tả ranh giới)<br /> - Độ cao tối đa dự kiến</span></span></span> <h3> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.3 Thông tin về thiết bị bay</strong></span></span></span></h3> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Hãng sản xuất, model<br /> - Thông số kỹ thuật<br /> - Ảnh thiết bị (nếu có)</span></span></span> <h3> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.4 CMND/CCCD hoặc giấy phép kinh doanh</strong></span></span></span></h3> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nếu là cá nhân: bản sao CCCD<br /> Nếu là tổ chức: bản sao Giấy phép ĐKKD và giấy giới thiệu người đại diện<br /> </span></span></span> <h2 style="text-align: center;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><img alt="" src="/admin/webroot/upload/image/images/base64-17345287524181812903669.jpeg" style="width: 800px; height: 533px;" /></strong></span></span></span></h2> <h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Thời gian nộp hồ sơ </strong></span></span></span></h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>- Tối thiểu 7 ngày làm việc trước ngày dự kiến bay</strong><br /> - Nộp sớm hơn nếu khu vực bay gần khu quân sự hoặc có yếu tố phức tạp<br /> </span></span></span> <h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>4. Nơi nộp hồ sơ</strong></span></span></span></h2> <br /> <span style="color:#000000;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Hồ sơ có thể được gửi thông qua hai hình thức là nộp trực tiếp tại văn phòng hoặc gửi qua đường bưu điện. </span></span><br style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;" /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Cục Tác chiến – Bộ Tổng Tham mưu, Bộ Quốc phòng</strong><br /> <strong>Số 1 Nguyễn Tri Phương, Quận Ba Đình, Hà Nội</strong></span></span></span><br /> <br /> <h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">5. Thời gian xử lý</strong></span></h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tùy tính chất khu vực bay, thường từ <strong>3 – 7 ngày làm việc</strong><br /> Trong một số trường hợp đặc biệt, Bộ Quốc phòng có thể từ chối cấp phép nếu:<br /> - Khu vực bay ảnh hưởng an ninh quốc phòng<br /> - Mục đích bay không rõ ràng<br /> - Hồ sơ không đầy đủ<br /> </span></span></span> <h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>6. Chế tài nếu bay không phép</strong></span></span></span></h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>- Phạt tiền:</strong> từ <strong>20 – 40 triệu đồng</strong><br /> <strong>- Tịch thu thiết bị</strong><br /> <strong>- Truy cứu trách nhiệm hình sự</strong> nếu gây ảnh hưởng đến an ninh hàng không, quốc phòng hoặc gây tai nạn<br /> </span></span></span> <h2 style="box-sizing: border-box; font-family: "Open Sans", Arial, Helvetica, sans-serif; line-height: 1.87; font-size: 22px; color: rgb(43, 46, 50); margin-top: 0px; margin-bottom: 5.5px;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">7. Hành vi bị nghiêm cấm khi hoạt động bay UAV</span></span></span></h2> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong quá trình thực hiện bay UAV tại Việt Nam, tuyệt đối nghiêm cấm các hành vi:</span></span></span></p> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tổ chức hoạt động bay khi chưa được cấp phép bay UAV.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoạt động bay diễn ra không đúng khu vực, trong giới hạn và điều kiện quy định. Vi phạm những quy tắc, quy định trong quản lý lãnh thổ, biên giới quốc gia.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mang chở các chất phóng xạ, chất gây cháy nổ trên phương tiện bay.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phóng, bắn, thả các loại vật, chất gây hại hoặc chứa nguy cơ gây hại từ trên không xuống.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lắp đặt thiết bị và thực hiện quay phim, chụp ảnh từ trên không khi chưa có sự cho phép.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tuyên truyền thông qua treo cờ, biểu ngữ, phát loa nằm ngoài quy định của cấp phép bay UAV.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không chấp hành đúng các lệnh, hiệu lệnh của cơ quan quản lý điều hành và giám sát hoạt động bay</span></span>.</span></li> </ul> <h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>8. Lưu ý khi bay flycam hợp pháp</strong></span></span></span></h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Luôn đem theo <strong>bản sao giấy phép bay</strong> khi bay flycam<br /> - Không bay gần sân bay, trụ sở nhà nước, khu quân sự<br /> - Không bay vào ban đêm nếu không được phép<br /> - Không truyền phát hình ảnh trực tiếp (livestream) nếu chưa được chấp thuận<br /> <br /> </span></span></span> <h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>>>> TẢI MẪU ĐƠN XIN PHÉP BAY: </strong></span></span></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><a href="https://drive.google.com/file/d/10gzkogi37uQqf3ouXiR8qcYhZwGEIyyt/view?usp=sharing"><span style="color:#000000;">TẠI ĐÂY</span></a></strong></span></span></h2> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/uav-viet-nam--e1661141233969.jpg" style="width: 800px; height: 519px;" /></p> ', 'images' => '20250616152553608ef9b55ee6bac12c66cadce9052b66.jpg', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'UAV', 'meta_key' => 'Cấp phép bay UAV, UAV', 'meta_des' => 'Cấp phép bay UAV, UAV', 'created' => '2025-06-16', 'modified' => '2026-02-02', 'status' => '1', 'view' => '180341', 'slug' => 'huong-dan-lam-thu-tuc-xin-cap-phep-bay-flycam-uav-tai-viet-nam', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '451', 'rght' => '452', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 3 => array( 'Post' => array( 'id' => '766', 'name' => 'BIM (Building Information Modeling) – Xu hướng tất yếu của ngành xây dựng hiện đại', 'code' => null, 'alias' => 'bim-building-information-modeling-–-xu-huong-tat-yeu-cua-nganh-xay-dung-hien-dai', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Trong thời đại công nghệ số phát triển mạnh mẽ, ngành xây dựng thế giới nói chung và Việt Nam nói riêng đang chứng kiến sự chuyển mình rõ rệt nhờ sự ra đời và ứng dụng của <strong data-end="531" data-start="492">BIM – Building Information Modeling</strong>, hay còn gọi là <strong data-end="580" data-start="548">Mô hình thông tin công trình</strong>. BIM không chỉ đơn thuần là một phần mềm hỗ trợ thiết kế, mà là một <strong data-end="672" data-start="649">quy trình toàn diện</strong> giúp thay đổi cách thiết kế, xây dựng và quản lý công trình theo hướng hiện đại, minh bạch và hiệu quả hơn.</span></span>', 'content' => '<h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong data-end="39" data-start="0" style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">1. BIM là gì?</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>BIM (Building Information Modeling)</strong> hay còn gọi là <strong data-end="580" data-start="548">Mô hình thông tin công trình </strong>là một quy trình công nghệ sử dụng mô hình kỹ thuật số để hỗ trợ thiết kế, xây dựng và quản lý công trình xây dựng một cách hiệu quả và chính xác hơn. BIM không chỉ là một phần mềm, mà là một phương pháp tiếp cận toàn diện, giúp các bên liên quan trong dự án (kiến trúc sư, kỹ sư, nhà thầu, chủ đầu tư, quản lý vận hành…) cộng tác với nhau thông qua một <strong>mô hình 3D thông minh</strong> chứa đầy đủ thông tin về vật liệu, kết cấu, chi phí, tiến độ, và vòng đời công trình.<br /> <br /> <strong>BIM không phải là một phần mềm, mà là một quy trình.</strong><br /> <br /> Mặc dù phần mềm đóng vai trò trung tâm trong BIM – hỗ trợ thiết kế 3D, mô hình thông minh và quản lý thông tin – nhưng đó chỉ là thành phần công nghệ của BIM. Một phần quan trọng khác là yếu tố xã hội, bao gồm cách làm việc, phối hợp và cộng tác giữa các bên liên quan trong dự án.<br /> <br /> Sự kết hợp giữa công nghệ và con người này tạo thành một quy trình toàn diện, nhằm xây dựng, quản lý và sử dụng mô hình thông tin số của công trình trong suốt vòng đời dự án – từ giai đoạn lập kế hoạch, thiết kế, thi công cho đến vận hành và bảo trì.</span></span> <p data-end="727" data-start="465" style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/BIM.jpg" style="width: 680px; height: 680px;" /></p> <h2 data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Các thành phần chính của BIM</span></span></h2> <br /> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô hình 3D thông minh</span></span></li> </ul> <p data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô hình không chỉ mô tả hình dáng mà còn tích hợp thông tin chi tiết về vật liệu, kỹ thuật, thiết bị, chi phí, và thời gian.</span></span></p> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy trình cộng tác</span></span></li> </ul> <p data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các bên liên quan có thể cùng làm việc trên một mô hình duy nhất theo thời gian thực, giảm lỗi, tránh xung đột thiết kế và tiết kiệm thời gian.</span></span></p> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thông tin xuyên suốt vòng đời công trình</span></span></li> </ul> <p data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Từ thiết kế, xây dựng, đến vận hành và bảo trì.<br /> </span></span></p> <h2 data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Lợi ích của BIM</span></span></h2> <br /> <div data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc áp dụng BIM mang lại nhiều lợi ích vượt trội so với phương pháp truyền thống:</span></span><br /> </div> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tăng độ chính xác trong thiết kế</strong>: Hạn chế lỗi sai nhờ mô hình 3D trực quan và thông minh.</span></span></li> </ul> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Phát hiện xung đột kỹ thuật sớm</strong> (clash detection): Giúp điều chỉnh thiết kế trước khi thi công, tiết kiệm thời gian và chi phí.</span></span></li> </ul> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Quản lý chi phí và tiến độ hiệu quả</strong>: BIM hỗ trợ mô phỏng tiến độ (4D), ước lượng chi phí (5D) ngay trong giai đoạn thiết kế.</span></span></li> </ul> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Cải thiện khả năng phối hợp giữa các bên</strong>: Mọi đối tác tham gia dự án có thể làm việc trên một mô hình chung, giảm thiểu hiểu lầm và trùng lặp.</span></span></li> </ul> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hỗ trợ quản lý vận hành sau thi công</strong>: BIM lưu trữ toàn bộ thông tin cần thiết phục vụ cho việc bảo trì, sửa chữa, nâng cấp công trình.</span></span></li> </ul> <h2 data-end="727" data-start="465"> </h2> <h2 data-end="727" data-start="465" style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/BIM_Project_Stages.jpg" style="width: 680px; height: 402px;" /></h2> <h2 data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>4. Tình hình triển khai BIM tại Việt Nam</strong></span></span></h2> <div data-end="727" data-start="465"> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tại Việt Nam, BIM đang dần được áp dụng rộng rãi, đặc biệt trong các dự án lớn, có yếu tố nước ngoài hoặc vốn đầu tư nhà nước. Chính phủ cũng đã thể hiện quyết tâm thúc đẩy BIM thông qua <strong>Quyết định 2500/QĐ-TTg (năm 2016)</strong> nhằm từng bước áp dụng BIM vào các công trình xây dựng công.<br /> Một số dự án tiêu biểu đã triển khai BIM thành công có thể kể đến như: Tuyến metro TP.HCM, sân bay Long Thành, các dự án của Vingroup, Sun Group, Coteccons, Hòa Bình…<br /> Tuy nhiên, thách thức còn lớn: thiếu nguồn nhân lực BIM chất lượng, chi phí đầu tư ban đầu cao, thiếu tiêu chuẩn quốc gia thống nhất, và sự phối hợp giữa các bên vẫn còn hạn chế.<br /> </span></span></div> <h2 data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>5. Công nghệ BIM và các phần mềm phổ biến</strong></span></span></h2> <br /> <div data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Một số phần mềm thường dùng trong quy trình BIM bao gồm:</span></span><br /> </div> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Autodesk Revit</strong>: Thiết kế kiến trúc, kết cấu, cơ điện.</span></span></li> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Navisworks</strong>: Kiểm tra xung đột mô hình và mô phỏng tiến độ.</span></span></li> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tekla Structures</strong>: Mô hình kết cấu thép và bê tông.</span></span></li> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>ArchiCAD</strong>: Thiết kế kiến trúc.</span></span></li> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Civil 3D / InfraWorks</strong>: Thiết kế hạ tầng và giao thông.</span></span></li> </ul> <div data-end="727" data-start="465" style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/bim_advantages.png" style="width: 680px; height: 383px;" /></span></span></div> <h2 data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>6. Tương lai của BIM</strong></span></span></h2> <br /> <div data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">BIM đang hướng đến tích hợp với các công nghệ tiên tiến như <strong>AI (trí tuệ nhân tạo), IoT (internet vạn vật), thực tế ảo (VR/AR)</strong> và dữ liệu lớn (<strong>Big Data</strong>). Điều này mở ra tiềm năng xây dựng <strong>Smart Building</strong> và <strong>Smart City</strong>, góp phần nâng cao chất lượng cuộc sống và hiệu quả đầu tư xây dựng.<br /> <br /> <strong>Kết luận</strong><br /> <br /> BIM là xu hướng tất yếu trong ngành xây dựng hiện đại. Việc hiểu đúng và triển khai BIM không chỉ mang lại lợi thế cạnh tranh cho doanh nghiệp mà còn góp phần nâng cao chất lượng và hiệu quả của toàn ngành. Trong bối cảnh công nghệ số phát triển không ngừng, BIM chính là “chìa khóa” mở ra kỷ nguyên xây dựng thông minh và bền vững.</span></span><br /> </div> <div data-end="727" data-start="465" style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/resource-bim-the-importance-of-bim-in-the-lighting-industry.jpg" style="width: 680px; height: 456px;" /></span></span></div> ', 'images' => '2025052810182863250044dd1234ebc4cab96a5d85f4e1.jpg', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'BIM (Building Information Modeling)', 'meta_key' => 'BIM (Building Information Modeling)', 'meta_des' => 'BIM (Building Information Modeling)', 'created' => '2025-05-28', 'modified' => '2026-02-01', 'status' => '1', 'view' => '43104', 'slug' => 'bim-building-information-modeling-xu-huong-tat-yeu-cua-nganh-xay-dung-hien-dai', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '449', 'rght' => '450', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 4 => array( 'Post' => array( 'id' => '765', 'name' => ' LEICA Geo Office – Giải pháp phần mềm trắc địa toàn diện', 'code' => null, 'alias' => 'leica-geo-office-–-giai-phap-phan-mem-trac-dia-toan-dien', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với <strong data-end="1233" data-start="1213">LEICA Geo Office</strong>, người dùng có thể <strong data-end="1296" data-start="1253">phân tích và quản lý dữ liệu không gian</strong> một cách dễ dàng, từ đó đưa ra các quyết định chính xác dựa trên thông tin đáng tin cậy.</span></span>', 'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>LEICA Geo Office – Giải pháp phần mềm trắc địa toàn diện!</strong><br /> <br /> <strong>LEICA Geo Office</strong> là bộ phần mềm chuyên dụng do <strong><img alt="" src="/admin/webroot/upload/image/images/Leica logo.jpg" style="width: 60px; height: 40px;" /></strong> phát triển, giúp đơn giản hóa và tối ưu hóa quá trình xử lý dữ liệu không gian địa lý từ các thiết bị đo đạc GNSS, máy toàn đạc và thủy bình kỹ thuật số. Đây là công cụ lý tưởng cho các kỹ sư trắc địa, chuyên gia GIS, và đơn vị thi công cần độ chính xác cao.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Tính năng nổi bật</strong></span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Xử lý dữ liệu GNSS</strong></span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phân tích và xử lý dữ liệu GNSS để tạo ra tọa độ chính xác và đánh giá chất lượng đo đạc ngoài thực địa.</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong> Xử lý dữ liệu máy toàn đạc</strong></span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ dữ liệu đo từ các thiết bị toàn đạc điện tử, phục vụ cho khảo sát địa hình, thiết kế kỹ thuật và xây dựng.</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Xử lý dữ liệu máy thủy bình kỹ thuật số</strong></span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản lý và tính toán dữ liệu cao độ, lý tưởng cho các dự án san nền, định vị mặt bằng và thi công công trình.</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tích hợp CAD</strong></span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhập – xuất dữ liệu với các định dạng phổ biến như AutoCAD (DXF) và MicroStation, giúp kết nối mượt mà với quy trình thiết kế.</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hệ tọa độ & chuyển đổi</strong></span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tùy chỉnh và chuyển đổi dữ liệu giữa các hệ tọa độ địa phương và toàn cầu một cách chính xác và linh hoạt.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Lợi ích khi sử dụng</strong></span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác cao đến từng centimet</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian xử lý và tổng hợp dữ liệu</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giao diện thân thiện, dễ sử dụng</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tích hợp chặt chẽ với thiết bị Leica</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ kỹ thuật và đào tạo chuyên sâu</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Các phiên bản hiện có</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>- Phiên bản mới nhất:</strong> 8.4.0.14023 (cập nhật ngày 17/04/2024)<br /> <strong>- Hệ điều hành hỗ trợ:</strong> Windows, Android<br /> <strong>- Bản dùng thử:</strong> Có, 30 ngày miễn phí<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>4. Đối tượng sử dụng </strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Kỹ sư trắc địa và địa chính<br /> - Đơn vị xây dựng – thi công<br /> - Nhà thầu hạ tầng giao thông<br /> - Cơ quan quản lý đất đai, bản đồ</span></span><br /> <h2 style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Leica-Captivate-Main-KV-Sensors-800x428px.jpg" style="width: 800px; height: 428px;" /></h2> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>5. Hỗ trợ & đào tạo</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Hướng dẫn sử dụng trực tuyến<br /> - Hỗ trợ qua email và điện thoại<br /> - Đào tạo tại chỗ hoặc từ xa theo yêu cầu</span></span><br /> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>6. Ưu Điểm (Pros)</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Khả năng xử lý dữ liệu nâng cao dành cho các dự án trắc địa và kỹ thuật<br /> - Tích hợp với nhiều thiết bị đo đạc của Leica, giúp truyền dữ liệu nhanh chóng và liền mạch<br /> - Cung cấp nhiều công cụ phân tích và hiệu chỉnh để đảm bảo độ chính xác của dữ liệu đo<br /> - Có thể tạo báo cáo và tài liệu chi tiết, phục vụ cho việc lưu trữ và trình bày kết quả khảo sát<br /> - Giao diện thân thiện với người dùng, cho phép tùy chỉnh nhằm tối ưu hóa quy trình làm việc<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>7. Nhược Điểm (Cons)</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Đòi hỏi người mới phải học nhiều do phần mềm có nhiều tính năng phức tạp<br /> - Chi phí sở hữu cao so với một số phần mềm khảo sát khác trên thị trường<br /> - Khả năng tương thích hạn chế với thiết bị không phải của Leica, có thể cần đầu tư thêm để đồng bộ dữ liệu<br /> - Hỗ trợ kỹ thuật có thể bị hạn chế hoặc tốn phí, đặc biệt khi cần hỗ trợ chuyên sâu</span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica_Geo_Office_pic_2360x714 (1).jpg" style="width: 800px; height: 242px;" /></span></span></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">8. <strong>Câu hỏi thường gặp (FAQ)</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">8.1 LEICA Geo Office là gì?<br /> <br /> LEICA Geo Office là một bộ phần mềm được phát triển bởi Leica Geosystems, cung cấp các công cụ để quản lý và xử lý hậu kỳ dữ liệu không gian địa lý như GPS, GNSS và GIS.<br /> <br /> 8.2 Hiện có những phiên bản LEICA Geo Office nào?<br /> <br /> Phiên bản hiện tại của LEICA Geo Office là 8.4, bao gồm các bản cập nhật và sửa lỗi từ các phiên bản trước. Phiên bản trước đó là LEICA Geo Office 8.3.<br /> <br /> 8.3 Yêu cầu hệ thống của LEICA Geo Office là gì?<br /> <br /> LEICA Geo Office yêu cầu:<br /> - Hệ điều hành Windows 7 trở lên (64-bit)<br /> - Tối thiểu 8 GB RAM<br /> - Card đồ họa hỗ trợ OpenGL<br /> - Kết nối Internet để kích hoạt phần mềm<br /> <br /> 8.4 LEICA Geo Office hỗ trợ những định dạng tệp nào?<br /> <br /> LEICA Geo Office hỗ trợ nhiều định dạng tệp, bao gồm: RINEX, M3C, DXF, TXT, CSV, SHP.<br /> <br /> 8.5 LEICA Geo Office được cấp phép như thế nào?<br /> <br /> Phần mềm được cấp phép theo từng người dùng. Người dùng có thể chọn giấy phép vĩnh viễn hoặc hàng năm, tùy theo nhu cầu sử dụng.<br /> <br /> 8.6 LEICA Geo Office tương thích với những thiết bị GPS nào?<br /> <br /> LEICA Geo Office tương thích với nhiều thiết bị GPS của Leica Geosystems, cũng như các thiết bị của bên thứ ba miễn là dữ liệu được lưu ở định dạng được hỗ trợ.<br /> <br /> 8.7 Các tính năng chính của LEICA Geo Office là gì?<br /> <br /> LEICA Geo Office cung cấp nhiều tính năng, bao gồm:<br /> - Nhập và xuất dữ liệu<br /> - Xử lý dữ liệu GPS<br /> - Quản lý dữ liệu GIS<br /> - Chuyển đổi hệ tọa độ<br /> - Kiểm soát và đánh giá chất lượng dữ liệu<br /> <br /> 8.8 Có những hình thức hỗ trợ nào cho LEICA Geo Office?<br /> <br /> Leica Geosystems cung cấp các hình thức hỗ trợ như:<br /> - Hỗ trợ qua email<br /> - Tài liệu hướng dẫn trực tuyến<br /> - Hỗ trợ qua điện thoại và truy cập từ xa (đối với người dùng có giấy phép hợp lệ)<br /> <br /> 8.9 LEICA Geo Office có phiên bản dùng thử không?<br /> <br /> Có. Leica Geosystems cung cấp phiên bản dùng thử 30 ngày để người dùng có thể trải nghiệm phần mềm và các tính năng trước khi mua giấy phép.<br /> <br /> 8.10 Có đào tạo nào cho LEICA Geo Office không?<br /> <br /> Có. Leica Geosystems cung cấp nhiều hình thức đào tạo, bao gồm:<br /> - Khóa học trực tuyến<br /> - Đào tạo tại chỗ<br /> - Chương trình đào tạo tùy chỉnh theo yêu cầu của người dùng<br /> </span></span><br /> <span style="margin: 0px; padding: 0px; font-family: arial; font-size: 13px; text-align: justify; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px; font-weight: bold;">Liên hệ: </strong></u><br style="margin: 0px; padding: 0px;" /> <br style="margin: 0px; padding: 0px;" /> Số 145 Láng Hạ, Đống Đa, Hà Nội<br style="margin: 0px; padding: 0px;" /> Số 5/161 Nguyễn Tuân. Thanh Xuân, Hà Nội<br style="margin: 0px; padding: 0px;" /> Tel: 024.37764930<br style="margin: 0px; padding: 0px;" /> Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" /> Website: </span></span></span><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear; font-size: 13px;" target="_blank"><span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);">www.tracdiathanhdat.vn</span></a></span></span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" /> <span style="margin: 0px; padding: 0px; font-family: arial; font-size: 13px; text-align: justify; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px;"> </span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px; font-weight: bold;">@ Luôn đồng hành cùng bạn!</strong></span></span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"> </span></span>', 'images' => '202505141514525f9ec9a8660a545bcba20ac5e2c2004a.jpg', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Leica Geo Office', 'meta_key' => 'Leica GNSS, Máy toàn đạc điện tử Leica, máy thủy bình kỹ thuật số Leica', 'meta_des' => 'Leica GNSS, Máy toàn đạc điện tử Leica, máy thủy bình kỹ thuật số Leica', 'created' => '2025-05-14', 'modified' => '2026-02-01', 'status' => '1', 'view' => '14703', 'slug' => 'leica-geo-office-giai-phap-phan-mem-trac-dia-toan-dien', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '447', 'rght' => '448', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 5 => array( 'Post' => array( 'id' => '764', 'name' => 'Pin và Bộ Sạc - Đảm bảo cung cấp nguồn điện đáng tin cậy! ', 'code' => null, 'alias' => 'pin-va-bo-sac-dam-bao-cung-cap-nguon-dien-dang-tin-cay', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc lựa chọn pin và bộ sạc phù hợp có thể giúp tăng hiệu quả công việc ngoài trời, bảo vệ thiết bị và tối ưu hóa quy trình làm việc luôn là yếu tố cần ưu tiên!</span></span>', 'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Pin và bộ sạc đóng vai trò rất quan trọng trong việc đảm bảo nguồn điện ổn định cho các thiết bị công nghệ, đặc biệt là các thiết bị như máy toàn đạc, máy RTK và thiết bị khảo sát, nơi mà việc duy trì hiệu suất liên tục là rất quan trọng.<br /> <br /> Việc lựa chọn pin và bộ sạc phù hợp có thể giúp tăng hiệu quả công việc ngoài trời, bảo vệ thiết bị và tối ưu hóa quy trình làm việc luôn là yếu tố cần ưu tiên!<br /> <br /> Cùng tham khảo các yếu tố quan trọng của Pin và Bộ Sạc - Nguồn cung cấp điện đáng tin cậy!</span></span><br /> <br /> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Batteries_Chargers_PIC_1766x750 (2).jpg" style="width: 800px; height: 340px;" /></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Loại pin và hiệu suất</span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Pin Lithium-Ion (Li-Ion): Đây là loại pin phổ biến nhất trong các thiết bị hiện đại như máy thu GNSS và thiết bị khảo sát. Pin Li-Ion cung cấp mật độ năng lượng cao, tuổi thọ dài và tỷ lệ tự xả thấp. Chúng lý tưởng cho việc sử dụng liên tục ngoài trời.</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lợi ích: Nhẹ, tuổi thọ dài, sạc nhanh và bảo trì thấp.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu ý: Nhạy cảm với nhiệt độ cực đoan (cả nhiệt độ rất nóng và rất lạnh có thể làm giảm hiệu suất).</span></span></li> </ul> </li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Pin Nickel-Metal Hydride (NiMH): Mặc dù ít phổ biến ngày nay, nhưng pin NiMH vẫn được sử dụng trong một số thiết bị. Chúng được biết đến là thân thiện với môi trường hơn so với các loại pin khác.</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lợi ích: Ít độc hại và thường rẻ hơn so với pin Li-Ion, với hiệu suất hợp lý.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu ý: Mật độ năng lượng thấp hơn và tuổi thọ ngắn hơn so với pin Li-Ion.</span></span></li> </ul> </li> </ul> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Tuổi thọ pin</span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dung lượng và tuổi thọ: Dung lượng của pin (được đo bằng mAh hoặc Ah) quyết định thời gian thiết bị có thể hoạt động trước khi cần sạc lại. Đối với công việc ngoài trời, bạn cần các loại pin có thể hoạt động liên tục trong suốt một ca làm việc hoặc lâu hơn mà không bị hết pin.</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ví dụ, một máy thu GNSS hoặc thiết bị khảo sát có thể cần từ 8 đến 12 giờ hoặc hơn tùy vào yêu cầu công suất của thiết bị.</span></span></li> </ul> </li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản lý Pin: Nhiều thiết bị cao cấp đi kèm với hệ thống quản lý pin (BMS) tích hợp để theo dõi sức khỏe pin, ngăn ngừa sạc quá mức và tối ưu hóa hiệu suất theo thời gian.</span></span></li> </ul> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Bộ sạc: Hiệu Quả và Sạc Nhanh</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính tương thích: Điều quan trọng là bộ sạc phải được thiết kế đặc biệt cho loại pin mà nó hỗ trợ. Việc sử dụng bộ sạc không phù hợp có thể làm hỏng pin hoặc dẫn đến việc sạc không hiệu quả.</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ sạc nhanh: Một số hệ thống sử dụng bộ sạc nhanh, giúp sạc pin trong 1-2 giờ. Điều này rất hữu ích trong môi trường làm việc ngoài trời khi bạn có thời gian hạn chế.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trạm sạc cho nhiều thiết bị: Trong các hoạt động nhóm, trạm sạc nhiều ngăn có thể sạc nhiều pin cùng lúc, giúp bạn luôn có pin đầy khi cần.</span></span></li> </ul> <h2 style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica_Geosystems_GEB334_GEB364_batteries_800x428.jpg" style="width: 800px; height: 428px;" /></span></span></h2> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Giải pháp sạc ngoài trời</span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Pin dự phòng di động: Đối với việc sử dụng ngoài trời kéo dài, bộ sạc năng lượng mặt trời hoặc pin dự phòng di động có thể là những cứu cánh. Chúng đặc biệt hữu ích cho những khu vực xa xôi, nơi nguồn điện có thể hạn chế. Bộ sạc năng lượng mặt trời cung cấp một cách sạc ngoài lưới điện và tái tạo năng lượng cho các thiết bị cần nguồn điện ổn định.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ sạc Ô Tô: Trong nhiều ứng dụng ngoài trời, bộ sạc ô tô được sử dụng để sạc thiết bị khi đang di chuyển. Chúng hữu ích cho việc sạc thiết bị khi di chuyển giữa các công trường, giúp bạn không phải lãng phí thời gian.</span></span></li> </ul> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Độ bền và khả năng chịu đựng thời tiết</span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết kế chắc chắn: Pin và bộ sạc cho các ứng dụng ngoài trời hoặc công trường cần được thiết kế để chịu được môi trường khắc nghiệt. Điều này bao gồm khả năng chống nước, chống sốc và có thể chịu được nhiệt độ cực đoan.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xếp Hạng IP: Kiểm tra các thiết bị có xếp hạng IP cao (Bảo vệ chống xâm nhập), giúp đảm bảo chúng chống lại bụi bẩn, nước và các yếu tố môi trường khác. Điều này đặc biệt quan trọng đối với các thiết bị khảo sát hoặc điều tra hiện trường tai nạn.</span></span></li> </ul> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. Tính năng sạc thông minh</span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bảo vệ quá Tải: Một số bộ sạc hiện đại đi kèm với tính năng sạc thông minh, ngăn ngừa việc sạc quá mức và kéo dài tuổi thọ pin.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giám sát nhiệt độ: Cảm biến nhiệt độ được tích hợp sẽ bảo vệ thiết bị khỏi việc quá nhiệt, tính năng quan trọng cho các thiết bị ngoài trời cần sạc lâu dài hoặc sử dụng trong môi trường khắc nghiệt.</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/74286536_1376595119168281_1988573397101051904_n(1).jpg" style="width: 500px; height: 318px;" /></span></span></p> ', 'images' => '20250509100102409072cb60e202d2797a91e395909240.jpg', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Pin và sạc pin', 'meta_key' => 'Pin và Bộ Sạc - nguồn cung cấp điện đáng tin cậy! 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Pin, sạc pin, Leica, Nikon, Sokkia, Topcon', 'created' => '2025-05-09', 'modified' => '2026-02-01', 'status' => '1', 'view' => '3596', 'slug' => 'pin-va-bo-sac-dam-bao-cung-cap-nguon-dien-dang-tin-cay', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '445', 'rght' => '446', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 6 => array( 'Post' => array( 'id' => '763', 'name' => 'Phần mềm Leica Captivate v9.00', 'code' => null, 'alias' => 'phan-mem-leica-captivate-v9-00', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong data-end="157" data-start="65">Các bạn đã cập nhật lên phiên bản Leica Captivate 9.10 chưa?</strong> Phiên bản cập nhật nhỏ này mang đến một số tính năng hữu ích và là một lời nhắc tuyệt vời để khám phá tất cả các tính năng nâng cấp chính từ phiên bản 9, bao gồm sự tích hợp tốt hơn với dịch vụ <strong data-end="370" data-start="352">GeoCloud Drive.</strong></span></span>', 'content' => '<p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Phần mềm Leica Captivate v9.00</strong></span></span></p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tương thích với các sản phẩm:</span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy điều khiển hiện trường: CS20, CS30, CS35, CC180, CC200</span></span></li> </ul> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy toàn đạc điện tử: TS10, TS13, TS16, TS60, TM60, MS60</span></span></li> </ul> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy GNSS RTK: GS18 T, GS18 I, GS18, GS05</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngày phát hành:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">30 tháng 10 năm 2024</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có sẵn trên myWorld.<br /> <br /> <strong>>>></strong> <strong>Đăng ký: <a href="https://l.facebook.com/l.php?u=https%3A%2F%2Fhxgn.biz%2F4hzEhej&h=AT26Jho3db1szRAqSlz_lVvTo666P6aN3mZYBnN2EdAnCnJAgn6TlfLwGRoMwKrPBgOgjIHG60nQHb3tkcrAoAovo4eP2zKJkbxcXzJaUIUdxZ2MEaT4Db452_s0uYuLDY3pAzi_1Ybk6UuSTioWwP1PaH-YZw4IdC_113pMAj3qJ0cx&__tn__=-UK-R&c[0]=AT1yHTD1klVU0LNce4HVHmD3kv4nUHbf9zyU-rFVb4OZjXntoRIAagIgzvt7XZydeb2PEyuKl5CCr-9g_lxOfMJ2w2_XEk3SslxiIJaD2R9j49DvqPJytX4Vr-yJyfbt1EpWumBuD4vZRLVJ2iMcyn5WRfEBWS2yrbOw3EhGxKnxERDWOao9ecpOFHvcCyO73jJEV-RUvTC7Cy5IGgcNqfm7SvXfZuU0eibF0X5T">TẠI ĐÂY</a></strong></span></span><br /> <br /> <p data-end="414" data-start="387"> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phiên bản 9 có gì mới?</span></span></strong><br /> </p> <ul> <li data-end="414" data-start="387"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Sao lưu nhanh chóng</strong>: Với tùy chọn 'Upload to GeoCloud Drive' trong menu ngữ cảnh của công việc, bạn sẽ tạo bản sao lưu trên đám mây của các công việc của mình chỉ trong nháy mắt.</span></span></li> <li data-end="414" data-start="387"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Xuất dữ liệu đơn giản hơn</strong>: Bảng xuất dữ liệu giờ đây có một tùy chọn mới - 'Upload a copy to GeoCloud Drive'. Điều này đảm bảo rằng một bản sao của dữ liệu xuất được chuẩn bị để tải lên dự án đã chọn trong GeoCloud Drive, giúp giảm số bước cần thực hiện trong quá trình này.</span></span></li> </ul> <p data-end="414" data-start="387"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Geosystems đã cố gắng làm cho việc chia sẻ dữ liệu trở nên mượt mà hơn, đảm bảo rằng các thành viên trong nhóm của bạn có thể dễ dàng và nhanh chóng truy cập vào đóng góp của bạn.<br /> <br /> Để tìm hiểu tất cả các tính năng mới nhất của Leica Captivate -> <strong><a href="https://hxgn.biz/4hzEhej">XEM TẠI ĐÂY</a></strong></span></span><br /> </p> <iframe allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share" allowfullscreen="" frameborder="0" height="305" referrerpolicy="strict-origin-when-cross-origin" src="https://www.youtube.com/embed/Kxk3A93lWZc" title="Leica Captivate v9.0: SmartPole Extensions, GeoCloud Drive and Snapping Enhancements & more" width="680"></iframe>', 'images' => '20250508094032e9f29fd87b074748e5f064af2850e79a.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy RTK', 'meta_key' => 'Leica Captivate v9.0', 'meta_des' => 'Leica Captivate v9.0', 'created' => '2025-05-08', 'modified' => '2026-02-02', 'status' => '1', 'view' => '11925', 'slug' => 'phan-mem-leica-captivate-v9-00', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '443', 'rght' => '444', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 7 => array( 'Post' => array( 'id' => '762', 'name' => 'Thúc đẩy cơ sở hạ tầng trắc địa của Việt Nam với mạng lưới tham chiếu GNSS toàn quốc!', 'code' => null, 'alias' => 'thuc-day-co-so-ha-tang-trac-dia-cua-viet-nam-voi-mang-luoi-tham-chieu-gnss-toan-quoc', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thúc đẩy cơ sở hạ tầng trắc địa của Việt Nam với mạng lưới tham chiếu GNSS toàn quốc với công nghệ tiên tiến của Leica Geosystems.</span></span></p> ', 'content' => '<div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trải dài 1.650 km từ Bắc vào Nam, Việt Nam có cảnh quan đa dạng với những ngọn núi có rừng, đồng bằng châu thổ màu mỡ, bờ biển rộng lớn và các khu đô thị đang phát triển nhanh chóng. Đảm bảo cơ sở hạ tầng trắc địa của Việt Nam hiện đại và đáng tin cậy là rất quan trọng đối với các hoạt động khảo sát và lập bản đồ quốc gia dựa trên công nghệ GNSS.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc xây dựng hệ thống trạm CORS ở Việt Nam là nhu cầu cấp thiết nhằm hỗ trợ cung cấp thông tin, dữ liệu, đảm bảo tính đầy đủ, chính xác và kịp thời đóng góp cho sự phát triển của các lĩnh vực kinh tế – xã hội, giám sát tài nguyên, bảo vệ môi trường, quốc phòng – an ninh, đặc biệt nhất là góp phần vào công tác bảo vệ chủ quyền lãnh thổ quốc gia và thúc đẩy những hoạt động nghiên cứu khoa học Trái Đất.<br /> <br /> Trạm tham chiếu hoạt động liên tục (CORS) rộng lớn hiện nay tại Việt Nam với sự công nghệ tiên tiến của Leica Geosystems đã giúp tất cả những điều này trở nên khả thi với dữ liệu định vị theo thời gian thực và xử lý hậu kỳ ở cấp độ centimet có sẵn trên khắp cả nước.</span></span></div> <div> <br /> </div> <div style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Rover_connect1_v2.jpg" style="width: 800px; height: 420px;" /></div> <div> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuyển đổi bản đồ quốc gia của Việt Nam bằng mạng lưới trạm tham chiếu GNSS</span></span></strong><br /> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Năm 2016, Cục Đo đạc, Bản đồ và Thông tin địa lý Việt Nam (DOSMVN), cơ quan dữ liệu không gian địa lý của quốc gia, đã bắt tay vào một dự án đầy tham vọng nhằm xây dựng mạng lưới GNSS trên khắp cả nước. Để đạt được những mục tiêu này, DOSMVN cần thiết lập CORS trên quy mô toàn quốc, bao gồm sự kết hợp giữa các máy thu và ăng-ten GNSS cùng phần mềm tinh vi để liên tục ghi lại, xử lý và cung cấp dữ liệu định vị chính xác theo thời gian thực.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sáng kiến này sẽ cải tổ cơ sở hạ tầng trắc địa của Việt Nam, tận dụng các khả năng tiên tiến của công nghệ định vị GNSS thời gian thực để tinh chỉnh các quy trình khảo sát và lập bản đồ, đồng thời nâng cao hệ thống tọa độ và phép chiếu quốc gia.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">"Việc triển khai mạng lưới CORS trên khắp Việt Nam là một bước quan trọng hướng tới việc khai thác toàn bộ phổ dữ liệu GNSS cho các nỗ lực lập bản đồ quốc gia của chúng tôi", Trần Phúc Thắng, Giám đốc Trung tâm Điều tra - Xử lý dữ liệu khảo sát và lập bản đồ tại DOSMVN giải thích.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">"Mạng lưới kết nối các trạm định vị vệ tinh trên toàn quốc thành một hệ thống thống nhất để tối ưu hóa thiết bị, giảm thiểu đầu tư và mở rộng khả năng hoạt động cho nhiều ứng dụng khác nhau" "Nó đảm bảo tuân thủ mạng lưới Dịch vụ GNSS quốc tế (IGS) và các mạng lưới của các tổ chức GNSS khác trên toàn thế giới".</span></span></div> <div> </div> <div> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuyển đổi bản đồ quốc gia của Việt Nam bằng mạng lưới trạm tham chiếu GNSS</span></span></strong><br /> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tập đoàn SISC đã được DOSMVN ký hợp đồng thiết kế, xây dựng và đưa vào vận hành mạng lưới định vị vệ tinh quốc gia, VNGEONET. Năm 2019, họ đã hoàn thành việc lắp đặt, thiết lập mạng lưới toàn quốc gồm 65 trạm, bao gồm 24 trạm Geodetic CORS và 41 trạm NRTK CORS.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mạng lưới có 65 máy chủ tham chiếu Leica GR50, lý tưởng cho các cài đặt cố định và cung cấp 555 kênh hỗ trợ tất cả các chòm sao GNSS toàn cầu, chẳng hạn như GPS, GLONASS, Galileo và BeiDou, cũng như các hệ thống khu vực. Với các giao diện đồng thời và nhiều giao diện để truyền thông, cung cấp điện và ghi dữ liệu, các máy chủ tham chiếu này cung cấp các hoạt động đáng tin cậy cần thiết cho dự án này.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mạng lưới bao gồm 65 ăng-ten GNSS 4 chòm sao Leica AR25 và Bộ phần mềm Leica Spider. Leica Spider Software hỗ trợ hệ thống bằng cách cung cấp dữ liệu từ tất cả GNSS cùng lúc, cung cấp một cách hiệu quả để truy cập dữ liệu thời gian thực và dữ liệu xử lý sau. Phần mềm Spider được thiết kế riêng theo nhu cầu cụ thể của DOSMVN, bao gồm bản đồ tùy chỉnh và các tính năng của người dùng, giúp giải pháp này trở nên linh hoạt.</span></span></div> <div> </div> <div> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mạng GNSS quốc gia mang lại lợi ích cho ngành công nghiệp và phát triển cơ sở hạ tầng</span></span></strong><br /> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dự án này thể hiện sự phát triển từ các phương pháp truyền thống sang các giải pháp mới nhất và minh họa cho những lợi ích của việc áp dụng mạng tham chiếu GNSS toàn quốc để thúc đẩy hoạt động khảo sát và lập bản đồ cùng với một loạt các ứng dụng công nghiệp khác.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">"Ngoài việc hiện đại hóa hoạt động lập bản đồ, chúng tôi muốn đạt được độ chính xác cao trong các dịch vụ Định vị động học thời gian thực (RTK) và RTK mạng áp dụng cho nhiều ngành công nghiệp khác nhau", ông Thắng cho biết.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều ngành công nghiệp trên khắp Việt Nam phụ thuộc vào dữ liệu không gian địa lý chính xác để sử dụng các công nghệ tiên tiến và đảm bảo dữ liệu dự án được hoàn thiện. Điều này bao gồm từ công việc khảo sát, như sử dụng xe tự hành GNSS để đo ranh giới tài sản hoặc máy bay không người lái để khảo sát trên không các công trường xây dựng, đến các ứng dụng điều khiển máy tự động, phát triển cơ sở hạ tầng, v.v.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cung cấp các bản sửa lỗi RTK mạng 24/7 dễ truy cập cho các công ty trên khắp Việt Nam mang lại một số lợi ích về kinh tế và phát triển cơ sở hạ tầng. Dữ liệu RTK liên tục và có sẵn rộng rãi giúp giảm chi phí phát sinh cho các doanh nghiệp vốn sẽ phải chịu chi phí hoạt động cao hơn nhiều nếu không có dịch vụ như vậy. Điều này dẫn đến tiết kiệm chi phí trong các lĩnh vực như kỹ thuật dân dụng, xây dựng, nông nghiệp và giao thông - giúp thúc đẩy tăng trưởng kinh tế.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngoài ra, việc giảm chi phí thu thập dữ liệu không gian có độ chính xác cao giúp lập kế hoạch và thực hiện chính xác các dự án cơ sở hạ tầng quy mô lớn quan trọng để thích ứng với dân số đô thị ngày càng tăng của Việt Nam.<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/GEODETIC CORS AND NRTK CORS_Cropped.png" style="width: 800px; height: 356px;" /></span></span><br /> <br /> <div> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nghiên cứu khoa học và giám sát môi trường bằng GNSS</span></span></strong><br /> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các nhà nghiên cứu trong các lĩnh vực như khoa học môi trường, địa chất và bản đồ học cũng được hưởng lợi vì họ có thể thực hiện các nghiên cứu sâu rộng và chính xác hơn. CORS tại Việt Nam đã cải thiện đáng kể khả năng đo tốc độ dịch chuyển mảng và đóng góp dữ liệu có giá trị cho nghiên cứu khí tượng và tầng điện ly.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">CORS cung cấp một cách để đo mức tầng điện ly, sử dụng máy thu để thu thập thông tin về độ trễ tầng điện ly mà tín hiệu GNSS gặp phải trên đường đi của chúng. Điều này cho phép các chuyên gia tính toán tổng số electron (TEC) và lập bản đồ mật độ electron tầng điện ly. Hoạt động của tầng điện ly ảnh hưởng trực tiếp đến độ chính xác của các hệ thống dựa trên GNSS để khảo sát, định vị, viễn thông, v.v. Việc giám sát tầng điện ly cho phép các chuyên gia đánh giá độ tin cậy của các hệ thống này và thực hiện các biện pháp giảm thiểu khi có thể.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mạng lưới này cũng cung cấp thông tin có giá trị về các điều kiện khí quyển, bao gồm lượng hơi nước trong khí quyển – đặc biệt quan trọng đối với các khu vực có lượng mưa lớn ở Việt Nam. Tương tự như việc đo hoạt động tầng điện ly, các máy thu CORS ghi lại độ trễ mà tín hiệu GNSS gặp phải khi di chuyển qua khí quyển do hơi nước. Bằng cách so sánh thời gian đến ước tính và thực tế của tín hiệu GNSS tại các máy thu CORS, có thể ước tính mức độ hơi nước. Phương pháp này cung cấp các quan sát khí tượng độc đáo, góp phần vào dự báo thời tiết và nghiên cứu khí hậu.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngoài ra, mạng lưới rộng lớn của Việt Nam giúp có thể theo dõi các chuyển động trong lớp vỏ trái đất và tốc độ của các chuyển động này theo thời gian bằng GNSS. Là một khu vực hoạt động địa chấn, đây là một nguồn tài nguyên đặc biệt có giá trị để ghi lại và dự đoán các chuyển động mặt đất.</span></span><br /> </div> <div> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">“Việc kết nối 65 trạm này trên khắp đất nước chúng tôi đánh dấu bước tiến vượt bậc trong khả năng lập bản đồ và khảo sát của chúng tôi, đạt được mức độ chính xác và độ tin cậy chưa từng thấy trước đây”</span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc triển khai các trạm tham chiếu GNSS và phần mềm Leica Geosystems đóng vai trò then chốt trong việc hiện thực hóa các mục tiêu của dự án này.<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/CHỌN ANH TÀI (665 x 295 px) (Quảng cáo trên Facebook) (6).png" style="width: 800px; height: 419px;" /></span></span></div> <div> </div> </div> ', 'images' => '2025042311180589dc854da356e13b8a4eeadb31876909.jpg', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy RTK', 'meta_key' => 'Máy RTK, máy định vị vệ tinh RTK, máy GPS RTK, máy định vị vệ tinh GNSS RTK, máy RTK giá rẻ, máy RTK tốt nhất', 'meta_des' => 'Máy RTK, máy định vị vệ tinh RTK, máy GPS RTK, máy định vị vệ tinh GNSS RTK, máy RTK giá rẻ, máy RTK tốt nhất', 'created' => '2025-04-23', 'modified' => '2026-02-02', 'status' => '1', 'view' => '13732', 'slug' => 'thuc-day-co-so-ha-tang-trac-dia-cua-viet-nam-voi-mang-luoi-tham-chieu-gnss-toan-quoc', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '441', 'rght' => '442', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 8 => array( 'Post' => array( 'id' => '760', 'name' => 'Pin hạt nhân BV100 - công nghệ của tương lai', 'code' => null, 'alias' => 'pin-hat-nhan-bv100-cong-nghe-cua-tuong-lai', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ<strong><span itemprop="isBasedOn" itemscope="" itemtype="https://schema.org/WebPage" style="position: fixed; 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Viên pin BV100 của công ty Betavolt Technology đến từ Trung Quốc đang biến điều không tưởng ấy thành hiện thực với công nghệ pin hạt nhân hoàn toàn mới. https://techfancy.net/" border="0" height="1" itemprop="image" src="https://xurls.net/px.gif?utm_campaign=https%3A%2F%2Ftechfancy.net%2F&utm_source=dmca&utm_medium=copy&utm_term=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi&utm_content=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi.%20B%E1%BA%A1n%20%C4%91%C3%A3%20bao%20gi%E1%BB%9D%20t%C6%B0%E1%BB%9Fng%20t%C6%B0%E1%BB%A3ng%20v%E1%BB%81%20m%E1%BB%99t%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B4ng%20ngh%E1%BB%87%20c%C3%B3%20th%E1%BB%83%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20su%E1%BB%91t%20n%E1%BB%ADa%20th%E1%BA%BF%20k%E1%BB%B7%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20hay%20ch%C6%B0a%3F%20Vi%C3%AAn%20pin%20BV100%20c%E1%BB%A7a%20c%C3%B4ng%20ty%20Betavol.%20B%E1%BA%A1n%20%C4%91%C3%A3%20bao%20gi%E1%BB%9D%20t%C6%B0%E1%BB%9Fng%20t%C6%B0%E1%BB%A3ng%20v%E1%BB%81%20m%E1%BB%99t%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B4ng%20ngh%E1%BB%87%20c%C3%B3%20th%E1%BB%83%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20su%E1%BB%91t%20n%E1%BB%ADa%20th%E1%BA%BF%20k%E1%BB%B7%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20hay%20ch%C6%B0a%3F%20Vi%C3%AAn%20pin%20BV100%20c%E1%BB%A7a%20c%C3%B4ng%20ty%20Betavolt%20Technology%20%C4%91%E1%BA%BFn%20t%E1%BB%AB%20Trung%20Qu%E1%BB%91c%20%C4%91ang%20bi%E1%BA%BFn%20%C4%91i%E1%BB%81u%20kh%C3%B4ng%20t%C6%B0%E1%BB%9Fng%20%E1%BA%A5y%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20v%E1%BB%9Bi%20c%C3%B4ng%20ngh%E1%BB%87%20pin%20h%E1%BA%A1t%20nh%C3%A2n%20ho%C3%A0n%20to%C3%A0n%20m%E1%BB%9Bi.%20https%3A%2F%2Ftechfancy.net%2F&dmcaaducpp=1" style="position: fixed; inset: initial; opacity: 0; visibility: visible; display: inline-block; margin: 0px; padding: 0px; overflow: hidden; border: none; background: none; color: initial; cursor: auto; max-width: 1px; max-height: 1px; width: 1px; height: 1px;" title="Pin hạt nhân BV100 Betavolt - Khi khoa học viễn tưởng trở thành hiện thực - BlogAnChoi. Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? Viên pin BV100 của công ty Betavol. Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? Viên pin BV100 của công ty Betavolt Technology đến từ Trung Quốc đang biến điều không tưởng ấy thành hiện thực với công nghệ pin hạt nhân hoàn toàn mới. https://techfancy.net/" width="1" /></a></strong> có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? Viên pin BV100 của công ty Betavolt Technology đến từ Trung Quốc đang biến điều không tưởng ấy thành hiện thực với công nghệ pin hạt nhân hoàn toàn mới.</span></span>', 'content' => '<p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="background-color: rgb(254, 254, 254);">Công ty </span>Betavolt New Energy Technology, có trụ sở tại Bắc Kinh<span style="background-color: rgb(254, 254, 254);">, Trung Quốc vừa công bố sản xuất đại trà pin hạt nhân với thông số ấn tượng: điện áp 3V, công suất 100 microwatt. Dù công suất không lớn, pin có tuổi thọ lên tới 50 năm và kích thước siêu nhỏ (15×15×5 mm). Đặc biệt, nó hoạt động ổn định trong dải nhiệt độ từ -60°C đến 120°C và an toàn nhờ sử dụng niken-63 - đồng vị phóng xạ có chu kỳ bán rã 100 năm, cuối cùng phân hủy thành đồng vị đồng bền.</span></span></span></span></p> <p> <br /> <span style="background-color: rgb(254, 254, 254); font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">Theo chuyên gia Nga, công nghệ này đã xuất hiện từ vài năm trước. Năm 2023, Giáo sư Mefi (Nga) từng thiết kế thử nghiệm "pin hạt nhân" dựa trên nguồn đồng vị phóng xạ và vật liệu bán dẫn. Tuy nhiên, chi phí sản xuất quá cao do giá niken-63 đắt đỏ (hơn 200 triệu rúp/100g) khiến Nga không thể phát triển thêm.</span></p> <p> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sinh ra từ khát vọng đổi mới ngành năng lượng trên toàn cầu, Betavolt Technology đã ra mắt thế giới viên pin “viễn tưởng” BV100 vào đầu 2024 chỉ sau 3 năm thành lập công ty. Với kích thước khiêm tốn chỉ to ngang một đồng xu, viên pin này là sự kết hợp hoàn hảo giữa những đồng vị phóng xạ nickel-63 và công nghệ bán dẫn kim cương thế hệ thứ tư. Cơ chế chuyển đổi năng lượng phân rã beta thành điện năng cho phép BV100 làm điều tưởng chừng như không thế: cung cấp năng lượng liên tục trong nửa thế kỷ mà không đòi hỏi một lần sạc hay bảo trì nào.<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/pin-hat-nhan-betavolt_65a4f1f79425d.jpg" style="width: 800px; height: 447px;" /></span></span></span></p> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Nguyên lý hoạt động của pin hạt nhân BV100</strong></span></span></span><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">Pin hạt nhân BV100 hoạt động dựa trên nguyên lý betavoltaic, trong đó các hạt beta phát ra từ quá trình phân rã của nickel-63 được chuyển đổi thành điện năng thông qua một lớp bán dẫn kim cương mỏng.</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);"> Cấu trúc của pin bao gồm các lớp xen kẽ giữa nguồn nickel-63 và các lớp bán dẫn kim cương, tạo thành một mô-đun có thể mở rộng để tăng công suất. <br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/pin-hat-nhan.jpeg" style="width: 800px; height: 451px;" /></span></p> <p> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">2. Những ưu điểm của viên pin hạt nhân BV100</strong></p> <p> </p> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tuổi thọ vượt trội</strong></span></span></span></p> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm nổi bật nhất ở viên pin BV100 đó chính là việc nó có thể cung cấp năng lượng liên tục trong 50 năm mà không cần sạc lại hoặc bảo trì, từ đó đáp ứng nhu cầu của các thiết bị đòi hỏi độ tin cậy cao và vận hành dài hạn trong các ứng dụng quan trọng trong cuộc sống.</span></span></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://bloganchoi.com/pin-hat-nhan-bv100-betavolt/?utm_campaign=https%3A%2F%2Fbloganchoi.com%2Fpin-hat-nhan-bv100-betavolt%2F&utm_source=dmca&utm_medium=copy&utm_term=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi&utm_content=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi.%20B%E1%BA%A1n%20%C4%91%C3%A3%20bao%20gi%E1%BB%9D%20t%C6%B0%E1%BB%9Fng%20t%C6%B0%E1%BB%A3ng%20v%E1%BB%81%20m%E1%BB%99t%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B4ng%20ngh%E1%BB%87%20c%C3%B3%20th%E1%BB%83%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20su%E1%BB%91t%20n%E1%BB%ADa%20th%E1%BA%BF%20k%E1%BB%B7%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20hay%20ch%C6%B0a%3F%20Vi%C3%AAn%20pin%20BV100%20c%E1%BB%A7a%20c%C3%B4ng%20ty%20Betavol.%20Nh%E1%BB%AFng%20%C6%B0u%20%C4%91i%E1%BB%83m%20c%E1%BB%A7a%20vi%C3%AAn%20pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20C%E1%BA%A5u%20tr%C3%BAc%20c%E1%BB%A7a%20vi%C3%AAn%20pin%20BV100%20(Ngu%E1%BB%93n%3A%20Internet)Tu%E1%BB%95i%20th%E1%BB%8D%20v%C6%B0%E1%BB%A3t%20tr%E1%BB%99iNh%C6%B0%20m%C3%ACnh%20%C4%91%C3%A3%20%C4%91%E1%BB%81%20c%E1%BA%ADp%20%E1%BB%9F%20b%C3%AAn%20tr%C3%AAn%2C%20%C4%91i%E1%BB%83m%20n%E1%BB%95i%20b%E1%BA%ADt%20nh%E1%BA%A5t%20%E1%BB%9F%20vi%C3%AAn%20pin%20BV100%20%C4%91%C3%B3%20ch%C3%ADnh%20l%C3%A0%20vi%E1%BB%87c%20n%C3%B3%20c%C3%B3%20th%E1%BB%83%20cung%20c%E1%BA%A5p%20n%C4%83ng%20l%C6%B0%E1%BB%A3ng%20li%C3%AAn%20t%E1%BB%A5c%20trong%2050%20n%C4%83m%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20l%E1%BA%A1i%20ho%E1%BA%B7c%20b%E1%BA%A3o%20tr%C3%AC%2C%20t%E1%BB%AB%20%C4%91%C3%B3%20%C4%91%C3%A1p%20%E1%BB%A9ng%20nhu%20c%E1%BA%A7u%20c%E1%BB%A7a%20c%C3%A1c%20thi%E1%BA%BFt%20b%E1%BB%8B%20%C4%91%C3%B2i%20h%E1%BB%8Fi%20%C4%91%E1%BB%99%20tin%20c%E1%BA%ADy%20cao%20v%C3%A0%20v%E1%BA%ADn%20h%C3%A0nh%20d%C3%A0i%20h%E1%BA%A1n%20trong%20c%C3%A1c%20%E1%BB%A9ng%20d%E1%BB%A5ng%20quan%20tr%E1%BB%8Dng%20trong%20cu%E1%BB%99c%20s%E1%BB%91ng.Thi%E1%BA%BFt%20k%E1%BA%BF%20nh%E1%BB%8F%20g%E1%BB%8DnV%E1%BB%9Bi%20k%C3%ADch%20th%C6%B0%E1%BB%9Bc%20ch%E1%BB%89%20t%C6%B0%C6%A1ng%20%C4%91%C6%B0%C6%A1ng%20m%E1%BB%99t%20%C4%91%E1%BB%93ng%20xu%2C%20pin%20BV100%20mang%20%C4%91%E1%BA%BFn%20kh%E1%BA%A3%20n%C4%83ng%20t%C3%ADch%20h%E1%BB%A3p%20linh%20ho%E1%BA%A1t%20v%C3%A0o%20nhi%E1%BB%81u%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B3%20kh%C3%B4ng%20gian%20h%E1%BA%A1n%20ch%E1%BA%BF%2C%20gi%C3%BAp%20m%E1%BB%9F%20r%E1%BB%99ng%20%C4%91%C3%A1ng%20k%E1%BB%83%20ph%E1%BA%A1m%20vi%20%E1%BB%A9ng%20d%E1%BB%A5ng%20trong%20nhi%E1%BB%81u%20l%C4%A9nh%20v%E1%BB%B1c%20c%C3%B4ng%20ngh%E1%BB%87.An%20to%C3%A0n%20v%C3%A0%20b%E1%BB%81n%20v%E1%BB%AFngV%C3%AC%20trong%20quy%20tr%C3%ACnh%20chuy%E1%BB%83n%20h%C3%B3a%20c%E1%BB%A7a%20nickel%20%E2%80%93%2063%20s%E1%BA%BD%20bi%E1%BA%BFn%20n%C3%B3%20th%C3%A0nh%20%C4%90%E1%BB%93ng%20%E2%80%93%2063%20%E2%80%93%20m%E1%BB%99t%20nguy%C3%AAn%20t%E1%BB%91%20%E1%BB%95n%20%C4%91%E1%BB%8Bnh%20v%C3%A0%20kh%C3%B4ng%20ph%C3%B3ng%20x%E1%BA%A1%2C%20t%E1%BB%AB%20%C4%91%C3%B3%20gi%C3%BAp%20%C4%91%E1%BA%A3m%20b%E1%BA%A3o%20t%C3%ADnh%20an%20to%C3%A0n%20v%C3%A0%20gi%E1%BA%A3m%20thi%E1%BB%83u%20c%C3%A1c%20t%C3%A1c%20%C4%91%E1%BB%99ng%20%C4%91%E1%BA%BFn%20m%C3%B4i%20tr%C6%B0%E1%BB%9Dng%2C%20%C4%91%C3%A1p%20%E1%BB%A9ng%20c%C3%A1c%20ti%C3%AAu%20chu%E1%BA%A9n%20kh%E1%BA%AFt%20khe%20v%E1%BB%81%20ph%C3%A1t%20tri%E1%BB%83n%20c%C3%B4ng%20ngh%E1%BB%87%20b%E1%BB%81n%20v%E1%BB%AFng.%20Sponsor%20Kh%E1%BA%A3%20n%C4%83ng%20v%E1%BA%ADn%20h%C3%A0nh%20trong%20%C4%91i%E1%BB%81u%20ki%E1%BB%87n%20kh%E1%BA%AFc%20nghi%E1%BB%87tPin%20BV100%20c%C3%B3%20th%E1%BB%83%20duy%20tr%C3%AC%20hi%E1%BB%87u%20su%E1%BA%A5t%20%E1%BB%95n%20%C4%91%E1%BB%8Bnh%20trong%20ph%E1%BA%A1m%20vi%20nhi%E1%BB%87t%20%C4%91%E1%BB%99%20r%E1%BB%99ng%20t%E1%BB%AB%20-60%C2%B0C%20%C4%91%E1%BA%BFn%20120%C2%B0C%2C%20mang%20%C4%91%E1%BA%BFn%20gi%E1%BA%A3i%20ph%C3%A1p%20n%C4%83ng%20l%C6%B0%E1%BB%A3ng%20%C4%91%C3%A1ng%20tin%20c%E1%BA%ADy%20cho%20c%C3%A1c%20thi%E1%BA%BFt%20b%E1%BB%8B%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20c%C3%A1c%20m%C3%B4i%20tr%C6%B0%E1%BB%9Dng%20c%E1%BB%B1c%20k%E1%BB%B3%20kh%E1%BA%AFc%20nghi%E1%BB%87t.%20https%3A%2F%2Fbloganchoi.com%2Fpin-hat-nhan-bv100-betavolt%2F" title=""Pin hạt nhân BV100 Betavolt - Khi khoa học viễn tưởng trở thành hiện thực - BlogAnChoi. Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? Viên pin BV100 của công ty Betavol. Những ưu đi"><span style="color:#000000;"><img border="0" height="1" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAEAAAABCAMAAAAoyzS7AAAAAXNSR0ICQMB9xQAAAANQTFRFAAAAp3o92gAAAAF0Uk5TAEDm2GYAAAAJcEhZcwAADsQAAA7EAZUrDhsAAAAZdEVYdFNvZnR3YXJlAE1pY3Jvc29mdCBPZmZpY2V/7TVxAAAACklEQVQY02NgAAAAAgABmGNs1wAAAABJRU5ErkJggg==" width="1" /></span></a><a href="https://bloganchoi.com/?utm_campaign=https%3A%2F%2Fbloganchoi.com%2Fpin-hat-nhan-bv100-betavolt%2F&utm_source=dmca&utm_medium=copy&utm_term=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi&utm_content=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi.%20B%E1%BA%A1n%20%C4%91%C3%A3%20bao%20gi%E1%BB%9D%20t%C6%B0%E1%BB%9Fng%20t%C6%B0%E1%BB%A3ng%20v%E1%BB%81%20m%E1%BB%99t%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B4ng%20ngh%E1%BB%87%20c%C3%B3%20th%E1%BB%83%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20su%E1%BB%91t%20n%E1%BB%ADa%20th%E1%BA%BF%20k%E1%BB%B7%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20hay%20ch%C6%B0a%3F%20Vi%C3%AAn%20pin%20BV100%20c%E1%BB%A7a%20c%C3%B4ng%20ty%20Betavol.%20Nh%E1%BB%AFng%20%C6%B0u%20%C4%91i%E1%BB%83m%20c%E1%BB%A7a%20vi%C3%AAn%20pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20C%E1%BA%A5u%20tr%C3%BAc%20c%E1%BB%A7a%20vi%C3%AAn%20pin%20BV100%20(Ngu%E1%BB%93n%3A%20Internet)Tu%E1%BB%95i%20th%E1%BB%8D%20v%C6%B0%E1%BB%A3t%20tr%E1%BB%99iNh%C6%B0%20m%C3%ACnh%20%C4%91%C3%A3%20%C4%91%E1%BB%81%20c%E1%BA%ADp%20%E1%BB%9F%20b%C3%AAn%20tr%C3%AAn%2C%20%C4%91i%E1%BB%83m%20n%E1%BB%95i%20b%E1%BA%ADt%20nh%E1%BA%A5t%20%E1%BB%9F%20vi%C3%AAn%20pin%20BV100%20%C4%91%C3%B3%20ch%C3%ADnh%20l%C3%A0%20vi%E1%BB%87c%20n%C3%B3%20c%C3%B3%20th%E1%BB%83%20cung%20c%E1%BA%A5p%20n%C4%83ng%20l%C6%B0%E1%BB%A3ng%20li%C3%AAn%20t%E1%BB%A5c%20trong%2050%20n%C4%83m%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20l%E1%BA%A1i%20ho%E1%BA%B7c%20b%E1%BA%A3o%20tr%C3%AC%2C%20t%E1%BB%AB%20%C4%91%C3%B3%20%C4%91%C3%A1p%20%E1%BB%A9ng%20nhu%20c%E1%BA%A7u%20c%E1%BB%A7a%20c%C3%A1c%20thi%E1%BA%BFt%20b%E1%BB%8B%20%C4%91%C3%B2i%20h%E1%BB%8Fi%20%C4%91%E1%BB%99%20tin%20c%E1%BA%ADy%20cao%20v%C3%A0%20v%E1%BA%ADn%20h%C3%A0nh%20d%C3%A0i%20h%E1%BA%A1n%20trong%20c%C3%A1c%20%E1%BB%A9ng%20d%E1%BB%A5ng%20quan%20tr%E1%BB%8Dng%20trong%20cu%E1%BB%99c%20s%E1%BB%91ng.Thi%E1%BA%BFt%20k%E1%BA%BF%20nh%E1%BB%8F%20g%E1%BB%8DnV%E1%BB%9Bi%20k%C3%ADch%20th%C6%B0%E1%BB%9Bc%20ch%E1%BB%89%20t%C6%B0%C6%A1ng%20%C4%91%C6%B0%C6%A1ng%20m%E1%BB%99t%20%C4%91%E1%BB%93ng%20xu%2C%20pin%20BV100%20mang%20%C4%91%E1%BA%BFn%20kh%E1%BA%A3%20n%C4%83ng%20t%C3%ADch%20h%E1%BB%A3p%20linh%20ho%E1%BA%A1t%20v%C3%A0o%20nhi%E1%BB%81u%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B3%20kh%C3%B4ng%20gian%20h%E1%BA%A1n%20ch%E1%BA%BF%2C%20gi%C3%BAp%20m%E1%BB%9F%20r%E1%BB%99ng%20%C4%91%C3%A1ng%20k%E1%BB%83%20ph%E1%BA%A1m%20vi%20%E1%BB%A9ng%20d%E1%BB%A5ng%20trong%20nhi%E1%BB%81u%20l%C4%A9nh%20v%E1%BB%B1c%20c%C3%B4ng%20ngh%E1%BB%87.An%20to%C3%A0n%20v%C3%A0%20b%E1%BB%81n%20v%E1%BB%AFngV%C3%AC%20trong%20quy%20tr%C3%ACnh%20chuy%E1%BB%83n%20h%C3%B3a%20c%E1%BB%A7a%20nickel%20%E2%80%93%2063%20s%E1%BA%BD%20bi%E1%BA%BFn%20n%C3%B3%20th%C3%A0nh%20%C4%90%E1%BB%93ng%20%E2%80%93%2063%20%E2%80%93%20m%E1%BB%99t%20nguy%C3%AAn%20t%E1%BB%91%20%E1%BB%95n%20%C4%91%E1%BB%8Bnh%20v%C3%A0%20kh%C3%B4ng%20ph%C3%B3ng%20x%E1%BA%A1%2C%20t%E1%BB%AB%20%C4%91%C3%B3%20gi%C3%BAp%20%C4%91%E1%BA%A3m%20b%E1%BA%A3o%20t%C3%ADnh%20an%20to%C3%A0n%20v%C3%A0%20gi%E1%BA%A3m%20thi%E1%BB%83u%20c%C3%A1c%20t%C3%A1c%20%C4%91%E1%BB%99ng%20%C4%91%E1%BA%BFn%20m%C3%B4i%20tr%C6%B0%E1%BB%9Dng%2C%20%C4%91%C3%A1p%20%E1%BB%A9ng%20c%C3%A1c%20ti%C3%AAu%20chu%E1%BA%A9n%20kh%E1%BA%AFt%20khe%20v%E1%BB%81%20ph%C3%A1t%20tri%E1%BB%83n%20c%C3%B4ng%20ngh%E1%BB%87%20b%E1%BB%81n%20v%E1%BB%AFng.%20Sponsor%20Kh%E1%BA%A3%20n%C4%83ng%20v%E1%BA%ADn%20h%C3%A0nh%20trong%20%C4%91i%E1%BB%81u%20ki%E1%BB%87n%20kh%E1%BA%AFc%20nghi%E1%BB%87tPin%20BV100%20c%C3%B3%20th%E1%BB%83%20duy%20tr%C3%AC%20hi%E1%BB%87u%20su%E1%BA%A5t%20%E1%BB%95n%20%C4%91%E1%BB%8Bnh%20trong%20ph%E1%BA%A1m%20vi%20nhi%E1%BB%87t%20%C4%91%E1%BB%99%20r%E1%BB%99ng%20t%E1%BB%AB%20-60%C2%B0C%20%C4%91%E1%BA%BFn%20120%C2%B0C%2C%20mang%20%C4%91%E1%BA%BFn%20gi%E1%BA%A3i%20ph%C3%A1p%20n%C4%83ng%20l%C6%B0%E1%BB%A3ng%20%C4%91%C3%A1ng%20tin%20c%E1%BA%ADy%20cho%20c%C3%A1c%20thi%E1%BA%BFt%20b%E1%BB%8B%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20c%C3%A1c%20m%C3%B4i%20tr%C6%B0%E1%BB%9Dng%20c%E1%BB%B1c%20k%E1%BB%B3%20kh%E1%BA%AFc%20nghi%E1%BB%87t.%20https%3A%2F%2Fbloganchoi.com%2Fpin-hat-nhan-bv100-betavolt%2F" title=""This article is referenced content from https://bloganchoi.com - Pin hạt nhân BV100 Betavolt - Khi khoa học viễn tưởng trở thành hiện thực - BlogAnChoi. Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không "><span style="color:#000000;"><img border="0" height="1" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAEAAAABCAMAAAAoyzS7AAAAAXNSR0ICQMB9xQAAAANQTFRFAAAAp3o92gAAAAF0Uk5TAEDm2GYAAAAJcEhZcwAADsQAAA7EAZUrDhsAAAAZdEVYdFNvZnR3YXJlAE1pY3Jvc29mdCBPZmZpY2V/7TVxAAAACklEQVQY02NgAAAAAgABmGNs1wAAAABJRU5ErkJggg==" width="1" /></span></a></span></span><br /> </p> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Thiết kế nhỏ gọn</strong></span></span></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://techfancy.net/?utm_campaign=https%3A%2F%2Ftechfancy.net%2F&utm_source=dmca&utm_medium=copy&utm_term=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi&utm_content=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi.%20B%E1%BA%A1n%20%C4%91%C3%A3%20bao%20gi%E1%BB%9D%20t%C6%B0%E1%BB%9Fng%20t%C6%B0%E1%BB%A3ng%20v%E1%BB%81%20m%E1%BB%99t%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B4ng%20ngh%E1%BB%87%20c%C3%B3%20th%E1%BB%83%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20su%E1%BB%91t%20n%E1%BB%ADa%20th%E1%BA%BF%20k%E1%BB%B7%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20hay%20ch%C6%B0a%3F%20Vi%C3%AAn%20pin%20BV100%20c%E1%BB%A7a%20c%C3%B4ng%20ty%20Betavol.%20Nh%E1%BB%AFng%20%C6%B0u%20%C4%91i%E1%BB%83m%20c%E1%BB%A7a%20vi%C3%AAn%20pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20C%E1%BA%A5u%20tr%C3%BAc%20c%E1%BB%A7a%20vi%C3%AAn%20pin%20BV100%20(Ngu%E1%BB%93n%3A%20Internet)Tu%E1%BB%95i%20th%E1%BB%8D%20v%C6%B0%E1%BB%A3t%20tr%E1%BB%99iNh%C6%B0%20m%C3%ACnh%20%C4%91%C3%A3%20%C4%91%E1%BB%81%20c%E1%BA%ADp%20%E1%BB%9F%20b%C3%AAn%20tr%C3%AAn%2C%20%C4%91i%E1%BB%83m%20n%E1%BB%95i%20b%E1%BA%ADt%20nh%E1%BA%A5t%20%E1%BB%9F%20vi%C3%AAn%20pin%20BV100%20%C4%91%C3%B3%20ch%C3%ADnh%20l%C3%A0%20vi%E1%BB%87c%20n%C3%B3%20c%C3%B3%20th%E1%BB%83%20cung%20c%E1%BA%A5p%20n%C4%83ng%20l%C6%B0%E1%BB%A3ng%20li%C3%AAn%20t%E1%BB%A5c%20trong%2050%20n%C4%83m%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20l%E1%BA%A1i%20ho%E1%BA%B7c%20b%E1%BA%A3o%20tr%C3%AC%2C%20t%E1%BB%AB%20%C4%91%C3%B3%20%C4%91%C3%A1p%20%E1%BB%A9ng%20nhu%20c%E1%BA%A7u%20c%E1%BB%A7a%20c%C3%A1c%20thi%E1%BA%BFt%20b%E1%BB%8B%20%C4%91%C3%B2i%20h%E1%BB%8Fi%20%C4%91%E1%BB%99%20tin%20c%E1%BA%ADy%20cao%20v%C3%A0%20v%E1%BA%ADn%20h%C3%A0nh%20d%C3%A0i%20h%E1%BA%A1n%20trong%20c%C3%A1c%20%E1%BB%A9ng%20d%E1%BB%A5ng%20quan%20tr%E1%BB%8Dng%20trong%20cu%E1%BB%99c%20s%E1%BB%91ng.Thi%E1%BA%BFt%20k%E1%BA%BF%20nh%E1%BB%8F%20g%E1%BB%8DnV%E1%BB%9Bi%20k%C3%ADch%20th%C6%B0%E1%BB%9Bc%20ch%E1%BB%89%20t%C6%B0%C6%A1ng%20%C4%91%C6%B0%C6%A1ng%20m%E1%BB%99t%20%C4%91%E1%BB%93ng%20xu%2C%20pin%20BV100%20mang%20%C4%91%E1%BA%BFn%20kh%E1%BA%A3%20n%C4%83ng%20t%C3%ADch%20h%E1%BB%A3p%20linh%20ho%E1%BA%A1t%20v%C3%A0o%20nhi%E1%BB%81u%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B3%20kh%C3%B4ng%20gian%20h%E1%BA%A1n%20ch%E1%BA%BF%2C%20gi%C3%BAp%20m%E1%BB%9F%20r%E1%BB%99ng%20%C4%91%C3%A1ng%20k%E1%BB%83%20ph%E1%BA%A1m%20vi%20%E1%BB%A9ng%20d%E1%BB%A5ng%20trong%20nhi%E1%BB%81u%20l%C4%A9nh%20v%E1%BB%B1c%20c%C3%B4ng%20ngh%E1%BB%87.An%20to%C3%A0n%20v%C3%A0%20b%E1%BB%81n%20v%E1%BB%AFngV%C3%AC%20trong%20quy%20tr%C3%ACnh%20chuy%E1%BB%83n%20h%C3%B3a%20c%E1%BB%A7a%20nickel%20%E2%80%93%2063%20s%E1%BA%BD%20bi%E1%BA%BFn%20n%C3%B3%20th%C3%A0nh%20%C4%90%E1%BB%93ng%20%E2%80%93%2063%20%E2%80%93%20m%E1%BB%99t%20nguy%C3%AAn%20t%E1%BB%91%20%E1%BB%95n%20%C4%91%E1%BB%8Bnh%20v%C3%A0%20kh%C3%B4ng%20ph%C3%B3ng%20x%E1%BA%A1%2C%20t%E1%BB%AB%20%C4%91%C3%B3%20gi%C3%BAp%20%C4%91%E1%BA%A3m%20b%E1%BA%A3o%20t%C3%ADnh%20an%20to%C3%A0n%20v%C3%A0%20gi%E1%BA%A3m%20thi%E1%BB%83u%20c%C3%A1c%20t%C3%A1c%20%C4%91%E1%BB%99ng%20%C4%91%E1%BA%BFn%20m%C3%B4i%20tr%C6%B0%E1%BB%9Dng%2C%20%C4%91%C3%A1p%20%E1%BB%A9ng%20c%C3%A1c%20ti%C3%AAu%20chu%E1%BA%A9n%20kh%E1%BA%AFt%20khe%20v%E1%BB%81%20ph%C3%A1t%20tri%E1%BB%83n%20c%C3%B4ng%20ngh%E1%BB%87%20b%E1%BB%81n%20v%E1%BB%AFng.%20Sponsor%20Kh%E1%BA%A3%20n%C4%83ng%20v%E1%BA%ADn%20h%C3%A0nh%20trong%20%C4%91i%E1%BB%81u%20ki%E1%BB%87n%20kh%E1%BA%AFc%20nghi%E1%BB%87tPin%20BV100%20c%C3%B3%20th%E1%BB%83%20duy%20tr%C3%AC%20hi%E1%BB%87u%20su%E1%BA%A5t%20%E1%BB%95n%20%C4%91%E1%BB%8Bnh%20trong%20ph%E1%BA%A1m%20vi%20nhi%E1%BB%87t%20%C4%91%E1%BB%99%20r%E1%BB%99ng%20t%E1%BB%AB%20-60%C2%B0C%20%C4%91%E1%BA%BFn%20120%C2%B0C%2C%20mang%20%C4%91%E1%BA%BFn%20gi%E1%BA%A3i%20ph%C3%A1p%20n%C4%83ng%20l%C6%B0%E1%BB%A3ng%20%C4%91%C3%A1ng%20tin%20c%E1%BA%ADy%20cho%20c%C3%A1c%20thi%E1%BA%BFt%20b%E1%BB%8B%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20c%C3%A1c%20m%C3%B4i%20tr%C6%B0%E1%BB%9Dng%20c%E1%BB%B1c%20k%E1%BB%B3%20kh%E1%BA%AFc%20nghi%E1%BB%87t.%20https%3A%2F%2Ftechfancy.net%2F" title=""Pin hạt nhân BV100 Betavolt - Khi khoa học viễn tưởng trở thành hiện thực - BlogAnChoi. Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? Viên pin BV100 của công ty Betavol. Những ưu đi"><span style="color:#000000;"><strong><img border="0" height="1" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAEAAAABCAMAAAAoyzS7AAAAAXNSR0ICQMB9xQAAAANQTFRFAAAAp3o92gAAAAF0Uk5TAEDm2GYAAAAJcEhZcwAADsQAAA7EAZUrDhsAAAAZdEVYdFNvZnR3YXJlAE1pY3Jvc29mdCBPZmZpY2V/7TVxAAAACklEQVQY02NgAAAAAgABmGNs1wAAAABJRU5ErkJggg==" width="1" /></strong></span></a></span></span></p> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với kích thước chỉ tương đương một đồng xu, pin BV100 mang đến khả năng tích hợp linh hoạt vào nhiều thiết bị có không gian hạn chế, giúp mở rộng đáng kể phạm vi ứng dụng trong nhiều lĩnh vực công nghệ.</span></span></span><br /> </p> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>An toàn và bền vững</strong></span></span></span></p> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vì trong quy trình chuyển hóa của nickel – 63 sẽ biến nó thành Đồng – 63 – một nguyên tố ổn định và không phóng xạ, từ đó giúp đảm bảo tính an toàn và giảm thiểu các tác động đến môi trường, đáp ứng các tiêu chuẩn khắt khe về phát triển công nghệ bền vững.</span></span></span><br /> <br /> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">Khả năng vận hành trong điều kiện khắc nghiệt</strong></p> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Pin BV100 có thể duy trì hiệu suất ổn định trong phạm vi nhiệt độ rộng từ -60°C đến 120°C, mang đến giải pháp năng lượng đáng tin cậy cho các thiết bị hoạt động trong các môi trường cực kỳ khắc nghiệt.<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/pin-hat-nhan-cho-dien-thoai-2.jpeg" style="width: 800px; height: 450px;" /></span></span></span></p> <p id="nhung-ung-dung-tiem-nang"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc thương mại hóa loại pin hạt nhân siêu nhỏ này được kỳ vọng sẽ mở ra tương lai cho hàng loạt thiết bị đòi hỏi nguồn năng lượng lâu dài như vệ tinh, cảm biến AI, máy móc y tế, drone mini hay thậm chí là rô-bốt cỡ nhỏ.</span></span></span><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">Hiện nay, không chỉ Trung Quốc mà rất nhiều quốc gia khác cũng đang đẩy mạnh phát triển pin hạt nhân. Tại Mỹ, </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); box-sizing: border-box; font-weight: bold;">City Labs</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);"> đang hợp tác với </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); box-sizing: border-box; font-weight: bold;">Viện Y tế Quốc gia</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);"> để tạo pin betavoltaic dùng </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); box-sizing: border-box; font-weight: bold;">tritium</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);"> cho các thiết bị y tế như máy trợ tim. Trong khi đó, tại Anh, </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); box-sizing: border-box; font-weight: bold;">Arkenlight</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);"> đang nghiên cứu công nghệ tương tự với vật liệu </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); box-sizing: border-box; font-weight: bold;">carbon-14</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">.</span><br /> </p> <p style="box-sizing: border-box; margin-top: 0px; margin-bottom: 26px; overflow-wrap: break-word; font-family: Verdana, BlinkMacSystemFont, -apple-system, "Segoe UI", Roboto, Oxygen, Ubuntu, Cantarell, "Open Sans", "Helvetica Neue", sans-serif; font-size: 15px;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công ty Betavolt<b> </b>đã khẳng định họ là nhà sản xuất vật liệu bán dẫn kim cương quy mô lớn duy nhất hiện nay. </span></span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">Công nghệ pin hạt nhân của Betavolt đã đánh dấu một bước tiến đáng kể trong lĩnh vực lưu trữ năng lượng của thế giới nói chung và của Trung Quốc nói riêng. Nó hứa hẹn sẽ cung cấp cho con người nguồn năng lượng bền vững và lâu dài trong nhiều lĩnh vực thiết yếu từ thiết bị y tế cho đến thám hiểm không gian.<br /> <br /> Mặc dù hiện tại vẫn còn nhiều thách thức cần vượt qua như công suất thấp (chỉ cung cấp 100 microwatt ở 3 volt), chi phí sản xuất cao cũng như những lo ngại về phóng xạ nhưng công nghệ này vẫn là một ẩn số thú vị cần được phát triển đúng cách để con người có thể khai thác tối đa tiềm năng của nó.</span></p> <p> </p> <p id="nhung-ung-dung-tiem-nang"> </p> ', 'images' => '2025040909570998e45e4601a11c8439a61cf258f3651a.jpg', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Pin hạt nhân', 'meta_key' => 'Pin hạt nhân', 'meta_des' => 'Pin hạt nhân', 'created' => '2025-04-09', 'modified' => '2026-02-01', 'status' => '1', 'view' => '12375', 'slug' => 'pin-hat-nhan-bv100-cong-nghe-cua-tuong-lai', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '439', 'rght' => '440', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 9 => array( 'Post' => array( 'id' => '759', 'name' => 'Tìm hiểu tính năng đo bù nghiêng trên máy định vị GNSS RTK!', 'code' => null, 'alias' => 'tim-hieu-tinh-nang-do-bu-nghieng-tren-may-dinh-vi-gnss-rtk', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong quá trình khảo sát bằng máy định vị GNSS RTK sử dụng tính năng bù nghiêng là một trong những cách hiệu quả giúp bạn nâng cao hiệu suất và chất lượng của dữ liệu thu thập trong đo đạc.</span></span>', 'content' => '<h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Đo bù nghiêng trên máy định vị GNSS RTK là gì?</span></span></span></h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo bù nghiêng trên máy GPS RTK (hay còn gọi là IMU) là một tính năng mới và nổi bật của dòng máy định vị GNSS RTK. Tính năng bù nghiêng giúp đo ở nơi khó đặt sào, góc khuất, khu vực nguy hiểm,… an toàn cho người đo, thao tác dễ dàng. <br /> Trong thực tế không phải lúc nào người kỹ sư cũng có thể dựng thẳng sào máy. Tính năng bù nghiêng được sử dụng trong một số điều kiện địa hình có chướng ngại vật hoặc góc khuất điển hình như:</span></span></span><br /> <ul> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đo nằm ở góc tường, cạnh tường</span></span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đo bị che khuất bởi các vật thể không mong muốn</span></span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đo nằm ở các điểm khó với tới như ao, hồ, sông, suối</span></span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đo nằm ở khu vực nguy hiểm</span></span></span></li> </ul> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong các trường hợp trên, các kỹ sư cần phải kích hoạt tính năng đo bù nghiêng để đặt chân sào vào điểm cần đo để tiến hành thu thập dữ liệu. Do đó, tính năng đo bù nghiêng là không thể thiếu, giúp cho công tác đo đạc ngoài thực địa trở nên dễ dàng và hiệu quả hơn.</span></span></span><br /> <h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Nguyên lý hoạt động</span></span></span></h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thông thường, khi khảo sát, người dùng phải để sào máy thẳng đứng, vuông góc với mặt phẳng trái đất để máy RTK thu thập được tọa độ X,Y. Còn cao độ Z thì chỉ cần lấy cao độ hiện tại máy thu thập được, trừ đi chiều cao sào máy là được.<br /> Vậy khi sào máy nghiêng, máy RTK chỉ có thể tính toán được tọa độ tại vị trí của đầu máy, làm sao để biết được tọa độ điểm tại chân máy? Câu trả lời là cảm biến IMU tích hợp bên trong máy và thuật toán được cài đặt sẵn trong main.<br /> <br /> Cảm biến IMU<br /> IMU ( viết tắt của Inertial measurement unit) – là một cảm biến được tích hợp bên trong máy RTK (Hoặc hầu hết các thiết bị điện tử) nhằm đo lường quán tính, gia tốc, tốc độ, góc nghiêng của thiết bị so với trục vuông góc với bề mặt trái đất.<br /> <br /> Hai thành phần chính cấu tạo lên cảm biến IMU:<br /> <img alt="" src="/admin/webroot/upload/image/images/gia-toc-ke-2-300x141.gif" style="width: 300px; height: 141px;" /><br /> <br /> Gia tốc kế<br /> Dùng để đo gia tốc của bản thân cảm biến IMU, thường gồm 2 hoặc 3 trục, ứng với 3 chiều không gian.<br /> <img alt="" src="/admin/webroot/upload/image/images/con-quay-hoi-chuyen.gif" style="width: 220px; height: 220px;" /><br /> Con quay hồi chuyển<br /> Dùng để đo tốc độ quay quanh một trục của cảm biến IMU, cũng như góc nghiêng của IMU so với trục vuông góc với mặt phẳng trái đất.<br /> Nhờ vào cảm biến IMU, mà máy định vị GNSS RTK có thể xác định được 2 yếu tố là góc nghiêng và hướng nghiêng của sào máy so với trục thẳng đứng. Kết hợp với chiều cao sào, máy RTK có thể biết được vị trí của nó so với điểm cần đo.</span></span></span><br /> <br /> <h2 style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">3. Ưu điểm và nhược điểm của tính năng đo bù nghiêng trên máy định vị GNSS RTK</span></h2> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">- Ưu điểm: </span></p> <ul> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng tốc độ đo đạc: Người sử dụng không cần phải mất thời gian để dựng thẳng sào máy, do đó có thể thu thập dữ liệu nhanh hơn.</span></span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng độ chính xác: Việc sử dụng cảm biến IMU giúp loại bỏ sai số do sào máy không được dựng thẳng, do đó tọa độ điểm đo được sẽ chính xác hơn.</span></span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng tính linh hoạt: Người sử dụng có thể đo đạc ở những khu vực khó tiếp cận, nơi mà việc dựng thẳng sào máy là khó khăn hoặc không thể thực hiện được.</span></span></span></li> </ul> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngoài những ưu điểm trên tính năng đo bù nghiêng trên các thiết bị GPS RTK có một nhược điểm nhưng không đáng kể đó là khả năng sai số cao hơn một chút. Tuy nhiên trong quá trình đo đạc nếu các kỹ sư nắm vững được nguyên lý hoạt động của thiết bị GPS RTK cũng như điều chỉnh được điểm đặt chân sào sẽ hạn chế được những sai số trong quá trình thu thập dữ liệu, có kết quả đo chính xác.</span></span></span><br /> <br /> <h2 style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Có nên thường xuyên sử dụng tính năng đo nghiêng hay không?</span></span></span></h2> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Để có thể trả lời câu hỏi này, ta phải cân nhắc đến vấn đề về độ chính xác. Khi khởi tạo tính năng đo nghiêng, máy RTK sẽ phải thêm một bước tính toán nữa để xác định tọa độ điểm đo.<br /> Tính năng đo bù nghiêng thực sự rất hữu ích giúp giảm thời gian khảo sát một cách đáng kể nhưng cũng sẽ khiến sai số tăng thêm vài cen-ti-mét. Vì vậy chúng tôi khuyến nghị chỉ nên chỉ sử dụng tính năng này khi thật sự cần thiết!</span></span></span></p> <h2 style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); text-align: justify; margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">5. </span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); text-align: justify;">Địa chỉ mua máy RTK chính hãng:</span></h2> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">CÔNG TY CP CÔNG NGHỆ VÀ TM THÀNH ĐẠT chuyên nhập khẩu và cung cấp các máy GNSS RTK của các hãng: E-survey, Geomate, eFix, Foif, Toknav,.... tại Việt Nam. </span></span></span></p> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Liên hệ: </strong></u><br style="margin: 0px; padding: 0px;" /> <br style="margin: 0px; padding: 0px;" /> Số 145 Láng Hạ, Đống Đa, Hà Nội<br style="margin: 0px; padding: 0px;" /> Số 5/161 Nguyễn Tuân. Thanh Xuân, Hà Nội<br style="margin: 0px; padding: 0px;" /> Tel: 024.37764930<br style="margin: 0px; padding: 0px;" /> Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" /> Website: </span></span></span><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear; font-size: 13px;" target="_blank"><span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);">www.tracdiathanhdat.vn</span></a></span></span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px;"> </span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;">@ Luôn đồng hành cùng bạn!</strong></span></span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"> </span></span></p> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> </p> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px; text-align: center;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Blue Aesthetic January 2024 Calendar Desktop Wallpaper (665 x 295 px) (665 x 295 px) (1).png" style="width: 665px; height: 295px;" /></span></span></span></p> ', 'images' => '20250217100043c413f7f539f39425597705c9142a94b0.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Tính năng bù nghiêng ở máy RTK', 'meta_key' => 'Máy RTK, máy định vị vệ tinh RTK, máy GPS RTK, máy định vị vệ tinh GNSS RTK, máy RTK giá rẻ, máy RTK tốt nhất', 'meta_des' => 'Máy RTK, máy định vị vệ tinh RTK, máy GPS RTK, máy định vị vệ tinh GNSS RTK, máy RTK giá rẻ, máy RTK tốt nhất', 'created' => '2025-02-17', 'modified' => '2026-02-01', 'status' => '1', 'view' => '5942', 'slug' => 'tim-hieu-tinh-nang-do-bu-nghieng-tren-may-dinh-vi-gnss-rtk', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '437', 'rght' => '438', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ) ) $detailNews = array( 'Post' => array( 'id' => '721', 'name' => 'Định vị công trình bằng máy toàn đạc điện tử', 'code' => null, 'alias' => 'dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<p style="margin: 0in 0in 15.6pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(51, 51, 51);">Định vị thi công công trình là công tác trắc địa nhằm xác định vị trí mặt <span style="box-sizing: border-box; touch-action: manipulation; color: rgb(51, 72, 98);">bằng</span> của các điểm, các đường thẳng, các điểm chi tiết của công trình xây dựng trên đất liền cũng như trên mặt nước theo đúng thiết kế.</span></span></span><span style="font-size:11.5pt; font-family:Montserrat;color:#333333"><o:p></o:p></span></p> ', 'content' => '<h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Tìm hiểu về định vị thi công công trình </strong></span></span></span></h2> <br /> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị thi công công trình là công tác trắc địa nhằm xác định vị trí mặt bằng của các điểm, các đường thẳng, các điểm chi tiết của công trình xây dựng trên đất liền cũng như trên mặt nước theo đúng thiết kế.<br /> <br /> Định vị công trình bằng máy toàn đạc có thể hiểu là thao tác sử dụng máy toàn đạc để khảo sát, xác định vị trí tọa độ công trình chi tiết, nhanh chóng và chính xác. Các kỹ sư sẽ nhập các tham số trên bản vẽ vào máy. Sau đó, các thuật toán của máy toàn đạc sẽ xử lý những số liệu này. Cuối cùng, máy toàn đạc sẽ khảo sát, xác định chi tiết và xác thực những vị trí điểm ra thực địa. <br /> <br /> Chỉ cần trích xuất những vị trí tọa độ chính xác điểm trên bản vẽ sang <strong><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">máy toàn đạc điện tử</a> , </strong> máy sẽ xử lý các thông số này. Sau đó, máy triển khai vị trí những tim trục trên bản đồ lên thực địa. Nhờ vậy, sẽ định vị được xác thực tim trục của nền móng cho những bước thi công tiếp theo.</span></span></span></p> <p style="text-align: center;"> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/dinh-vi-cong-trinh-bang-may-toan-dac.jpg" style="width: 620px; height: 360px;" /></span></span></span></p> <h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Phương pháp thực hiện định vị công trình bằng máy toàn đạc điện tử</strong></span></span></span></h2> <p style="text-align: center;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" 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" style="height: 411px; width: 620px;" /></span></span></span></p> <p style="text-align: center;"> <em><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Bản vẽ mặt bằng mộtt nhà xưởng</span></span></span></em><br /> </p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Reference Line (Định ᴠị công trình theo đường chuẩn là đường thẳng): một đường chuẩn có thể được хác định bằng cách tham chiếu tới 1 đường thẳng gốc đã biết. <br /> <br /> 1. Xác định đường gốc<br /> <br /> Một đường gốc được gắn ᴠới 2 điểm gốc ᴠà được хác định theo 3 cách: Đo đến điểm gốc; Nhập toạ độ bằng taу; Gọi điểm từ bộ nhớ.<br /> <br /> a) Đo tới điểm gốc. Nhập tên điểm <strong>PtID</strong> ᴠà đo bằng phím <br /> b) Với điểm gốc đã biết toạ độ tìm kiếm điểm <strong>PtID</strong> trong bộ nhớ. Nhập toạ độ bằng taу. Hiển thị những điểm ѕẵn trong máу.<br /> (1) Điểm gốc trang bị 1 <br /> (2) Điểm gốc thứ hai.<br /> (3) Đường gốc.<br /> (4) Đường chuẩn.<br /> <br /> 2. Dịch chuуển/Quaу đường gốc<br /> Đường gốc được dịch chuуển ѕong ѕong, chiều dọc, chiều đứng hoặc là quaу. Tất cả các kết quả đo ѕau đó ѕẽ ảnh hưởng đến đường chuẩn.<br /> <strong>BP</strong>: Điểm gốc.<br /> <strong>BL</strong>: Đường gốc.<br /> <strong>RP</strong>: Điểm chuẩn.<br /> <strong>RL</strong>: Đường chuẩn.<br /> <strong>Off</strong>: Dịch chuуển ѕong ѕong.<br /> <strong>L</strong>: Dịch chuуển theo chiều dọc.<br /> <strong>R</strong>: Thông ѕố quaу.<br /> <br /> Nhập thông ѕố: Sử dụng phím nàу để chuуển con trỏ đến trường thông ѕố bắt buộc nhập. Ta có thể nhập các thông ѕố như ѕau:<br /> <strong>Offѕet</strong>: Dịch chuуển đường chuẩn ѕong ѕong ᴠề phía bên cần của đường gốc, ᴠào hướng của đường gốc (BP1-BP2).<br /> <strong>Line</strong>: Dịch chuуển đường chuẩn theo chiều dọc tính từ điểm gốc trước tiên theo hướng từ điểm gốc đầu tiên tới điểm gốc vật dụng hai.<br /> <strong>Rotate</strong>: Quaу đường chuẩn theo chiều kim đồng hồ хung quanh điểm gốc.<br /> <strong>Height</strong>: Đường chuẩn cao hơn đường gốc.<br /> <strong>Ref.Hgt:Point1:</strong> Chênh cao ѕo ᴠới điểm gốc chuẩn nhất.<br /> <strong>Point 2</strong>: Chênh cao ѕo ᴠới điểm gốc chuẩn hai.<br /> <strong>Interpolated:</strong> Chênh cao dọc theo đường chuẩn.<br /> <strong>No height</strong>: Chênh cao không được tính toán ᴠà hiển thị.<br /> <br /> 3. Tiến hành đo hoặc chuуển ѕang chế độ chuуển điểm bề ngoài ra thực địa. Tiến hành đo đến điểm đích. Chuуển ѕang chế độ chuуển điểm bề ngoài ra thực địa.<br /> <br /> 4. Ứng dụng tương trợ “Line&Offѕet”: tính toán ra ᴠị trí của điểm đo ѕo ᴠới đường chuẩn bằng cách hiển thị các lệch dọc trục, lệch ngang, chênh cao…<br /> </span></span></span><br /> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc đạc công trình hay đo đạc công trình là khảo sát và khai triển bản vẽ thiết kế của công trình ra thực địa, dùng cho thi công và giám sát xây dựng công trình đúng bản vẽ thiết kế. Quan trắc dịch chuyển của công trình ra thực địa, chuyên dụng cho thi công và giám sát xây dựng công trình đúng bản vẽ thiết kế. Công cụ đo bằng những mẫu máy đo đạc như máy kinh vĩ, máy thủy bình,máy đo khoảng cách laser, máy toàn đạc điện tử … </span></span></span></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiệm vụ chủ đạo của công tác trắc địa trong xây dựng là đảm bảo cho công trình được xây dựng đúng kích thước hình học và đúng vị trí thiết kế. Chỉ khi hai yêu cầu này được đáp ứng thì công trình mới mang thể vận hành an toàn. </span></span></span></p> <h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="font-weight: var(--h2_typography-font-weight); font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">III. Những thiết bị được sử dụng trong định vị thi công công trình</span></h2> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#ff0000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-tu-dong"><strong>Máy thủy bình tự động, máy thủy bình điện tử</strong></a></span></span></span><span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">:</span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Xác định cao độ, dẫn mốc cao độ, đo chênh cao, quan trắc lún…</span></span></span></li> </ul> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">Máy toàn đạc điện tử</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span> Bố trí trí tọa độ thiết kế ra thực địa; tính toán khoảng cách ngang, đứng, góc phương vị của đường, tọa độ điểm, diện tích và bố trí đường thẳng, đường cong; dẫn lưới lập mốc đường chuyền…</span></span></span></li> </ul> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">Máy định vị GNSS</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span> Khảo sát thành lập lưới khống chế tọa độ; bố trí điểm phục vụ cho công tác chuyển điểm thiết kế ra thực địa; giao hội, bố trí đường cong, tính diện tích…</span></span></span></li> </ul> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;"> <span style="color:#000000;"><img alt="" src="/admin/webroot/upload/image/images/Banner (665 × 295 px) (31).png" style="width: 665px; height: 295px;" /></span></p> ', 'images' => '202305301610048b836b9276e806fc2f8458b2bc05f8fc.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy toàn đạc điện tử', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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Hà Nội cấp ngày 28-04-2009<br /> Điện thoại: <a href="javascript: void(0)" style="font-family: tahoma, geneva, sans-serif;font-size:11px;"><span style="color: rgb(255, 255, 255);"><strong style="font-family: arial, helvetica, sans-serif;">(</strong><strong style="font-family: arial, helvetica, sans-serif;">024) 3776 4930</strong></span></a></span></span></p> <div> <p> <strong style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><u>Cửa hàng</u></strong><span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">:</span></p> </div> <p> <span style="font-family: tahoma, geneva, sans-serif;">- <span style="font-size:12px;">Số <strong><span style="font-size:14px;">145 </span></strong></span></span><span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">Láng Hạ, Phường Láng Hạ, Hà Nội</span></span></p> <p> <span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></span><br /> <br /> </p> ', 'contactinfo_eng' => '', 'taikhoan' => '<strong><span style="color:#04529a;">Số Tài khoản các ngân hàng của công ty Tân Á</span></strong><br /> <br /> 1. 13022-0506-5430 - Nguyễn Văn Hiệu - Agribank - CN Trung Yên, HN<br /> 2. 0011-00404-0367 - Nguyễn Văn Hiệu - Vietcombank - CN Sở Giao dịch, HN<br /> 3. 711A-6202-9713 - Nguyễn Văn Hiệu - Vietinbank - CN Thanh Xuân, HN<br /> 4. 190-256-018-210-13 - Nguyễn Văn Hiệu - Techcombank, Hà Nội<br /> 5. 1231-0000-368-767 - Nguyễn Văn Hiệu - BIDV CN Quang Trung, Hà Nội', 'contactinfo' => '<div dir="rtl" style="text-align: left;"> <u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Văn Phòng</strong></u></div> <div style=""> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ: Số 157 Đặng Văn Ngữ, Phường Kim Liên, Hà Nội, Việt Nam<br /> Tel: (024) 3776 4930 <br /> Fax: (024) 3776 5908<br /> Email: thanhdatsurvey.JSC@gmail.com/ tracdiathanhdat@gmail.com<br /> Hotline: <strong>0913 051 734</strong><br /> <br /> <strong><u>C</u></strong><strong><u>ửa hàng</u></strong></span></span><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Số 145 Láng Hạ, Phường Láng Hạ, Hà Nội</span></span><br /> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0942 288 388</strong></span><br /> </div> <div style=""> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></div> <div style=""> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0949 322 456</strong></span></div> <div style=""> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>VPĐD tại Tp. Hồ Chí Minh</u></strong><br /> <br /> - 1/56 Nguyễn Thái Sơn, Phường Hạnh Thông, Hồ Chí Minh</span></span><br /> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0904 925 936</strong></span></div> ', 'telephone' => '01659 014592', 'hotline' => '0913051734', 'email' => 'tracdiathanhdat@yahoo.com', 'url' => '', 'meta_key' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax, Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GNSS RTK, máy thủy bình, máy toàn đạc, máy laser, máy GPS cầm tay, UAV, ống nhòm (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...). Uy tín, chất lượng, giá tốt hàng đầu tại Việt Nam!', 'created' => '2012-06-05', 'modified' => '1769758152', 'youtube' => 'http://youtube.com', 'twitter' => 'https://twitter.com/', 'myspace' => 'https://myspace.com/', 'facebook' => 'https://www.facebook.com/thanhdatsurvey.jsc/', 'email2' => 'duycuong7640', 'skype' => 'hothihuyen.hn', 'yahoo' => 'duycuong7640', 'yahoo1' => 'duycuong7640', 'content' => 'Thanks for your interest in Vn Discoverytours. For a fast response, please submit this basic Quick Enquiry form below by clicking “Submit”, and we’ll get back to you by e-mail within 12 to 24 hours (in working days). For urgent booking, call us at +84 974 839 873', 'video' => '<iframe width="1280" height="720" src="https://www.youtube.com/embed/mR4kOuAkEtY" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>', 'slogan' => 'trung tâm sửa chữa và bảo hành máy giặt electrolux', 'slogan_eng' => '', 'printer' => '', 'googleplus' => '', 'bando' => '<p> <iframe allowfullscreen="" frameborder="0" height="410" src="https://www.google.com/maps/embed?pb=!1m18!1m12!1m3!1d1680.2372398112452!2d105.81212934716025!3d21.01437303922492!2m3!1f0!2f0!3f0!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ab63b645b665%3A0xa6797ac6008687bf!2zQ-G7rWEgSMOgbmcgVHLhuq9jIMSQ4buLYQ!5e0!3m2!1svi!2s!4v1449908805279" style="border:0" width="600"></iframe></p> ', 'gioithieu' => '<p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/gioithieu.png" /></p> ', 'thongtincongty' => 'Sửa máy lạnh tại nhà Sửa máy lạnh tại HCM Sửa tủ lạnh Bơm ga máy lạnh ', 'trogiupkh' => 'Tai nghe Iphone Sua may tinh tai nha Máy Ozone Z755', 'dichvuft' => 'Sửa máy lạnh Bảo dưỡng máy lạnh Vệ sinh máy lạnh Lắp đặt máy lạnh', 'bb' => '', 'zing' => '', 'hotline2' => '0912 35 65 75', 'thelink' => '<script type='text/javascript'>window._sbzq||function(e){e._sbzq=[];var t=e._sbzq;t.push(["_setAccount",32506]);var n=e.location.protocol=="https:"?"https:":"http:";var r=document.createElement("script");r.type="text/javascript";r.async=true;r.src=n+"//static.subiz.com/public/js/loader.js";var i=document.getElementsByTagName("script")[0];i.parentNode.insertBefore(r,i)}(window);</script> <script> (function(i,s,o,g,r,a,m){i['GoogleAnalyticsObject']=r;i[r]=i[r]||function(){ (i[r].q=i[r].q||[]).push(arguments)},i[r].l=1*new Date();a=s.createElement(o), m=s.getElementsByTagName(o)[0];a.async=1;a.src=g;m.parentNode.insertBefore(a,m) })(window,document,'script','//www.google-analytics.com/analytics.js','ga'); ga('create', 'UA-72584674-1', 'auto'); ga('send', 'pageview'); </script> <!-- Global site tag (gtag.js) - Google Ads: 876059345 --> <script async src="https://www.googletagmanager.com/gtag/js?id=AW-876059345"></script> <script> window.dataLayer = window.dataLayer || []; function gtag(){dataLayer.push(arguments);} gtag('js', new Date()); gtag('config', 'AW-876059345'); </script> <script>!function(s,u,b,i,z){var o,t,r,y;s[i]||(s._sbzaccid=z,s[i]=function(){s[i].q.push(arguments)},s[i].q=[],s[i]("setAccount",z),r=["widget.subiz.net","storage.googleapis"+(t=".com"),"app.sbz.workers.dev",i+"a"+(o=function(k,t){var n=t<=6?5:o(k,t-1)+o(k,t-3);return k!==t?n:n.toString(32)})(20,20)+t,i+"b"+o(30,30)+t,i+"c"+o(40,40)+t],(y=function(k){var t,n;s._subiz_init_2094850928430||r[k]&&(t=u.createElement(b),n=u.getElementsByTagName(b)[0],t.async=1,t.src="https://"+r[k]+"/sbz/app.js?accid="+z,n.parentNode.insertBefore(t,n),setTimeout(y,2e3,k+1))})(0))}(window,document,"script","subiz","acqxaefflwedscstabut")</script>', 'theh1' => 'thanhdatsurvey.JSC', 'hanoi' => '<div> <strong>CÔNG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div> <div> <strong>Địa chỉ</strong> : Số 51 - Trần Duy Hưng, Trung Hòa, Cầu Giấy, Hà Nội</div> <div> <strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div> <div> <strong>Email </strong>: info@ifes.vn</div> ', 'tphcm' => '<div> <strong>CÔNG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div> <div> <strong>Địa chỉ</strong> : Số 51 - Trần Duy Hưng, Trung Hòa, Cầu Giấy, Hà Nội</div> <div> <strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div> <div> <strong>Email </strong>: info@ifes.vn</div> ', 'tt' => '', 'pp' => 'https://www.facebook.com/ruaxetudong.net', 'tphcm_eng' => '', 'hanoi_eng' => '', 'hotline_eng' => '', 'name_eng' => '', 'chinhsach' => null, 'bandohn' => '<iframe frameborder="0" height="450" src="https://www.google.com/maps/embed?pb=!1m14!1m8!1m3!1d3724.958946511035!2d105.8172709!3d20.9942827!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ac91e206c757%3A0xf0f7a088bc4c72a2!2zMTg2IEtoxrDGoW5nIFRydW5nLCBUaGFuaCBYdcOibiwgSMOgIE7hu5lpLCBWaeG7h3QgTmFt!5e0!3m2!1svi!2s!4v1419913280809" style="border:0" width="600"></iframe>', 'bandohaiphong' => '<iframe frameborder="0" height="450" src="https://www.google.com/maps/embed?pb=!1m14!1m8!1m3!1d3724.958946511035!2d105.8172709!3d20.9942827!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ac91e206c757%3A0xf0f7a088bc4c72a2!2zMTg2IEtoxrDGoW5nIFRydW5nLCBUaGFuaCBYdcOibiwgSMOgIE7hu5lpLCBWaeG7h3QgTmFt!5e0!3m2!1svi!2s!4v1419913280809" style="border:0" width="600"></iframe>', 'gt' => '<p style="text-align: justify;"> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Là công ty chuyên nhập khẩu, cung cấp và chuyển giao công nghệ các loại máy đo đạc, trắc địa phục vụ khảo sát thiết kế, xây dựng và đo vẽ bản đồ của các hãng nổi tiếng trên thế giới như: LEICA, TOPCON, NIKON, PENTAX, SOKKIA, GLUNZ, TRIMPLE, SPECTRA, GEOMAX, GARMIN..., chúng tôi cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! </span><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm cùng</span> <span style="font-family: tahoma, geneva, sans-serif;">đội ngũ nhân viên, kỹ thuật viên năng động, có trình độ cao chúng tôi tự hào và tin tưởng Quý khách hàng sẽ hài lòng khi sử dụng các sản phẩm và dịch vụ do chúng tôi cung cấp!</span></span><br /> </p> <div style="text-align: justify;"> <span style="color:#ff9966;"><span style="font-family:comic sans ms,cursive;"><span style="font-size:14px;"><strong style="font-family: tahoma, geneva, sans-serif;">Hỗ trợ 24/7:</strong> <strong>0942 288 388/</strong></span><span style="font-size: 14px;"><strong>0949 322 456</strong> (Zalo) </span></span></span></div> ', 'gt_eng' => '' ) $tin_ft = array( (int) 0 => array( 'Post' => array( 'id' => '588', 'name' => 'Hướng dẫn mua hàng', 'code' => null, 'alias' => 'huong-dan-mua-hang', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<p> <span style="color:#000000;"><b><span style="font-size: 10.5pt; line-height: 107%; font-family: Verdana, sans-serif;">Cảm ơn Quý khách đã tin tưởng lựa chọn sản phẩm và dịch vụ vủa chúng tôi!</span></b><br /> <span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"> </span></span><span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"><!--[if !supportLineBreakNewLine]--><!--[endif]--></span></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="line-height: 107%;"><!--[if !supportLineBreakNewLine]--><!--[endif]--></span></span></span> <p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;">Quý khách có thể mua hàng theo những cách sau:</span></span></span><br /> </p> <p> <span style="color: rgb(0, 0, 0); font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Cách 1: </strong>Đặt hàng trực tiếp tại mục ĐẶT HÀNG (Thêm vào giỏ hàng) trên website: </span></span><span style="font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://maytracdiasaoviet.vn/" target="_blank"><span style="color:#000000;">https://tracdiathanhdat.vn/</span></a></span></span><span style="color: rgb(0, 0, 0); font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;">.</span></span></p> <p> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngay sau khi tiếp nhận thông tin đặt hàng, nhân viên kinh doanh công ty sẽ gọi điện cho quý khách để xác nhận đơn hàng và tiến hành giao hàng cho quý khách ngay trong ngày.</span></span></span></p> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Cách 2: </strong>Đặt hàng trực tiếp qua số hotline của công ty <br /> <br /> – Tại trụ sở Hà Nội: <strong>0913 051 734 </strong></span></span></span><span style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Zalo/Call)</span><br /> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">– Tại VPGD Hồ Chí Minh:<strong> 0904 925 936 </strong></span></span></span><span style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Zalo/Call)</span><br /> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Cách 3: </strong>Quý khách mua hàng trực tiếp tại địa chỉ sau:<br /> <br /> <strong>CÔNG TY CP CÔNG NGHỆ VÀ THƯƠNG MẠI THÀNH ĐẠT</strong></span></span></span><br /> <div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;"> <br style="margin: 0px; padding: 0px;" /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- 145 Láng Hạ, Đống Đa, Hà Nội</span><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- 5/161 Nguyễn Tuân, Thanh Xuân, Hà Nội</span></div> <div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;"> </div> <div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">- 1/56 Nguyễn Thái Sơn, Phường 3, Quận Gò Vấp, Hồ Chí Minh</span></span><br style="margin: 0px; padding: 0px;" /> <br /> Rất mong được hợp tác với Quý khách hàng trên cả nước.<br /> <br /> Trân trọng!</span></span></span></div> ', 'images' => '202104071220058398ebc1b9cf669cf602eb8040be387a.jpg', 'images_multi' => '', 'pos' => '1', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2021-04-07', 'modified' => '2026-02-01', 'status' => '1', 'view' => '3641', 'slug' => 'huong-dan-mua-hang', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '143', 'rght' => '144', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '4', 'name' => 'Chính sách bán hàng', 'parent_id' => null, 'alias' => 'chinh-sach-ban-hang', 'images' => '', 'lft' => '47', 'rght' => '48', 'pos' => '3', 'status' => '0', 'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc', 'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...', 'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!', 'created' => '2015-12-02', 'modified' => '2025-10-29', 'slug' => 'chinh-sach-ban-hang-1', 'cate' => '4', 'link' => 'dich-vu', 'name_eng' => 'Sales Policy', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 1 => array( 'Post' => array( 'id' => '586', 'name' => 'Chính sách thanh toán', 'code' => null, 'alias' => 'chinh-sach-thanh-toan', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;"> <span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"><b><span style="font-size: 10.5pt; line-height: 107%; font-family: Verdana, sans-serif;">Cảm ơn Quý khách đã tin tưởng lựa chọn sản phẩm và dịch vụ vủa chúng tôi!</span></b><br /> <br /> <span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"> <!--[if !supportLineBreakNewLine]--><!--[endif]--></span> </span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;">Chúng tôi c</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">hấp nhận các hình thức thanh toán bằng tiền mặt, chuyển khoản theo đúng quy định pháp luật. </span></span></p> <p style="margin: 0px 0px 1.3em; padding: 0px; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;"> <img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (22).png" style="width: 320px; height: 183px;" /></p> <p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;"> <span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Quý khách có thể chọn các phương thức thanh toán sau đây:</span></span><br /> <br /> <strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">I. Thanh toán trực tiếp tại cửa hàng<br /> <br /> II. Thanh toán qua hình thức chuyển khoản</span></strong><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Thông tin tài khoản:</span></span></p> <p style="margin: 0px 0px 1.3em; padding: 0px; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;"> <strong style="color: rgb(0, 0, 0); margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"><em>Chủ tài khoản</em>: CÔNG TY CP CÔNG NGHỆ VÀ THƯƠNG MẠI THÀNH ĐẠT</strong></p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em style="margin: 0px; padding: 0px;"><strong>Số tài khoản</strong></em><em style="margin: 0px; padding: 0px;">: <strong>0611001648635</strong> tại Ngân hàng TMCP Ngoại thương Việt Nam, chi nhánh Ba Đình<br /> <br /> <strong>Nội dung chuyển khoản</strong>: Tên công ty - Thông tin sản phẩm đã mua – Số điện thoại người chuyển tiền</em></span></span></span><br /> <br /> <p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;"> <span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Sau khi chuyển khoản hãy thông báo lại cho chúng tôi để chúng tôi kiểm tra và xác nhận lại cho Quý khách.</span></span><br /> <br /> <strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">III. Thanh toán khi nhân viên đến giao nhận hàng</span></strong></span></p> <p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66);"> <span style="color:#000000;"><font face="tahoma, geneva, sans-serif"><span style="font-size: 14px;">Quý khách hàng thanh toán trực tiếp bằng tiền mặt cho nhân viên giao hàng của chúng tôi ngay khi kiểm tra và nhận hàng.<br /> <br /> Mọi phản hồi và thắc mắc về việc thanh toán, Quý khách liên hệ <strong>0942 288 388</strong> để được tư vấn.</span></font><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trân trọng!</span></span></span></p> ', 'images' => '20210407122232bf3e6d52a68ca60f97fc6048b14e4acc.jpg', 'images_multi' => '', 'pos' => '2', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2021-04-07', 'modified' => '2026-02-01', 'status' => '1', 'view' => '3306', 'slug' => 'chinh-sach-thanh-toan', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '139', 'rght' => '140', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '4', 'name' => 'Chính sách bán hàng', 'parent_id' => null, 'alias' => 'chinh-sach-ban-hang', 'images' => '', 'lft' => '47', 'rght' => '48', 'pos' => '3', 'status' => '0', 'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc', 'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...', 'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!', 'created' => '2015-12-02', 'modified' => '2025-10-29', 'slug' => 'chinh-sach-ban-hang-1', 'cate' => '4', 'link' => 'dich-vu', 'name_eng' => 'Sales Policy', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 2 => array( 'Post' => array( 'id' => '587', 'name' => 'Chính sách vận chuyển', 'code' => null, 'alias' => 'chinh-sach-van-chuyen', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><span style="font-family:verdana,geneva,sans-serif;">Cảm ơn Quý khách đã tin tưởng lựa chọn sản phẩm và dịch vụ vủa chúng tôi!</span></strong><br /> <br /> Chúng tôi hỗ trợ giao hàng toàn quốc cho Quý khách mua hàng tại hệ thống cửa hàng của chúng tôi.</span></span><br /> </div> <div> <p style="margin: 0in 0in 7.5pt; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"> <span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;">Sau khi nhận được thông tin đặt hàng chúng tôi sẽ lập tức xử lý đơn hàng và phản hồi lại thông tin cho khách hàng về việc thanh toán và giao nhận.<br /> <br /> <strong>> Thời gian giao hàng </strong><br /> <br /> - Trong vòng 24 giờ nếu địa điểm giao hàng <b style="color: rgb(74, 74, 74); box-sizing: border-box;">≤ 20 km</b> tính từ cửa hàng của chúng tôi.</span></span></p> <p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Trong vòng 1-2 ngày nếu địa điểm giao hàng nằm trong phạm vi <b style="box-sizing: border-box">50 - 100 km</b> </span></span><span style="font-family: Arial, sans-serif;"><o:p></o:p></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">tính từ cửa hàng của chúng tôi.<br /> <br /> - Trong vòng 3-5 ngày</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> nếu địa điểm giao hàng từ <strong>20</strong></span><b style="font-family: tahoma, geneva, sans-serif; font-size: 14px; box-sizing: border-box;">0 km</b><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> trở lên </span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">tính từ cửa hàng của chúng tôi.</span></p> <p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;"> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trước khi vận chuyển, bộ phận giao nhận sẽ liên lạc với Quý khách hàng để xác nhận khoảng thời gian và địa điểm giao hàng cụ thể.</span></p> <p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;"> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">> Phí vận chuyển</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"> sẽ được tính theo từng giá trị đơn hàng và được thoả thuận giữa hai bên ngay trước khi giao hàng. </span></p> <p style="margin: 0in 0in 7.5pt; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"> <span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px;">Mọi thắc mắc liên quan đến việc giao hàng, Quý khách hàng liên hệ số điện thoại <strong>0942 288 388</strong> để được giải đáp và giải quyết kịp thời.<br /> <br /> Trân trọng!</span></span></span></p> </div> ', 'images' => '20210407122135505ddef64809ce7ee5f9db7cfdfd3e2e.jpg', 'images_multi' => '', 'pos' => '3', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2021-04-07', 'modified' => '2026-02-01', 'status' => '1', 'view' => '3322', 'slug' => 'chinh-sach-van-chuyen', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '141', 'rght' => '142', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '4', 'name' => 'Chính sách bán hàng', 'parent_id' => null, 'alias' => 'chinh-sach-ban-hang', 'images' => '', 'lft' => '47', 'rght' => '48', 'pos' => '3', 'status' => '0', 'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc', 'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...', 'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!', 'created' => '2015-12-02', 'modified' => '2025-10-29', 'slug' => 'chinh-sach-ban-hang-1', 'cate' => '4', 'link' => 'dich-vu', 'name_eng' => 'Sales Policy', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 3 => array( 'Post' => array( 'id' => '585', 'name' => 'Chính sách đổi trả', 'code' => null, 'alias' => 'chinh-sach-doi-tra', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<span style="color:#000000;"><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Chúng tôi hỗ trợ đổi trả sản phẩm trong vòng 07 ngày nếu lỗi phát sinh do nhà sản xuất.<br /> <br /> Trong thời gian đổi trả, Công ty CP Công nghệ và Thương mại Thành Đạt sẽ hỗ trợ cung cấp máy móc thay thế kịp thời để công việc khảo sát, đo đạc của Quý khách không bị gián đoạn. Chi phí vận chuyển cho việc đổi trả do hai bên tự thoả thuận.</span><br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" /> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Điều kiện đổi trả: </span></span></strong></span><br /> <ul> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm phải còn nguyên tem mác.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm bị lỗi do nhà sản xuất.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm không đúng như đơn đặt hàng.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số lần đổi trả cho 1 sản phẩm là 1 lần</span></span></span></li> </ul> <br /> <div style="text-align: start;"> <span style="color:#000000;"><strong><span style="text-align: justify;"><font face="tahoma, geneva, sans-serif"><span style="font-size: 14px;">> </span></font><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Việc đổi trả sẽ không được chấp nhận nếu:</span> <span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"> </span></span></strong></span></div> <ul> <li> <span style="color:#000000;"><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Trong quá trình sử dụng sản phẩm Quý khách không tuân thủ các chỉ dẫn của Nhà sản xuất.</span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="text-align: justify;">S</span>ản phẩm bị trầy xước, không nguyên vẹn</span></span></span></li> </ul> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngoài ra, chúng tôi cũng hỗ trợ đổi trả sản phẩm vì lý do chủ quan của Quý khách hàng ( muốn đổi sang sản phẩm cùng chủng loại nhưng khác về màu sắc, hãng sản xuất hay thông số kỹ thuật). Chi phí cho việc đổi trả này do Quý khách hàng chịu.</span></span><br /> <br /> <span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;"><img alt="" src="https://tracdiathanhdat.vn/admin/webroot/upload/image/images/lien-he.jpg" style="margin: 0px; padding: 8px 0px; height: 36px; max-width: 100%; vertical-align: middle; border: 0px; opacity: 1; font-size: 13px; width: 38px;" /><span style="margin: 0px; padding: 0px; font-size: 13px;"> </span></strong></span></span><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;"> </strong></span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Liên hệ hotline <strong>0913 051 734</strong> để được tư vấn đổi trả theo đúng qui định.</span></span>', 'images' => '202104071223177d9b7f6e319f9fa90078c7c61ed9bd19.jpg', 'images_multi' => '', 'pos' => '4', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2021-04-07', 'modified' => '2026-02-02', 'status' => '1', 'view' => '3317', 'slug' => 'chinh-sach-doi-tra', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '137', 'rght' => '138', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '4', 'name' => 'Chính sách bán hàng', 'parent_id' => null, 'alias' => 'chinh-sach-ban-hang', 'images' => '', 'lft' => '47', 'rght' => '48', 'pos' => '3', 'status' => '0', 'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc', 'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...', 'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!', 'created' => '2015-12-02', 'modified' => '2025-10-29', 'slug' => 'chinh-sach-ban-hang-1', 'cate' => '4', 'link' => 'dich-vu', 'name_eng' => 'Sales Policy', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 4 => array( 'Post' => array( 'id' => '583', 'name' => 'Chính sách bảo hành', 'code' => null, 'alias' => 'chinh-sach-bao-hanh', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<div> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><span style="color: rgb(66, 66, 66); text-align: justify;">Tất cả các sản phẩm mua tại hệ thống cửa hàng của chúng tôi đều được bảo hành chính hãng theo quy định của nhà sản xuất. </span><br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" /> <br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" /> <span style="color: rgb(66, 66, 66); text-align: justify;">Chúng tôi hỗ trợ kỹ thuật 24/7 qua số hotline <strong>0913 051 734</strong> trong suốt quá trình Quý khách sử dụng sản phẩm.</span></span></span></div> <div> <br /> <strong><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">1. Sản phẩm được bảo hành miễn phí: </span></span></strong><br /> <br /> <ul> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm sẽ được bảo hành miễn phí nếu sản phẩm đó còn thời hạn bảo hành (được tính kể từ ngày mua hàng).</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Thời hạn bảo hành được ghi trên Tem Bảo Hành và theo quy định của từng Nhà sản xuất đối với tất cả các sự cố về mặt kỹ thuật.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Có Tem bảo hành trên sản phẩm.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Khi sản phẩm có sự cố kĩ thuật chúng tôi sẽ trực tiếp khắc phục sự cố tại cửa hàng hoặc thay mặt khách hàng mang sản phẩm tới Trung Tâm Bảo Hành của hãng.</span></span></li> </ul> <br /> <strong><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">2. Những trường hợp không được bảo hành (sửa chữa có tính phí): </span></span></strong><br /> <br /> <ul> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm đã quá thời hạn bảo hành hoặc không có Tem bảo hành trên máy.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm bị hư hỏng do tác động cơ học làm rơi, vỡ, va đập, trầy xước, móp méo, ẩm ướt, hoen rỉ, chảy nước hoặc do hỏa hoạn, thiên tai gây nên.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm bị hỏng do sử dụng không đúng cách, sử dụng sai điện áp quy định.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Tự ý tháo dỡ, sửa chữa sản phẩm</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trân trọng!</span></span><br /> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"> </span></span></div> ', 'images' => '20210407123801c4049edabae0c54e2347c82e21413ec3.jpg', 'images_multi' => '', 'pos' => '5', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2021-04-07', 'modified' => '2026-02-01', 'status' => '1', 'view' => '3071', 'slug' => 'chinh-sach-bao-hanh', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '133', 'rght' => '134', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '4', 'name' => 'Chính sách bán hàng', 'parent_id' => null, 'alias' => 'chinh-sach-ban-hang', 'images' => '', 'lft' => '47', 'rght' => '48', 'pos' => '3', 'status' => '0', 'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc', 'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...', 'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!', 'created' => '2015-12-02', 'modified' => '2025-10-29', 'slug' => 'chinh-sach-ban-hang-1', 'cate' => '4', 'link' => 'dich-vu', 'name_eng' => 'Sales Policy', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 5 => array( 'Post' => array( 'id' => '584', 'name' => 'Chính sách bảo mật thông tin', 'code' => null, 'alias' => 'chinh-sach-bao-mat-thong-tin', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<div> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">1. Mục đích thu nhập thông tin cá nhân</span></span></span></span></h2> <p style="text-align: justify;"> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(51, 51, 51);">Thông tin cá nhân mà chúng tôi thu thập bao gồm: họ tên, địa chỉ giao hàng, địa chỉ email, số điện thoại cố định, số điện thoại di động, cookies.</span></p> <ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Đối với các giao dịch thanh toán qua cổng thanh toán trực tuyến, Chúng tôi không lưu trữ thông tin số tài khoản, số thẻ ngân hàng của khách hàng, những thông tin này sẽ được cổng thanh toán lưu trữ để phục vụ việc đối soát giao dịch.</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Thông tin cá nhân khách hàng sẽ được sử dụng cho một hoặc tất cả các mục đích sau đây:</span></span></span></span> <ul style="margin: 0px; padding: 0px 0px 0px 15px;"> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Giao hàng cho quý khách đã mua hàng</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Thông báo về việc giao hàng và hỗ trợ khách hàng</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Cung cấp thông tin liên quan đến sản phẩm</span></span></span></span></li> </ul> </li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ngoài ra, chúng tôi sẽ sử dụng thông tin của quý khách cung cấp để hỗ trợ quản lý tài khoản khách hàng (nếu có); xác nhận và thực hiện các giao dịch tài chính liên quan đến các khoản thanh toán trực tuyến của quý khách;</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Chúng tôi không được phép thu nhập thông tin nếu khách hàng không tự nguyện, cũng không sử dụng phương thức thu thập thông tin khách hàng bằng các hình thức bất hợp pháp.</span></span></span></span></li> </ul> <p style="text-align: justify;"> </p> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">2. Phạm vi sử dụng thông tin</span></span></span></span></h2> <br /> <ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Thông tin cá nhân thu thập được sẽ chỉ được sử dụng trong nội bộ công ty.</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Chúng tôi có thể chia sẻ tên và địa chỉ của quý khách cho dịch vụ chuyển phát nhanh có uy tín để giao hàng cho quý khách theo cam kết.</span></span></span></span></li> </ul> <p style="text-align: justify;"> </p> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">3. Thời gian lưu trữ thông tin</span></span></span></span></h2> <p style="text-align: justify;"> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(51, 51, 51); text-align: justify;">Thông tin khách hàng được lưu trữ nội bộ cho đến khi có yêu cầu xóa thông tin từ phía khách hàng.</span></p> <div style="margin: 0px; padding: 0px; line-height: 20px;"> <div> <div style="text-align: justify;"> </div> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Những người hoặc tổ chức có thể được tiếp cận với thông tin </span></span></h2> <br /> <div style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đối tượng được tiếp cận với thông tin cá nhân của khách hàng thuộc một trong những trường hợp sau:</span></span><br /> </div> <div style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Nhân viên của Công ty Cổ phần Công nghệ và thương mại Thành Đạt</span></span></div> <div style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Các đối tác có ký hợp đồng thực hiện 1 phần dịch vụ của Công ty. Các đối tác này sẽ nhận được những thông tin theo thỏa thuận hợp đồng (có thể 1 phần hoặc toàn bộ thông tin tuy theo điều khoản hợp đồng) để tiến hành hỗ trợ người dùng sử dụng dịch vụ do Công ty cung cấp.</span></span></div> <div style="text-align: justify;"> </div> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Địa chỉ của đơn vị thu thập và quản lý thông tin</span></span></h2> <div style="text-align: justify;"> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">(bao gồm cách thức liên lạc để người tiêu dùng có thể hỏi về hoạt động thu thập, xử lý thông tin liên quan đến cá nhân mình)</span></span></em></div> <div style="text-align: justify;"> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ của đơn vị thu thập và quản lý thông tin:</span></span><br /> </div> <div style="text-align: justify;"> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Công ty Cổ phần Công nghệ và thương mại Thành Đạt </span></span></strong></div> <div style="text-align: justify;"> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Địa chỉ: số 157 phố Đặng Văn Ngữ, P. Phương Liên, Q. Đống Đa, Tp. Hà Nội</span></span></strong></div> <div style="text-align: justify;"> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Điện thoại: 0243 7764930</span></span></strong></div> <div style="text-align: justify;"> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Email: tracdiathanhdat@gmail.com<span style="white-space: pre;"> </span></span></span></strong></div> </div> </div> <p style="text-align: justify;"> <br /> <span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Người dùng có thể gọi điện tới tổng đài hỗ trợ và chăm sóc khách hàng </span><strong style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify; margin: 0px; padding: 0px;">0949 322 456</strong><span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"> để điều chỉnh hoặc xóa đi dữ liệu cá nhân của mình.</span><br /> </p> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">6. Cam kết bảo mật thông tin cá nhân khách hàng</span></span></span></span></h2> <br /> <ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Không bán, chia sẻ hay trao đổi thông tin cá nhân của khách hàng thu thập trên trang web cho một bên thứ ba nào khác.</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ngoại trừ các trường hợp về sử dụng thông tin cá nhân như đã nêu trong chính sách này,chúng tôi cam kết không tiết lộ thông tin cá nhân của bạn ra ngoài. Trong một số trường hợp, chúng tôi có thể thuê một đơn vị độc lập để tiến hành các dự án nghiên cứu thị trường và khi đó thông tin của bạn sẽ được cung cấp cho đơn vị này để tiến hành dự án. Bên thứ ba này sẽ bị ràng buộc bởi một thỏa thuận về bảo mật mà theo đó họ chỉ được phép sử dụng những thông tin được cung cấp cho mục đích hoàn thành dự án.</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Chúng tôi có thể tiết lộ hoặc cung cấp thông tin cá nhân của bạn trong các trường hợp thật sự cần thiết như sau: (a) khi có yêu cầu của các cơ quan pháp luật; (b) trong trường hợp mà chúng tôi tin rằng điều đó sẽ giúp chúng tôi bảo vệ quyền lợi chính đáng của mình trước pháp luật.</span></span></span></span></li> </ul> <p style="text-align: justify;"> </p> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">7. Thay đổi về chính sách</span></span></span></span></h2> <p style="text-align: justify;"> <br style="margin: 0px; padding: 0px;" /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">Nội dung của “Chính sách bảo mật” này có thể thay đổi để phù hợp với các nhu cầu của Công Ty CP Công nghệ và Thương Mại Thành Đạt cũng như nhu cầu và sự phản hồi từ khách hàng (nếu có). </span></span></span></span></p> </div> <div style="text-align: justify;"> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chúng tôi hiểu rằng quyền lợi của bạn trong việc bảo vệ thông tin cá nhân cũng chính là trách nhiệm của chúng tôi nên trong bất kỳ trường hợp có thắc mắc, góp ý nào liên quan đến chính sách bảo mật, việc thông tin cá nhân bị sử dụng sai mục đích vui lòng liên hệ qua số điện thoại <strong>0949 322 456</strong> hoặc gửi phản hồi về địa chỉ email: <em><strong>tracdiathanhdat@gmail.com.</strong></em><br /> <br /> Trân trọng!</span></span></div> ', 'images' => '202104071236589b665b2accf17da9077cea4c5dad8e94.jpg', 'images_multi' => '', 'pos' => '6', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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} .toc_cap3{ padding-left: 50px!important; } .ct-tt table.download{ width: 100%!important; } .ct-tt a.download{ background-color: #4a90e2;width: 90%;color: #fff;padding:10px;border-radius: 20px;display: block;text-align: center;text-transform: uppercase; } .ct-tt table.dangkythamgia{ width: 100%!important; } .ct-tt a.dangkythamgia{ padding:10px 20px; background-color: #00ffff; } .ct-tt div{max-width: 100%;} </style> <div class="bg-cat-danhmuc"> <div class="cat-title-danhmuc"> <a href="" title=""> <h1></h1> </a> </div> </div> <div class="box-content-detail"> <div class="clear-content"></div><div class="clear-content"></div> <div class="col-product"> <div class="box-new-content"> <div class="box-new-detail"> <div class="time-date"> 12:00:00 <span>30/05/2023</span> </div><!--end time-date--><div class="clear-content"></div> <div class="box-like-share"> <div class="like1"> <div class="fb-like" data-href="https://www.tracdiathanhdat.vn/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu.htm" data-layout="standard" data-action="like" data-show-faces="true" data-share="true"></div> </div> </div><!--end box-like-share--><div class="clear-content"></div> <div class="ct-tt"> <style> #row-2097407503{display: flex;flex-wrap: wrap;} #row-2097407503 p{ margin-bottom: 20px; } .large-4 { flex-basis: 33.3333333333%;text-align: center; max-width: 33.3333333333%;margin-bottom: 30px; } .large-4 a{ color: #fff;text-transform: uppercase;font-weight:bold; } .large-4 .col-inner{padding:0 15px;} .expand { display: block; max-width: 100%!important; padding-left: 0!important; padding-right: 0!important; width: 100%!important;padding:10px; } .button.success { background-color: #4a90e2; } .box-shadow-4-hover:hover, .box-shadow-5-hover:hover, .row-box-shadow-4-hover .col-inner:hover, .row-box-shadow-5-hover .col-inner:hover { transform: translateY(-6px);box-shadow: 0 30px 40px 0 rgb(0 0 0 / 20%); } .box-shadow-1, .box-shadow-1-hover, .box-shadow-2, .box-shadow-2-hover, .box-shadow-3, .box-shadow-3-hover, .box-shadow-4, .box-shadow-4-hover, .box-shadow-5, .box-shadow-5-hover, .row-box-shadow-1 .col-inner, .row-box-shadow-1-hover .col-inner, .row-box-shadow-2 .col-inner, .row-box-shadow-2-hover .col-inner, .row-box-shadow-3 .col-inner, .row-box-shadow-3-hover .col-inner, .row-box-shadow-4 .col-inner, .row-box-shadow-4-hover .col-inner, .row-box-shadow-5 .col-inner, .row-box-shadow-5-hover .col-inner { transition: transform .3s,box-shadow .3s,background-color .3s,color .3s,opacity .3s; } .box-shadow-3, .box-shadow-3-hover:hover, .row-box-shadow-3 .col-inner, .row-box-shadow-3-hover .col-inner:hover { box-shadow: 0 10px 20px rgb(0 0 0 / 19%), 0 6px 6px rgb(0 0 0 / 22%); } .button span { font-weight: 400; } .is-shade:after { box-shadow: inset 1px 1px 0 0 hsl(0deg 0% 100% / 10%), inset 0 2em 15px 0 hsl(0deg 0% 100% / 20%); } </style> <div class="" id="row-2097407503"> <p style="font-family:tahoma,geneva,sans-serif; font-size: 14px;"> Nếu bạn đang tìm kiếm phần mềm trắc địa, các thông tin liên quan về máy móc đo đạc, trắc địa cho dự án của mình bạn đã tìm đúng kho lưu trữ! 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'202106100924449ae0203587dac2c926858aed43463b0e.png', 'lft' => '80', 'rght' => '81', 'pos' => '0', 'status' => '1', 'title_seo' => '', 'meta_key' => '', 'meta_des' => '', 'created' => '2021-06-10', 'modified' => '2021-06-10', 'slug' => 'e-survey', 'cate' => '4', 'link' => 'hang-san-xuat', 'name_eng' => '', 'name_tq' => '', 'type' => 'product', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 13 => array( 'Catproduct' => array( 'id' => '58', 'name' => 'SOUTH', 'parent_id' => '20', 'alias' => 'south', 'images' => '202207261549514abef40acde72e6a887be4f0bcc4aa38.png', 'lft' => '82', 'rght' => '83', 'pos' => '0', 'status' => '1', 'title_seo' => 'Chuyên cung cấp các loại máy đo đạc, trắc địa của hãng South, Trung Quốc', 'meta_key' => 'Chuyên cung cấp các loại máy đo đạc, trắc địa của hãng South, Trung Quốc', 'meta_des' => '', 'created' => '2021-06-10', 'modified' => '2022-07-26', 'slug' => 'south', 'cate' => '4', 'link' => 'hang-san-xuat', 'name_eng' => '', 'name_tq' => '', 'type' => 'product', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 14 => array( 'Catproduct' => array( 'id' => '59', 'name' => 'Hi-Target', 'parent_id' => '20', 'alias' => 'hi-target', 'images' => '20210805104224ad08bf300c9716f116fdf7cfe4fb0d15.png', 'lft' => '84', 'rght' => '85', 'pos' => '0', 'status' => '1', 'title_seo' => 'Máy định vị vệ tinh 2 tần số RTK GNSS', 'meta_key' => 'Trắc địa Thành Đạt chuyên cung cấp máy đinh vị vệ tinh GNSS RTK của hãng hi- Target tại Việt Nam', 'meta_des' => '', 'created' => '2021-08-05', 'modified' => '2022-07-26', 'slug' => 'hi-target', 'cate' => '4', 'link' => 'hang-san-xuat', 'name_eng' => '', 'name_tq' => '', 'type' => 'product', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 15 => array( 'Catproduct' => array( 'id' => '60', 'name' => 'DJI', 'parent_id' => '20', 'alias' => 'dji', 'images' => '20211029213224d3b8cf8b9c797942fe68565e4ed2d8c3.png', 'lft' => '86', 'rght' => '87', 'pos' => '0', 'status' => '1', 'title_seo' => 'UAV Phantom 4 RTK, Matrice 300 RTK', 'meta_key' => 'Trắc địa Thành Đạt chuyên cung cấp các sản phẩm của DJI tại Việt Nam', 'meta_des' => 'Trắc địa Thành Đạt', 'created' => '2021-10-29', 'modified' => '2022-07-26', 'slug' => 'dji', 'cate' => '4', 'link' => 'hang-san-xuat', 'name_eng' => '', 'name_tq' => '', 'type' => 'product', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 16 => array( 'Catproduct' => array( 'id' => '61', 'name' => 'CHCNAV', 'parent_id' => '20', 'alias' => 'chcnav', 'images' => '20211029213606b0e864a6eccfc779c8119f5a4468797f.png', 'lft' => '88', 'rght' => '89', 'pos' => '0', 'status' => '1', 'title_seo' => 'Chuyên máy định vị vệ tinh 2 tần số GNSS', 'meta_key' => 'Trắc địa Thành Đạt chuyên cung cấp máy GNSS của hãng CHCNAV tại Việt Nam', 'meta_des' => 'Trắc địa Thành Đạt', 'created' => '2021-10-29', 'modified' => '2022-07-26', 'slug' => 'chcnav', 'cate' => '4', 'link' => 'hang-san-xuat', 'name_eng' => '', 'name_tq' => '', 'type' => 'product', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 17 => array( 'Catproduct' => array( 'id' => '62', 'name' => 'Spectra Geospatial & Spectra Precision', 'parent_id' => '20', 'alias' => 'spectra-geospatial-spectra-precision', 'images' => '202110292145189c59beff6f01c3dd3843a0eef575a8fd.png', 'lft' => '90', 'rght' => '91', 'pos' => '0', 'status' => '1', 'title_seo' => 'Nikon, Spectra Geospatial và Spectra Precision là những thương hiệu được thành lập lâu đời, đứng đầu trên thế giới về thiết bị trắc địa, thiết bị khảo sát xây dựng và máy thi công laser. ', 'meta_key' => 'Trắc địa Thành Đạt ', 'meta_des' => 'Trắc địa Thành Đạt', 'created' => '2021-10-29', 'modified' => '2022-07-26', 'slug' => 'spectra-geospatial-spectra-precision', 'cate' => '4', 'link' => 'hang-san-xuat', 'name_eng' => '', 'name_tq' => '', 'type' => 'product', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 18 => array( 'Catproduct' => array( 'id' => '65', 'name' => 'eFix', 'parent_id' => '20', 'alias' => 'efix', 'images' => '20220713122211fbe3d1863b974d6d492ac3c1ea44c779.png', 'lft' => '92', 'rght' => '93', 'pos' => '0', 'status' => '1', 'title_seo' => 'Efix là nhà cung cấp thiết bị GNSS RTK chuyên nghiệp, tin cậy, dễ sử dụng, tiết kiệm chi phí có trụ sở tại Thượng Hải, Trung Quốc.', 'meta_key' => 'Trắc địa Thành Đạt chuyên cung cấp máy GNSS EFIX tại Việt Nam', 'meta_des' => '', 'created' => '2022-07-13', 'modified' => '2022-07-13', 'slug' => 'efix', 'cate' => '4', 'link' => 'hang-san-xuat', 'name_eng' => '', 'name_tq' => '', 'type' => 'product', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 19 => array( 'Catproduct' => array( 'id' => '66', 'name' => 'GeoMax', 'parent_id' => '20', 'alias' => 'geomax', 'images' => '20220726152511ff685590317f1330efc73f396ac92cd7.jpg', 'lft' => '94', 'rght' => '95', 'pos' => '0', 'status' => '1', 'title_seo' => 'Chuyên cung cấp các loại máy toàn đạc điện tử, máy thủy bình Geomax tại Việt Nam', 'meta_key' => 'Trắc địa Thành Đạt chuyên cung cấp máy toàn đạc điện tử, máy thủy bình của hãng Geomax tại Việt Nam', 'meta_des' => '', 'created' => '2022-07-26', 'modified' => '2024-06-10', 'slug' => 'geomax', 'cate' => '4', 'link' => 'hang-san-xuat', 'name_eng' => '', 'name_tq' => '', 'type' => 'product', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 20 => array( 'Catproduct' => array( 'id' => '68', 'name' => 'FOIF', 'parent_id' => '20', 'alias' => 'foif', 'images' => '2022072617213005205552655b321c2b5eb6c76daeea63.png', 'lft' => '96', 'rght' => '97', 'pos' => '0', 'status' => '1', 'title_seo' => 'Chuyên cung cấp máy đo đạc trắc địa các hãng LEICA, NIKON, TOPCON, SOKKIA, PENTAX, FOIF,...', 'meta_key' => 'Chuyên cung cấp máy đo đạc trắc địa các hãng LEICA, NIKON, TOPCON, SOKKIA, PENTAX, FOIF,...', 'meta_des' => '', 'created' => '2022-07-26', 'modified' => '2022-07-26', 'slug' => 'foif', 'cate' => '4', 'link' => 'hang-san-xuat', 'name_eng' => '', 'name_tq' => '', 'type' => 'product', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 21 => array( 'Catproduct' => array( 'id' => '70', 'name' => 'Geomate', 'parent_id' => '20', 'alias' => 'geomate', 'images' => '202305151416371b7227a8c68a56e017230f15f5aaf064.jpg', 'lft' => '98', 'rght' => '99', 'pos' => '0', 'status' => '1', 'title_seo' => 'máy RTK', 'meta_key' => '', 'meta_des' => '', 'created' => '2023-05-15', 'modified' => '2023-05-15', 'slug' => 'geomate', 'cate' => '4', 'link' => 'hang-san-xuat', 'name_eng' => '', 'name_tq' => '', 'type' => 'product', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 22 => array( 'Catproduct' => array( 'id' => '71', 'name' => 'Meridian', 'parent_id' => '20', 'alias' => 'meridian', 'images' => '20250917151733eabbd747b71c416eeaa52bb09f58985a.png', 'lft' => '100', 'rght' => '101', 'pos' => '0', 'status' => '1', 'title_seo' => 'Máy định vị vệ tinh GNSS RTK', 'meta_key' => 'GNSS RTK, GPS 2 tần số, máy RTK', 'meta_des' => 'GNSS RTK, GPS 2 tần số, máy RTK', 'created' => '2025-09-17', 'modified' => '2025-09-17', 'slug' => 'meridian', 'cate' => '4', 'link' => 'hang-san-xuat', 'name_eng' => '', 'name_tq' => '', 'type' => 'product', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 23 => array( 'Catproduct' => array( 'id' => '43', 'name' => 'Hãng Khác', 'parent_id' => '20', 'alias' => 'hang-khac', 'images' => null, 'lft' => '70', 'rght' => '71', 'pos' => '1', 'status' => '1', 'title_seo' => '', 'meta_key' => '', 'meta_des' => '', 'created' => '2015-12-23', 'modified' => '2015-12-23', 'slug' => 'hang-khac', 'cate' => '4', 'link' => 'hang-san-xuat', 'name_eng' => '', 'name_tq' => '', 'type' => 'product', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ) ) $cap2 = array( 'Catproduct' => array( 'id' => '47', 'name' => 'Sản phẩm khác', 'parent_id' => '2', 'alias' => 'san-pham-khac', 'images' => '2024010816004972262bc63fc2344d41a2a0d35c8176a7.png', 'lft' => '28', 'rght' => '29', 'pos' => '14', 'status' => '1', 'title_seo' => 'địa bàn địa chất, la bàn, la ban, búa địa chất, máy đo độ dày bê tông,camera hồng ngoại, máy đo độ bụi, máy đo độ cứng bê tông, bật mực, nhiệt kế, súng bắn bê tông,..', 'meta_key' => 'địa bàn địa chất, la bàn, la ban, búa địa chất, máy đo độ dày bê tông,camera hồng ngoại, máy đo độ bụi, máy đo độ cứng bê tông, bật mực, nhiệt kế, súng bắn bê tông,..', 'meta_des' => 'Chuyên cung cấp địa bàn địa chất, la bàn, la ban, búa địa chất, máy đo độ dày bê tông,camera hồng ngoại, máy đo độ bụi, máy đo độ cứng bê tông, bật mực, nhiệt kế, súng bắn bê tông,.. Trắc địa Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ', 'created' => '2016-01-25', 'modified' => '2024-01-08', 'slug' => 'san-pham-khac', 'cate' => '4', 'link' => 'san-pham', 'name_eng' => '', 'name_tq' => '', 'type' => 'product', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ) $dm_c3 = array()include - APP/View/Elements/menu.ctp, line 56 View::_evaluate() - CORE/Cake/View/View.php, line 920 View::_render() - CORE/Cake/View/View.php, line 883 View::element() - CORE/Cake/View/View.php, line 424 include - APP/View/Layouts/home.ctp, line 169 View::_evaluate() - CORE/Cake/View/View.php, line 920 View::_render() - CORE/Cake/View/View.php, line 883 View::renderLayout() - CORE/Cake/View/View.php, line 539 View::render() - CORE/Cake/View/View.php, line 483 Controller::render() - CORE/Cake/Controller/Controller.php, line 957 ProductController::chitiet() - APP/Controller/ProductController.php, line 135 ReflectionMethod::invokeArgs() - [internal], line ?? Controller::invokeAction() - CORE/Cake/Controller/Controller.php, line 485 Dispatcher::_invoke() - CORE/Cake/Routing/Dispatcher.php, line 186 Dispatcher::dispatch() - CORE/Cake/Routing/Dispatcher.php, line 161 [main] - APP/webroot/index.php, line 92
Notice (8): Undefined index: name_eng [APP/View/Elements/menu.ctp, line 56]Code Context<div class="accordion-heading"><a class="accordion-toggle" <?php if(!empty($dm_c2)){?>data-toggle="collapse" data-parent="#accordion2" href="#collapse<?php echo $cap1['Catproduct']['id'];?>" title="<?php echo $cap1['Catproduct']['name'.LANGUAGE];?>"<?php }else{?>href="<?php echo DOMAIN.$cap1['Catproduct']['slug'];?>"<?php }?>><?php echo $cap1['Catproduct']['name'.LANGUAGE];?>$viewFile = '/home/tracdiathanhda/domains/tracdiathanhdat.vn/public_html/app/View/Elements/menu.ctp' $dataForView = array( 'cat12' => array( 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), 'description_for_layout' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'keywords_for_layout' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'title_for_layout' => 'Máy toàn đạc điện tử', 'tinmoiup' => array( (int) 0 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 1 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 2 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 3 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 4 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 5 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 6 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 7 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 8 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 9 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ) ), 'tinlq' => array( (int) 0 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 1 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 2 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 3 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 4 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 5 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 6 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 7 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 8 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 9 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ) ), 'detailNews' => array( 'Post' => array( 'id' => '721', 'name' => 'Định vị công trình bằng máy toàn đạc điện tử', 'code' => null, 'alias' => 'dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<p style="margin: 0in 0in 15.6pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(51, 51, 51);">Định vị thi công công trình là công tác trắc địa nhằm xác định vị trí mặt <span style="box-sizing: border-box; touch-action: manipulation; color: rgb(51, 72, 98);">bằng</span> của các điểm, các đường thẳng, các điểm chi tiết của công trình xây dựng trên đất liền cũng như trên mặt nước theo đúng thiết kế.</span></span></span><span style="font-size:11.5pt; font-family:Montserrat;color:#333333"><o:p></o:p></span></p> ', 'content' => '<h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Tìm hiểu về định vị thi công công trình </strong></span></span></span></h2> <br /> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị thi công công trình là công tác trắc địa nhằm xác định vị trí mặt bằng của các điểm, các đường thẳng, các điểm chi tiết của công trình xây dựng trên đất liền cũng như trên mặt nước theo đúng thiết kế.<br /> <br /> Định vị công trình bằng máy toàn đạc có thể hiểu là thao tác sử dụng máy toàn đạc để khảo sát, xác định vị trí tọa độ công trình chi tiết, nhanh chóng và chính xác. Các kỹ sư sẽ nhập các tham số trên bản vẽ vào máy. Sau đó, các thuật toán của máy toàn đạc sẽ xử lý những số liệu này. Cuối cùng, máy toàn đạc sẽ khảo sát, xác định chi tiết và xác thực những vị trí điểm ra thực địa. <br /> <br /> Chỉ cần trích xuất những vị trí tọa độ chính xác điểm trên bản vẽ sang <strong><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">máy toàn đạc điện tử</a> , </strong> máy sẽ xử lý các thông số này. Sau đó, máy triển khai vị trí những tim trục trên bản đồ lên thực địa. Nhờ vậy, sẽ định vị được xác thực tim trục của nền móng cho những bước thi công tiếp theo.</span></span></span></p> <p style="text-align: center;"> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/dinh-vi-cong-trinh-bang-may-toan-dac.jpg" style="width: 620px; height: 360px;" /></span></span></span></p> <h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Phương pháp thực hiện định vị công trình bằng máy toàn đạc điện tử</strong></span></span></span></h2> <p style="text-align: center;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" 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" style="height: 411px; width: 620px;" /></span></span></span></p> <p style="text-align: center;"> <em><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Bản vẽ mặt bằng mộtt nhà xưởng</span></span></span></em><br /> </p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Reference Line (Định ᴠị công trình theo đường chuẩn là đường thẳng): một đường chuẩn có thể được хác định bằng cách tham chiếu tới 1 đường thẳng gốc đã biết. <br /> <br /> 1. Xác định đường gốc<br /> <br /> Một đường gốc được gắn ᴠới 2 điểm gốc ᴠà được хác định theo 3 cách: Đo đến điểm gốc; Nhập toạ độ bằng taу; Gọi điểm từ bộ nhớ.<br /> <br /> a) Đo tới điểm gốc. Nhập tên điểm <strong>PtID</strong> ᴠà đo bằng phím <br /> b) Với điểm gốc đã biết toạ độ tìm kiếm điểm <strong>PtID</strong> trong bộ nhớ. Nhập toạ độ bằng taу. Hiển thị những điểm ѕẵn trong máу.<br /> (1) Điểm gốc trang bị 1 <br /> (2) Điểm gốc thứ hai.<br /> (3) Đường gốc.<br /> (4) Đường chuẩn.<br /> <br /> 2. Dịch chuуển/Quaу đường gốc<br /> Đường gốc được dịch chuуển ѕong ѕong, chiều dọc, chiều đứng hoặc là quaу. Tất cả các kết quả đo ѕau đó ѕẽ ảnh hưởng đến đường chuẩn.<br /> <strong>BP</strong>: Điểm gốc.<br /> <strong>BL</strong>: Đường gốc.<br /> <strong>RP</strong>: Điểm chuẩn.<br /> <strong>RL</strong>: Đường chuẩn.<br /> <strong>Off</strong>: Dịch chuуển ѕong ѕong.<br /> <strong>L</strong>: Dịch chuуển theo chiều dọc.<br /> <strong>R</strong>: Thông ѕố quaу.<br /> <br /> Nhập thông ѕố: Sử dụng phím nàу để chuуển con trỏ đến trường thông ѕố bắt buộc nhập. Ta có thể nhập các thông ѕố như ѕau:<br /> <strong>Offѕet</strong>: Dịch chuуển đường chuẩn ѕong ѕong ᴠề phía bên cần của đường gốc, ᴠào hướng của đường gốc (BP1-BP2).<br /> <strong>Line</strong>: Dịch chuуển đường chuẩn theo chiều dọc tính từ điểm gốc trước tiên theo hướng từ điểm gốc đầu tiên tới điểm gốc vật dụng hai.<br /> <strong>Rotate</strong>: Quaу đường chuẩn theo chiều kim đồng hồ хung quanh điểm gốc.<br /> <strong>Height</strong>: Đường chuẩn cao hơn đường gốc.<br /> <strong>Ref.Hgt:Point1:</strong> Chênh cao ѕo ᴠới điểm gốc chuẩn nhất.<br /> <strong>Point 2</strong>: Chênh cao ѕo ᴠới điểm gốc chuẩn hai.<br /> <strong>Interpolated:</strong> Chênh cao dọc theo đường chuẩn.<br /> <strong>No height</strong>: Chênh cao không được tính toán ᴠà hiển thị.<br /> <br /> 3. Tiến hành đo hoặc chuуển ѕang chế độ chuуển điểm bề ngoài ra thực địa. Tiến hành đo đến điểm đích. Chuуển ѕang chế độ chuуển điểm bề ngoài ra thực địa.<br /> <br /> 4. Ứng dụng tương trợ “Line&Offѕet”: tính toán ra ᴠị trí của điểm đo ѕo ᴠới đường chuẩn bằng cách hiển thị các lệch dọc trục, lệch ngang, chênh cao…<br /> </span></span></span><br /> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc đạc công trình hay đo đạc công trình là khảo sát và khai triển bản vẽ thiết kế của công trình ra thực địa, dùng cho thi công và giám sát xây dựng công trình đúng bản vẽ thiết kế. Quan trắc dịch chuyển của công trình ra thực địa, chuyên dụng cho thi công và giám sát xây dựng công trình đúng bản vẽ thiết kế. Công cụ đo bằng những mẫu máy đo đạc như máy kinh vĩ, máy thủy bình,máy đo khoảng cách laser, máy toàn đạc điện tử … </span></span></span></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiệm vụ chủ đạo của công tác trắc địa trong xây dựng là đảm bảo cho công trình được xây dựng đúng kích thước hình học và đúng vị trí thiết kế. Chỉ khi hai yêu cầu này được đáp ứng thì công trình mới mang thể vận hành an toàn. </span></span></span></p> <h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="font-weight: var(--h2_typography-font-weight); font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">III. Những thiết bị được sử dụng trong định vị thi công công trình</span></h2> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#ff0000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-tu-dong"><strong>Máy thủy bình tự động, máy thủy bình điện tử</strong></a></span></span></span><span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">:</span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Xác định cao độ, dẫn mốc cao độ, đo chênh cao, quan trắc lún…</span></span></span></li> </ul> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">Máy toàn đạc điện tử</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span> Bố trí trí tọa độ thiết kế ra thực địa; tính toán khoảng cách ngang, đứng, góc phương vị của đường, tọa độ điểm, diện tích và bố trí đường thẳng, đường cong; dẫn lưới lập mốc đường chuyền…</span></span></span></li> </ul> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">Máy định vị GNSS</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span> Khảo sát thành lập lưới khống chế tọa độ; bố trí điểm phục vụ cho công tác chuyển điểm thiết kế ra thực địa; giao hội, bố trí đường cong, tính diện tích…</span></span></span></li> </ul> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;"> <span style="color:#000000;"><img alt="" src="/admin/webroot/upload/image/images/Banner (665 × 295 px) (31).png" style="width: 665px; height: 295px;" /></span></p> ', 'images' => '202305301610048b836b9276e806fc2f8458b2bc05f8fc.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy toàn đạc điện tử', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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Hà Nội cấp ngày 28-04-2009<br /> Điện thoại: <a href="javascript: void(0)" style="font-family: tahoma, geneva, sans-serif;font-size:11px;"><span style="color: rgb(255, 255, 255);"><strong style="font-family: arial, helvetica, sans-serif;">(</strong><strong style="font-family: arial, helvetica, sans-serif;">024) 3776 4930</strong></span></a></span></span></p> <div> <p> <strong style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><u>Cửa hàng</u></strong><span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">:</span></p> </div> <p> <span style="font-family: tahoma, geneva, sans-serif;">- <span style="font-size:12px;">Số <strong><span style="font-size:14px;">145 </span></strong></span></span><span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">Láng Hạ, Phường Láng Hạ, Hà Nội</span></span></p> <p> <span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></span><br /> <br /> </p> ', 'contactinfo_eng' => '', 'taikhoan' => '<strong><span style="color:#04529a;">Số Tài khoản các ngân hàng của công ty Tân Á</span></strong><br /> <br /> 1. 13022-0506-5430 - Nguyễn Văn Hiệu - Agribank - CN Trung Yên, HN<br /> 2. 0011-00404-0367 - Nguyễn Văn Hiệu - Vietcombank - CN Sở Giao dịch, HN<br /> 3. 711A-6202-9713 - Nguyễn Văn Hiệu - Vietinbank - CN Thanh Xuân, HN<br /> 4. 190-256-018-210-13 - Nguyễn Văn Hiệu - Techcombank, Hà Nội<br /> 5. 1231-0000-368-767 - Nguyễn Văn Hiệu - BIDV CN Quang Trung, Hà Nội', 'contactinfo' => '<div dir="rtl" style="text-align: left;"> <u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Văn Phòng</strong></u></div> <div style=""> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ: Số 157 Đặng Văn Ngữ, Phường Kim Liên, Hà Nội, Việt Nam<br /> Tel: (024) 3776 4930 <br /> Fax: (024) 3776 5908<br /> Email: thanhdatsurvey.JSC@gmail.com/ tracdiathanhdat@gmail.com<br /> Hotline: <strong>0913 051 734</strong><br /> <br /> <strong><u>C</u></strong><strong><u>ửa hàng</u></strong></span></span><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Số 145 Láng Hạ, Phường Láng Hạ, Hà Nội</span></span><br /> <img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADUAAAAoCAYAAABerrI1AAAIK0lEQVRoBdWZi1fTRxbH8/esW3W77Wnrqnva7XH7dNk+7Lq7h/Io8jIEGiCGN9XKK0SBJITwy+uXH8kvFgUEUZ4iWI5Va7UVH1sf1VWrq+261W0tIt89d+L8GkJegJ6VOWfOZCYzc+9n7p07k4kK80z3H0ziyu1zOHF1DINnZew4th3Wg3rUDWVgc18iirrfQn7na9B2vIqCztdR2PUmK6lO7cU9b2NLXyIMw5mwjZeg/YtG7P+6HV9ePYhrty+A5p9vUsU7cHLqZ0x8ewi9E06Yxwqg352ATP/vkOFf8chz5o6V0HcnwDJWyOSd+vazOUHGhDp9/TCkIzVMyOMAiHdOgvQercWZG0dj2iEi1KFv9qJm8INHboV4IaL1qx1Kx5FLAxHhZkFduDWB+uGsJxImFHT7iAZXb5+fBTcDauCMF+TPoYMXWs/asQrZn6wGlQudK3S8uv1FjJ7rmAGmQLUfb1qQwHT5eWzwPosP2n7LNje5B/n/5e/PstW89p+LrKT6P/51DJ9fHsLI1+3Q7lzDxmXIzy9IPgUwnhgUheTQFYhVL+l5G77PDcjveAVJ7l/jfdevWNb4f48f7n3P549ZbhvMVMbSPMmeZXAcqkR571/mrNORy4NMnurGnctxD87asRKGoQwcvtSPqQf32QQlXQmKUgS2ECi+MGTN6ekH7AxsGNHE7bY57S/hx8k7UFG4jmUV/n3l3r/OWvnHBRUsiA50rkOssu+0BBWd/rE68u9pU966ey1YHiJB3f7xJs7dPIHjV0ZBx8PY+S6MX9yDL66M4OyNY7h59yqbJ9j9gi3FhdDK53e+GreOjQfyoKIrDFc6nvLAuV1cHiuDoZLFpcj2r8TW/uSYiuTufBkf7fs7dJ1vsH3Egagk9+OJFiEevXifyn1/g0qz8w9zGtT1ZQvzdy60uCsBydJypPuem9M8XAleUvRMlZ5GomuJAjWNadAxw/vEU+btWgOV2r86/kHyChgGNihQhy/1gYJHNGFa35+wpS0bNVIhtkhq6HzvRO2fLr/AoiotGkFZRvORIcd/v9zQ9ixUWd4XkCItjyqIK03uVd2XyoxEN2veHqn8UH4NH7epYXLUwdTQCLPNiGpJCwKNNIa3f9yfxG7rtjE9ksVlMfvTuLS2Z5Dsfgqq4/88oITkJHEpSPFwmXw9RVyKi99NoHog+p1Q710Ps1gHl8vFcmuzALPBAluTTWmzig0o86ZEvelrdr6EI5f6kSY9jfddS5DiWc5cnUolS4G2ZPEpxrHruAns8P3s4j5s9K9ijUmuJQiX9Z1rceLKKMp734u4atn+1TB6yuEQHHA5A0AEZqmzoKnaxHJwO/UjeLUceV/Tta3/tARdx+vK4gcHFf451fMbyEcNzIsY1P2pn7Fvwo1tQ1loHM6BaX+ukhuG1Wjar0H/KQmFXW9EBCLzN4pVsJlsTHlLrQVOhxNOpwtOwYmWRhvsLYJiqWajlfWzGq1oERuRI78cdW7bwSJUdL8LCkxl3e8ouWT3n1HUuRaO8TLcuhM4JpS7H49m4crJqXugqML9PVxJe4WsQspzqxCU3y/D4xEhCHa43W6lbqkPWM9S38zGNXg2R52fZNKv4nhSXFCxTvRc+Y9wuhyKFQSrnVnJJ/vQUN+AEm0pdOpNKMorRn2VAT6fF6IoQrDZlTG0IJu867BRfjEiHEXa0MM/HGRMqLHznRGF0OpRUKiS8phydsHB3I0UJAsZa43ISdVAt1EHnUbPwDSpGlRVboXP71OA2B50uVAr6VHmTYoqz7h/YziOGW1RoX66/1/QyR/O3XhblaSFRTQoe8lUY1bAdDmbQLlEW4KiD4tRpC2GPq8I+ZkFsFlt8HrbQO5H7kpuS0GjRtJGlUdyv7r26QyI0EpUqJ6T9pgCaiUdLKIRzdsDG58UdDlccDgcioUIhkE9BNNm5sNssjAoU00gKlLAMIsG1EgFMWXS9SpaighFT1TajldiCqCzxiAVM1cSmgXYbRQQXKD9VFVRBU2KBpty9QGovGLkpuaiTFeONm8b21fksq2WVrYQdBxUeNNiyiRrnbp+OCJXRKjxCz1xTU4CCuS1yv6g/eR0OiFJHmaJqspq6NQ6FGQVoCC7EB8Vb2YwBOVwOGeMK/UmgoIOd+1opWlUO3eoWLeGUIEGT2nAWlYB5lozLAYL3C43ZL8MQRBgabKgpcXGLChJEqzbrKwfnWu0ELSfQueMVqc3x0iRMKyl6IU02oThvqPDs0VsYlchfk6RK5LCBOG2uyGJItxkSbsTfC9RoKDjQOtbO2eZeyYcYa0VFmrXCcucBRCoRl4Dq7sRglWAveWXM4iCAIGaa8zK9YnCeKu5Fa2OFhT63pqXPAoYdJMPTWGhKnrXz0sIgWX7V7Fzy+EOuhI9jIx0qSXL8VwvlUAd43oUziuC24J/UHK4WVDffHd63kDBwuiSWv4wMjYJdWhsMMJkq4fRU4bKtvS4A0LwnOE+7/6qlbMo5Syo7pPCI4EKp8DjaKN/TkLTLKiqgdRFBUULdf2HyzO4ZkDRKyp1oht5ac+6h/ldlPY8eblsz3vQ7Q5EzJ6QKKhAURTpPeVCxZ712CA9E/UHGf9h9v8uU8VlKOtZx/64o6c0nhSoO/f+DWG8dFHAhC5mUVcC6J2RJwWq96Rjxpt46MAnvU6/3HlSoIRPSxallfhiG/rTOFPg4YVqw2dkpHno1Sbw78ViK8nTeFIsRe8Qg2e8ixJq695ETE1PcaZfLMVbRs5+wl5nMr3PQS2vfGJztm8F0004WIyfJu9y9Vn5P2E2W2r6o5rUAAAAAElFTkSuQmCC" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0942 288 388</strong></span><br /> </div> <div style=""> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></div> <div style=""> <img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADUAAAAoCAYAAABerrI1AAAIK0lEQVRoBdWZi1fTRxbH8/esW3W77Wnrqnva7XH7dNk+7Lq7h/Io8jIEGiCGN9XKK0SBJITwy+uXH8kvFgUEUZ4iWI5Va7UVH1sf1VWrq+261W0tIt89d+L8GkJegJ6VOWfOZCYzc+9n7p07k4kK80z3H0ziyu1zOHF1DINnZew4th3Wg3rUDWVgc18iirrfQn7na9B2vIqCztdR2PUmK6lO7cU9b2NLXyIMw5mwjZeg/YtG7P+6HV9ePYhrty+A5p9vUsU7cHLqZ0x8ewi9E06Yxwqg352ATP/vkOFf8chz5o6V0HcnwDJWyOSd+vazOUHGhDp9/TCkIzVMyOMAiHdOgvQercWZG0dj2iEi1KFv9qJm8INHboV4IaL1qx1Kx5FLAxHhZkFduDWB+uGsJxImFHT7iAZXb5+fBTcDauCMF+TPoYMXWs/asQrZn6wGlQudK3S8uv1FjJ7rmAGmQLUfb1qQwHT5eWzwPosP2n7LNje5B/n/5e/PstW89p+LrKT6P/51DJ9fHsLI1+3Q7lzDxmXIzy9IPgUwnhgUheTQFYhVL+l5G77PDcjveAVJ7l/jfdevWNb4f48f7n3P549ZbhvMVMbSPMmeZXAcqkR571/mrNORy4NMnurGnctxD87asRKGoQwcvtSPqQf32QQlXQmKUgS2ECi+MGTN6ekH7AxsGNHE7bY57S/hx8k7UFG4jmUV/n3l3r/OWvnHBRUsiA50rkOssu+0BBWd/rE68u9pU966ey1YHiJB3f7xJs7dPIHjV0ZBx8PY+S6MX9yDL66M4OyNY7h59yqbJ9j9gi3FhdDK53e+GreOjQfyoKIrDFc6nvLAuV1cHiuDoZLFpcj2r8TW/uSYiuTufBkf7fs7dJ1vsH3Egagk9+OJFiEevXifyn1/g0qz8w9zGtT1ZQvzdy60uCsBydJypPuem9M8XAleUvRMlZ5GomuJAjWNadAxw/vEU+btWgOV2r86/kHyChgGNihQhy/1gYJHNGFa35+wpS0bNVIhtkhq6HzvRO2fLr/AoiotGkFZRvORIcd/v9zQ9ixUWd4XkCItjyqIK03uVd2XyoxEN2veHqn8UH4NH7epYXLUwdTQCLPNiGpJCwKNNIa3f9yfxG7rtjE9ksVlMfvTuLS2Z5Dsfgqq4/88oITkJHEpSPFwmXw9RVyKi99NoHog+p1Q710Ps1gHl8vFcmuzALPBAluTTWmzig0o86ZEvelrdr6EI5f6kSY9jfddS5DiWc5cnUolS4G2ZPEpxrHruAns8P3s4j5s9K9ijUmuJQiX9Z1rceLKKMp734u4atn+1TB6yuEQHHA5A0AEZqmzoKnaxHJwO/UjeLUceV/Tta3/tARdx+vK4gcHFf451fMbyEcNzIsY1P2pn7Fvwo1tQ1loHM6BaX+ukhuG1Wjar0H/KQmFXW9EBCLzN4pVsJlsTHlLrQVOhxNOpwtOwYmWRhvsLYJiqWajlfWzGq1oERuRI78cdW7bwSJUdL8LCkxl3e8ouWT3n1HUuRaO8TLcuhM4JpS7H49m4crJqXugqML9PVxJe4WsQspzqxCU3y/D4xEhCHa43W6lbqkPWM9S38zGNXg2R52fZNKv4nhSXFCxTvRc+Y9wuhyKFQSrnVnJJ/vQUN+AEm0pdOpNKMorRn2VAT6fF6IoQrDZlTG0IJu867BRfjEiHEXa0MM/HGRMqLHznRGF0OpRUKiS8phydsHB3I0UJAsZa43ISdVAt1EHnUbPwDSpGlRVboXP71OA2B50uVAr6VHmTYoqz7h/YziOGW1RoX66/1/QyR/O3XhblaSFRTQoe8lUY1bAdDmbQLlEW4KiD4tRpC2GPq8I+ZkFsFlt8HrbQO5H7kpuS0GjRtJGlUdyv7r26QyI0EpUqJ6T9pgCaiUdLKIRzdsDG58UdDlccDgcioUIhkE9BNNm5sNssjAoU00gKlLAMIsG1EgFMWXS9SpaighFT1TajldiCqCzxiAVM1cSmgXYbRQQXKD9VFVRBU2KBpty9QGovGLkpuaiTFeONm8b21fksq2WVrYQdBxUeNNiyiRrnbp+OCJXRKjxCz1xTU4CCuS1yv6g/eR0OiFJHmaJqspq6NQ6FGQVoCC7EB8Vb2YwBOVwOGeMK/UmgoIOd+1opWlUO3eoWLeGUIEGT2nAWlYB5lozLAYL3C43ZL8MQRBgabKgpcXGLChJEqzbrKwfnWu0ELSfQueMVqc3x0iRMKyl6IU02oThvqPDs0VsYlchfk6RK5LCBOG2uyGJItxkSbsTfC9RoKDjQOtbO2eZeyYcYa0VFmrXCcucBRCoRl4Dq7sRglWAveWXM4iCAIGaa8zK9YnCeKu5Fa2OFhT63pqXPAoYdJMPTWGhKnrXz0sIgWX7V7Fzy+EOuhI9jIx0qSXL8VwvlUAd43oUziuC24J/UHK4WVDffHd63kDBwuiSWv4wMjYJdWhsMMJkq4fRU4bKtvS4A0LwnOE+7/6qlbMo5Syo7pPCI4EKp8DjaKN/TkLTLKiqgdRFBUULdf2HyzO4ZkDRKyp1oht5ac+6h/ldlPY8eblsz3vQ7Q5EzJ6QKKhAURTpPeVCxZ712CA9E/UHGf9h9v8uU8VlKOtZx/64o6c0nhSoO/f+DWG8dFHAhC5mUVcC6J2RJwWq96Rjxpt46MAnvU6/3HlSoIRPSxallfhiG/rTOFPg4YVqw2dkpHno1Sbw78ViK8nTeFIsRe8Qg2e8ixJq695ETE1PcaZfLMVbRs5+wl5nMr3PQS2vfGJztm8F0004WIyfJu9y9Vn5P2E2W2r6o5rUAAAAAElFTkSuQmCC" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0949 322 456</strong></span></div> <div style=""> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>VPĐD tại Tp. Hồ Chí Minh</u></strong><br /> <br /> - 1/56 Nguyễn Thái Sơn, Phường Hạnh Thông, Hồ Chí Minh</span></span><br /> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0904 925 936</strong></span></div> ', 'telephone' => '01659 014592', 'hotline' => '0913051734', 'email' => 'tracdiathanhdat@yahoo.com', 'url' => '', 'meta_key' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax, Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GNSS RTK, máy thủy bình, máy toàn đạc, máy laser, máy GPS cầm tay, UAV, ống nhòm (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...). Uy tín, chất lượng, giá tốt hàng đầu tại Việt Nam!', 'created' => '2012-06-05', 'modified' => '1769758152', 'youtube' => 'http://youtube.com', 'twitter' => 'https://twitter.com/', 'myspace' => 'https://myspace.com/', 'facebook' => 'https://www.facebook.com/thanhdatsurvey.jsc/', 'email2' => 'duycuong7640', 'skype' => 'hothihuyen.hn', 'yahoo' => 'duycuong7640', 'yahoo1' => 'duycuong7640', 'content' => 'Thanks for your interest in Vn Discoverytours. For a fast response, please submit this basic Quick Enquiry form below by clicking “Submit”, and we’ll get back to you by e-mail within 12 to 24 hours (in working days). For urgent booking, call us at +84 974 839 873', 'video' => '<iframe width="1280" height="720" src="https://www.youtube.com/embed/mR4kOuAkEtY" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>', 'slogan' => 'trung tâm sửa chữa và bảo hành máy giặt electrolux', 'slogan_eng' => '', 'printer' => '', 'googleplus' => '', 'bando' => '<p> <iframe allowfullscreen="" frameborder="0" height="410" src="https://www.google.com/maps/embed?pb=!1m18!1m12!1m3!1d1680.2372398112452!2d105.81212934716025!3d21.01437303922492!2m3!1f0!2f0!3f0!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ab63b645b665%3A0xa6797ac6008687bf!2zQ-G7rWEgSMOgbmcgVHLhuq9jIMSQ4buLYQ!5e0!3m2!1svi!2s!4v1449908805279" style="border:0" width="600"></iframe></p> ', 'gioithieu' => '<p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/gioithieu.png" /></p> ', 'thongtincongty' => 'Sửa máy lạnh tại nhà 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style="font-family:tahoma,geneva,sans-serif;">Là công ty chuyên nhập khẩu, cung cấp và chuyển giao công nghệ các loại máy đo đạc, trắc địa phục vụ khảo sát thiết kế, xây dựng và đo vẽ bản đồ của các hãng nổi tiếng trên thế giới như: LEICA, TOPCON, NIKON, PENTAX, SOKKIA, GLUNZ, TRIMPLE, SPECTRA, GEOMAX, GARMIN..., chúng tôi cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! </span><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm cùng</span> <span style="font-family: tahoma, geneva, sans-serif;">đội ngũ nhân viên, kỹ thuật viên năng động, có trình độ cao chúng tôi tự hào và tin tưởng Quý khách hàng sẽ hài lòng khi sử dụng các sản phẩm và dịch vụ do chúng tôi cung cấp!</span></span><br /> </p> <div style="text-align: justify;"> <span style="color:#ff9966;"><span style="font-family:comic sans ms,cursive;"><span style="font-size:14px;"><strong style="font-family: tahoma, geneva, sans-serif;">Hỗ trợ 24/7:</strong> <strong>0942 288 388/</strong></span><span style="font-size: 14px;"><strong>0949 322 456</strong> (Zalo) </span></span></span></div> ', 'gt_eng' => '' ), 'tin_ft' => array( (int) 0 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 1 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 2 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 3 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 4 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 5 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ) ), 'slideshow' => array( (int) 0 => 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} .large-4 { flex-basis: 33.3333333333%;text-align: center; max-width: 33.3333333333%;margin-bottom: 30px; } .large-4 a{ color: #fff;text-transform: uppercase;font-weight:bold; } .large-4 .col-inner{padding:0 15px;} .expand { display: block; max-width: 100%!important; padding-left: 0!important; padding-right: 0!important; width: 100%!important;padding:10px; } .button.success { background-color: #4a90e2; } .box-shadow-4-hover:hover, .box-shadow-5-hover:hover, .row-box-shadow-4-hover .col-inner:hover, .row-box-shadow-5-hover .col-inner:hover { transform: translateY(-6px);box-shadow: 0 30px 40px 0 rgb(0 0 0 / 20%); } .box-shadow-1, .box-shadow-1-hover, .box-shadow-2, .box-shadow-2-hover, .box-shadow-3, .box-shadow-3-hover, .box-shadow-4, .box-shadow-4-hover, .box-shadow-5, .box-shadow-5-hover, .row-box-shadow-1 .col-inner, .row-box-shadow-1-hover .col-inner, .row-box-shadow-2 .col-inner, .row-box-shadow-2-hover .col-inner, .row-box-shadow-3 .col-inner, .row-box-shadow-3-hover .col-inner, .row-box-shadow-4 .col-inner, .row-box-shadow-4-hover .col-inner, .row-box-shadow-5 .col-inner, .row-box-shadow-5-hover .col-inner { transition: transform .3s,box-shadow .3s,background-color .3s,color .3s,opacity .3s; } .box-shadow-3, .box-shadow-3-hover:hover, .row-box-shadow-3 .col-inner, .row-box-shadow-3-hover .col-inner:hover { box-shadow: 0 10px 20px rgb(0 0 0 / 19%), 0 6px 6px rgb(0 0 0 / 22%); } .button span { font-weight: 400; } .is-shade:after { box-shadow: inset 1px 1px 0 0 hsl(0deg 0% 100% / 10%), inset 0 2em 15px 0 hsl(0deg 0% 100% / 20%); } </style> <div class="" id="row-2097407503"> <p style="font-family:tahoma,geneva,sans-serif; font-size: 14px;"> Nếu bạn đang tìm kiếm phần mềm trắc địa, các thông tin liên quan về máy móc đo đạc, trắc địa cho dự án của mình bạn đã tìm đúng kho lưu trữ! 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Hotline: 0913051734!' $keywords_for_layout = 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!' $title_for_layout = 'Máy toàn đạc điện tử' $tinmoiup = array( (int) 0 => array( 'Post' => array( 'id' => '802', 'name' => 'Dữ liệu RINEX – Nền tảng cốt lõi của hạ tầng trắc địa hiện đại', 'code' => null, 'alias' => 'du-lieu-rinex-–-nen-tang-cot-loi-cua-ha-tang-trac-dia-hien-dai', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong hạ tầng trắc địa hiện đại, RINEX không phải dữ liệu phụ, mà là nền móng kỹ thuật của hệ tọa độ quốc gia. RTK giúp đo nhanh hôm nay, nhưng RINEX mới là yếu tố đảm bảo bản đồ, mốc và công trình đứng vững trong nhiều năm tới.</span></span>', 'content' => '<p> <em><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trong những năm gần đây, công nghệ GNSS RTK cùng các mạng trạm CORS phát triển mạnh mẽ, giúp công tác đo đạc, thi công và bố trí công trình đạt được kết quả gần như tức thời với độ chính xác cao.</span></em></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Tuy nhiên, nếu nhìn ở góc độ xây dựng và duy trì hạ tầng trắc địa quốc gia dài hạn, nhiều quốc gia phát triển như Mỹ, châu Âu, Nhật Bản đều có chung một quan điểm: RTK là lớp ứng dụng đo nhanh ngoài hiện trường, trong khi RINEX – dữ liệu GNSS đo tĩnh – mới là lớp nền cốt lõi của hệ tọa độ.</em><br /> <br /> <em>RTK cho phép định vị nhanh theo thời gian thực, nhưng độ ổn định và khả năng kiểm chứng của kết quả RTK phụ thuộc mạnh vào điều kiện truyền cải chính tại thời điểm đo. Ngược lại, dữ liệu RINEX cho phép xử lý hậu kỳ, kiểm chứng, đối soát và duy trì độ ổn định tọa độ trong thời gian dài.<br /> </em></span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. RINEX là gì?</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX (<em>Receiver Independent Exchange Format</em>) là định dạng dữ liệu GNSS thô chuẩn quốc tế, được phát triển và duy trì bởi cộng đồng GNSS toàn cầu dưới sự điều phối của các tổ chức quốc tế như IGS (International GNSS Service) và RTCM SC-104.</span></span><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX cho phép trao đổi dữ liệu GNSS giữa các thiết bị và phần mềm khác nhau, không phụ thuộc hãng sản xuất, và được sử dụng rộng rãi trên toàn thế giới cho các mục đích kỹ thuật chuyên sâu. Dữ liệu RINEX cho phép:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xử lý hậu kỳ GNSS (Static / PPK)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bình sai mạng lưới GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm soát chất lượng và truy xuất nguồn gốc số liệu</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Duy trì và kiểm chứng hệ tọa độ theo thời gian dài</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK cho kết quả nhanh – RINEX cho kết quả bền và kiểm chứng được.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Cách các quốc gia khai thác RINEX trong hạ tầng trắc địa</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tại nhiều quốc gia, mạng CORS quốc gia không chỉ phục vụ RTK thời gian thực mà còn coi dữ liệu RINEX liên tục là tài sản dữ liệu cốt lõi. Mô hình khai thác phổ biến:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu trữ dữ liệu GNSS 24/7.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cho phép tải RINEX theo các khoảng thời gian:</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">15 phút</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1 giờ</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6 giờ</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">24 giờ</span></span></li> </ul> </li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cung cấp đầy đủ metadata:</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thông tin trạm GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian quan sát</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chu kỳ ghi (1s, 15s, 30s…)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ quy chiếu và mô hình tham chiếu.</span></span></li> </ul> </li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Ví dụ tiêu biểu:</span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mỹ: NOAA CORS Network cung cấp dữ liệu RINEX phục vụ đo tĩnh và xử lý hậu kỳ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Châu Âu: EUREF Permanent Network (EPN) lưu trữ dữ liệu RINEX cho bình sai lưới khu vực.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhật Bản: GEONET do GSI vận hành, cung cấp dữ liệu RINEX cho xử lý hậu kỳ và nghiên cứu GNSS.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm chung của các mô hình này là coi RINEX liên tục mới là nền tảng bền vững của hệ tọa độ quốc gia.<br /> </span></span> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/ncn_agol.png" style="width: 800px; height: 511px;" /></span></span></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Vai trò của RINEX trong hệ thống trắc địa hiện đại</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều quốc gia đang triển khai mô hình tổng hợp:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS CORS + RINEX → lớp khống chế nền, duy trì hệ tọa độ dài hạn</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc khống chế vật lý → đối tượng kiểm chứng và cơ sở pháp lý</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK → công cụ đo nhanh ngoài hiện trường</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đây không phải xu hướng “bỏ mốc”, mà là:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm phụ thuộc vào việc chạy mốc thủ công tốn thời gian</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuyển vai trò mốc từ nguồn gốc duy nhất sang đối tượng kiểm chứng</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng vai trò của dữ liệu GNSS chuẩn hóa trong duy trì hệ tọa độ</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. RINEX giúp ổn định và kiểm soát hệ tọa độ theo thời gian như thế nào?</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu RINEX cho phép xử lý hậu kỳ và bình sai mạng lưới, nhờ đó:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm ảnh hưởng của thời điểm đo</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế tác động của điều kiện khí quyển và môi trường</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng khả năng đối soát và truy nguyên số liệu</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khái niệm “ổn định” ở đây được hiểu theo nghĩa kỹ thuật: Cho phép tái xử lý, kiểm chứng và so sánh tọa độ tại các thời điểm khác nhau, tránh sai lệch tích lũy do đo nhanh tức thời.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Ứng dụng thực tế của dữ liệu RINEX và lợi ích khai thác RINEX hiệu quả</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu RINEX hiện được sử dụng rộng rãi trong:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập mốc khống chế GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bình sai lưới quốc gia và khu vực</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan trắc dịch chuyển công trình, địa chất</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Làm cơ sở kỹ thuật và pháp lý dài hạn cho bản đồ và hạ tầng kỹ thuật</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> Khai thác RINEX bài bản mang lại:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm thời gian và chi phí thiết lập lưới khống chế</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nâng cao độ ổn định và khả năng kiểm chứng số liệu</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp với dự án lớn, triển khai dài hạn, yêu cầu pháp lý cao</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chủ động khi RTK không ổn định hoặc mất hiệu chỉnh</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. Cấu trúc dữ liệu RINEX gồm những gì?</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu RINEX không phải là một file đơn lẻ, mà là tập hợp nhiều file thành phần, mỗi file đảm nhiệm một vai trò riêng.<br /> <br /> 6.1. File quan sát – Observation file (*.obs). Bao gồm:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sóng mang và mã giả</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu GPS, GLONASS, Galileo, BeiDou…</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thông tin thời gian, tần số, tín hiệu</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">File bắt buộc khi xử lý GNSS hậu kỳ và bình sai.<br /> <br /> 6.2. File quỹ đạo vệ tinh – Navigation file (*.nav, *.gnav…) có chứa q</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">uỹ đạo vệ tinh (broadcast ephemeris) - d</span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ữ liệu cần thiết để tính vị trí vệ tinh theo thời gian.<br /> <br /> Tùy phiên bản RINEX và hệ vệ tinh, file điều hướng (Navigation file) có thể được đặt tên khác nhau.<br /> Trong các hệ thống và phần mềm cũ (RINEX 2.x), file điều hướng thường được tách theo từng hệ GNSS, với các đuôi phổ biến như:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GPS: .N</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS: .G</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">BeiDou: .C</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Galileo: .E</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong các hệ thống hiện đại sử dụng RINEX 3.x trở lên, file điều hướng thường được gộp đa hệ GNSS và sử dụng chung đuôi .nav (hoặc .rnx), trong đó chứa đồng thời dữ liệu GPS, GLONASS, Galileo, BeiDou…</span></span><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6.3. File đồng hồ vệ tinh – Clock file (*.clk)</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh sai số đồng hồ vệ tinh và trạm</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác cao hơn dữ liệu quảng bá</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dùng cho bình sai chính xác cao và nghiên cứu dài hạn.<br /> <br /> 6.4. File quỹ đạo chính xác – Precise orbit (*.sp3)</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quỹ đạo vệ tinh độ chính xác cao</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp với .clk để nâng cao chất lượng xử lý</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> 6.5. Các file phụ trợ</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Metadata trạm, antenna, receiver</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">File khí quyển, site log</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giúp nâng cao độ tin cậy và truy xuất nguồn gốc số liệu.<br /> <br /> >>> Phiên bản RINEX và xu hướng hiện nay:</span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 2.x: cũ, hạn chế hệ GNSS.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 3.x: đa hệ, phổ biến hiện nay.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 4.x: hỗ trợ tín hiệu hiện đại, độ chính xác cao.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế xử lý GNSS hậu kỳ, RINEX 2.11 vẫn được sử dụng rộng rãi nhờ tính ổn định và khả năng tương thích cao. Nhiều lỗi xử lý hiện nay phát sinh từ việc chuyển đổi RINEX không đúng chuẩn hoặc thiếu dữ liệu đi kèm.</span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Bài viết 30_1_26.png" style="width: 800px; height: 526px;" /></span></span></p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 3 & 4 là xu hướng chính trong các hệ thống CORS hiện đại.<br /> <br /> Hiểu đúng và khai thác đúng dữ liệu RINEX chính là bước chuyển từ đo nhanh sang đo bền vững trong trắc địa hiện đại – đặc biệt trong bối cảnh Việt Nam đang vận hành các mạng CORS và duy trì hệ tọa độ VN-2000.<br /> <br /> <em>>>> Nguồn tham khảo:</em></span></span><br /> <ul> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">IGS & RTCM – Chuẩn dữ liệu RINEX</span></span></em></li> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">NOAA CORS Network (Mỹ)</span></span></em></li> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">EUREF Permanent Network (Châu Âu)</span></span></em></li> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GEONET – GSI (Nhật Bản)</span></span></em></li> </ul> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/RINEX - GNSS DATA (665 x 295 px).png" style="width: 800px; height: 355px;" /></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>', 'images' => '202601301021570e6ecbd8766b1296dffb848e42581f6f.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy RTK', 'meta_key' => 'Máy RTK, Vngeonet, RINEX, GNSS, CORS, RTK, GNSSStatic, PPK, BinhSaiGNSS, DuLieuGNSS', 'meta_des' => 'Máy RTK, Vngeonet, RINEX, GNSS, CORS, RTK, GNSSStatic, PPK, BinhSaiGNSS, DuLieuGNSS', 'created' => '2026-01-30', 'modified' => '2026-02-02', 'status' => '1', 'view' => '4420', 'slug' => 'du-lieu-rinex-nen-tang-cot-loi-cua-ha-tang-trac-dia-hien-dai', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '517', 'rght' => '518', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 1 => array( 'Post' => array( 'id' => '801', 'name' => 'Đo không gương (Non-Prism) trên máy toàn đạc', 'code' => null, 'alias' => 'do-khong-guong-non-prism-tren-may-toan-dac', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo không gương (Non-Prism) trên máy toàn đạc là gì? Khi nào nên dùng, khi nào không nên dùng? Phân tích ưu nhược điểm, sai số giao hội và khuyến nghị kỹ thuật khi đo Non-Prism trên máy toàn đạc.</span></span>', 'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế thi công và đo đạc, đo không gương (Non-Prism) là một tính năng rất hữu ích của máy toàn đạc, nhưng cũng tiềm ẩn nhiều rủi ro sai số nếu sử dụng không đúng mục đích. Bài viết dưới đây sẽ phân tích bản chất đo Non-Prism, phạm vi ứng dụng, ưu – nhược điểm, ảnh hưởng đến giao hội và các khuyến nghị kỹ thuật cần tuân thủ.</span></span></em><br /> <br /> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Đo không gương (Non-Prism) là gì?</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế đo đạc, không phải lúc nào cũng có thể đặt được gương phản xạ. Các vị trí như tường cao, taluy, vách hầm, kết cấu thép, khu vực đang thi công hoặc nguy hiểm là những trường hợp điển hình.<br /> Đo không gương (Non-Prism) là phương pháp đo khoảng cách không sử dụng gương phản xạ. Máy toàn đạc phát tia laser trực tiếp tới bề mặt mục tiêu và thu tín hiệu phản hồi để xác định khoảng cách và tọa độ điểm đo.<br /> <br /> Phương pháp này cho phép đo các vị trí:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khó tiếp cận hoặc không thể đặt gương.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không an toàn để tiếp cận trực tiếp.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần đo nhanh hiện trạng mà không bố trí phụ trợ.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.1 Ưu điểm của đo không gương</span></span></h3> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo được các vị trí “bất khả thi” với phương pháp đo gương.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng mức độ an toàn cho người đo ngoài công trường.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian đi gương, giảm nhân lực.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất hiệu quả khi đo hiện trạng, kiểm tra hình học kết cấu.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.2 Nhược điểm và hạn chế kỹ thuật của Non-Prism</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bên cạnh ưu điểm, đo không gương tồn tại nhiều hạn chế kỹ thuật cần hiểu rõ:<br /> <br /> <strong>Phụ thuộc mạnh vào bề mặt đo</strong></span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt sáng, phẳng, khô → đo xa hơn, ổn định hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt tối, thô, ẩm, xiên góc → tầm đo giảm rõ rệt, sai số tăng.</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác thấp hơn đo gương</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không có tâm phản xạ cố định như gương.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách lớn hơn và kém ổn định hơn.</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hao pin hơn</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo Non-Prism liên tục tiêu thụ pin nhiều hơn so với đo gương.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (40).png" style="width: 800px; height: 671px;" /></span></span></p> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.3 Những lưu ý quan trọng khi sử dụng đo không gương</span></span></h3> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không sử dụng đo không gương cho mốc khống chế.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không dùng cho dẫn mốc, nghiệm thu pháp lý.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ dùng cho đo hiện trạng, kiểm tra, tham khảo kỹ thuật.</span></span></li> </ul> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.4 Khoảng cách đo không gương của một số dòng máy phổ biến</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng cách công bố của nhà sản xuất thường được đo trong điều kiện tiêu chuẩn:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica FlexLine TS03 / TS07 / TS10: ~500 m / ~1000 m (tùy cấu hình)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon N-Series: ~600 m</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon XS-Series: ~800 m</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Topcon GM-100 Series: ~500 m</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thực tế ngoài công trường, khoảng cách đo thường ngắn hơn catalogue, phụ thuộc mạnh vào bề mặt và điều kiện môi trường.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5 Khi nào nên dùng đo không gương?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo không gương phát huy hiệu quả trong các công việc:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo chi tiết hoàn công.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kiểm tra hình học kết cấu.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo taluy, vách đứng, vách hầm.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo các điểm nguy hiểm không thể tiếp cận.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Đo không gương là công nghệ bổ trợ, không phải để thay thế đo gương.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Hỏi và Đáp: Đo không gương & sai số giao hội</span></span></h2> <br /> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. 1 Vì sao đo không gương dễ gây sai số khi giao hội?</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vì đo Non-Prism phụ thuộc vào bề mặt phản xạ, không có tâm phản xạ cố định như gương.<br /> Trong bài toán giao hội, sai số nhỏ ở từng hướng bắn có thể bị phóng đại tại điểm giao, khiến kết quả thiếu ổn định.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.2 Sai số giao hội khi dùng Non-Prism thường đến từ đâu?</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các nguyên nhân chính:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt phản xạ không phẳng, không đồng nhất.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tia laser phản xạ không cùng một điểm hình học.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Góc bắn xiên, bắn vào mép cạnh hoặc bề mặt nhỏ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách lớn hơn so với đo gương.</span></span></li> </ul> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.3 Đo không gương ảnh hưởng nhiều hơn đến giao hội góc hay giao hội cạnh?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo không gương ảnh hưởng mạnh hơn đến giao hội cạnh, vì:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách của Non-Prism lớn hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội cạnh, sai số khoảng cách tác động trực tiếp tới vị trí điểm giao.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với giao hội góc, sai số vẫn tồn tại nhưng ít phụ thuộc hơn vào chất lượng phản xạ.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.4 Vì sao giao hội nghịch đặc biệt nhạy cảm với đo không gương?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội nghịch:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đặt máy cần được xác định rất chính xác.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không xác định được tâm phản xạ rõ ràng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các trạm có thể “nhìn” vào những điểm khác nhau trên cùng một bề mặt.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điều này khiến sai số khó kiểm soát và khó phát hiện.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.5 Có thể giảm sai số khi buộc phải giao hội bằng Non-Prism không?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có thể giảm rủi ro, nhưng không loại bỏ hoàn toàn, bằng cách:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn bề mặt phẳng, sáng, rõ ràng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tránh bắn vào mép cạnh hoặc bề mặt nhỏ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngắm vuông góc với bề mặt.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo lặp nhiều lần để kiểm tra.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp kiểm tra chéo bằng phương pháp khác.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ áp dụng cho đo tham khảo, không dùng cho mốc.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.6 Khi nào tuyệt đối không nên dùng Non-Prism cho giao hội?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không sử dụng trong các trường hợp:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dẫn mốc tọa độ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập lưới khống chế.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc pháp lý, nghiệm thu công trình.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công việc yêu cầu độ chính xác cao (cm – mm).</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.7 Vì sao đo gương vẫn là phương pháp chuẩn cho giao hội?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vì khi đo gương:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có tâm phản xạ xác định rõ ràng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách nhỏ và ổn định.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các trạm cùng xác định một điểm hình học duy nhất.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đây là yếu tố then chốt trong các bài toán giao hội.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.8 Có nên coi đo không gương là phương pháp thay thế đo gương?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không. Đo không gương là giải pháp bổ trợ, không phải phương pháp thay thế.<br /> <br /> Khuyến nghị nên tuân thủ quy tắc kỹ thuật:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có thể đặt gương → ưu tiên đo gương.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không thể đặt gương → dùng Non-Prism đúng mục đích.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> >>> Đo không gương (Non-Prism) mang lại nhiều tiện lợi trong đo hiện trạng và các vị trí khó tiếp cận, tuy nhiên phương pháp này nhạy cảm với sai số, đặc biệt trong các bài toán giao hội.<br /> Trong thực tế, giao hội thuận có thể cân nhắc sử dụng đo không gương cho mục đích tham khảo, khi điều kiện bề mặt cho phép. Ngược lại, giao hội nghịch không được khuyến nghị sử dụng Non-Prism do sai số khó kiểm soát. Đối với các công việc thiết lập lưới khống chế, dẫn mốc tọa độ và hồ sơ pháp lý, việc đo bằng gương phản xạ là bắt buộc để đảm bảo độ chính xác và giá trị pháp lý của số liệu.</span></span><br /> <br /> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/CHỌN ANH TÀI (16).png" style="width: 800px; height: 618px;" /></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>', 'images' => '20260128101209aeccf2a028c6aa7fa3ea11fe774d0584.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy toàn đạc điện tử', 'meta_key' => 'Máy toàn đạc điện tử, máy toàn đạc, đo không gương, NonPrism, EDM, trắc địa, đo đạc, trắc địa thành đạt, Leica, Topcon, Nikon, Sokkia', 'meta_des' => 'Máy toàn đạc điện tử, máy toàn đạc, đo không gương, NonPrism, EDM, trắc địa, đo đạc, trắc địa thành đạt, Leica, Topcon, Nikon, Sokkia', 'created' => '2026-01-28', 'modified' => '2026-02-01', 'status' => '1', 'view' => '1067', 'slug' => 'do-khong-guong-non-prism-tren-may-toan-dac-1', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '515', 'rght' => '516', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 2 => array( 'Post' => array( 'id' => '800', 'name' => 'Đo không gương (Non-Prism) trên máy toàn đạc', 'code' => null, 'alias' => 'do-khong-guong-non-prism-tren-may-toan-dac', 'cat_id' => '0', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo không gương (Non-Prism) trên máy toàn đạc là gì? Khi nào nên dùng, khi nào không nên dùng? Phân tích ưu nhược điểm, sai số giao hội và khuyến nghị kỹ thuật khi đo Non-Prism trên máy toàn đạc.</span></span>', 'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế thi công và đo đạc, đo không gương (Non-Prism) là một tính năng rất hữu ích của máy toàn đạc, nhưng cũng tiềm ẩn nhiều rủi ro sai số nếu sử dụng không đúng mục đích. Bài viết dưới đây sẽ phân tích bản chất đo Non-Prism, phạm vi ứng dụng, ưu – nhược điểm, ảnh hưởng đến giao hội và các khuyến nghị kỹ thuật cần tuân thủ.</span></span></em><br /> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Đo không gương (Non-Prism) là gì?</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế đo đạc, không phải lúc nào cũng có thể đặt được gương phản xạ. Các vị trí như tường cao, taluy, vách hầm, kết cấu thép, khu vực đang thi công hoặc nguy hiểm là những trường hợp điển hình.<br /> Đo không gương (Non-Prism) là phương pháp đo khoảng cách không sử dụng gương phản xạ. Máy toàn đạc phát tia laser trực tiếp tới bề mặt mục tiêu và thu tín hiệu phản hồi để xác định khoảng cách và tọa độ điểm đo.<br /> <br /> Phương pháp này cho phép đo các vị trí:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khó tiếp cận hoặc không thể đặt gương.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không an toàn để tiếp cận trực tiếp.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần đo nhanh hiện trạng mà không bố trí phụ trợ.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.1 Ưu điểm của đo không gương</span></span></h3> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo được các vị trí “bất khả thi” với phương pháp đo gương.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng mức độ an toàn cho người đo ngoài công trường.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian đi gương, giảm nhân lực.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất hiệu quả khi đo hiện trạng, kiểm tra hình học kết cấu.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.2 Nhược điểm và hạn chế kỹ thuật của Non-Prism</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bên cạnh ưu điểm, đo không gương tồn tại nhiều hạn chế kỹ thuật cần hiểu rõ:<br /> <br /> <strong>Phụ thuộc mạnh vào bề mặt đo</strong></span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt sáng, phẳng, khô → đo xa hơn, ổn định hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt tối, thô, ẩm, xiên góc → tầm đo giảm rõ rệt, sai số tăng.</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác thấp hơn đo gương</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không có tâm phản xạ cố định như gương.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách lớn hơn và kém ổn định hơn.</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hao pin hơn</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo Non-Prism liên tục tiêu thụ pin nhiều hơn so với đo gương.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (40).png" style="width: 800px; height: 671px;" /></span></span></p> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.3 Những lưu ý quan trọng khi sử dụng đo không gương</span></span></h3> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không sử dụng đo không gương cho mốc khống chế.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không dùng cho dẫn mốc, nghiệm thu pháp lý.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ dùng cho đo hiện trạng, kiểm tra, tham khảo kỹ thuật.</span></span></li> </ul> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.4 Khoảng cách đo không gương của một số dòng máy phổ biến</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng cách công bố của nhà sản xuất thường được đo trong điều kiện tiêu chuẩn:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica FlexLine TS03 / TS07 / TS10: ~500 m / ~1000 m (tùy cấu hình)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon N-Series: ~600 m</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon XS-Series: ~800 m</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Topcon GM-100 Series: ~500 m</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thực tế ngoài công trường, khoảng cách đo thường ngắn hơn catalogue, phụ thuộc mạnh vào bề mặt và điều kiện môi trường.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5 Khi nào nên dùng đo không gương?</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo không gương phát huy hiệu quả trong các công việc:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo chi tiết hoàn công.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kiểm tra hình học kết cấu.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo taluy, vách đứng, vách hầm.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo các điểm nguy hiểm không thể tiếp cận.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Đo không gương là công nghệ bổ trợ, không phải để thay thế đo gương.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Hỏi và Đáp: Đo không gương & sai số giao hội</span></span></h2> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. 1 Vì sao đo không gương dễ gây sai số khi giao hội?</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vì đo Non-Prism phụ thuộc vào bề mặt phản xạ, không có tâm phản xạ cố định như gương.<br /> Trong bài toán giao hội, sai số nhỏ ở từng hướng bắn có thể bị phóng đại tại điểm giao, khiến kết quả thiếu ổn định.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.2 Sai số giao hội khi dùng Non-Prism thường đến từ đâu?</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các nguyên nhân chính:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt phản xạ không phẳng, không đồng nhất.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tia laser phản xạ không cùng một điểm hình học.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Góc bắn xiên, bắn vào mép cạnh hoặc bề mặt nhỏ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách lớn hơn so với đo gương.</span></span></li> </ul> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.3 Đo không gương ảnh hưởng nhiều hơn đến giao hội góc hay giao hội cạnh?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo không gương ảnh hưởng mạnh hơn đến giao hội cạnh, vì:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách của Non-Prism lớn hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội cạnh, sai số khoảng cách tác động trực tiếp tới vị trí điểm giao.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với giao hội góc, sai số vẫn tồn tại nhưng ít phụ thuộc hơn vào chất lượng phản xạ.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.4 Vì sao giao hội nghịch đặc biệt nhạy cảm với đo không gương?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội nghịch:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đặt máy cần được xác định rất chính xác.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không xác định được tâm phản xạ rõ ràng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các trạm có thể “nhìn” vào những điểm khác nhau trên cùng một bề mặt.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điều này khiến sai số khó kiểm soát và khó phát hiện.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.5 Có thể giảm sai số khi buộc phải giao hội bằng Non-Prism không?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có thể giảm rủi ro, nhưng không loại bỏ hoàn toàn, bằng cách:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn bề mặt phẳng, sáng, rõ ràng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tránh bắn vào mép cạnh hoặc bề mặt nhỏ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngắm vuông góc với bề mặt.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo lặp nhiều lần để kiểm tra.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp kiểm tra chéo bằng phương pháp khác.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ áp dụng cho đo tham khảo, không dùng cho mốc.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.6 Khi nào tuyệt đối không nên dùng Non-Prism cho giao hội?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không sử dụng trong các trường hợp:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dẫn mốc tọa độ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập lưới khống chế.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc pháp lý, nghiệm thu công trình.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công việc yêu cầu độ chính xác cao (cm – mm).</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.7 Vì sao đo gương vẫn là phương pháp chuẩn cho giao hội?</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vì khi đo gương:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có tâm phản xạ xác định rõ ràng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách nhỏ và ổn định.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các trạm cùng xác định một điểm hình học duy nhất.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đây là yếu tố then chốt trong các bài toán giao hội.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.8 Có nên coi đo không gương là phương pháp thay thế đo gương?</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không. Đo không gương là giải pháp bổ trợ, không phải phương pháp thay thế.<br /> <br /> Khuyến nghị nên tuân thủ quy tắc kỹ thuật:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có thể đặt gương → ưu tiên đo gương.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không thể đặt gương → dùng Non-Prism đúng mục đích.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> >>> Đo không gương (Non-Prism) mang lại nhiều tiện lợi trong đo hiện trạng và các vị trí khó tiếp cận, tuy nhiên phương pháp này nhạy cảm với sai số, đặc biệt trong các bài toán giao hội.<br /> Trong thực tế, giao hội thuận có thể cân nhắc sử dụng đo không gương cho mục đích tham khảo, khi điều kiện bề mặt cho phép. Ngược lại, giao hội nghịch không được khuyến nghị sử dụng Non-Prism do sai số khó kiểm soát. Đối với các công việc thiết lập lưới khống chế, dẫn mốc tọa độ và hồ sơ pháp lý, việc đo bằng gương phản xạ là bắt buộc để đảm bảo độ chính xác và giá trị pháp lý của số liệu.</span></span><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>', 'images' => '202601281012092e874776f1f92f702ba41b53941ccdc8.png', 'images_multi' => null, 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy toàn đạc điện tử', 'meta_key' => 'Máy toàn đạc điện tử, máy toàn đạc, đo không gương, NonPrism, EDM, trắc địa, đo đạc, trắc địa thành đạt, Leica, Topcon, Nikon, Sokkia', 'meta_des' => 'Máy toàn đạc điện tử, máy toàn đạc, đo không gương, NonPrism, EDM, trắc địa, đo đạc, trắc địa thành đạt, Leica, Topcon, Nikon, Sokkia', 'created' => '2026-01-28', 'modified' => '2026-01-30', 'status' => '1', 'view' => '2', 'slug' => 'do-khong-guong-non-prism-tren-may-toan-dac', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '513', 'rght' => '514', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => null, 'name' => null, 'parent_id' => null, 'alias' => null, 'images' => null, 'lft' => null, 'rght' => null, 'pos' => null, 'status' => null, 'title_seo' => null, 'meta_key' => null, 'meta_des' => null, 'created' => null, 'modified' => null, 'slug' => null, 'cate' => null, 'link' => null, 'name_eng' => null, 'name_tq' => null, 'type' => null, 'hot' => null, 'content' => null, 'display' => null, 'content_eng' => null ) ), (int) 3 => array( 'Post' => array( 'id' => '799', 'name' => 'Máy toàn đạc điện tử Leica TS20 - Dòng máy robot cao cấp!', 'code' => null, 'alias' => 'may-toan-dac-dien-tu-leica-ts20-dong-may-robot-cao-cap', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica TS20 là dòng máy toàn đạc điện tử robot cao cấp của Leica Geosystems, được thiết kế để đáp ứng các yêu cầu khắt khe trong khảo sát, thi công hạ tầng, đo vẽ bản đồ và xây dựng công nghiệp. Leica TS20 tập trung vào tự động hóa, độ ổn định và độ chính xác cao, giúp tối ưu thao tác hiện trường và nâng cao hiệu suất làm việc trong mọi điều kiện công trường phức tạp.</span></span>', 'content' => '<p> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><em>Leica TS20 là dòng máy toàn đạc điện tử robot cao cấp của Leica Geosystems, được phát triển cho các công việc khảo sát, thi công hạ tầng, đo vẽ bản đồ và xây dựng công nghiệp. Dòng máy này tập trung vào tự động hóa, độ ổn định và độ chính xác cao, giúp tối ưu thao tác hiện trường và nâng cao hiệu suất làm việc trong điều kiện công trường phức tạp.</em><br /> <br /> Trong thực tế triển khai, Leica TS20 được cung cấp với nhiều cấu hình tính năng khác nhau nhằm đáp ứng đa dạng nhu cầu sử dụng. Trên thị trường và trong tài liệu kỹ thuật, các cấu hình này thường được phân nhóm như sau:</span></span></p> <ul> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Auto Aiming (<strong>TS20 A</strong>): Hỗ trợ tự động ngắm gương (ATR).</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">PowerSearch (<strong>TS20 P</strong>): Bổ sung khả năng tự động tìm gương.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Imaging (<strong>TS20 I</strong>): Tích hợp camera và các thuật toán AI hỗ trợ đo đạc, cho phép nhận dạng mục tiêu, theo dõi chuyển động và thu điểm bằng hình ảnh trong môi trường phức tạp.</span></span></li> </ul> <p> <br /> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Bên cạnh các cấu hình tính năng, Leica TS20 còn có các tùy chọn kỹ thuật chung, bao gồm:</span></span></p> <ul> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Độ chính xác đo góc: 1″ / 2″ / 3″ / 5″</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Tầm đo không gương (EDM): 800 m hoặc 1600 m</span></span></li> </ul> <p> <br /> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Mức độ tự động hóa và hỗ trợ AI phụ thuộc vào cấu hình được lựa chọn, trong đó TS20 I là cấu hình cao cấp nhất, phù hợp cho các dự án yêu cầu hiệu suất, độ tin cậy và kiểm soát chất lượng cao.</span></span><br /> </p> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica-TS20-Application-Tunnel-300dpi-2-2048x1365.jpg" style="width: 800px; height: 533px;" /></span></span></p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Leica TS20I – Phiên bản tích hợp Camera & AI</strong><br /> <br /> Chỉ phiên bản TS20I (Imaging) mới được Leica trang bị camera và các thuật toán AI hỗ trợ đo đạc, giúp nâng tầm hiệu quả khảo sát hiện đại.<br /> <br /> <strong>AI – Công nghệ tạo khác biệt trên TS20I.</strong><br /> <br /> Trên TS20I, Leica ứng dụng AI kết hợp camera và thuật toán xử lý thông minh, cho phép:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận dạng mục tiêu chính xác hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo dõi chuyển động mục tiêu ổn định hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế nhầm lẫn trong môi trường nhiều vật phản xạ.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các xử lý này được thực hiện trực tiếp trên thiết bị, giúp đảm bảo tốc độ, độ ổn định và an toàn dữ liệu khi làm việc ngoài hiện trường.<br /> <br /> <strong>AI-Detect – Nhận dạng gương & cảnh báo sai cấu hình (TS20I)</strong><br /> <br /> Sai loại gương là nguyên nhân phổ biến gây sai offset và sai số đo. AI-Detect (chỉ có trên TS20I) sử dụng camera để:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận dạng loại gương Leica đang đo.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">So sánh với cấu hình gương trong Leica Captivate.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cảnh báo ngay khi phát hiện không khớp.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính năng này giúp:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm lỗi chủ quan.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tránh đo sai – làm lại.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nâng cao độ tin cậy dữ liệu thi công.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> <strong>AI-Follow (Dynamic Lock nâng cao) – Theo dõi mục tiêu mượt mà</strong><br /> <br /> Trên TS20I, AI hỗ trợ khả năng dự đoán chuyển động của lăng kính khi:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bị che khuất tạm thời.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Di chuyển trong môi trường đông người, máy móc.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhờ đó, TS20I giúp:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khóa lại mục tiêu nhanh hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế mất tia.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giữ quá trình đo liên tục, ổn định.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> <strong>AI tăng cường ATR & PowerSearch (TS20I)</strong><br /> <br /> Thuật toán AI giúp ATR và PowerSearch trên TS20I hoạt động hiệu quả hơn trong các điều kiện khó:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sương mù nhẹ, mưa bụi.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gương che khuất một phần.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều điểm phản xạ trong vùng quét.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đây là khác biệt lớn giữa TS20I và TS20A / TS20P.</span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica-TS20-Application-Cadastral-Surveying-300dpi-15-1-2048x1365.jpg" style="width: 800px; height: 533px;" /></span></span></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> <strong>Các thế mạnh chung của dòng Leica TS20</strong><br /> <br /> Bên cạnh AI trên TS20I, toàn bộ dòng TS20 vẫn kế thừa những giá trị cốt lõi của Leica:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác đo góc & khoảng cách cao,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Động cơ Direct Drives nhanh, êm, không ma sát,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm Leica Captivate trực quan, dễ thao tác,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phím Trigger đo nhanh,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu trữ dữ liệu lớn, xuất file linh hoạt,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết cấu bền bỉ, chuẩn công trường,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dọi tâm laser/quang học chính xác.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> <strong>Lợi ích thực tế khi sử dụng Leica TS20</strong></span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng tốc độ đo & bố trí công trình,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm nhân lực vận hành,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế sai sót hiện trường,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu ổn định, đáng tin cậy,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp từ khảo sát địa hình đến thi công công trình lớn.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> <strong>BẢNG SO SÁNH: TS20A vs TS20P vs TS20I</strong></span></span><br /> <br /> <br /> <table border="0" cellpadding="0" style="width: 100%"> <thead> <tr> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tính năng / Chức năng</strong></span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20A</strong><br /> <strong>(Auto Aiming)</strong></span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20P</strong><br /> <strong>(PowerSearch)</strong></span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20I</strong><br /> <strong>(Imaging/ Camera & AI)</strong></span></span><br /> </th> </tr> </thead> <tbody> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động ngắm mục tiêu (ATR)</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có<br /> (ATR tiêu chuẩn)</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có<br /> (ATR tiêu chuẩn)</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có<br /> (ATR tăng cường nhờ camera & thuật toán)</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động tìm gương (PowerSearch)</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có<br /> (kết hợp camera & thuật toán nâng cao)</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Camera tích hợp</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Thu điểm bằng hình ảnh</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận dạng mục tiêu / gương (AI-Detect)</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo dõi mục tiêu di chuyển (Dynamic Lock)</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Khả năng giữ bám khi mục tiêu<br /> che khuất ngắn hạn</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có (AI-Follow)</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Làm việc hiệu quả trong môi trường<br /> nhiều phản xạ</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiêu chuẩn</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiêu chuẩn</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tối ưu hơn nhờ camera & thuật toán</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức độ tự động hóa</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cơ bản</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Trung bình</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cao nhất</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ đo không người<br /> (one-man operation)</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có (ổn định nhất)</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm vận hành</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Captivate</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Captivate</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Captivate</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng phù hợp</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo topo, bố trí cơ bản</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo nhanh, nhiều trạm</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan trắc, đo phức tạp</span></span></td> </tr> </tbody> </table> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Xem thêm Cataloge TS20: <a href="https://drive.google.com/file/d/1KRyhFd21zOZpYZFqy6uUF-xJFJkJJGmE/view?usp=sharing">TẠI ĐÂY</a></span></span><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <div style="text-align: start;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="text-align: justify;">> >> </span><span style="color: rgb(51, 51, 51); text-align: justify;">Liên hệ </span><a href="https://tracdiathanhdat.vn/" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear; font-size: 13px; text-align: justify;"><strong style="margin: 0px; padding: 0px; font-weight: bold;">Trắc Địa Thành Đạt </strong></a><span style="color: rgb(51, 51, 51); text-align: justify;">để được tư vấn chọn máy toàn đạc Leica phù hợp đúng công trình – đúng ngân sách – đúng nhu cầu thực tế tại Việt Nam!</span></span></span></div> <span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"> </span>', 'images' => '20260123093036f5e1f1626a72bb19c3eb73da64c29a2e.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy toàn đạc điện tử', 'meta_key' => 'Máy toàn đạc, máy toàn đạc điện tử, total station, maytoandacLeica, máy toàn đạc điện tử Leica, Leica geosystem, LeicaFlexLine, LeicaTS, LeicaNova, LeicaMS, MultiStation, TS03, TS07, TS10, TS13, TS20, TS60, TM60, MS60', 'meta_des' => 'Máy toàn đạc, máy toàn đạc điện tử, total station, maytoandacLeica, máy toàn đạc điện tử Leica, Leica geosystem, LeicaFlexLine, LeicaTS, LeicaNova, LeicaMS, MultiStation, TS03, TS07, TS10, TS13, TS20, TS60, TM60, MS60', 'created' => '2026-01-23', 'modified' => '2026-02-02', 'status' => '1', 'view' => '434', 'slug' => 'may-toan-dac-dien-tu-leica-ts20-dong-may-robot-cao-cap', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '511', 'rght' => '512', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 4 => array( 'Post' => array( 'id' => '798', 'name' => 'Kiểm tra cao độ sàn nhà xưởng bằng máy thủy bình – Giải pháp chính xác cho thi công công nghiệp!', 'code' => null, 'alias' => 'kiem-tra-cao-do-san-nha-xuong-bang-may-thuy-binh-–-giai-phap-chinh-xac-cho-thi-cong-cong-nghiep', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<p data-end="637" data-start="299"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong xây dựng nhà xưởng, nhà máy và khu công nghiệp, kiểm tra cao độ sàn là công tác bắt buộc nhằm đảm bảo độ phẳng, cao độ đồng nhất và khả năng thoát nước đúng thiết kế. Chỉ một sai số nhỏ vài milimet cũng có thể ảnh hưởng đến vận hành máy móc, lưu thông xe nâng, tuổi thọ sàn bê tông và chất lượng nghiệm thu công trình. Chính vì vậy, máy thủy bình luôn là thiết bị được kỹ sư trắc địa – xây dựng tin dùng để kiểm tra cao độ sàn nhà xưởng với độ chính xác và độ ổn định cao.<br /> </span></span></p> ', 'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Trong xây dựng nhà xưởng, nhà máy và khu công nghiệp, kiểm tra cao độ sàn là công tác bắt buộc nhằm đảm bảo độ phẳng, cao độ đồng nhất và khả năng thoát nước đúng thiết kế. Chỉ một sai số nhỏ vài milimet cũng có thể ảnh hưởng đến vận hành máy móc, lưu thông xe nâng, tuổi thọ sàn bê tông và chất lượng nghiệm thu công trình. Chính vì vậy, máy thủy bình luôn là thiết bị được kỹ sư trắc địa – xây dựng tin dùng để kiểm tra cao độ sàn nhà xưởng nhờ độ chính xác cao và tính ổn định lâu dài.<br /> </em></span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Tại sao cần kiểm tra cao độ sàn nhà xưởng?</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo cao độ sàn bằng máy thủy bình giúp:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đảm bảo cao độ và độ phẳng đúng hồ sơ thiết kế</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phát hiện kịp thời các điểm lồi – lõm để xử lý trước khi hoàn thiện</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phục vụ công tác nghiệm thu sàn bê tông theo tiêu chuẩn kỹ thuật</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế chi phí sửa chữa sau khi công trình đưa vào sử dụng</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế, một số đơn vị sử dụng máy cân mực laser để kiểm tra cao độ. Tuy nhiên, phương pháp này chỉ phù hợp cho khu vực nhỏ. Với nhà xưởng có diện tích lớn, tia laser dễ bị phân tán khi chiếu xa, làm tăng sai số (có thể 5–10 mm), gây khó khăn trong kiểm soát chất lượng và nghiệm thu.<br /> <br /> Máy thủy bình quang học, với nguyên lý tia ngắm nằm ngang và độ phóng đại ống kính, cho kết quả ổn định và tin cậy hơn trên diện tích sàn lớn.<br /> </span></span><br /> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/nhà xưởng(1).jpg" style="width: 512px; height: 302px;" /></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Ưu điểm của máy thủy bình trong kiểm tra cao độ sàn</span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác cao: sai số khoảng 1–2 mm/1 km đo khép</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoạt động ổn định trong nhiều điều kiện ánh sáng</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đọc số trực tiếp trên mia, hạn chế sai số chủ quan</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp đo liên tục nhiều điểm trên mặt sàn nhà xưởng</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhờ các ưu điểm này, máy thủy bình vẫn là thiết bị tiêu chuẩn trong kiểm tra cao độ sàn công nghiệp.<br /> </span></span><br /> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Tiêu chí lựa chọn máy thủy bình đo sàn nhà xưởng</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Để đảm bảo sai số đo trong giới hạn cho phép (±2 mm), máy thủy bình nên đáp ứng các yêu cầu sau:</span></span><br /> <br /> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.1 Độ phóng đại ống kính</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Khuyến nghị từ 24X – 32X.</span></span><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Đọc mia rõ ở khoảng cách 50–80 m.</span></span> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 Độ chính xác</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khép tuyến ≤ 2.0 mm/1 km</span></span> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.3 Hệ thống cân bằng</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Nên sử dụng con lắc từ tính (Magnetic Damping)</span></span><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Giúp tia ngắm ổn định nhanh trong môi trường rung động</span></span> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.4 Tiêu chuẩn bảo vệ</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Tối thiểu IP54, ưu tiên IP66</span></span><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Phù hợp môi trường nhiều bụi xi măng và nước bắn</span></span><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Các máy thủy bình được tin dùng khi kiểm tra cao độ sàn nhà xưởng</span></span></h2> <br /> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.1 Máy thủy bình Sokkia B40A</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sokkia B40A là dòng máy được sử dụng phổ biến trong đo sàn nhà xưởng.<br /> Ưu điểm nổi bật:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuẩn chống bụi – nước IP66, chịu được mưa rào</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Con lắc từ tính giúp bù nghiêng nhanh, chống rung tốt</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ phóng đại 24X, đọc mia rõ ở khoảng cách 40–50 m</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp cho thi công sàn nhà xưởng, nhà kho và khu công nghiệp quy mô vừa – lớn.<br /> </span></span> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/B40A.jpg" style="width: 450px; height: 377px;" /></span></span></p> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.2 Máy thủy bình Nikon AC-2S</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon AC-2S là lựa chọn phù hợp khi làm việc trong nhà xưởng thiếu ánh sáng.<br /> Ưu điểm:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ống kính Nikon có độ sáng và độ trong cao</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hình ảnh mia sắc nét, giảm mỏi mắt khi đo nhiều điểm</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết kế gọn nhẹ, dễ di chuyển trong không gian hẹp</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/Nikon AC2S.jpg" style="width: 450px; height: 377px;" /></span></span></p> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.3 Máy thủy bình Leica NA300 series ( NA320/NA324)</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dòng máy dành cho các công trình yêu cầu độ chính xác cao.<br /> <br /> Đặc điểm nổi bật:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số < 1.5 mm/1 km</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ bền cơ học cao, chịu va đập tốt</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoạt động ổn định lâu dài, ít phải hiệu chỉnh</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp cho nhà máy công nghệ cao, phòng sạch, khu sản xuất chính xác.<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/476249529_986351956959976_7286419762816488861_n.jpg" style="width: 450px; height: 377px;" /></span></span></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.4 Leica LS15 Digital Level – Máy thủy bình điện tử cao cấp</span></span></h3> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác: ~±0.2 mm/1 km (với mia invar)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính năng nổi bật:</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động lấy nét và kiểm tra độ nghiêng</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Màn hình màu cảm ứng, giảm sai sót do đọc thủ công</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bluetooth & USB truyền dữ liệu</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ nhớ lưu đến ~30.000 trị đo</span></span></li> </ul> </li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ phóng đại: 32×, phạm vi đo lên đến ~110 m</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp các dự án sàn công nghiệp quan trọng, lưới cao độ chính xác cao, đo khép tuyến.</span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/LS15.jpg" style="width: 450px; height: 396px;" /></span></span></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.5 Trimble DiNi Digital Level Series (Dini-03 / Dini-07)</span></span></h3> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác: tùy chọn đến ~0.3 mm/1 km</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiêu chuẩn bảo vệ: IP55</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giao diện trực quan, dễ thao tác</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Truyền dữ liệu nhanh qua USB</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp đo lặp nhiều, quan trắc và báo cáo số liệu chi tiết</span></span></li> </ul> </li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/Trimble Dini.jpg" style="width: 450px; height: 450px;" /></span></span></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Quy trình kiểm tra cao độ sàn nhà xưởng bằng máy thủy bình</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><u><strong>Bước 1</strong></u>: Chia lưới ô vuông (Grid Method)</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chia sàn thành các ô 3×3 m hoặc 5×5 m</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các giao điểm là vị trí đặt mia</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Bước 2</u></strong>: Dẫn mốc cao độ chuẩn</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập Benchmark (H₀) ổn định bên ngoài khu vực thi công</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Làm cơ sở so sánh cho toàn bộ số liệu</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Bước 3</u></strong>: Đo đạc thực địa</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đặt máy ở vị trí trung tâm, nền cứng</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cân bằng máy chính xác</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đọc BS → xác định HI</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đọc FS tại các nút lưới</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><u><strong>Bước 4</strong></u>: Xử lý và đánh giá số liệu<br /> ΔH = Số đọc thực tế – Số đọc thiết kế</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ΔH > 0 → Sàn thấp (lõm)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ΔH < 0 → Sàn cao (lồi)</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> !!! Lưu ý quan trọng khi kiểm tra cao độ sàn nhà xưởng:</span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc chuẩn phải ổn định – quyết định độ tin cậy toàn bộ phép đo</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng cách ngắm ≤ 40 m để kiểm soát sai số</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra máy trước khi đo: mực nước, ống kính, chân máy</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> >>> Kiểm tra cao độ sàn nhà xưởng bằng máy thủy bình là công tác không thể thiếu nhằm đảm bảo chất lượng thi công, độ phẳng sàn và an toàn vận hành lâu dài. Việc lựa chọn đúng thiết bị và tuân thủ quy trình đo chuẩn sẽ giúp kỹ sư và nhà thầu thu được kết quả chính xác – đáng tin cậy – dễ nghiệm thu cho mọi dự án xây dựng công nghiệp.</span></span><br /> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. FAQ – Hỏi đáp</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Kiểm tra cao độ sàn nhà xưởng nên sử dụng thiết bị nào?<br /> <em>Máy thủy bình quang học là lựa chọn phù hợp nhờ độ chính xác cao và ổn định trên diện tích lớn.<br /> </em><br /> - Máy laser cân mực có thể thay thế máy thủy bình không?<br /> <em>Không. Máy laser chỉ phù hợp cho phạm vi nhỏ, không đáp ứng độ chính xác khi kiểm tra sàn nhà xưởng diện tích lớn.</em><br /> <br /> - Sai số cho phép khi kiểm tra cao độ sàn là bao nhiêu?<br /> Thông thường yêu cầu sai số trong khoảng ±2 mm, tùy tiêu chuẩn thiết kế và yêu cầu của chủ đầu tư.<br /> <br /> - Khoảng cách đo tối đa từ máy thủy bình đến mia là bao nhiêu?<br /> <em>Khuyến nghị không vượt quá 40 m để đảm bảo kiểm soát sai số.</em><br /> <br /> - Có cần kiểm tra cao độ sàn trước khi hoàn thiện không?<br /> <em>Có. Việc kiểm tra sớm giúp xử lý sai lệch trước khi hoàn thiện, giảm rủi ro và chi phí sửa chữa.</em></span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Máy thủy bình 2.jpg" style="width: 800px; height: 419px;" /></span></span></p> ', 'images' => '202601221130150949baaf0ec2674bbe7f30c4972319a8.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy thủy bình', 'meta_key' => 'Máy thủy bình, máy thủy bình điện tử, đo cao độ, cao độ công trình, thi công nhà xưởng, đo chênh cao, Leica, Nikon, Topcon, Trimble', 'meta_des' => 'Máy thủy bình, máy thủy bình điện tử, đo cao độ, cao độ công trình, thi công nhà xưởng, đo chênh cao, Leica, Nikon, Topcon, Trimble', 'created' => '2026-01-22', 'modified' => '2026-02-02', 'status' => '1', 'view' => '4010', 'slug' => 'kiem-tra-cao-do-san-nha-xuong-bang-may-thuy-binh-giai-phap-chinh-xac-cho-thi-cong-cong-nghiep', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '509', 'rght' => '510', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 5 => array( 'Post' => array( 'id' => '797', 'name' => 'Máy toàn đạc Leica: chọn FlexLine, TS, Nova hay MS?', 'code' => null, 'alias' => 'may-toan-dac-leica-chon-flexline-ts-nova-hay-ms', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với dải sản phẩm trải rộng từ FlexLine → TS → Nova → MS (MultiStation), Leica Geosystems mang đến nhiều lựa chọn, nhưng cũng khiến không ít anh em băn khoăn: <em>công trình của mình nên dùng dòng nào là hợp lý nhất?</em></span></span>', 'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong trắc địa – xây dựng hiện nay, việc lựa chọn máy toàn đạc điện tử Leica phù hợp với từng loại công trình đóng vai trò then chốt, ảnh hưởng trực tiếp đến độ chính xác, hiệu suất thi công và chi phí đầu tư.<br /> <br /> Với dải sản phẩm trải rộng từ FlexLine → TS → Nova → MS (MultiStation), Leica Geosystems mang đến nhiều lựa chọn, nhưng cũng khiến không ít anh em băn khoăn: công trình của mình nên dùng dòng nào là hợp lý nhất?<br /> <br /> Bài viết dưới đây sẽ giúp bạn so sánh rõ ưu – nhược điểm từng dòng máy toàn đạc Leica, đồng thời gợi ý chọn máy đúng nhu cầu thực tế tại Việt Nam.</span></span></em><br /> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Máy toàn đạc Leica FlexLine (TS03, TS07, TS10…)</span></span></h2> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu hình đơn giản, dễ sử dụng, phù hợp nhiều đối tượng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi phí đầu tư thấp hơnso với các dòng tự động/robot.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đáp ứng tốt các công việc khảo sát – trắc địa cơ bản.</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần lớn thao tác thủ công.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không có motor, ATR, tự động khóa prism.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu suất đo và tốc độ làm việc thấp hơn dòng TS và Nova.</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo đạc địa chính, lập bản đồ nền.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công tác đo nhỏ lẻ, khối lượng không lớn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đơn vị cần máy toàn đạc Leica bền – ổn định – dễ dùng.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Nếu chỉ cần đo khảo sát cơ bản, Leica FlexLine là lựa chọn kinh tế và đủ dùng.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Máy toàn đạc Leica TS (TS13, TS20…)</span></span></h2> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức độ tự động hóa cao, có phiên bản robot.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác góc và EDM ổn định, phù hợp thi công.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ phần mềm Captivate, dễ tích hợp GNSS/RTK.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm thao tác thủ công, tăng tốc độ bố trí và đo kiểm.</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giá cao hơndòng FlexLine.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với model cao cấp (TS20) cần tính thêm phụ kiện robot (prism, tripod, pin, tay cầm).</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xây dựng dân dụng, công trình nhỏ và vừa.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công tác bố trí công trình, đo kiểm hình học.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi cần độ chính xác và hiệu suất cao hơn FlexLine.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Dòng TS là lựa chọn cân bằng giữa độ chính xác – tiện lợi – chi phí.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Máy toàn đạc Leica Nova (TS60, TM60…)</span></span></h2> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công nghệ robot hiện đại, động cơ chính xác cao.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động khóa mục tiêu, đo nhanh, ổn định.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều tính năng nâng cao:</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Multi-target</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo khoảng cách dài</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tích hợp GNSS / Sensor / Monitoring</span></span></li> </ul> </li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi phí đầu tư cao, yêu cầu người vận hành có chuyên môn tốt.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi phí vận hành (pin, phụ kiện, bảo trì) lớn hơn các dòng thấp.</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công trình lớn: cầu, đường, hầm, metro.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dự án hạ tầng quy mô lớn, yêu cầu độ tin cậy cao.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan trắc biến dạng, đo lặp chính xác dài hạn.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Với dự án quy mô lớn, Leica Nova là “xương sống” về độ chính xác và tự động hóa.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Máy toàn đạc Leica MS – MultiStation (MS60)</span></span></h2> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp toàn đạc + quét 3D + GNSS trong một thiết bị.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thu thập dữ liệu 3D dày, nhanh, giảm nhân lực.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất mạnh cho khảo sát hiện trạng và địa hình phức tạp.</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giá rất cao.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu hậu xử lý phức tạp, cần kỹ năng chuyên sâu.</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dự án cần dữ liệu 3D chi tiết.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy hoạch, khảo sát hạ tầng phức tạp.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công tác đo đạc + bản đồ + mô hình số trong một workflow.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> MS là giải pháp cao cấp nhất cho bài toán 3D và dữ liệu lớn.<br /> </span></span><br /> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Gợi ý chọn máy toàn đạc điện tử Leica theo nhu cầu</span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát đất đai, địa chính, bản đồ nền → <em>Leica FlexLine</em> hoặc <em>TS (model cơ bản).</em></span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xây dựng dân dụng, công trình nhỏ & vừa, bố trí thiết kế → <em>Leica TS</em> hoặc <em>Nova</em> (tùy yêu cầu độ chính xác).</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công trình giao thông, cầu hầm, hạ tầng phức tạp → <em>Leica Nova</em> hoặc <em>MS (MultiStation / Robot).</em></span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát địa hình phức tạp, cần dữ liệu 3D, đo nhanh nhiều điểm → <em>Leica MS – MultiStation.</em></span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>BẢNG SO SÁNH THÔNG SỐ LEICA FLEXLINE – TS – NOVA</strong></span></span><br /> <br /> <table border="0" cellpadding="0" cellspacing="3" style="width: 100%"> <thead> <tr> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tiêu chí</strong></span></span></th> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS03</strong></span></span></th> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS07</strong></span></span></th> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS10</strong></span></span></th> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS13</strong></span></span></th> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20</strong></span></span></th> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nova TM60</strong></span></span></th> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nova TS60</strong></span></span></th> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nova MS60</strong></span></span></th> </tr> </thead> <tbody> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác góc</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5″, 1″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo lăng kính</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.8–10,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5–10,000 m</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác đo gương</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1 mm+1 ppm</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>0.6 mm+1ppm</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo không gương</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">800 m (R800) / 1,600 m (R1600)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2,000 m</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác không gương</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm 2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Màn hình</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5″ đơn sắc</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5″ màu</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA (tuỳ chọn)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Kết nối có dây</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Ethernet / USB-C</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Bluetooth / WLAN</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Dữ liệu di động (4G)</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>AutoHeight</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera tổng quan</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera kính ngắm</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>SmartStation GNSS</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tiêu chí</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS03</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS07</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS10</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS13</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS20</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Nova TM60</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Nova TS60</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Nova MS60</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác góc</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5″, 1″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo lăng kính</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.8–10,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5–10,000 m</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác đo gương</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.6 mm + 1 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo không gương</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">800 m (R800) / 1,600 m (R1600)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2,000 m</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác không gương</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Màn hình</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5″ đơn sắc</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5″ màu</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA (tuỳchọn)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Kết nối có dây</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Ethernet / USB-C</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Bluetooth / WLAN</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Dữ liệu di động (4G)</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>AutoHeight</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera tổng quan</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera kính ngắm</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>SmartStation GNSS</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Động cơ (Robot)</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">DC Motor</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Brushless Direct Drives</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Piezo drives</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Piezo drives</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Piezo drives</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>ATR / Tracking</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (R1000)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">AI-powered ATR</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Prism Fast Search</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Scanning 3D</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (30,000 pts/s)</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Điều khiển từ xa</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hỗ trợ AP20</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">AP20 ID</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">AP20 ID + AutoPole</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hệ điều hành</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">FlexField</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">FlexField</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">FlexField</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate (Loc8 / GeoCloud Protect)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Thời lượng pin</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 h</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 h</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 h</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">8–19 h</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~5 h</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~8 h</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~9 h</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~9 h</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Trọng lượng</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.3 kg</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.3 kg</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.4 kg</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.8 kg</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5.0 kg</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">7.2 kg</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">7.3 kg</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">7.6 kg</span></span></td> </tr> </tbody> </table> <p> </p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/so-sanh-may-toan-dac-dien-tu-leica-FlexLine-TS-Nova-MS.jpg" style="width: 800px; height: 463px;" /></span></span> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. Câu hỏi thường gặp về máy toàn đạc Leica (FAQ)</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6.1 Máy toàn đạc Leica FlexLine có đủ dùng cho địa chính không?<br /> → Có. Với đo địa chính và bản đồ nền, FlexLine đáp ứng tốt và tiết kiệm chi phí.<br /> <br /> 6.2 Khi nào nên chọn TS thay vì FlexLine?<br /> → Khi cần độ chính xác cao hơn, thao tác nhanh hơn và giảm nhân lực.<br /> <br /> 6.3 Leica Nova có phù hợp công trình dân dụng không?<br /> → Phù hợp nếu công trình yêu cầu độ chính xác rất cao hoặc quan trắc.<br /> <br /> 6.4 MultiStation MS60 có thay thế máy quét laser không?<br /> → MS60 không thay thế hoàn toàn TLS chuyên dụng, nhưng rất hiệu quả cho khảo sát 3D kết hợp đo toàn đạc.<br /> <br /> >>> <u><strong>Tổng kết:</strong></u></span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo khảo sát cơ bản→ <em>FlexLine là đủ.</em></span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cân bằng giữa chính xác & tiện lợi→ <em>TS là lựa chọn hợp lý.</em></span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công trình lớn, yêu cầu cao→ <em>Nova hoặc MS.</em></span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Liên hệ <a href="https://tracdiathanhdat.vn/"><strong>Trắc Địa Thành Đạt </strong></a>để được tư vấn chọn máy toàn đạc Leica phù hợp đúng công trình – đúng ngân sách – đúng nhu cầu thực tế tại Việt Nam!<br /> </span></span>', 'images' => '202601210935384ebac4c3fe54ae49d9e64370bfd51ec3.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy toàn đạc điện tử', 'meta_key' => 'Máy toàn đạc, máy toàn đạc điện tử, total station, maytoandacLeica, máy toàn đạc điện tử Leica, Leica geosystem, LeicaFlexLine, LeicaTS, LeicaNova, LeicaMS, MultiStation, TS03, TS07, TS10, TS13, TS20, TS60, TM60, MS60', 'meta_des' => 'Máy toàn đạc, máy toàn đạc điện tử, total station, maytoandacLeica, máy toàn đạc điện tử Leica, Leica geosystem, LeicaFlexLine, LeicaTS, LeicaNova, LeicaMS, MultiStation, TS03, TS07, TS10, TS13, TS20, TS60, TM60, MS60', 'created' => '2026-01-21', 'modified' => '2026-02-02', 'status' => '1', 'view' => '576', 'slug' => 'may-toan-dac-leica-chon-flexline-ts-nova-hay-ms', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '507', 'rght' => '508', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 6 => array( 'Post' => array( 'id' => '796', 'name' => 'Cập nhật firrmware RTK qua WEB UI', 'code' => null, 'alias' => 'cap-nhat-firrmware-rtk-qua-web-ui', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Cập nhật firmware RTK qua Web UI – Hướng dẫn chi tiết & lưu ý kỹ thuật</span><br /> ', 'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong quá trình sử dụng máy GNSS RTK, việc cập nhật firmware bộ thu GNSS đóng vai trò đặc biệt quan trọng nhằm:</span></span></em><br /> <ul> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tối ưu khả năng FIX và độ ổn định khi đo RTK</span></span></em></li> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khắc phục các lỗi tồn tại trong firmware cũ</span></span></em></li> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bổ sung hoặc cải thiện các tính năng mới như IMU, radio, AR, giao tiếp dữ liệu…</span></span></em></li> </ul> <br /> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tuy nhiên, cập nhật firmware KHÔNG phải là cập nhật ứng dụng Android (APK), mà là nâng cấp hệ thống điều khiển lõi của bộ thu GNSS, tác động trực tiếp đến khả năng định vị và hoạt động RTK. Nếu thực hiện không đúng quy trình hoặc sử dụng firmware không phù hợp, thiết bị có thể phát sinh các lỗi nghiêm trọng như mất FIX, treo hệ thống, không khởi động hoặc không thể kết nối RTK.<br /> <br /> Hiện nay, nhiều dòng máy RTK đã hỗ trợ cập nhật firmware thông qua Web UI – giao diện quản lý nội bộ cho phép truy cập trực tiếp bằng trình duyệt web. Phần nội dung dưới đây tổng hợp cách các hãng GNSS phổ biến triển khai Web UI, quy trình cập nhật firmware, đồng thời hướng dẫn kết nối và sử dụng Web UI một cách an toàn, đúng kỹ thuật.<br /> </span></span></em> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Web UI trong máy RTK GNSS là gì?</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Web UI (Web-based User Interface) là giao diện quản lý nội bộ của bộ thu RTK, cho phép người dùng:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối trực tiếp với thiết bị qua WiFi hoặc mạng LAN</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Truy cập bằng trình duyệt web (Chrome, Edge, Safari…)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xem thông tin thiết bị và trạng thái GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu hình các tham số hệ thống</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật firmware bộ thu GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải dữ liệu đo, dữ liệu thô và nhật ký hệ thống</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Web UI mang lại sự tiện lợi lớn trong môi trường hiện trường, tuy nhiên cũng tiềm ẩn rủi ro nếu người dùng không hiểu rõ cách triển khai Web UI của từng hãng GNSS.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Cập nhật Firmware RTK qua Web UI theo từng hãng GNSS</span></span></h2> <br /> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.1. eFix GNSS – Web UI trong hệ sinh thái Android</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Web UI của eFix GNSS cho phép:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra thông tin thiết bị (model, serial, firmware)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo dõi trạng thái GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thực hiện cập nhật firmware bộ thu</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cách truy cập Web UI eFix</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối WiFi do bộ thu eFix phát</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở trình duyệt và truy cập IP mặc định của thiết bị</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">LƯU Ý: Firmware eFix phụ thuộc rất chặt vào model và đời mainboard. Việc cài sai firmware có thể khiến máy không boot được hoặc hoạt động không ổn định.<br /> <em>(Nguồn tham khảo: eFix GNSS – Firmware & User Guidance chính hãng).</em><br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.2. Meridian GNSS – Web UI trực quan với IP mặc định</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Meridian GNSS tích hợp Web UI nội bộ cho phép:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xem thông tin thiết bị và trạng thái GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu hình các tham số cơ bản</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật firmware trực tiếp qua Web UI</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cách truy cập</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối WiFi do bộ thu phát</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở trình duyệt và nhập: http://192.168.10.1</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Khuyến nghị: Chỉ sử dụng firmware chính hãng từ nhà sản xuất hoặc đại lý ủy quyền để đảm bảo tính tương thích và ổn định lâu dài.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.3. eSurvey / SurPad – Cập nhật firmware qua Web UI</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trên các bộ thu RTK eSurvey, Web UI (kết hợp với hệ thống SurPad / E-Survey) cho phép:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra trạng thái GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập các tham số cơ bản</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật firmware từ tab “Management”</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Người dùng truy cập Web UI bằng cách kết nối WiFi bộ thu và mở trình duyệt tương tự các hãng khác.<br /> <em>(Nguồn tham khảo: Hướng dẫn sử dụng Web UI trên máy RTK eSurvey).</em><br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.4. GeoMate GNSS – Web UI có nhưng cần thận trọng</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với GeoMate GNSS, Web UI chủ yếu dùng để:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản lý thiết bị</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu hình cơ bản hệ thống</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiện các tài liệu công bố chưa mô tả chi tiết quy trình cập nhật firmware trực tiếp qua Web UI.<br /> <br /> > Khuyến nghị khi cập nhật firmware GeoMate:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ tải firmware từ nguồn chính hãng</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra chính xác model + phiên bản firmware hiện tại trước khi cài đặt</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.5. Trimble – Web UI có kiểm soát chặt từ hãng</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trimble hỗ trợ cập nhật firmware GNSS qua Web UI chính thức, với quy trình rõ ràng:</span></span><br /> <ol> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Truy cập Web UI của bộ thu</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn Firmware → Install New Firmware</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn file firmware tải từ trang hỗ trợ Trimble</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cài đặt và khởi động lại thiết bị</span></span></li> </ol> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trimble kiểm soát firmware theo model và serial, giúp giảm nguy cơ cài sai.<br /> <em>(Nguồn tham khảo: Trimble Receiver Help Portal).</em><br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.6. Leica Geosystems – Hạn chế Web UI, ưu tiên quy trình chuẩn</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khác với nhiều hãng khác, Leica Geosystems không khuyến khích cập nhật firmware trực tiếp qua Web UI. Thay vào đó:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Firmware đi kèm Captivate Release Notes</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật theo quy trình chính hãng (qua thẻ SD hoặc bộ điều khiển)</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Nguồn tham khảo: Leica Captivate Manual & Release Notes.</em><br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Kết nối máy tính, điện thoại, máy tính bảng với máy RTK qua Web UI</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hầu hết các bộ thu GNSS RTK hiện đại đều hoạt động như một điểm phát WiFi nội bộ (WiFi Hotspot). Người dùng có thể kết nối bằng PC, điện thoại hoặc máy tính bảng để truy cập Web UI mà không cần cài thêm phần mềm.<br /> <br /> Các bước truy cập Web UI (ví dụ trên PC)</span></span><br /> <br /> <ol> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối WiFi do bộ thu RTK phát: Tên WiFi thường là Serial Number (SN)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở trình duyệt web</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhập địa chỉ: http://192.168.10.1</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đăng nhập Web UI: Mật khẩu mặc định: password (có thể thay đổi).</span></span></li> </ol> <h2> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">4. Các chức năng chính trong Web UI của máy RTK </span></h2> <p> <em><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Dựa trên </span><span style="font-size: 12px;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">giao diện Web UI dòng máy RTK của hãng eSurvey và các dòng máy tương tự</span></span>)</span></em></p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.1 Tab Position – Định vị & trạng thái GNSS</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chế độ làm việc: Base / Rover / Static</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tọa độ (kinh, vĩ, cao độ)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trạng thái nghiệm: Fix / Float / Single</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số vệ tinh theo dõi</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PDOP, HDOP, TDOP, HRMS, VRMS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giờ địa phương & múi giờ</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bắt đầu / dừng ghi dữ liệu đo tĩnh</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-position1.jpg" style="width: 600px; height: 405px;" /></span></span><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.2 Tab Data Link – Liên kết dữ liệu</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bluetooth</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Radio</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Network / SIM</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-position-1.jpg" style="width: 600px; height: 405px;" /><br /> 4.3 Tab Satellites – Vệ tinh</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan sát số vệ tinh</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phân bố vệ tinh theo hệ</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập góc ngưỡng vệ tinh</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-ve-tinh 3.jpg" style="width: 600px; height: 407px;" /><br /> 4.4 Tab Information – Thông tin thiết bị</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS receiver, anten</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mainboard</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UHF, Network module</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-thong-tin 4.jpg" style="width: 600px; height: 404px;" /><br /> 4.5 Tab Working Mode – Chế độ làm việc</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn Base / Rover / Static</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phương thức kết nối tương ứng</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-thiet-lap-che-do-lam-viec 5.jpg" style="width: 600px; height: 407px;" /><br /> 4.6 Tab Satellite Settings – Thiết lập thu vệ tinh</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GPS, GLONASS, BeiDou, Galileo, SBAS, QZSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK timeout</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chế độ FIX chính xác cao</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-satellite-setting 6.jpg" style="width: 600px; height: 403px;" /><br /> 4.7 Tab Device Configuration – Cấu hình thiết bị</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Time zone</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">IMU output</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Baud rate cổng serial</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Âm thanh, cảnh báo Base</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ nhớ, debug</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động bật/tắt nguồn</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chia sẻ Internet qua WiFi hotspot</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-device-configuration 7.jpg" style="width: 600px; height: 403px;" /><br /> 4.8 Tab NMEA Message – Dữ liệu NMEA</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu hình NMEA qua Bluetooth / cổng 5-pin</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS PPP output</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ghi NMEA</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-nmea-message8.jpg" style="width: 600px; height: 403px;" /><br /> 4.9 Tab View Log – Nhật ký</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xem & tải log ứng dụng, log hệ điều hành</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-view-log 9.jpg" style="width: 600px; height: 403px;" /><br /> 4.10 Tab Raw Data – Dữ liệu thô</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải raw GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuyển đổi RINEX</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải nhiều file</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-raw-data 10.jpg" style="width: 600px; height: 403px;" /><br /> 4.11 Tab Backup Data – Sao lưu</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải hoặc xóa dữ liệu điểm</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-backup-data 11.jpg" style="width: 600px; height: 403px;" /><br /> 4.12 Tab Management – Quản lý thiết bị</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cài đặt firmware mới</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đăng ký thiết bị / GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập bảo mật</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định dạng bộ nhớ</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự kiểm tra</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khôi phục cài đặt gốc</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khởi động lại bộ thu</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/tab-management 12.jpg" style="width: 600px; height: 403px;" /><br /> <br /> >>> Việc cập nhật firmware thông qua Web UI tác động trực tiếp đến hệ thống lõi của bộ thu GNSS. Người dùng chỉ nên thực hiện khi đã xác định đúng model, đúng firmware và đúng quy trình của nhà sản xuất.<br /> Cập nhật firmware đúng cách – đúng nguồn – đúng thời điểm sẽ giúp hệ thống RTK hoạt động ổn định, tối ưu khả năng FIX và hạn chế tối đa rủi ro ngoài thực tế.<br /> </span></span><br /> ', 'images' => '202601191058403cdbfac574ba000accb0ead9377f4654.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy RTK', 'meta_key' => 'Máy RTK, GNSS, FirmwareRTK, WebUI,TracDiaThanhDat,Leica, Trimble, eFix, Meridian, eSurvey, GeoMate', 'meta_des' => 'Máy RTK, GNSS, FirmwareRTK, WebUI,TracDiaThanhDat,Leica, Trimble, eFix, Meridian, eSurvey, GeoMate', 'created' => '2026-01-19', 'modified' => '2026-02-01', 'status' => '1', 'view' => '621', 'slug' => 'cap-nhat-firrmware-rtk-qua-web-ui', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '505', 'rght' => '506', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 7 => array( 'Post' => array( 'id' => '795', 'name' => 'MÚI CHIẾU 3° VÀ 6° TRONG HỆ TỌA ĐỘ VN-2000', 'code' => null, 'alias' => 'mui-chieu-3°-va-6°-trong-he-toa-do-vn-2000', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu 3° và 6° trong hệ tọa độ VN-2000 <br /> <em>(Góc nhìn theo Thông tư 973/2001/TT-TCĐC)</em></span></span>', 'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong lĩnh vực trắc địa, GIS và xây dựng, việc lựa chọn và sử dụng múi chiếu bản đồ có ảnh hưởng trực tiếp đến độ chính xác hình học, sai số biến dạng và tính pháp lý của dữ liệu không gian. Trong thực tế, các khái niệm múi chiếu 3°, múi chiếu 6°, UTM và VN-2000 đôi khi bị sử dụng chưa thống nhất, dẫn đến nhầm lẫn trong áp dụng và trao đổi kỹ thuật.<br /> <br /> Bài viết này trình bày và làm rõ vấn đề múi chiếu 3° và 6° trong hệ tọa độ quốc gia VN-2000, dựa trên Thông tư 973/2001/TT-TCĐC và bản chất của phép chiếu Transverse Mercator, nhằm giúp người sử dụng hiểu đúng và áp dụng phù hợp trong từng bài toán cụ thể.<br /> </span></span></em> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Múi chiếu bản đồ là gì?</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu bản đồ là phần bề mặt Trái Đất được giới hạn bởi hai đường kinh tuyến, được biểu diễn lên mặt phẳng thông qua một phép chiếu bản đồ xác định.<br /> <br /> Việc chia bề mặt Trái Đất thành các múi chiếu giúp:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm sai số biến dạng khi chiếu từ mặt cong sang mặt phẳng,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thuận tiện cho đo đạc, tính toán và thành lập bản đồ,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp với từng quy mô và mục đích sử dụng khác nhau.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế trắc địa và bản đồ học, phép chiếu hình trụ ngang đồng góc (Transverse Mercator) là một trong những phép chiếu được sử dụng phổ biến nhất, đặc biệt đối với các múi chiếu 3° và 6°.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Quy định về múi chiếu trong hệ tọa độ VN-2000</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo Thông tư 973/2001/TT-TCĐC của Tổng cục Địa chính, khi áp dụng Hệ quy chiếu và Hệ tọa độ quốc gia VN-2000: <em>“Hệ tọa độ quốc gia VN-2000 được xây dựng trên phép chiếu hình trụ ngang đồng góc (Transverse Mercator) và cho phép áp dụng các múi chiếu 3° hoặc 6° tùy theo mục đích và quy mô bản đồ.”</em><br /> <br /> Từ quy định này có thể khẳng định:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ tọa độ VN-2000 cho phép sử dụng cả múi chiếu 3° và múi chiếu 6°,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc lựa chọn múi chiếu không mang tính tùy tiện, mà phải phù hợp với mục đích sử dụng và quy mô bản đồ.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế trắc địa và bản đồ học, phép chiếu hình trụ ngang đồng góc (Transverse Mercator) là một trong những phép chiếu được sử dụng phổ biến nhất, đặc biệt đối với các múi chiếu 3° và 6°.</span></span> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Múi chiếu 6° (UTM) – Phạm vi khu vực và liên tỉnh</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu 6° có bề rộng 6 độ kinh độ, thường được biết đến rộng rãi thông qua hệ thống UTM (Universal Transverse Mercator).<br /> <br /> 3.1 Đặc điểm chính</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ diện tích rộng,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thuận lợi cho các bài toán bản đồ và GIS quy mô lớn,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số biến dạng tăng dần khi khoảng cách tới kinh tuyến trục tăng.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 Phạm vi ứng dụng<br /> <br /> Múi chiếu 6° phù hợp cho:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản đồ quốc gia, vùng, liên tỉnh,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các hệ thống GIS tổng hợp,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy hoạch không gian, hạ tầng quy mô lớn.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu ý: UTM không phải là một hệ tọa độ riêng, mà là cách tổ chức múi chiếu 6° của phép chiếu Transverse Mercator, thường được sử dụng cùng hệ quy chiếu WGS84 trong thông lệ quốc tế.<br /> </span></span> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Utm-zones(1).jpg" style="width: 800px; height: 400px;" /></span></span></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Múi chiếu 3° – Tiêu chuẩn cho đo đạc chính xác</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu 3° có bề rộng hẹp hơn, giúp giảm đáng kể sai số biến dạng so với múi 6°.<br /> <br /> 4.1 Đặc điểm chính</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác hình học cao,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Biến dạng chiều dài và diện tích nhỏ,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp cho các bài toán yêu cầu độ chính xác cao.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.2 Phạm vi ứng dụng<br /> <br /> Trong hệ tọa độ VN-2000, múi chiếu 3° thường được sử dụng cho:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo vẽ địa chính,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản đồ tỷ lệ lớn,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bố trí và thi công công trình,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hồ sơ pháp lý đất đai.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi sử dụng VN-2000, bắt buộc phải xác định rõ múi chiếu và kinh tuyến trục, vì đây là tham số pháp lý của hệ tọa độ, không được mặc định như trong hệ UTM.<br /> </span></span><br /> <br /> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Nhận định thực tế tại Việt Nam</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế đo đạc tại Việt Nam:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">VN-2000 múi chiếu 3° là lựa chọn chủ đạo cho công tác địa chính và xây dựng,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu 6° (UTM) chủ yếu phù hợp cho bản đồ khu vực – vùng và các bài toán GIS tổng hợp.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc sử dụng đúng múi chiếu giúp đảm bảo:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác kỹ thuật,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính thống nhất dữ liệu,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sự phù hợp với quy định pháp lý hiện hành.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> <strong>>>> Tóm lại: </strong></span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ tọa độ quốc gia VN-2000 cho phép sử dụng cả múi chiếu 3° và 6° theo Thông tư 973/2001/TT-TCĐC.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu 6° (UTM) phù hợp cho bản đồ khu vực và liên tỉnh.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu 3° được ưu tiên cho đo đạc chính xác, địa chính và công trình.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UTM là cách tổ chức múi chiếu, trong khi VN-2000 là hệ tọa độ quốc gia – hai khái niệm này không nên sử dụng thay thế cho nhau.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiểu đúng và sử dụng đúng múi chiếu là điều kiện quan trọng để đảm bảo độ chính xác kỹ thuật và tính pháp lý của mọi sản phẩm đo đạc và bản đồ.<br /> <br /> <em>>>> Tài liệu tham khảo:</em></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Thông tư 973/2001/TT-TCĐC – Hướng dẫn áp dụng Hệ quy chiếu và Hệ tọa độ quốc gia VN-2000</em></span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Tài liệu chuyên ngành về phép chiếu Transverse Mercator / UTM</em></span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em><img alt="" src="/admin/webroot/upload/image/images/Kinh tuyến trục.jpg" style="width: 747px; 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Tín hiệu GNSS thô (không hiệu chỉnh) thường chỉ đạt độ chính xác khoảng 5–10 mét, không đáp ứng yêu cầu của các lĩnh vực như nông nghiệp chính xác, trắc địa, robot tự hành, xe tự lái,… Bằng cách tính toán và áp dụng các hiệu chỉnh sai số lên tín hiệu GNSS, độ chính xác có thể được cải thiện gấp 100 lần, đạt mức centimet.</span></span>', 'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Hiệu chỉnh GNSS là yếu tố then chốt để đạt được định vị độ chính xác cao. Tín hiệu GNSS thô (không hiệu chỉnh) thường chỉ đạt độ chính xác khoảng 5–10 mét, không đáp ứng yêu cầu của các lĩnh vực như nông nghiệp chính xác, trắc địa, robot tự hành, xe tự lái,… Bằng cách tính toán và áp dụng các hiệu chỉnh sai số lên tín hiệu GNSS, độ chính xác có thể được cải thiện gấp 100 lần, đạt mức centimet.</em><br /> <br /> Bài viết này trình bày các phương pháp hiệu chỉnh GNSS chính:</span></span><br /> <ul> <li> <strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">DGNSS (GNSS vi sai)</span></span></em></strong></li> <li> <strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SBAS (Hệ thống tăng cường vệ tinh)</span></span></em></strong></li> <li> <strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK (Động học thời gian thực)</span></span></em></strong></li> <li> <strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP (Định vị điểm chính xác)</span></span></em></strong></li> <li> <strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP-RTK</span></span></em></strong></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đồng thời phân tích đặc điểm, ưu nhược điểm và phạm vi ứng dụng của từng phương pháp, cũng như cách lựa chọn phương án phù hợp.<br /> </span></span> <p> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS định vị tiêu chuẩn hoạt động như thế nào?</span></span></strong><br /> </p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tín hiệu GNSS thô từ mỗi vệ tinh mang một mã giả ngẫu nhiên (PRN), cung cấp ba thông tin chính:</span></span><br /> <ul> <li> <strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ai: định danh vệ tinh.</span></span></em></strong></li> <li> <strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ở đâu: vị trí quỹ đạo.</span></span></em></strong></li> <li> <strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi nào: thời điểm phát tín hiệu.</span></span></em></strong></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy thu GNSS so sánh mã PRN nhận được với mã PRN nội sinh của nó để xác định thời gian truyền tín hiệu, từ đó tính ra khoảng cách giả (pseudorange). Khi có khoảng cách đến ít nhất 4 vệ tinh, máy thu có thể xác định vị trí 3D của mình.<br /> <br /> Tín hiệu GNSS bị ảnh hưởng bởi nhiều nguồn sai số:</span></span><br /> <ul> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tầng điện ly & đối lưu làm chậm và bẻ cong tín hiệu.</span></span></em></li> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đồng hồ & quỹ đạo vệ tinh.</span></span></em></li> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đa đường (multipath) do phản xạ từ nhà cửa, cây cối.</span></span></em></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tổng sai số dẫn đến độ chính xác chỉ khoảng 5–10 m. Từ đây, các phương pháp hiệu chỉnh GNSS ra đời để giảm và loại bỏ các sai số này.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Differential GNSS (DGNSS – GNSS vi sai)</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguyên lý:</strong><br /> Định vị tương đối bằng cách so sánh số liệu giữa máy rover và trạm tham chiếu có tọa độ đã biết chính xác.<br /> <br /> <strong>Cách hoạt động:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trạm base tính sai số pseudorange cho từng vệ tinh</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phát các hiệu chỉnh này cho rover</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rover áp dụng hiệu chỉnh để loại bỏ sai số chung</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác</strong>: Dưới 1 mét<br /> <br /> <strong>Ưu điểm</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dễ triển khai</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiêu thụ điện thấp</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian hội tụ nhanh</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác thấp hơn RTK/PPP</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phụ thuộc khoảng cách đến trạm base</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng: </span></span></strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Hàng hải, n</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">ông nghiệp mức cơ bản, t</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">hiết bị GNSS pin nhỏ.</span> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/GNSSCorrections-Types-SBAS-2-1024x683.jpg" style="width: 800px; height: 534px;" /></span></span></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. SBAS – Hệ thống tăng cường vệ tinh</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguyên lý</strong>: Tương tự DGNSS nhưng hiệu chỉnh được t</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">ính toán tập trung và p</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">hát qua vệ tinh địa tĩnh.</span><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ví dụ SBAS:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">WAAS (Mỹ)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">EGNOS (Châu Âu)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">MSAS (Nhật Bản)</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác</strong>: ~1–3 m<br /> <br /> <strong>Ưu điểm</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Miễn phí</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ rộng khu vực lớn</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không cần base cục bộ</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác hạn chế</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khó thu vệ tinh địa tĩnh ở đô thị / vĩ độ cao</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng: </span></span></strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Hàng không, </span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Hàng hải, </span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Nông nghiệp quy mô lớn.</span> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. RTK – Real-Time Kinematic</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguyên lý: </strong>Sử dụng đo pha sóng mang (carrier-phase) kết hợp hiệu chỉnh thời gian thực từ trạm base.<br /> <br /> <strong>Đặc điểm kỹ thuật:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bước sóng L1 GPS ≈ 19 cm</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giải ẩn số nguyên (integer ambiguity)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sử dụng double differencing + thuật toán LAMBDA</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác</strong>: 1–2 cm<br /> <br /> <strong>Thời gian fix</strong>: vài giây<br /> <br /> <strong>Ưu điểm: </strong></span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Độ chính xác cao nhất, h</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">ội tụ cực nhanh</span><br /> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi giới hạn (≈ 20–30 km)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần kết nối ổn định (radio / NTRIP)</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc địa</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thi công – stakeout</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Robot, UAV</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nông nghiệp chính xác</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. PPP – Precise Point Positioning</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguyên lý</strong>: Định vị tuyệt đối bằng cách áp dụng:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quỹ đạo vệ tinh chính xác</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đồng hồ vệ tinh chính xác</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô hình khí quyển toàn cầu</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đặc điểm:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không cần trạm base cục bộ</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hội tụ bằng cách tự giải ẩn số pha</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác</strong>: cm (tĩnh)<br /> <br /> <strong>Thời gian hội tụ</strong>: 10–30 phút<br /> <br /> <strong>Ưu điểm</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ toàn cầu</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp vùng xa, biển khơi</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hội tụ chậm</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không phù hợp ứng dụng cần real-time</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hàng hải – ngoài khơi</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoa học – địa vật lý</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo đạc khu vực hẻo lánh</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. PPP-RTK – Phương pháp lai hiện đại</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguyên lý</strong>: Là sự kết hợp giữa:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh vệ tinh chính xác của PPP</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh khí quyển & pha kiểu RTK</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công nghệ cốt lõi:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SSR (State Space Representation)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Wide-lane ambiguity resolution (bước sóng dài → fix nhanh)</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác</strong>: 3–7 cm<br /> <br /> <strong>Thời gian hội tụ</strong>: 10–30 giây<br /> <br /> <strong>Ưu điểm</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhanh hơn PPP</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ rộng hơn RTK</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở rộng cho số lượng người dùng lớn</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần máy GNSS đa tần hiện đại</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác thấp hơn RTK cự ly ngắn</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xe tự lái – ADAS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UAV</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản lý đội xe</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nông nghiệp thông minh</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> <strong>BẢNG SO SÁNH </strong></span></span><br /> <br /> <table border="0" cellpadding="0" style="width: 100%"> <thead> <tr> <th> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phương pháp</span></span></th> <th> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác</span></span></th> <th> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian fix</span></span></th> <th> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi</span></span></th> </tr> </thead> <tbody> <tr> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS thường</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5–10 m</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vài giây</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn cầu</span></span></td> </tr> <tr> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SBAS</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1–3 m</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 s</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lục địa</span></span></td> </tr> <tr> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">DGNSS</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><1 m</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5–20 s</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cục bộ</span></span></td> </tr> <tr> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">~10 cm</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">10–30 phút</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn cầu</span></span></td> </tr> <tr> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP-RTK</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3–7 cm</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">10–30 s</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khu vực</span></span></td> </tr> <tr> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1–2 cm</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">~5 s</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">≤30 km</span></span></td> </tr> </tbody> </table> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> >>> Không có phương pháp hiệu chỉnh GNSS nào “tốt nhất cho mọi trường hợp”. Chỉ có phương pháp phù hợp nhất với yêu cầu công việc:</span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần nhanh – chính xác tuyệt đối → RTK</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần phủ rộng – không cần base → PPP / PPP-RTK</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần ổn định – tiết kiệm năng lượng → DGNSS / SBAS</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/Grey Minimalist Architecture Search Bar Facebook Cover (1).png" style="width: 800px; height: 451px;" /></span></span></p> ', 'images' => '20251222101550f3bda8482463fdd4796e4f3880688643.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy RTK', 'meta_key' => 'Máy RTK, hiệu chỉnh GNSS, CORS, VNGEONET, SBAS, DGNSS, PPP-RTK, hệ tọa độ, đo đạc, khảo sát', 'meta_des' => 'Máy RTK, hiệu chỉnh GNSS, CORS, VNGEONET, SBAS, DGNSS, PPP-RTK, hệ tọa độ, đo đạc, khảo sát', 'created' => '2025-12-22', 'modified' => '2026-02-02', 'status' => '1', 'view' => '1108', 'slug' => 'tim-hieu-cac-phuong-phap-hieu-chinh-gnss', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '501', 'rght' => '502', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 9 => array( 'Post' => array( 'id' => '792', 'name' => 'Stakeout bằng RTK GNSS và Toàn đạc điện tử', 'code' => null, 'alias' => 'stakeout-bang-rtk-gnss-va-toan-dac-dien-tu', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trong công tác stakeout (cắm điểm/định vị thi công), GNSS RTK và Toàn đạc điện tử đều là công cụ quan trọng — nhưng mỗi cái có đặc thù, ưu/nhược điểm và thời điểm sử dụng khác nhau. Không phải cái nào “tốt hơn”, mà là chọn đúng nơi – đúng lúc.</span>', 'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong công tác stakeout (cắm điểm/định vị thi công), GNSS RTK và Toàn đạc điện tử đều là công cụ quan trọng — nhưng mỗi cái có đặc thù, ưu/nhược điểm và thời điểm sử dụng khác nhau. Không phải cái nào “tốt hơn”, mà là chọn đúng nơi – đúng lúc.<br /> <br /> RTK GNSS là phương pháp định vị vệ tinh động thời gian thực, trong đó tọa độ điểm đo được xác định thông qua xử lý tín hiệu GNSS và hiệu chỉnh sai số từ trạm Base hoặc mạng CORS. Kết quả đo được thể hiện trong hệ tọa độ không gian toàn cầu hoặc hệ tọa độ quốc gia, phù hợp cho các bài toán định vị tổng thể, đo diện rộng và thiết lập khung khống chế ban đầu.<br /> <br /> Toàn đạc điện tử là thiết bị đo đạc sử dụng nguyên lý đo góc và khoảng cách để xác định vị trí điểm trong hệ tọa độ cục bộ hoặc hệ tọa độ công trình, dựa trên các điểm khống chế đã biết. Phương pháp này cho phép kiểm soát chặt chẽ hình học không gian, cao độ và sai số tương đối, đặc biệt hiệu quả trong các công trình yêu cầu độ chính xác cao.<br /> <br /> Chính sự khác biệt về nguyên lý đo và cách kiểm soát sai số khiến RTK GNSS và Toàn đạc điện tử không mang tính thay thế, mà thường được kết hợp trong cùng một workflow để đạt hiệu quả và độ tin cậy cao nhất.<br /> </span></span></em><br /> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Bảng so sánh tổng quan RTK GNSS vs Toàn đạc điện tử</span></span></h2> <br /> <table border="0" cellpadding="0"> <thead> <tr> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiêu chí</span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS</span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc điện tử</span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận xét kỹ thuật</span></span><br /> </th> </tr> </thead> <tbody> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản chất đo</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị tuyệt đối theo GNSS</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị tương đối trong mạng khống chế </span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Khác nhau về nguyên lý</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức cm (RTK Fix, môi trường tốt) </span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức mm (đo cạnh & góc)</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc vượt trội cho chi tiết</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tốc độ</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất nhanh, phù hợp diện rộng</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Chậm hơn do ngắm gương</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK có lợi thế tốc độ</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Vài km đến hàng chục km<br /> (Base–Rover / CORS) </span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">~500–1000 m, cần line-of-sight</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK phù hợp khu vực lớn</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cao độ & hình học </span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có thể biến động theo vệ tinh</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm soát cao độ rất tốt</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc an toàn cho cao độ</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhân lực</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Thường 1 người</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Thường 2 người (robot có thể 1)</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK tiết kiệm nhân lực</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính cơ động</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Gọn nhẹ, setup nhanh</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cồng kềnh hơn</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK linh hoạt hơn</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi phí</span></span></strong></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đầu tư cao hơn, có thể có phí<br /> CORS </span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ổn định, dễ kiểm soát</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tùy quy mô dự án</span></span></td> </tr> </tbody> </table> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <h2 style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Blue and White Neon Gradients Virtual Video Background (100)(2).png" style="width: 780px; height: 439px;" /></span></span></h2> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. So sánh ứng dụng thực tế theo từng tình huống công việc</span></span></h2> <br /> <table border="0" cellpadding="0"> <thead> <tr> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tình huống</span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS</span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc</span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận định</span></span><br /> </th> </tr> </thead> <tbody> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo diện rộng (ruộng, rừng, KCN) </span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo nhanh, không cần line-of-sight </span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Khó triển khai diện rộng</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS vượt trội</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo chi tiết công trình</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác cm, dễ nhiễu</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác mm, ổn định </span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc tốt hơn</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Khu đô thị nhiều nhà cao tầng</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Dễ bị che khuất vệ tinh</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không phụ thuộc vệ tinh</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc hiệu quả</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa hình mở</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tín hiệu tốt, đo rất nhanh</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo được nhưng chậm</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK thuận tiện</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Giám sát thi công hằng ngày</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Xác định mốc tổng thể</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra trục, cao độ</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nên kết hợp</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chính – bản đồ – nông nghiệp </span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất phù hợp cho diện rộng</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Bổ trợ khi cần chi tiết</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK là chủ đạo</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoàn công – nghiệm thu</span></span></strong></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra tổng thể</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Chính xác chi tiết</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc an toàn</span></span></td> </tr> </tbody> </table> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica_TS16_Carousel_Image_1_800x428.jpg" style="width: 763px; height: 408px;" /></span></span></p> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Workflow được áp dụng phổ biến trong công tác cắm điểm/định vị thi công </span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">thực tế</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> </span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo hướng dẫn ứng dụng của Leica Geosystems và Trimble, các dự án chuyên nghiệp thường áp dụng quy trình sau:</span></span> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.1 RTK GNSS</span></span></h3> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xác định hệ tọa độ,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Fix mốc khống chế,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập bản đồ nền, định vị tổng thể.</span></span></li> </ul> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 Toàn đạc điện tử</span></span></h3> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bố trí tim trục,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm soát cao độ,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Stakeout chi tiết,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoàn công – nghiệm thu.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đây là lý do vì sao RTK và Toàn đạc luôn đi cùng nhau trên công trường, chứ không cạnh tranh trực tiếp.</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS mạnh về tốc độ, phạm vi, tính cơ động.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc điện tử mạnh về độ chính xác, hình học, cao độ và độ tin cậy.</span></span></li> </ul> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/maxresdefault (1)(2).jpg" style="width: 780px; height: 439px;" /></p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không có thiết bị nào “tốt nhất cho mọi công việc”. Việc sử dụng đúng thiết bị cho đúng mục đích giúp:</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm sai số,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dễ bảo vệ số liệu khi nghiệm thu.</span></span></li> </ul> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Kết hợp công nghệ GNSS hiện đại với độ chính xác truyền thống của máy toàn đạc </span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">là xu hướng chung của các đội đo đạc chuyên nghiệp hiện nay.<br /> <br /> <em>>>> <u>Nguồn tham khảo:</u><br /> Leica Geosystems – GNSS vs Total Station Applications<br /> Trimble – Stakeout and Construction Surveying Guidelines<br /> Topcon – GNSS and Total Station Field Workflows</em><br /> </span></span>', 'images' => '202512170947176dafab5f86d9e5f32ba9ce303d86098f.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy RTK', 'meta_key' => 'Máy RTK, máy toàn đạc điện tử, máy toàn đạc Leica, máy toàn đạc Topcon, máy toàn đạc Nikon, máy toàn đạc Sokkia, đo đạc, khảo sát, GIS, BIM', 'meta_des' => 'Máy RTK, máy toàn đạc điện tử, máy toàn đạc Leica, máy toàn đạc Topcon, máy toàn đạc Nikon, máy toàn đạc Sokkia, đo đạc, khảo sát, GIS, BIM', 'created' => '2025-12-17', 'modified' => '2026-02-02', 'status' => '1', 'view' => '1630', 'slug' => 'stakeout-bang-rtk-gnss-va-toan-dac-dien-tu', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '499', 'rght' => '500', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ) ) $tinlq = array( (int) 0 => array( 'Post' => array( 'id' => '769', 'name' => 'Vùng chiếu 3° và 6° trong hệ tọa độ VN-2000 là gì? Vì sao Việt Nam chọn vùng chiếu 3°?', 'code' => null, 'alias' => 'vung-chieu-3°-va-6°-trong-he-toa-do-vn-2000-la-gi-vi-sao-viet-nam-chon-vung-chieu-3°', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bài viết này giúp bạn hiểu rõ sự khác biệt giữa vùng chiếu 3° và 6°, lý do Việt Nam sử dụng vùng chiếu 3° trong hệ VN-2000, và vai trò của kinh tuyến trục trong từng vùng chiếu.</span></span>', 'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong công tác đo đạc, bản đồ và quản lý đất đai, việc sử dụng đúng <strong>phép chiếu bản đồ</strong> và cấu hình đúng <strong>vùng chiếu</strong> là yếu tố then chốt giúp đảm bảo độ chính xác tọa độ. Hệ tọa độ quốc gia VN-2000 của Việt Nam sử dụng phép chiếu <strong>Transverse Mercator (TM)</strong> với các vùng chiếu <strong>3°</strong> hoặc <strong>6°</strong>, tùy vào yêu cầu kỹ thuật.</span></span><br /> <br /> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Black White Modern Geometric Real Esatate Agent Facebook Cover (Bài đăng Facebook) (8).png" style="text-align: center; width: 480px; height: 402px;" /></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Vùng chiếu là gì?</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi chiếu mặt cong của Trái Đất (ellipsoid) lên mặt phẳng (bản đồ), để giảm sai số, người ta chia Trái Đất thành các <strong>vùng chiếu hẹp theo chiều kinh tuyến</strong>. Mỗi vùng sẽ có một <strong>kinh tuyến trục</strong> (central meridian) – là kinh độ nằm ở trung tâm vùng chiếu – nhằm giảm sai lệch hình học khi chiếu.</span></span><br /> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/2461fb1.png" style="width: 758px; height: 396px;" /></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. So sánh vùng chiếu 3° và 6°</strong></span></span></h2> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Black White Modern Geometric Real Esatate Agent Facebook Cover (Bài đăng Facebook) (12).png" style="width: 630px; height: 528px;" /></p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>** Ví dụ:</strong> Vùng chiếu 3° có <strong>kinh tuyến trục 105°</strong></span></span><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Vùng này bao phủ từ </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">103.5° đến 106.5° kinh độ Đông</strong><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Các tọa độ trong vùng sẽ được tính dựa vào phép chiếu TM với 105° làm trung tâm</span><br /> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Tọa độ X, Y (phẳng)</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> của điểm càng gần 105° thì càng chính xác</span><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngược lại, vùng chiếu 6° có 105° làm kinh tuyến trục sẽ bao phủ từ 102° đến 108°, dẫn đến biến dạng hình học lớn hơn ở rìa phía Đông/ Tây vùng chiếu.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Vì sao Việt Nam chọn vùng chiếu 3° trong hệ VN-2000?</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ tọa độ VN-2000 được Bộ TN&MT xây dựng với mục tiêu phục vụ:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản đồ địa chính</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấp Giấy chứng nhận quyền sử dụng đất</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập quy hoạch đô thị, nông thôn</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết kế kỹ thuật chi tiết, định vị GPS chính xác cao</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Những ứng dụng này <strong>yêu cầu sai số nhỏ</strong>, đặc biệt ở cấp độ thửa đất (<0.5m), nên: <strong>Vùng chiếu 3° được lựa chọn thay vì vùng 6°</strong>, để đảm bảo độ chính xác cao, giảm biến dạng tọa độ, phù hợp với địa hình và phạm vi hẹp của các đơn vị hành chính cấp tỉnh, huyện, xã.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>4. Các thông số kỹ thuật thường dùng cho vùng chiếu 3° trong VN-2000</strong></span></span></h2> <table border="0" cellpadding="0"> <thead> <tr> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tham số</strong></span></span></th> <th> <br /> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Giá trị tiêu chuẩn</strong></span></span></th> </tr> </thead> <tbody> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ellipsoid</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> GRS80 hoặc WGS-84</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Phép chiếu</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> Transverse Mercator</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kinh tuyến trục (λ₀) </span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> Tùy tỉnh: 105°, 106°, 107°, 108°…</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tọa độ X giả định</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> 500,000 m</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tọa độ Y giả định</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> 0 m (miền Bắc), 1,000,000 m (miền Nam)</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ số scale factor</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> 0.9999 (hoặc 0.9996 tùy trường hợp)</span></span><br /> </td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đơn vị tính</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mét (m)</span></span></td> </tr> </tbody> </table> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> Việc hiểu rõ và cấu hình đúng <strong>vùng chiếu 3° trong hệ VN-2000</strong> là điều bắt buộc bởi <strong>chọn sai vùng chiếu hoặc kinh tuyến trục có thể gây sai số hàng mét</strong>, ảnh hưởng đến cấp sổ đỏ, sai ranh giới đất đai hoặc sai vị trí thiết kế công trình.</span></span><br /> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Black White Modern Geometric Real Esatate Agent Facebook Cover (Bài đăng Facebook) (7)(1).png" style="width: 520px; 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Một trong những thay đổi quan trọng nhưng ít được chú ý là việc điều chỉnh lại kinh tuyến trục trong hệ tọa độ VN-2000.</span></span></em><br /> </p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Hệ tọa độ VN-2000</span></span></h2> <br /> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>VN-2000</strong> (hay Hệ tọa độ quốc gia Việt Nam 2000) là <strong data-end="342" data-start="322">hệ tọa độ địa lý</strong> chính thức do Bộ Tài nguyên và Môi trường ban hành, dùng trong quản lý đất đai, bản đồ địa chính, quy hoạch...</span></span></p> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dựa trên <strong data-end="484" data-start="465">ellipsoid GRS80</strong>, gần tương đương với <strong data-end="516" data-start="506">WGS-84</strong> nhưng có hiệu chỉnh để phù hợp với điều kiện thực tế của Việt Nam.</span></span><o:p></o:p></p> <p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">** <strong>Tóm tắt đặc điểm hệ tọa độ VN-2000:</strong></span></span></p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ quy chiếu: Geodetic, dựa trên ellipsoid <strong>GRS80</strong> hoặc <strong>WGS-84.</strong></span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gốc tọa độ: Gần trùng trạm GPS tại Tam Đảo, Vĩnh Phúc.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ tọa độ sử dụng: Tọa độ phẳng vuông góc (X, Y) theo phép chiếu Transverse Mercator.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thường dùng hệ tọa độ phẳng (X, Y) với vùng chiếu 3° hoặc 6°.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dùng phổ biến trong: Đo đạc, lập bản đồ địa chính, quy hoạch, cấp giấy chứng nhận đất đai...</span></span></li> </ul> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Kinh tuyến trục là gì?</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kinh tuyến trục là đường kinh độ được chọn làm trung tâm trong phép chiếu bản đồ (VN-2000 dùng phép chiếu Transverse Mercator). Nó giúp <strong>giảm sai số tọa độ</strong> khi chiếu bề mặt cong của Trái Đất lên mặt phẳng bản đồ.</span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Black White Modern Geometric Real Esatate Agent Facebook Cover (Bài đăng Facebook) (5)(1).png" style="width: 600px; height: 488px;" /></span></span></p> <p data-end="169" data-start="0"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Kinh tuyến trục</strong> của hệ tọa độ quốc gia Việt Nam VN-2000 (còn gọi là VN2000) là một yếu tố quan trọng trong hệ quy chiếu tọa độ quốc gia, dùng trong đo đạc và bản đồ.</span></span><br /> </p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kinh tuyến trục mặc định: 105° kinh độ Đông.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tuy nhiên, tùy theo từng khu vực, kinh tuyến trục có thể được chọn khác nhau để giảm sai số chiếu trong hệ tọa độ phép chiếu trục kinh tuyến trụ ngang (UTM) hoặc phép chiếu ngang đồng góc<strong data-end="496" data-start="445" style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> (Transverse Mercator)</strong>.</span></span></li> </ul> <div data-end="497" data-start="273"> </div> <h2 data-end="497" data-start="273"> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">3. Sự thay đổi của kinh tuyến trục mới sau khi sáp nhập 34 tỉnh, thành tại Việt Nam</span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Trước sáp nhập</strong><br /> <br /> Mỗi tỉnh có thể sử dụng <strong>kinh tuyến trục riêng</strong>, thường là số tròn gần nhất với trung tâm tỉnh: 105°, 106°, 107°, 108°…<br /> <br /> <strong>Sau sáp nhập</strong><br /> <br /> Khi địa giới mở rộng, các tỉnh mới cần <strong>chọn lại kinh tuyến trục</strong> sao cho:</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gần trung tâm địa lý mới.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp với quy hoạch tổng thể và hạ tầng kỹ thuật số.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đồng bộ dữ liệu với các huyện, xã đã thay đổi.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Lợi ích của việc điều chỉnh:</strong></span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đảm bảo <strong>độ chính xác tọa độ</strong> trong đo đạc, bản đồ, cấp sổ đỏ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tránh chồng lấn, sai số giữa các vùng dữ liệu cũ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ xây dựng <strong>hệ thống cơ sở dữ liệu đất đai và GIS toàn tỉnh thống nhất</strong>.</span></span></li> </ul> <div data-end="2454" data-start="2362"> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sự thay đổi kinh tuyến trục trong hệ tọa độ VN-2000 sau khi sáp nhập 34 tỉnh, thành là một bước đi cần thiết, mang tính kỹ thuật cao nhằm thích ứng với thay đổi hành chính. Đây là tiền đề quan trọng để nâng cao hiệu quả quản lý đất đai, quy hoạch và xây dựng cơ sở dữ liệu địa lý quốc gia thống nhất và hiện đại.</span></span></div> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Danh sách 34 tỉnh/thành phố mới sau sát nhập và kinh tuyến trục mới tương ứng theo hệ VN-2000 (từ ngày 01/07/2025).</span></span></h2> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Kinh tuyến trục hệ tọa độ Quốc gia VN2000.png" style="width: 600px; height: 849px;" /><br /> <img alt="" src="/admin/webroot/upload/image/images/z6743283259504_964313b195c826d3b99b713016934d9a.jpg" style="width: 600px; height: 851px;" /></span></span></p> ', 'images' => '20250626105525cfdf55d9c4687ca7b7d9b2d2b997135f.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Kinh tuyến trục Vn-2000 ', 'meta_key' => 'Kinh tuyến trục mới 2025, RTK, GNSS', 'meta_des' => 'Kinh tuyến trục, RTK, GNSS', 'created' => '2025-06-26', 'modified' => '2026-02-01', 'status' => '1', 'view' => '16718', 'slug' => 'quy-dinh-moi-ve-kinh-tuyen-truc-cua-he-toa-do-quoc-gia-vn-2000-cho-34-tinh-thanh-pho-da-sap-nhap', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '453', 'rght' => '454', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 2 => array( 'Post' => array( 'id' => '767', 'name' => 'Hướng dẫn làm thủ tục xin cấp phép bay FLYCAM/UAV tại Việt Nam', 'code' => null, 'alias' => 'huong-dan-lam-thu-tuc-xin-cap-phep-bay-flycam-uav-tai-viet-nam', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với sự phát triển của khoa học và công nghệ, flycam/UAV ngày càng được sử dụng phổ biến để phục vụ cho công việc và cuộc sống hàng ngày. Cùng tìm hiểu một số thông tin về việc đăng ký cấp phép bay flycam/UAV</span></span>.', 'content' => '<p> <em><span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;">Với sự phát triển của khoa học và công nghệ, flycam/UAV ngày càng được sử dụng phổ biến để phục vụ cho công việc và cuộc sống hàng ngày. Cùng tìm hiểu một số thông tin về việc đăng ký cấp phép bay flycam/UAV</span></span>.</em></p> <h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Cơ sở pháp lý chính</strong></span></span></span></h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>- Nghị định số 36/2008/NĐ-CP</strong> về quản lý UAV và phương tiện bay siêu nhẹ<br /> <strong>- Thông tư 19/2019/TT-BQP</strong> của Bộ Quốc phòng về quản lý hoạt động UAV<br /> - Các công văn hướng dẫn từ <strong>Cục Tác chiến – Bộ Tổng Tham mưu</strong><br /> </span></span></span> <h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Hồ sơ xin cấp phép bay flycam/UAV gồm những gì?</strong></span></span></span></h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bạn cần chuẩn bị một bộ hồ sơ gửi về <strong>Cục Tác chiến – Bộ Tổng Tham mưu</strong>, bao gồm:</span></span></span><br /> <br /> <h3> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.1 Đơn đề nghị cấp phép bay</strong></span></span></span></h3> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo mẫu quy định của Bộ Quốc phòng gồm các thông tin:<br /> <br /> - Thời gian, địa điểm bay<br /> - Mục đích sử dụng<br /> - Độ cao, bán kính bay<br /> - Người điều khiển thiết bị<br /> - Thiết bị sử dụng (hãng, mã số, model,...)</span></span></span><br /> <h3> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.2 Bản đồ khu vực bay</strong></span></span></span></h3> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- In kèm bản đồ địa hình khu vực dự kiến bay<br /> - Đánh dấu rõ phạm vi hoạt động UAV (tọa độ GPS hoặc mô tả ranh giới)<br /> - Độ cao tối đa dự kiến</span></span></span> <h3> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.3 Thông tin về thiết bị bay</strong></span></span></span></h3> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Hãng sản xuất, model<br /> - Thông số kỹ thuật<br /> - Ảnh thiết bị (nếu có)</span></span></span> <h3> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.4 CMND/CCCD hoặc giấy phép kinh doanh</strong></span></span></span></h3> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nếu là cá nhân: bản sao CCCD<br /> Nếu là tổ chức: bản sao Giấy phép ĐKKD và giấy giới thiệu người đại diện<br /> </span></span></span> <h2 style="text-align: center;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><img alt="" src="/admin/webroot/upload/image/images/base64-17345287524181812903669.jpeg" style="width: 800px; height: 533px;" /></strong></span></span></span></h2> <h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Thời gian nộp hồ sơ </strong></span></span></span></h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>- Tối thiểu 7 ngày làm việc trước ngày dự kiến bay</strong><br /> - Nộp sớm hơn nếu khu vực bay gần khu quân sự hoặc có yếu tố phức tạp<br /> </span></span></span> <h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>4. Nơi nộp hồ sơ</strong></span></span></span></h2> <br /> <span style="color:#000000;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Hồ sơ có thể được gửi thông qua hai hình thức là nộp trực tiếp tại văn phòng hoặc gửi qua đường bưu điện. </span></span><br style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;" /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Cục Tác chiến – Bộ Tổng Tham mưu, Bộ Quốc phòng</strong><br /> <strong>Số 1 Nguyễn Tri Phương, Quận Ba Đình, Hà Nội</strong></span></span></span><br /> <br /> <h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">5. Thời gian xử lý</strong></span></h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tùy tính chất khu vực bay, thường từ <strong>3 – 7 ngày làm việc</strong><br /> Trong một số trường hợp đặc biệt, Bộ Quốc phòng có thể từ chối cấp phép nếu:<br /> - Khu vực bay ảnh hưởng an ninh quốc phòng<br /> - Mục đích bay không rõ ràng<br /> - Hồ sơ không đầy đủ<br /> </span></span></span> <h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>6. Chế tài nếu bay không phép</strong></span></span></span></h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>- Phạt tiền:</strong> từ <strong>20 – 40 triệu đồng</strong><br /> <strong>- Tịch thu thiết bị</strong><br /> <strong>- Truy cứu trách nhiệm hình sự</strong> nếu gây ảnh hưởng đến an ninh hàng không, quốc phòng hoặc gây tai nạn<br /> </span></span></span> <h2 style="box-sizing: border-box; font-family: "Open Sans", Arial, Helvetica, sans-serif; line-height: 1.87; font-size: 22px; color: rgb(43, 46, 50); margin-top: 0px; margin-bottom: 5.5px;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">7. Hành vi bị nghiêm cấm khi hoạt động bay UAV</span></span></span></h2> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong quá trình thực hiện bay UAV tại Việt Nam, tuyệt đối nghiêm cấm các hành vi:</span></span></span></p> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tổ chức hoạt động bay khi chưa được cấp phép bay UAV.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoạt động bay diễn ra không đúng khu vực, trong giới hạn và điều kiện quy định. Vi phạm những quy tắc, quy định trong quản lý lãnh thổ, biên giới quốc gia.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mang chở các chất phóng xạ, chất gây cháy nổ trên phương tiện bay.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phóng, bắn, thả các loại vật, chất gây hại hoặc chứa nguy cơ gây hại từ trên không xuống.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lắp đặt thiết bị và thực hiện quay phim, chụp ảnh từ trên không khi chưa có sự cho phép.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tuyên truyền thông qua treo cờ, biểu ngữ, phát loa nằm ngoài quy định của cấp phép bay UAV.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không chấp hành đúng các lệnh, hiệu lệnh của cơ quan quản lý điều hành và giám sát hoạt động bay</span></span>.</span></li> </ul> <h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>8. Lưu ý khi bay flycam hợp pháp</strong></span></span></span></h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Luôn đem theo <strong>bản sao giấy phép bay</strong> khi bay flycam<br /> - Không bay gần sân bay, trụ sở nhà nước, khu quân sự<br /> - Không bay vào ban đêm nếu không được phép<br /> - Không truyền phát hình ảnh trực tiếp (livestream) nếu chưa được chấp thuận<br /> <br /> </span></span></span> <h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>>>> TẢI MẪU ĐƠN XIN PHÉP BAY: </strong></span></span></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><a href="https://drive.google.com/file/d/10gzkogi37uQqf3ouXiR8qcYhZwGEIyyt/view?usp=sharing"><span style="color:#000000;">TẠI ĐÂY</span></a></strong></span></span></h2> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/uav-viet-nam--e1661141233969.jpg" style="width: 800px; height: 519px;" /></p> ', 'images' => '20250616152553608ef9b55ee6bac12c66cadce9052b66.jpg', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'UAV', 'meta_key' => 'Cấp phép bay UAV, UAV', 'meta_des' => 'Cấp phép bay UAV, UAV', 'created' => '2025-06-16', 'modified' => '2026-02-02', 'status' => '1', 'view' => '180341', 'slug' => 'huong-dan-lam-thu-tuc-xin-cap-phep-bay-flycam-uav-tai-viet-nam', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '451', 'rght' => '452', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 3 => array( 'Post' => array( 'id' => '766', 'name' => 'BIM (Building Information Modeling) – Xu hướng tất yếu của ngành xây dựng hiện đại', 'code' => null, 'alias' => 'bim-building-information-modeling-–-xu-huong-tat-yeu-cua-nganh-xay-dung-hien-dai', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Trong thời đại công nghệ số phát triển mạnh mẽ, ngành xây dựng thế giới nói chung và Việt Nam nói riêng đang chứng kiến sự chuyển mình rõ rệt nhờ sự ra đời và ứng dụng của <strong data-end="531" data-start="492">BIM – Building Information Modeling</strong>, hay còn gọi là <strong data-end="580" data-start="548">Mô hình thông tin công trình</strong>. BIM không chỉ đơn thuần là một phần mềm hỗ trợ thiết kế, mà là một <strong data-end="672" data-start="649">quy trình toàn diện</strong> giúp thay đổi cách thiết kế, xây dựng và quản lý công trình theo hướng hiện đại, minh bạch và hiệu quả hơn.</span></span>', 'content' => '<h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong data-end="39" data-start="0" style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">1. BIM là gì?</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>BIM (Building Information Modeling)</strong> hay còn gọi là <strong data-end="580" data-start="548">Mô hình thông tin công trình </strong>là một quy trình công nghệ sử dụng mô hình kỹ thuật số để hỗ trợ thiết kế, xây dựng và quản lý công trình xây dựng một cách hiệu quả và chính xác hơn. BIM không chỉ là một phần mềm, mà là một phương pháp tiếp cận toàn diện, giúp các bên liên quan trong dự án (kiến trúc sư, kỹ sư, nhà thầu, chủ đầu tư, quản lý vận hành…) cộng tác với nhau thông qua một <strong>mô hình 3D thông minh</strong> chứa đầy đủ thông tin về vật liệu, kết cấu, chi phí, tiến độ, và vòng đời công trình.<br /> <br /> <strong>BIM không phải là một phần mềm, mà là một quy trình.</strong><br /> <br /> Mặc dù phần mềm đóng vai trò trung tâm trong BIM – hỗ trợ thiết kế 3D, mô hình thông minh và quản lý thông tin – nhưng đó chỉ là thành phần công nghệ của BIM. Một phần quan trọng khác là yếu tố xã hội, bao gồm cách làm việc, phối hợp và cộng tác giữa các bên liên quan trong dự án.<br /> <br /> Sự kết hợp giữa công nghệ và con người này tạo thành một quy trình toàn diện, nhằm xây dựng, quản lý và sử dụng mô hình thông tin số của công trình trong suốt vòng đời dự án – từ giai đoạn lập kế hoạch, thiết kế, thi công cho đến vận hành và bảo trì.</span></span> <p data-end="727" data-start="465" style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/BIM.jpg" style="width: 680px; height: 680px;" /></p> <h2 data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Các thành phần chính của BIM</span></span></h2> <br /> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô hình 3D thông minh</span></span></li> </ul> <p data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô hình không chỉ mô tả hình dáng mà còn tích hợp thông tin chi tiết về vật liệu, kỹ thuật, thiết bị, chi phí, và thời gian.</span></span></p> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy trình cộng tác</span></span></li> </ul> <p data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các bên liên quan có thể cùng làm việc trên một mô hình duy nhất theo thời gian thực, giảm lỗi, tránh xung đột thiết kế và tiết kiệm thời gian.</span></span></p> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thông tin xuyên suốt vòng đời công trình</span></span></li> </ul> <p data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Từ thiết kế, xây dựng, đến vận hành và bảo trì.<br /> </span></span></p> <h2 data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Lợi ích của BIM</span></span></h2> <br /> <div data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc áp dụng BIM mang lại nhiều lợi ích vượt trội so với phương pháp truyền thống:</span></span><br /> </div> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tăng độ chính xác trong thiết kế</strong>: Hạn chế lỗi sai nhờ mô hình 3D trực quan và thông minh.</span></span></li> </ul> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Phát hiện xung đột kỹ thuật sớm</strong> (clash detection): Giúp điều chỉnh thiết kế trước khi thi công, tiết kiệm thời gian và chi phí.</span></span></li> </ul> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Quản lý chi phí và tiến độ hiệu quả</strong>: BIM hỗ trợ mô phỏng tiến độ (4D), ước lượng chi phí (5D) ngay trong giai đoạn thiết kế.</span></span></li> </ul> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Cải thiện khả năng phối hợp giữa các bên</strong>: Mọi đối tác tham gia dự án có thể làm việc trên một mô hình chung, giảm thiểu hiểu lầm và trùng lặp.</span></span></li> </ul> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hỗ trợ quản lý vận hành sau thi công</strong>: BIM lưu trữ toàn bộ thông tin cần thiết phục vụ cho việc bảo trì, sửa chữa, nâng cấp công trình.</span></span></li> </ul> <h2 data-end="727" data-start="465"> </h2> <h2 data-end="727" data-start="465" style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/BIM_Project_Stages.jpg" style="width: 680px; height: 402px;" /></h2> <h2 data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>4. Tình hình triển khai BIM tại Việt Nam</strong></span></span></h2> <div data-end="727" data-start="465"> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tại Việt Nam, BIM đang dần được áp dụng rộng rãi, đặc biệt trong các dự án lớn, có yếu tố nước ngoài hoặc vốn đầu tư nhà nước. Chính phủ cũng đã thể hiện quyết tâm thúc đẩy BIM thông qua <strong>Quyết định 2500/QĐ-TTg (năm 2016)</strong> nhằm từng bước áp dụng BIM vào các công trình xây dựng công.<br /> Một số dự án tiêu biểu đã triển khai BIM thành công có thể kể đến như: Tuyến metro TP.HCM, sân bay Long Thành, các dự án của Vingroup, Sun Group, Coteccons, Hòa Bình…<br /> Tuy nhiên, thách thức còn lớn: thiếu nguồn nhân lực BIM chất lượng, chi phí đầu tư ban đầu cao, thiếu tiêu chuẩn quốc gia thống nhất, và sự phối hợp giữa các bên vẫn còn hạn chế.<br /> </span></span></div> <h2 data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>5. Công nghệ BIM và các phần mềm phổ biến</strong></span></span></h2> <br /> <div data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Một số phần mềm thường dùng trong quy trình BIM bao gồm:</span></span><br /> </div> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Autodesk Revit</strong>: Thiết kế kiến trúc, kết cấu, cơ điện.</span></span></li> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Navisworks</strong>: Kiểm tra xung đột mô hình và mô phỏng tiến độ.</span></span></li> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tekla Structures</strong>: Mô hình kết cấu thép và bê tông.</span></span></li> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>ArchiCAD</strong>: Thiết kế kiến trúc.</span></span></li> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Civil 3D / InfraWorks</strong>: Thiết kế hạ tầng và giao thông.</span></span></li> </ul> <div data-end="727" data-start="465" style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/bim_advantages.png" style="width: 680px; height: 383px;" /></span></span></div> <h2 data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>6. Tương lai của BIM</strong></span></span></h2> <br /> <div data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">BIM đang hướng đến tích hợp với các công nghệ tiên tiến như <strong>AI (trí tuệ nhân tạo), IoT (internet vạn vật), thực tế ảo (VR/AR)</strong> và dữ liệu lớn (<strong>Big Data</strong>). Điều này mở ra tiềm năng xây dựng <strong>Smart Building</strong> và <strong>Smart City</strong>, góp phần nâng cao chất lượng cuộc sống và hiệu quả đầu tư xây dựng.<br /> <br /> <strong>Kết luận</strong><br /> <br /> BIM là xu hướng tất yếu trong ngành xây dựng hiện đại. Việc hiểu đúng và triển khai BIM không chỉ mang lại lợi thế cạnh tranh cho doanh nghiệp mà còn góp phần nâng cao chất lượng và hiệu quả của toàn ngành. Trong bối cảnh công nghệ số phát triển không ngừng, BIM chính là “chìa khóa” mở ra kỷ nguyên xây dựng thông minh và bền vững.</span></span><br /> </div> <div data-end="727" data-start="465" style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/resource-bim-the-importance-of-bim-in-the-lighting-industry.jpg" style="width: 680px; height: 456px;" /></span></span></div> ', 'images' => '2025052810182863250044dd1234ebc4cab96a5d85f4e1.jpg', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'BIM (Building Information Modeling)', 'meta_key' => 'BIM (Building Information Modeling)', 'meta_des' => 'BIM (Building Information Modeling)', 'created' => '2025-05-28', 'modified' => '2026-02-01', 'status' => '1', 'view' => '43104', 'slug' => 'bim-building-information-modeling-xu-huong-tat-yeu-cua-nganh-xay-dung-hien-dai', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '449', 'rght' => '450', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 4 => array( 'Post' => array( 'id' => '765', 'name' => ' LEICA Geo Office – Giải pháp phần mềm trắc địa toàn diện', 'code' => null, 'alias' => 'leica-geo-office-–-giai-phap-phan-mem-trac-dia-toan-dien', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với <strong data-end="1233" data-start="1213">LEICA Geo Office</strong>, người dùng có thể <strong data-end="1296" data-start="1253">phân tích và quản lý dữ liệu không gian</strong> một cách dễ dàng, từ đó đưa ra các quyết định chính xác dựa trên thông tin đáng tin cậy.</span></span>', 'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>LEICA Geo Office – Giải pháp phần mềm trắc địa toàn diện!</strong><br /> <br /> <strong>LEICA Geo Office</strong> là bộ phần mềm chuyên dụng do <strong><img alt="" src="/admin/webroot/upload/image/images/Leica logo.jpg" style="width: 60px; height: 40px;" /></strong> phát triển, giúp đơn giản hóa và tối ưu hóa quá trình xử lý dữ liệu không gian địa lý từ các thiết bị đo đạc GNSS, máy toàn đạc và thủy bình kỹ thuật số. Đây là công cụ lý tưởng cho các kỹ sư trắc địa, chuyên gia GIS, và đơn vị thi công cần độ chính xác cao.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Tính năng nổi bật</strong></span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Xử lý dữ liệu GNSS</strong></span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phân tích và xử lý dữ liệu GNSS để tạo ra tọa độ chính xác và đánh giá chất lượng đo đạc ngoài thực địa.</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong> Xử lý dữ liệu máy toàn đạc</strong></span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ dữ liệu đo từ các thiết bị toàn đạc điện tử, phục vụ cho khảo sát địa hình, thiết kế kỹ thuật và xây dựng.</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Xử lý dữ liệu máy thủy bình kỹ thuật số</strong></span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản lý và tính toán dữ liệu cao độ, lý tưởng cho các dự án san nền, định vị mặt bằng và thi công công trình.</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tích hợp CAD</strong></span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhập – xuất dữ liệu với các định dạng phổ biến như AutoCAD (DXF) và MicroStation, giúp kết nối mượt mà với quy trình thiết kế.</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hệ tọa độ & chuyển đổi</strong></span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tùy chỉnh và chuyển đổi dữ liệu giữa các hệ tọa độ địa phương và toàn cầu một cách chính xác và linh hoạt.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Lợi ích khi sử dụng</strong></span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác cao đến từng centimet</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian xử lý và tổng hợp dữ liệu</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giao diện thân thiện, dễ sử dụng</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tích hợp chặt chẽ với thiết bị Leica</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ kỹ thuật và đào tạo chuyên sâu</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Các phiên bản hiện có</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>- Phiên bản mới nhất:</strong> 8.4.0.14023 (cập nhật ngày 17/04/2024)<br /> <strong>- Hệ điều hành hỗ trợ:</strong> Windows, Android<br /> <strong>- Bản dùng thử:</strong> Có, 30 ngày miễn phí<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>4. Đối tượng sử dụng </strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Kỹ sư trắc địa và địa chính<br /> - Đơn vị xây dựng – thi công<br /> - Nhà thầu hạ tầng giao thông<br /> - Cơ quan quản lý đất đai, bản đồ</span></span><br /> <h2 style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Leica-Captivate-Main-KV-Sensors-800x428px.jpg" style="width: 800px; height: 428px;" /></h2> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>5. Hỗ trợ & đào tạo</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Hướng dẫn sử dụng trực tuyến<br /> - Hỗ trợ qua email và điện thoại<br /> - Đào tạo tại chỗ hoặc từ xa theo yêu cầu</span></span><br /> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>6. Ưu Điểm (Pros)</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Khả năng xử lý dữ liệu nâng cao dành cho các dự án trắc địa và kỹ thuật<br /> - Tích hợp với nhiều thiết bị đo đạc của Leica, giúp truyền dữ liệu nhanh chóng và liền mạch<br /> - Cung cấp nhiều công cụ phân tích và hiệu chỉnh để đảm bảo độ chính xác của dữ liệu đo<br /> - Có thể tạo báo cáo và tài liệu chi tiết, phục vụ cho việc lưu trữ và trình bày kết quả khảo sát<br /> - Giao diện thân thiện với người dùng, cho phép tùy chỉnh nhằm tối ưu hóa quy trình làm việc<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>7. Nhược Điểm (Cons)</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Đòi hỏi người mới phải học nhiều do phần mềm có nhiều tính năng phức tạp<br /> - Chi phí sở hữu cao so với một số phần mềm khảo sát khác trên thị trường<br /> - Khả năng tương thích hạn chế với thiết bị không phải của Leica, có thể cần đầu tư thêm để đồng bộ dữ liệu<br /> - Hỗ trợ kỹ thuật có thể bị hạn chế hoặc tốn phí, đặc biệt khi cần hỗ trợ chuyên sâu</span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica_Geo_Office_pic_2360x714 (1).jpg" style="width: 800px; height: 242px;" /></span></span></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">8. <strong>Câu hỏi thường gặp (FAQ)</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">8.1 LEICA Geo Office là gì?<br /> <br /> LEICA Geo Office là một bộ phần mềm được phát triển bởi Leica Geosystems, cung cấp các công cụ để quản lý và xử lý hậu kỳ dữ liệu không gian địa lý như GPS, GNSS và GIS.<br /> <br /> 8.2 Hiện có những phiên bản LEICA Geo Office nào?<br /> <br /> Phiên bản hiện tại của LEICA Geo Office là 8.4, bao gồm các bản cập nhật và sửa lỗi từ các phiên bản trước. Phiên bản trước đó là LEICA Geo Office 8.3.<br /> <br /> 8.3 Yêu cầu hệ thống của LEICA Geo Office là gì?<br /> <br /> LEICA Geo Office yêu cầu:<br /> - Hệ điều hành Windows 7 trở lên (64-bit)<br /> - Tối thiểu 8 GB RAM<br /> - Card đồ họa hỗ trợ OpenGL<br /> - Kết nối Internet để kích hoạt phần mềm<br /> <br /> 8.4 LEICA Geo Office hỗ trợ những định dạng tệp nào?<br /> <br /> LEICA Geo Office hỗ trợ nhiều định dạng tệp, bao gồm: RINEX, M3C, DXF, TXT, CSV, SHP.<br /> <br /> 8.5 LEICA Geo Office được cấp phép như thế nào?<br /> <br /> Phần mềm được cấp phép theo từng người dùng. Người dùng có thể chọn giấy phép vĩnh viễn hoặc hàng năm, tùy theo nhu cầu sử dụng.<br /> <br /> 8.6 LEICA Geo Office tương thích với những thiết bị GPS nào?<br /> <br /> LEICA Geo Office tương thích với nhiều thiết bị GPS của Leica Geosystems, cũng như các thiết bị của bên thứ ba miễn là dữ liệu được lưu ở định dạng được hỗ trợ.<br /> <br /> 8.7 Các tính năng chính của LEICA Geo Office là gì?<br /> <br /> LEICA Geo Office cung cấp nhiều tính năng, bao gồm:<br /> - Nhập và xuất dữ liệu<br /> - Xử lý dữ liệu GPS<br /> - Quản lý dữ liệu GIS<br /> - Chuyển đổi hệ tọa độ<br /> - Kiểm soát và đánh giá chất lượng dữ liệu<br /> <br /> 8.8 Có những hình thức hỗ trợ nào cho LEICA Geo Office?<br /> <br /> Leica Geosystems cung cấp các hình thức hỗ trợ như:<br /> - Hỗ trợ qua email<br /> - Tài liệu hướng dẫn trực tuyến<br /> - Hỗ trợ qua điện thoại và truy cập từ xa (đối với người dùng có giấy phép hợp lệ)<br /> <br /> 8.9 LEICA Geo Office có phiên bản dùng thử không?<br /> <br /> Có. Leica Geosystems cung cấp phiên bản dùng thử 30 ngày để người dùng có thể trải nghiệm phần mềm và các tính năng trước khi mua giấy phép.<br /> <br /> 8.10 Có đào tạo nào cho LEICA Geo Office không?<br /> <br /> Có. Leica Geosystems cung cấp nhiều hình thức đào tạo, bao gồm:<br /> - Khóa học trực tuyến<br /> - Đào tạo tại chỗ<br /> - Chương trình đào tạo tùy chỉnh theo yêu cầu của người dùng<br /> </span></span><br /> <span style="margin: 0px; padding: 0px; font-family: arial; font-size: 13px; text-align: justify; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px; font-weight: bold;">Liên hệ: </strong></u><br style="margin: 0px; padding: 0px;" /> <br style="margin: 0px; padding: 0px;" /> Số 145 Láng Hạ, Đống Đa, Hà Nội<br style="margin: 0px; padding: 0px;" /> Số 5/161 Nguyễn Tuân. Thanh Xuân, Hà Nội<br style="margin: 0px; padding: 0px;" /> Tel: 024.37764930<br style="margin: 0px; padding: 0px;" /> Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" /> Website: </span></span></span><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear; font-size: 13px;" target="_blank"><span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);">www.tracdiathanhdat.vn</span></a></span></span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" /> <span style="margin: 0px; padding: 0px; font-family: arial; font-size: 13px; text-align: justify; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px;"> </span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px; font-weight: bold;">@ Luôn đồng hành cùng bạn!</strong></span></span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"> </span></span>', 'images' => '202505141514525f9ec9a8660a545bcba20ac5e2c2004a.jpg', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Leica Geo Office', 'meta_key' => 'Leica GNSS, Máy toàn đạc điện tử Leica, máy thủy bình kỹ thuật số Leica', 'meta_des' => 'Leica GNSS, Máy toàn đạc điện tử Leica, máy thủy bình kỹ thuật số Leica', 'created' => '2025-05-14', 'modified' => '2026-02-01', 'status' => '1', 'view' => '14703', 'slug' => 'leica-geo-office-giai-phap-phan-mem-trac-dia-toan-dien', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '447', 'rght' => '448', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 5 => array( 'Post' => array( 'id' => '764', 'name' => 'Pin và Bộ Sạc - Đảm bảo cung cấp nguồn điện đáng tin cậy! ', 'code' => null, 'alias' => 'pin-va-bo-sac-dam-bao-cung-cap-nguon-dien-dang-tin-cay', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc lựa chọn pin và bộ sạc phù hợp có thể giúp tăng hiệu quả công việc ngoài trời, bảo vệ thiết bị và tối ưu hóa quy trình làm việc luôn là yếu tố cần ưu tiên!</span></span>', 'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Pin và bộ sạc đóng vai trò rất quan trọng trong việc đảm bảo nguồn điện ổn định cho các thiết bị công nghệ, đặc biệt là các thiết bị như máy toàn đạc, máy RTK và thiết bị khảo sát, nơi mà việc duy trì hiệu suất liên tục là rất quan trọng.<br /> <br /> Việc lựa chọn pin và bộ sạc phù hợp có thể giúp tăng hiệu quả công việc ngoài trời, bảo vệ thiết bị và tối ưu hóa quy trình làm việc luôn là yếu tố cần ưu tiên!<br /> <br /> Cùng tham khảo các yếu tố quan trọng của Pin và Bộ Sạc - Nguồn cung cấp điện đáng tin cậy!</span></span><br /> <br /> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Batteries_Chargers_PIC_1766x750 (2).jpg" style="width: 800px; height: 340px;" /></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Loại pin và hiệu suất</span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Pin Lithium-Ion (Li-Ion): Đây là loại pin phổ biến nhất trong các thiết bị hiện đại như máy thu GNSS và thiết bị khảo sát. Pin Li-Ion cung cấp mật độ năng lượng cao, tuổi thọ dài và tỷ lệ tự xả thấp. Chúng lý tưởng cho việc sử dụng liên tục ngoài trời.</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lợi ích: Nhẹ, tuổi thọ dài, sạc nhanh và bảo trì thấp.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu ý: Nhạy cảm với nhiệt độ cực đoan (cả nhiệt độ rất nóng và rất lạnh có thể làm giảm hiệu suất).</span></span></li> </ul> </li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Pin Nickel-Metal Hydride (NiMH): Mặc dù ít phổ biến ngày nay, nhưng pin NiMH vẫn được sử dụng trong một số thiết bị. Chúng được biết đến là thân thiện với môi trường hơn so với các loại pin khác.</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lợi ích: Ít độc hại và thường rẻ hơn so với pin Li-Ion, với hiệu suất hợp lý.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu ý: Mật độ năng lượng thấp hơn và tuổi thọ ngắn hơn so với pin Li-Ion.</span></span></li> </ul> </li> </ul> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Tuổi thọ pin</span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dung lượng và tuổi thọ: Dung lượng của pin (được đo bằng mAh hoặc Ah) quyết định thời gian thiết bị có thể hoạt động trước khi cần sạc lại. Đối với công việc ngoài trời, bạn cần các loại pin có thể hoạt động liên tục trong suốt một ca làm việc hoặc lâu hơn mà không bị hết pin.</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ví dụ, một máy thu GNSS hoặc thiết bị khảo sát có thể cần từ 8 đến 12 giờ hoặc hơn tùy vào yêu cầu công suất của thiết bị.</span></span></li> </ul> </li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản lý Pin: Nhiều thiết bị cao cấp đi kèm với hệ thống quản lý pin (BMS) tích hợp để theo dõi sức khỏe pin, ngăn ngừa sạc quá mức và tối ưu hóa hiệu suất theo thời gian.</span></span></li> </ul> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Bộ sạc: Hiệu Quả và Sạc Nhanh</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính tương thích: Điều quan trọng là bộ sạc phải được thiết kế đặc biệt cho loại pin mà nó hỗ trợ. Việc sử dụng bộ sạc không phù hợp có thể làm hỏng pin hoặc dẫn đến việc sạc không hiệu quả.</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ sạc nhanh: Một số hệ thống sử dụng bộ sạc nhanh, giúp sạc pin trong 1-2 giờ. Điều này rất hữu ích trong môi trường làm việc ngoài trời khi bạn có thời gian hạn chế.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trạm sạc cho nhiều thiết bị: Trong các hoạt động nhóm, trạm sạc nhiều ngăn có thể sạc nhiều pin cùng lúc, giúp bạn luôn có pin đầy khi cần.</span></span></li> </ul> <h2 style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica_Geosystems_GEB334_GEB364_batteries_800x428.jpg" style="width: 800px; height: 428px;" /></span></span></h2> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Giải pháp sạc ngoài trời</span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Pin dự phòng di động: Đối với việc sử dụng ngoài trời kéo dài, bộ sạc năng lượng mặt trời hoặc pin dự phòng di động có thể là những cứu cánh. Chúng đặc biệt hữu ích cho những khu vực xa xôi, nơi nguồn điện có thể hạn chế. Bộ sạc năng lượng mặt trời cung cấp một cách sạc ngoài lưới điện và tái tạo năng lượng cho các thiết bị cần nguồn điện ổn định.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ sạc Ô Tô: Trong nhiều ứng dụng ngoài trời, bộ sạc ô tô được sử dụng để sạc thiết bị khi đang di chuyển. Chúng hữu ích cho việc sạc thiết bị khi di chuyển giữa các công trường, giúp bạn không phải lãng phí thời gian.</span></span></li> </ul> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Độ bền và khả năng chịu đựng thời tiết</span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết kế chắc chắn: Pin và bộ sạc cho các ứng dụng ngoài trời hoặc công trường cần được thiết kế để chịu được môi trường khắc nghiệt. Điều này bao gồm khả năng chống nước, chống sốc và có thể chịu được nhiệt độ cực đoan.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xếp Hạng IP: Kiểm tra các thiết bị có xếp hạng IP cao (Bảo vệ chống xâm nhập), giúp đảm bảo chúng chống lại bụi bẩn, nước và các yếu tố môi trường khác. Điều này đặc biệt quan trọng đối với các thiết bị khảo sát hoặc điều tra hiện trường tai nạn.</span></span></li> </ul> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. Tính năng sạc thông minh</span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bảo vệ quá Tải: Một số bộ sạc hiện đại đi kèm với tính năng sạc thông minh, ngăn ngừa việc sạc quá mức và kéo dài tuổi thọ pin.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giám sát nhiệt độ: Cảm biến nhiệt độ được tích hợp sẽ bảo vệ thiết bị khỏi việc quá nhiệt, tính năng quan trọng cho các thiết bị ngoài trời cần sạc lâu dài hoặc sử dụng trong môi trường khắc nghiệt.</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/74286536_1376595119168281_1988573397101051904_n(1).jpg" style="width: 500px; height: 318px;" /></span></span></p> ', 'images' => '20250509100102409072cb60e202d2797a91e395909240.jpg', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Pin và sạc pin', 'meta_key' => 'Pin và Bộ Sạc - nguồn cung cấp điện đáng tin cậy! 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Pin, sạc pin, Leica, Nikon, Sokkia, Topcon', 'created' => '2025-05-09', 'modified' => '2026-02-01', 'status' => '1', 'view' => '3596', 'slug' => 'pin-va-bo-sac-dam-bao-cung-cap-nguon-dien-dang-tin-cay', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '445', 'rght' => '446', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 6 => array( 'Post' => array( 'id' => '763', 'name' => 'Phần mềm Leica Captivate v9.00', 'code' => null, 'alias' => 'phan-mem-leica-captivate-v9-00', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong data-end="157" data-start="65">Các bạn đã cập nhật lên phiên bản Leica Captivate 9.10 chưa?</strong> Phiên bản cập nhật nhỏ này mang đến một số tính năng hữu ích và là một lời nhắc tuyệt vời để khám phá tất cả các tính năng nâng cấp chính từ phiên bản 9, bao gồm sự tích hợp tốt hơn với dịch vụ <strong data-end="370" data-start="352">GeoCloud Drive.</strong></span></span>', 'content' => '<p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Phần mềm Leica Captivate v9.00</strong></span></span></p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tương thích với các sản phẩm:</span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy điều khiển hiện trường: CS20, CS30, CS35, CC180, CC200</span></span></li> </ul> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy toàn đạc điện tử: TS10, TS13, TS16, TS60, TM60, MS60</span></span></li> </ul> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy GNSS RTK: GS18 T, GS18 I, GS18, GS05</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngày phát hành:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">30 tháng 10 năm 2024</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có sẵn trên myWorld.<br /> <br /> <strong>>>></strong> <strong>Đăng ký: <a href="https://l.facebook.com/l.php?u=https%3A%2F%2Fhxgn.biz%2F4hzEhej&h=AT26Jho3db1szRAqSlz_lVvTo666P6aN3mZYBnN2EdAnCnJAgn6TlfLwGRoMwKrPBgOgjIHG60nQHb3tkcrAoAovo4eP2zKJkbxcXzJaUIUdxZ2MEaT4Db452_s0uYuLDY3pAzi_1Ybk6UuSTioWwP1PaH-YZw4IdC_113pMAj3qJ0cx&__tn__=-UK-R&c[0]=AT1yHTD1klVU0LNce4HVHmD3kv4nUHbf9zyU-rFVb4OZjXntoRIAagIgzvt7XZydeb2PEyuKl5CCr-9g_lxOfMJ2w2_XEk3SslxiIJaD2R9j49DvqPJytX4Vr-yJyfbt1EpWumBuD4vZRLVJ2iMcyn5WRfEBWS2yrbOw3EhGxKnxERDWOao9ecpOFHvcCyO73jJEV-RUvTC7Cy5IGgcNqfm7SvXfZuU0eibF0X5T">TẠI ĐÂY</a></strong></span></span><br /> <br /> <p data-end="414" data-start="387"> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phiên bản 9 có gì mới?</span></span></strong><br /> </p> <ul> <li data-end="414" data-start="387"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Sao lưu nhanh chóng</strong>: Với tùy chọn 'Upload to GeoCloud Drive' trong menu ngữ cảnh của công việc, bạn sẽ tạo bản sao lưu trên đám mây của các công việc của mình chỉ trong nháy mắt.</span></span></li> <li data-end="414" data-start="387"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Xuất dữ liệu đơn giản hơn</strong>: Bảng xuất dữ liệu giờ đây có một tùy chọn mới - 'Upload a copy to GeoCloud Drive'. Điều này đảm bảo rằng một bản sao của dữ liệu xuất được chuẩn bị để tải lên dự án đã chọn trong GeoCloud Drive, giúp giảm số bước cần thực hiện trong quá trình này.</span></span></li> </ul> <p data-end="414" data-start="387"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Geosystems đã cố gắng làm cho việc chia sẻ dữ liệu trở nên mượt mà hơn, đảm bảo rằng các thành viên trong nhóm của bạn có thể dễ dàng và nhanh chóng truy cập vào đóng góp của bạn.<br /> <br /> Để tìm hiểu tất cả các tính năng mới nhất của Leica Captivate -> <strong><a href="https://hxgn.biz/4hzEhej">XEM TẠI ĐÂY</a></strong></span></span><br /> </p> <iframe allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share" allowfullscreen="" frameborder="0" height="305" referrerpolicy="strict-origin-when-cross-origin" src="https://www.youtube.com/embed/Kxk3A93lWZc" title="Leica Captivate v9.0: SmartPole Extensions, GeoCloud Drive and Snapping Enhancements & more" width="680"></iframe>', 'images' => '20250508094032e9f29fd87b074748e5f064af2850e79a.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy RTK', 'meta_key' => 'Leica Captivate v9.0', 'meta_des' => 'Leica Captivate v9.0', 'created' => '2025-05-08', 'modified' => '2026-02-02', 'status' => '1', 'view' => '11925', 'slug' => 'phan-mem-leica-captivate-v9-00', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '443', 'rght' => '444', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 7 => array( 'Post' => array( 'id' => '762', 'name' => 'Thúc đẩy cơ sở hạ tầng trắc địa của Việt Nam với mạng lưới tham chiếu GNSS toàn quốc!', 'code' => null, 'alias' => 'thuc-day-co-so-ha-tang-trac-dia-cua-viet-nam-voi-mang-luoi-tham-chieu-gnss-toan-quoc', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thúc đẩy cơ sở hạ tầng trắc địa của Việt Nam với mạng lưới tham chiếu GNSS toàn quốc với công nghệ tiên tiến của Leica Geosystems.</span></span></p> ', 'content' => '<div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trải dài 1.650 km từ Bắc vào Nam, Việt Nam có cảnh quan đa dạng với những ngọn núi có rừng, đồng bằng châu thổ màu mỡ, bờ biển rộng lớn và các khu đô thị đang phát triển nhanh chóng. Đảm bảo cơ sở hạ tầng trắc địa của Việt Nam hiện đại và đáng tin cậy là rất quan trọng đối với các hoạt động khảo sát và lập bản đồ quốc gia dựa trên công nghệ GNSS.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc xây dựng hệ thống trạm CORS ở Việt Nam là nhu cầu cấp thiết nhằm hỗ trợ cung cấp thông tin, dữ liệu, đảm bảo tính đầy đủ, chính xác và kịp thời đóng góp cho sự phát triển của các lĩnh vực kinh tế – xã hội, giám sát tài nguyên, bảo vệ môi trường, quốc phòng – an ninh, đặc biệt nhất là góp phần vào công tác bảo vệ chủ quyền lãnh thổ quốc gia và thúc đẩy những hoạt động nghiên cứu khoa học Trái Đất.<br /> <br /> Trạm tham chiếu hoạt động liên tục (CORS) rộng lớn hiện nay tại Việt Nam với sự công nghệ tiên tiến của Leica Geosystems đã giúp tất cả những điều này trở nên khả thi với dữ liệu định vị theo thời gian thực và xử lý hậu kỳ ở cấp độ centimet có sẵn trên khắp cả nước.</span></span></div> <div> <br /> </div> <div style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Rover_connect1_v2.jpg" style="width: 800px; height: 420px;" /></div> <div> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuyển đổi bản đồ quốc gia của Việt Nam bằng mạng lưới trạm tham chiếu GNSS</span></span></strong><br /> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Năm 2016, Cục Đo đạc, Bản đồ và Thông tin địa lý Việt Nam (DOSMVN), cơ quan dữ liệu không gian địa lý của quốc gia, đã bắt tay vào một dự án đầy tham vọng nhằm xây dựng mạng lưới GNSS trên khắp cả nước. Để đạt được những mục tiêu này, DOSMVN cần thiết lập CORS trên quy mô toàn quốc, bao gồm sự kết hợp giữa các máy thu và ăng-ten GNSS cùng phần mềm tinh vi để liên tục ghi lại, xử lý và cung cấp dữ liệu định vị chính xác theo thời gian thực.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sáng kiến này sẽ cải tổ cơ sở hạ tầng trắc địa của Việt Nam, tận dụng các khả năng tiên tiến của công nghệ định vị GNSS thời gian thực để tinh chỉnh các quy trình khảo sát và lập bản đồ, đồng thời nâng cao hệ thống tọa độ và phép chiếu quốc gia.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">"Việc triển khai mạng lưới CORS trên khắp Việt Nam là một bước quan trọng hướng tới việc khai thác toàn bộ phổ dữ liệu GNSS cho các nỗ lực lập bản đồ quốc gia của chúng tôi", Trần Phúc Thắng, Giám đốc Trung tâm Điều tra - Xử lý dữ liệu khảo sát và lập bản đồ tại DOSMVN giải thích.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">"Mạng lưới kết nối các trạm định vị vệ tinh trên toàn quốc thành một hệ thống thống nhất để tối ưu hóa thiết bị, giảm thiểu đầu tư và mở rộng khả năng hoạt động cho nhiều ứng dụng khác nhau" "Nó đảm bảo tuân thủ mạng lưới Dịch vụ GNSS quốc tế (IGS) và các mạng lưới của các tổ chức GNSS khác trên toàn thế giới".</span></span></div> <div> </div> <div> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuyển đổi bản đồ quốc gia của Việt Nam bằng mạng lưới trạm tham chiếu GNSS</span></span></strong><br /> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tập đoàn SISC đã được DOSMVN ký hợp đồng thiết kế, xây dựng và đưa vào vận hành mạng lưới định vị vệ tinh quốc gia, VNGEONET. Năm 2019, họ đã hoàn thành việc lắp đặt, thiết lập mạng lưới toàn quốc gồm 65 trạm, bao gồm 24 trạm Geodetic CORS và 41 trạm NRTK CORS.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mạng lưới có 65 máy chủ tham chiếu Leica GR50, lý tưởng cho các cài đặt cố định và cung cấp 555 kênh hỗ trợ tất cả các chòm sao GNSS toàn cầu, chẳng hạn như GPS, GLONASS, Galileo và BeiDou, cũng như các hệ thống khu vực. Với các giao diện đồng thời và nhiều giao diện để truyền thông, cung cấp điện và ghi dữ liệu, các máy chủ tham chiếu này cung cấp các hoạt động đáng tin cậy cần thiết cho dự án này.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mạng lưới bao gồm 65 ăng-ten GNSS 4 chòm sao Leica AR25 và Bộ phần mềm Leica Spider. Leica Spider Software hỗ trợ hệ thống bằng cách cung cấp dữ liệu từ tất cả GNSS cùng lúc, cung cấp một cách hiệu quả để truy cập dữ liệu thời gian thực và dữ liệu xử lý sau. Phần mềm Spider được thiết kế riêng theo nhu cầu cụ thể của DOSMVN, bao gồm bản đồ tùy chỉnh và các tính năng của người dùng, giúp giải pháp này trở nên linh hoạt.</span></span></div> <div> </div> <div> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mạng GNSS quốc gia mang lại lợi ích cho ngành công nghiệp và phát triển cơ sở hạ tầng</span></span></strong><br /> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dự án này thể hiện sự phát triển từ các phương pháp truyền thống sang các giải pháp mới nhất và minh họa cho những lợi ích của việc áp dụng mạng tham chiếu GNSS toàn quốc để thúc đẩy hoạt động khảo sát và lập bản đồ cùng với một loạt các ứng dụng công nghiệp khác.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">"Ngoài việc hiện đại hóa hoạt động lập bản đồ, chúng tôi muốn đạt được độ chính xác cao trong các dịch vụ Định vị động học thời gian thực (RTK) và RTK mạng áp dụng cho nhiều ngành công nghiệp khác nhau", ông Thắng cho biết.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều ngành công nghiệp trên khắp Việt Nam phụ thuộc vào dữ liệu không gian địa lý chính xác để sử dụng các công nghệ tiên tiến và đảm bảo dữ liệu dự án được hoàn thiện. Điều này bao gồm từ công việc khảo sát, như sử dụng xe tự hành GNSS để đo ranh giới tài sản hoặc máy bay không người lái để khảo sát trên không các công trường xây dựng, đến các ứng dụng điều khiển máy tự động, phát triển cơ sở hạ tầng, v.v.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cung cấp các bản sửa lỗi RTK mạng 24/7 dễ truy cập cho các công ty trên khắp Việt Nam mang lại một số lợi ích về kinh tế và phát triển cơ sở hạ tầng. Dữ liệu RTK liên tục và có sẵn rộng rãi giúp giảm chi phí phát sinh cho các doanh nghiệp vốn sẽ phải chịu chi phí hoạt động cao hơn nhiều nếu không có dịch vụ như vậy. Điều này dẫn đến tiết kiệm chi phí trong các lĩnh vực như kỹ thuật dân dụng, xây dựng, nông nghiệp và giao thông - giúp thúc đẩy tăng trưởng kinh tế.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngoài ra, việc giảm chi phí thu thập dữ liệu không gian có độ chính xác cao giúp lập kế hoạch và thực hiện chính xác các dự án cơ sở hạ tầng quy mô lớn quan trọng để thích ứng với dân số đô thị ngày càng tăng của Việt Nam.<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/GEODETIC CORS AND NRTK CORS_Cropped.png" style="width: 800px; height: 356px;" /></span></span><br /> <br /> <div> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nghiên cứu khoa học và giám sát môi trường bằng GNSS</span></span></strong><br /> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các nhà nghiên cứu trong các lĩnh vực như khoa học môi trường, địa chất và bản đồ học cũng được hưởng lợi vì họ có thể thực hiện các nghiên cứu sâu rộng và chính xác hơn. CORS tại Việt Nam đã cải thiện đáng kể khả năng đo tốc độ dịch chuyển mảng và đóng góp dữ liệu có giá trị cho nghiên cứu khí tượng và tầng điện ly.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">CORS cung cấp một cách để đo mức tầng điện ly, sử dụng máy thu để thu thập thông tin về độ trễ tầng điện ly mà tín hiệu GNSS gặp phải trên đường đi của chúng. Điều này cho phép các chuyên gia tính toán tổng số electron (TEC) và lập bản đồ mật độ electron tầng điện ly. Hoạt động của tầng điện ly ảnh hưởng trực tiếp đến độ chính xác của các hệ thống dựa trên GNSS để khảo sát, định vị, viễn thông, v.v. Việc giám sát tầng điện ly cho phép các chuyên gia đánh giá độ tin cậy của các hệ thống này và thực hiện các biện pháp giảm thiểu khi có thể.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mạng lưới này cũng cung cấp thông tin có giá trị về các điều kiện khí quyển, bao gồm lượng hơi nước trong khí quyển – đặc biệt quan trọng đối với các khu vực có lượng mưa lớn ở Việt Nam. Tương tự như việc đo hoạt động tầng điện ly, các máy thu CORS ghi lại độ trễ mà tín hiệu GNSS gặp phải khi di chuyển qua khí quyển do hơi nước. Bằng cách so sánh thời gian đến ước tính và thực tế của tín hiệu GNSS tại các máy thu CORS, có thể ước tính mức độ hơi nước. Phương pháp này cung cấp các quan sát khí tượng độc đáo, góp phần vào dự báo thời tiết và nghiên cứu khí hậu.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngoài ra, mạng lưới rộng lớn của Việt Nam giúp có thể theo dõi các chuyển động trong lớp vỏ trái đất và tốc độ của các chuyển động này theo thời gian bằng GNSS. Là một khu vực hoạt động địa chấn, đây là một nguồn tài nguyên đặc biệt có giá trị để ghi lại và dự đoán các chuyển động mặt đất.</span></span><br /> </div> <div> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">“Việc kết nối 65 trạm này trên khắp đất nước chúng tôi đánh dấu bước tiến vượt bậc trong khả năng lập bản đồ và khảo sát của chúng tôi, đạt được mức độ chính xác và độ tin cậy chưa từng thấy trước đây”</span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc triển khai các trạm tham chiếu GNSS và phần mềm Leica Geosystems đóng vai trò then chốt trong việc hiện thực hóa các mục tiêu của dự án này.<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/CHỌN ANH TÀI (665 x 295 px) (Quảng cáo trên Facebook) (6).png" style="width: 800px; height: 419px;" /></span></span></div> <div> </div> </div> ', 'images' => '2025042311180589dc854da356e13b8a4eeadb31876909.jpg', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy RTK', 'meta_key' => 'Máy RTK, máy định vị vệ tinh RTK, máy GPS RTK, máy định vị vệ tinh GNSS RTK, máy RTK giá rẻ, máy RTK tốt nhất', 'meta_des' => 'Máy RTK, máy định vị vệ tinh RTK, máy GPS RTK, máy định vị vệ tinh GNSS RTK, máy RTK giá rẻ, máy RTK tốt nhất', 'created' => '2025-04-23', 'modified' => '2026-02-02', 'status' => '1', 'view' => '13732', 'slug' => 'thuc-day-co-so-ha-tang-trac-dia-cua-viet-nam-voi-mang-luoi-tham-chieu-gnss-toan-quoc', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '441', 'rght' => '442', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 8 => array( 'Post' => array( 'id' => '760', 'name' => 'Pin hạt nhân BV100 - công nghệ của tương lai', 'code' => null, 'alias' => 'pin-hat-nhan-bv100-cong-nghe-cua-tuong-lai', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ<strong><span itemprop="isBasedOn" itemscope="" itemtype="https://schema.org/WebPage" style="position: fixed; 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Viên pin BV100 của công ty Betavolt Technology đến từ Trung Quốc đang biến điều không tưởng ấy thành hiện thực với công nghệ pin hạt nhân hoàn toàn mới. https://techfancy.net/" border="0" height="1" itemprop="image" src="https://xurls.net/px.gif?utm_campaign=https%3A%2F%2Ftechfancy.net%2F&utm_source=dmca&utm_medium=copy&utm_term=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi&utm_content=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi.%20B%E1%BA%A1n%20%C4%91%C3%A3%20bao%20gi%E1%BB%9D%20t%C6%B0%E1%BB%9Fng%20t%C6%B0%E1%BB%A3ng%20v%E1%BB%81%20m%E1%BB%99t%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B4ng%20ngh%E1%BB%87%20c%C3%B3%20th%E1%BB%83%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20su%E1%BB%91t%20n%E1%BB%ADa%20th%E1%BA%BF%20k%E1%BB%B7%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20hay%20ch%C6%B0a%3F%20Vi%C3%AAn%20pin%20BV100%20c%E1%BB%A7a%20c%C3%B4ng%20ty%20Betavol.%20B%E1%BA%A1n%20%C4%91%C3%A3%20bao%20gi%E1%BB%9D%20t%C6%B0%E1%BB%9Fng%20t%C6%B0%E1%BB%A3ng%20v%E1%BB%81%20m%E1%BB%99t%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B4ng%20ngh%E1%BB%87%20c%C3%B3%20th%E1%BB%83%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20su%E1%BB%91t%20n%E1%BB%ADa%20th%E1%BA%BF%20k%E1%BB%B7%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20hay%20ch%C6%B0a%3F%20Vi%C3%AAn%20pin%20BV100%20c%E1%BB%A7a%20c%C3%B4ng%20ty%20Betavolt%20Technology%20%C4%91%E1%BA%BFn%20t%E1%BB%AB%20Trung%20Qu%E1%BB%91c%20%C4%91ang%20bi%E1%BA%BFn%20%C4%91i%E1%BB%81u%20kh%C3%B4ng%20t%C6%B0%E1%BB%9Fng%20%E1%BA%A5y%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20v%E1%BB%9Bi%20c%C3%B4ng%20ngh%E1%BB%87%20pin%20h%E1%BA%A1t%20nh%C3%A2n%20ho%C3%A0n%20to%C3%A0n%20m%E1%BB%9Bi.%20https%3A%2F%2Ftechfancy.net%2F&dmcaaducpp=1" style="position: fixed; inset: initial; opacity: 0; visibility: visible; display: inline-block; margin: 0px; padding: 0px; overflow: hidden; border: none; background: none; color: initial; cursor: auto; max-width: 1px; max-height: 1px; width: 1px; height: 1px;" title="Pin hạt nhân BV100 Betavolt - Khi khoa học viễn tưởng trở thành hiện thực - BlogAnChoi. Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? Viên pin BV100 của công ty Betavol. Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? Viên pin BV100 của công ty Betavolt Technology đến từ Trung Quốc đang biến điều không tưởng ấy thành hiện thực với công nghệ pin hạt nhân hoàn toàn mới. https://techfancy.net/" width="1" /></a></strong> có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? Viên pin BV100 của công ty Betavolt Technology đến từ Trung Quốc đang biến điều không tưởng ấy thành hiện thực với công nghệ pin hạt nhân hoàn toàn mới.</span></span>', 'content' => '<p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="background-color: rgb(254, 254, 254);">Công ty </span>Betavolt New Energy Technology, có trụ sở tại Bắc Kinh<span style="background-color: rgb(254, 254, 254);">, Trung Quốc vừa công bố sản xuất đại trà pin hạt nhân với thông số ấn tượng: điện áp 3V, công suất 100 microwatt. Dù công suất không lớn, pin có tuổi thọ lên tới 50 năm và kích thước siêu nhỏ (15×15×5 mm). Đặc biệt, nó hoạt động ổn định trong dải nhiệt độ từ -60°C đến 120°C và an toàn nhờ sử dụng niken-63 - đồng vị phóng xạ có chu kỳ bán rã 100 năm, cuối cùng phân hủy thành đồng vị đồng bền.</span></span></span></span></p> <p> <br /> <span style="background-color: rgb(254, 254, 254); font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">Theo chuyên gia Nga, công nghệ này đã xuất hiện từ vài năm trước. Năm 2023, Giáo sư Mefi (Nga) từng thiết kế thử nghiệm "pin hạt nhân" dựa trên nguồn đồng vị phóng xạ và vật liệu bán dẫn. Tuy nhiên, chi phí sản xuất quá cao do giá niken-63 đắt đỏ (hơn 200 triệu rúp/100g) khiến Nga không thể phát triển thêm.</span></p> <p> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sinh ra từ khát vọng đổi mới ngành năng lượng trên toàn cầu, Betavolt Technology đã ra mắt thế giới viên pin “viễn tưởng” BV100 vào đầu 2024 chỉ sau 3 năm thành lập công ty. Với kích thước khiêm tốn chỉ to ngang một đồng xu, viên pin này là sự kết hợp hoàn hảo giữa những đồng vị phóng xạ nickel-63 và công nghệ bán dẫn kim cương thế hệ thứ tư. Cơ chế chuyển đổi năng lượng phân rã beta thành điện năng cho phép BV100 làm điều tưởng chừng như không thế: cung cấp năng lượng liên tục trong nửa thế kỷ mà không đòi hỏi một lần sạc hay bảo trì nào.<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/pin-hat-nhan-betavolt_65a4f1f79425d.jpg" style="width: 800px; height: 447px;" /></span></span></span></p> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Nguyên lý hoạt động của pin hạt nhân BV100</strong></span></span></span><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">Pin hạt nhân BV100 hoạt động dựa trên nguyên lý betavoltaic, trong đó các hạt beta phát ra từ quá trình phân rã của nickel-63 được chuyển đổi thành điện năng thông qua một lớp bán dẫn kim cương mỏng.</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);"> Cấu trúc của pin bao gồm các lớp xen kẽ giữa nguồn nickel-63 và các lớp bán dẫn kim cương, tạo thành một mô-đun có thể mở rộng để tăng công suất. <br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/pin-hat-nhan.jpeg" style="width: 800px; height: 451px;" /></span></p> <p> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">2. Những ưu điểm của viên pin hạt nhân BV100</strong></p> <p> </p> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tuổi thọ vượt trội</strong></span></span></span></p> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm nổi bật nhất ở viên pin BV100 đó chính là việc nó có thể cung cấp năng lượng liên tục trong 50 năm mà không cần sạc lại hoặc bảo trì, từ đó đáp ứng nhu cầu của các thiết bị đòi hỏi độ tin cậy cao và vận hành dài hạn trong các ứng dụng quan trọng trong cuộc sống.</span></span></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://bloganchoi.com/pin-hat-nhan-bv100-betavolt/?utm_campaign=https%3A%2F%2Fbloganchoi.com%2Fpin-hat-nhan-bv100-betavolt%2F&utm_source=dmca&utm_medium=copy&utm_term=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi&utm_content=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi.%20B%E1%BA%A1n%20%C4%91%C3%A3%20bao%20gi%E1%BB%9D%20t%C6%B0%E1%BB%9Fng%20t%C6%B0%E1%BB%A3ng%20v%E1%BB%81%20m%E1%BB%99t%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B4ng%20ngh%E1%BB%87%20c%C3%B3%20th%E1%BB%83%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20su%E1%BB%91t%20n%E1%BB%ADa%20th%E1%BA%BF%20k%E1%BB%B7%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20hay%20ch%C6%B0a%3F%20Vi%C3%AAn%20pin%20BV100%20c%E1%BB%A7a%20c%C3%B4ng%20ty%20Betavol.%20Nh%E1%BB%AFng%20%C6%B0u%20%C4%91i%E1%BB%83m%20c%E1%BB%A7a%20vi%C3%AAn%20pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20C%E1%BA%A5u%20tr%C3%BAc%20c%E1%BB%A7a%20vi%C3%AAn%20pin%20BV100%20(Ngu%E1%BB%93n%3A%20Internet)Tu%E1%BB%95i%20th%E1%BB%8D%20v%C6%B0%E1%BB%A3t%20tr%E1%BB%99iNh%C6%B0%20m%C3%ACnh%20%C4%91%C3%A3%20%C4%91%E1%BB%81%20c%E1%BA%ADp%20%E1%BB%9F%20b%C3%AAn%20tr%C3%AAn%2C%20%C4%91i%E1%BB%83m%20n%E1%BB%95i%20b%E1%BA%ADt%20nh%E1%BA%A5t%20%E1%BB%9F%20vi%C3%AAn%20pin%20BV100%20%C4%91%C3%B3%20ch%C3%ADnh%20l%C3%A0%20vi%E1%BB%87c%20n%C3%B3%20c%C3%B3%20th%E1%BB%83%20cung%20c%E1%BA%A5p%20n%C4%83ng%20l%C6%B0%E1%BB%A3ng%20li%C3%AAn%20t%E1%BB%A5c%20trong%2050%20n%C4%83m%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20l%E1%BA%A1i%20ho%E1%BA%B7c%20b%E1%BA%A3o%20tr%C3%AC%2C%20t%E1%BB%AB%20%C4%91%C3%B3%20%C4%91%C3%A1p%20%E1%BB%A9ng%20nhu%20c%E1%BA%A7u%20c%E1%BB%A7a%20c%C3%A1c%20thi%E1%BA%BFt%20b%E1%BB%8B%20%C4%91%C3%B2i%20h%E1%BB%8Fi%20%C4%91%E1%BB%99%20tin%20c%E1%BA%ADy%20cao%20v%C3%A0%20v%E1%BA%ADn%20h%C3%A0nh%20d%C3%A0i%20h%E1%BA%A1n%20trong%20c%C3%A1c%20%E1%BB%A9ng%20d%E1%BB%A5ng%20quan%20tr%E1%BB%8Dng%20trong%20cu%E1%BB%99c%20s%E1%BB%91ng.Thi%E1%BA%BFt%20k%E1%BA%BF%20nh%E1%BB%8F%20g%E1%BB%8DnV%E1%BB%9Bi%20k%C3%ADch%20th%C6%B0%E1%BB%9Bc%20ch%E1%BB%89%20t%C6%B0%C6%A1ng%20%C4%91%C6%B0%C6%A1ng%20m%E1%BB%99t%20%C4%91%E1%BB%93ng%20xu%2C%20pin%20BV100%20mang%20%C4%91%E1%BA%BFn%20kh%E1%BA%A3%20n%C4%83ng%20t%C3%ADch%20h%E1%BB%A3p%20linh%20ho%E1%BA%A1t%20v%C3%A0o%20nhi%E1%BB%81u%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B3%20kh%C3%B4ng%20gian%20h%E1%BA%A1n%20ch%E1%BA%BF%2C%20gi%C3%BAp%20m%E1%BB%9F%20r%E1%BB%99ng%20%C4%91%C3%A1ng%20k%E1%BB%83%20ph%E1%BA%A1m%20vi%20%E1%BB%A9ng%20d%E1%BB%A5ng%20trong%20nhi%E1%BB%81u%20l%C4%A9nh%20v%E1%BB%B1c%20c%C3%B4ng%20ngh%E1%BB%87.An%20to%C3%A0n%20v%C3%A0%20b%E1%BB%81n%20v%E1%BB%AFngV%C3%AC%20trong%20quy%20tr%C3%ACnh%20chuy%E1%BB%83n%20h%C3%B3a%20c%E1%BB%A7a%20nickel%20%E2%80%93%2063%20s%E1%BA%BD%20bi%E1%BA%BFn%20n%C3%B3%20th%C3%A0nh%20%C4%90%E1%BB%93ng%20%E2%80%93%2063%20%E2%80%93%20m%E1%BB%99t%20nguy%C3%AAn%20t%E1%BB%91%20%E1%BB%95n%20%C4%91%E1%BB%8Bnh%20v%C3%A0%20kh%C3%B4ng%20ph%C3%B3ng%20x%E1%BA%A1%2C%20t%E1%BB%AB%20%C4%91%C3%B3%20gi%C3%BAp%20%C4%91%E1%BA%A3m%20b%E1%BA%A3o%20t%C3%ADnh%20an%20to%C3%A0n%20v%C3%A0%20gi%E1%BA%A3m%20thi%E1%BB%83u%20c%C3%A1c%20t%C3%A1c%20%C4%91%E1%BB%99ng%20%C4%91%E1%BA%BFn%20m%C3%B4i%20tr%C6%B0%E1%BB%9Dng%2C%20%C4%91%C3%A1p%20%E1%BB%A9ng%20c%C3%A1c%20ti%C3%AAu%20chu%E1%BA%A9n%20kh%E1%BA%AFt%20khe%20v%E1%BB%81%20ph%C3%A1t%20tri%E1%BB%83n%20c%C3%B4ng%20ngh%E1%BB%87%20b%E1%BB%81n%20v%E1%BB%AFng.%20Sponsor%20Kh%E1%BA%A3%20n%C4%83ng%20v%E1%BA%ADn%20h%C3%A0nh%20trong%20%C4%91i%E1%BB%81u%20ki%E1%BB%87n%20kh%E1%BA%AFc%20nghi%E1%BB%87tPin%20BV100%20c%C3%B3%20th%E1%BB%83%20duy%20tr%C3%AC%20hi%E1%BB%87u%20su%E1%BA%A5t%20%E1%BB%95n%20%C4%91%E1%BB%8Bnh%20trong%20ph%E1%BA%A1m%20vi%20nhi%E1%BB%87t%20%C4%91%E1%BB%99%20r%E1%BB%99ng%20t%E1%BB%AB%20-60%C2%B0C%20%C4%91%E1%BA%BFn%20120%C2%B0C%2C%20mang%20%C4%91%E1%BA%BFn%20gi%E1%BA%A3i%20ph%C3%A1p%20n%C4%83ng%20l%C6%B0%E1%BB%A3ng%20%C4%91%C3%A1ng%20tin%20c%E1%BA%ADy%20cho%20c%C3%A1c%20thi%E1%BA%BFt%20b%E1%BB%8B%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20c%C3%A1c%20m%C3%B4i%20tr%C6%B0%E1%BB%9Dng%20c%E1%BB%B1c%20k%E1%BB%B3%20kh%E1%BA%AFc%20nghi%E1%BB%87t.%20https%3A%2F%2Fbloganchoi.com%2Fpin-hat-nhan-bv100-betavolt%2F" title=""Pin hạt nhân BV100 Betavolt - Khi khoa học viễn tưởng trở thành hiện thực - BlogAnChoi. Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? Viên pin BV100 của công ty Betavol. Những ưu đi"><span style="color:#000000;"><img border="0" height="1" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAEAAAABCAMAAAAoyzS7AAAAAXNSR0ICQMB9xQAAAANQTFRFAAAAp3o92gAAAAF0Uk5TAEDm2GYAAAAJcEhZcwAADsQAAA7EAZUrDhsAAAAZdEVYdFNvZnR3YXJlAE1pY3Jvc29mdCBPZmZpY2V/7TVxAAAACklEQVQY02NgAAAAAgABmGNs1wAAAABJRU5ErkJggg==" width="1" /></span></a><a href="https://bloganchoi.com/?utm_campaign=https%3A%2F%2Fbloganchoi.com%2Fpin-hat-nhan-bv100-betavolt%2F&utm_source=dmca&utm_medium=copy&utm_term=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi&utm_content=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi.%20B%E1%BA%A1n%20%C4%91%C3%A3%20bao%20gi%E1%BB%9D%20t%C6%B0%E1%BB%9Fng%20t%C6%B0%E1%BB%A3ng%20v%E1%BB%81%20m%E1%BB%99t%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B4ng%20ngh%E1%BB%87%20c%C3%B3%20th%E1%BB%83%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20su%E1%BB%91t%20n%E1%BB%ADa%20th%E1%BA%BF%20k%E1%BB%B7%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20hay%20ch%C6%B0a%3F%20Vi%C3%AAn%20pin%20BV100%20c%E1%BB%A7a%20c%C3%B4ng%20ty%20Betavol.%20Nh%E1%BB%AFng%20%C6%B0u%20%C4%91i%E1%BB%83m%20c%E1%BB%A7a%20vi%C3%AAn%20pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20C%E1%BA%A5u%20tr%C3%BAc%20c%E1%BB%A7a%20vi%C3%AAn%20pin%20BV100%20(Ngu%E1%BB%93n%3A%20Internet)Tu%E1%BB%95i%20th%E1%BB%8D%20v%C6%B0%E1%BB%A3t%20tr%E1%BB%99iNh%C6%B0%20m%C3%ACnh%20%C4%91%C3%A3%20%C4%91%E1%BB%81%20c%E1%BA%ADp%20%E1%BB%9F%20b%C3%AAn%20tr%C3%AAn%2C%20%C4%91i%E1%BB%83m%20n%E1%BB%95i%20b%E1%BA%ADt%20nh%E1%BA%A5t%20%E1%BB%9F%20vi%C3%AAn%20pin%20BV100%20%C4%91%C3%B3%20ch%C3%ADnh%20l%C3%A0%20vi%E1%BB%87c%20n%C3%B3%20c%C3%B3%20th%E1%BB%83%20cung%20c%E1%BA%A5p%20n%C4%83ng%20l%C6%B0%E1%BB%A3ng%20li%C3%AAn%20t%E1%BB%A5c%20trong%2050%20n%C4%83m%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20l%E1%BA%A1i%20ho%E1%BA%B7c%20b%E1%BA%A3o%20tr%C3%AC%2C%20t%E1%BB%AB%20%C4%91%C3%B3%20%C4%91%C3%A1p%20%E1%BB%A9ng%20nhu%20c%E1%BA%A7u%20c%E1%BB%A7a%20c%C3%A1c%20thi%E1%BA%BFt%20b%E1%BB%8B%20%C4%91%C3%B2i%20h%E1%BB%8Fi%20%C4%91%E1%BB%99%20tin%20c%E1%BA%ADy%20cao%20v%C3%A0%20v%E1%BA%ADn%20h%C3%A0nh%20d%C3%A0i%20h%E1%BA%A1n%20trong%20c%C3%A1c%20%E1%BB%A9ng%20d%E1%BB%A5ng%20quan%20tr%E1%BB%8Dng%20trong%20cu%E1%BB%99c%20s%E1%BB%91ng.Thi%E1%BA%BFt%20k%E1%BA%BF%20nh%E1%BB%8F%20g%E1%BB%8DnV%E1%BB%9Bi%20k%C3%ADch%20th%C6%B0%E1%BB%9Bc%20ch%E1%BB%89%20t%C6%B0%C6%A1ng%20%C4%91%C6%B0%C6%A1ng%20m%E1%BB%99t%20%C4%91%E1%BB%93ng%20xu%2C%20pin%20BV100%20mang%20%C4%91%E1%BA%BFn%20kh%E1%BA%A3%20n%C4%83ng%20t%C3%ADch%20h%E1%BB%A3p%20linh%20ho%E1%BA%A1t%20v%C3%A0o%20nhi%E1%BB%81u%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B3%20kh%C3%B4ng%20gian%20h%E1%BA%A1n%20ch%E1%BA%BF%2C%20gi%C3%BAp%20m%E1%BB%9F%20r%E1%BB%99ng%20%C4%91%C3%A1ng%20k%E1%BB%83%20ph%E1%BA%A1m%20vi%20%E1%BB%A9ng%20d%E1%BB%A5ng%20trong%20nhi%E1%BB%81u%20l%C4%A9nh%20v%E1%BB%B1c%20c%C3%B4ng%20ngh%E1%BB%87.An%20to%C3%A0n%20v%C3%A0%20b%E1%BB%81n%20v%E1%BB%AFngV%C3%AC%20trong%20quy%20tr%C3%ACnh%20chuy%E1%BB%83n%20h%C3%B3a%20c%E1%BB%A7a%20nickel%20%E2%80%93%2063%20s%E1%BA%BD%20bi%E1%BA%BFn%20n%C3%B3%20th%C3%A0nh%20%C4%90%E1%BB%93ng%20%E2%80%93%2063%20%E2%80%93%20m%E1%BB%99t%20nguy%C3%AAn%20t%E1%BB%91%20%E1%BB%95n%20%C4%91%E1%BB%8Bnh%20v%C3%A0%20kh%C3%B4ng%20ph%C3%B3ng%20x%E1%BA%A1%2C%20t%E1%BB%AB%20%C4%91%C3%B3%20gi%C3%BAp%20%C4%91%E1%BA%A3m%20b%E1%BA%A3o%20t%C3%ADnh%20an%20to%C3%A0n%20v%C3%A0%20gi%E1%BA%A3m%20thi%E1%BB%83u%20c%C3%A1c%20t%C3%A1c%20%C4%91%E1%BB%99ng%20%C4%91%E1%BA%BFn%20m%C3%B4i%20tr%C6%B0%E1%BB%9Dng%2C%20%C4%91%C3%A1p%20%E1%BB%A9ng%20c%C3%A1c%20ti%C3%AAu%20chu%E1%BA%A9n%20kh%E1%BA%AFt%20khe%20v%E1%BB%81%20ph%C3%A1t%20tri%E1%BB%83n%20c%C3%B4ng%20ngh%E1%BB%87%20b%E1%BB%81n%20v%E1%BB%AFng.%20Sponsor%20Kh%E1%BA%A3%20n%C4%83ng%20v%E1%BA%ADn%20h%C3%A0nh%20trong%20%C4%91i%E1%BB%81u%20ki%E1%BB%87n%20kh%E1%BA%AFc%20nghi%E1%BB%87tPin%20BV100%20c%C3%B3%20th%E1%BB%83%20duy%20tr%C3%AC%20hi%E1%BB%87u%20su%E1%BA%A5t%20%E1%BB%95n%20%C4%91%E1%BB%8Bnh%20trong%20ph%E1%BA%A1m%20vi%20nhi%E1%BB%87t%20%C4%91%E1%BB%99%20r%E1%BB%99ng%20t%E1%BB%AB%20-60%C2%B0C%20%C4%91%E1%BA%BFn%20120%C2%B0C%2C%20mang%20%C4%91%E1%BA%BFn%20gi%E1%BA%A3i%20ph%C3%A1p%20n%C4%83ng%20l%C6%B0%E1%BB%A3ng%20%C4%91%C3%A1ng%20tin%20c%E1%BA%ADy%20cho%20c%C3%A1c%20thi%E1%BA%BFt%20b%E1%BB%8B%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20c%C3%A1c%20m%C3%B4i%20tr%C6%B0%E1%BB%9Dng%20c%E1%BB%B1c%20k%E1%BB%B3%20kh%E1%BA%AFc%20nghi%E1%BB%87t.%20https%3A%2F%2Fbloganchoi.com%2Fpin-hat-nhan-bv100-betavolt%2F" title=""This article is referenced content from https://bloganchoi.com - Pin hạt nhân BV100 Betavolt - Khi khoa học viễn tưởng trở thành hiện thực - BlogAnChoi. Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không "><span style="color:#000000;"><img border="0" height="1" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAEAAAABCAMAAAAoyzS7AAAAAXNSR0ICQMB9xQAAAANQTFRFAAAAp3o92gAAAAF0Uk5TAEDm2GYAAAAJcEhZcwAADsQAAA7EAZUrDhsAAAAZdEVYdFNvZnR3YXJlAE1pY3Jvc29mdCBPZmZpY2V/7TVxAAAACklEQVQY02NgAAAAAgABmGNs1wAAAABJRU5ErkJggg==" width="1" /></span></a></span></span><br /> </p> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Thiết kế nhỏ gọn</strong></span></span></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://techfancy.net/?utm_campaign=https%3A%2F%2Ftechfancy.net%2F&utm_source=dmca&utm_medium=copy&utm_term=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi&utm_content=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi.%20B%E1%BA%A1n%20%C4%91%C3%A3%20bao%20gi%E1%BB%9D%20t%C6%B0%E1%BB%9Fng%20t%C6%B0%E1%BB%A3ng%20v%E1%BB%81%20m%E1%BB%99t%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B4ng%20ngh%E1%BB%87%20c%C3%B3%20th%E1%BB%83%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20su%E1%BB%91t%20n%E1%BB%ADa%20th%E1%BA%BF%20k%E1%BB%B7%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20hay%20ch%C6%B0a%3F%20Vi%C3%AAn%20pin%20BV100%20c%E1%BB%A7a%20c%C3%B4ng%20ty%20Betavol.%20Nh%E1%BB%AFng%20%C6%B0u%20%C4%91i%E1%BB%83m%20c%E1%BB%A7a%20vi%C3%AAn%20pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20C%E1%BA%A5u%20tr%C3%BAc%20c%E1%BB%A7a%20vi%C3%AAn%20pin%20BV100%20(Ngu%E1%BB%93n%3A%20Internet)Tu%E1%BB%95i%20th%E1%BB%8D%20v%C6%B0%E1%BB%A3t%20tr%E1%BB%99iNh%C6%B0%20m%C3%ACnh%20%C4%91%C3%A3%20%C4%91%E1%BB%81%20c%E1%BA%ADp%20%E1%BB%9F%20b%C3%AAn%20tr%C3%AAn%2C%20%C4%91i%E1%BB%83m%20n%E1%BB%95i%20b%E1%BA%ADt%20nh%E1%BA%A5t%20%E1%BB%9F%20vi%C3%AAn%20pin%20BV100%20%C4%91%C3%B3%20ch%C3%ADnh%20l%C3%A0%20vi%E1%BB%87c%20n%C3%B3%20c%C3%B3%20th%E1%BB%83%20cung%20c%E1%BA%A5p%20n%C4%83ng%20l%C6%B0%E1%BB%A3ng%20li%C3%AAn%20t%E1%BB%A5c%20trong%2050%20n%C4%83m%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20l%E1%BA%A1i%20ho%E1%BA%B7c%20b%E1%BA%A3o%20tr%C3%AC%2C%20t%E1%BB%AB%20%C4%91%C3%B3%20%C4%91%C3%A1p%20%E1%BB%A9ng%20nhu%20c%E1%BA%A7u%20c%E1%BB%A7a%20c%C3%A1c%20thi%E1%BA%BFt%20b%E1%BB%8B%20%C4%91%C3%B2i%20h%E1%BB%8Fi%20%C4%91%E1%BB%99%20tin%20c%E1%BA%ADy%20cao%20v%C3%A0%20v%E1%BA%ADn%20h%C3%A0nh%20d%C3%A0i%20h%E1%BA%A1n%20trong%20c%C3%A1c%20%E1%BB%A9ng%20d%E1%BB%A5ng%20quan%20tr%E1%BB%8Dng%20trong%20cu%E1%BB%99c%20s%E1%BB%91ng.Thi%E1%BA%BFt%20k%E1%BA%BF%20nh%E1%BB%8F%20g%E1%BB%8DnV%E1%BB%9Bi%20k%C3%ADch%20th%C6%B0%E1%BB%9Bc%20ch%E1%BB%89%20t%C6%B0%C6%A1ng%20%C4%91%C6%B0%C6%A1ng%20m%E1%BB%99t%20%C4%91%E1%BB%93ng%20xu%2C%20pin%20BV100%20mang%20%C4%91%E1%BA%BFn%20kh%E1%BA%A3%20n%C4%83ng%20t%C3%ADch%20h%E1%BB%A3p%20linh%20ho%E1%BA%A1t%20v%C3%A0o%20nhi%E1%BB%81u%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B3%20kh%C3%B4ng%20gian%20h%E1%BA%A1n%20ch%E1%BA%BF%2C%20gi%C3%BAp%20m%E1%BB%9F%20r%E1%BB%99ng%20%C4%91%C3%A1ng%20k%E1%BB%83%20ph%E1%BA%A1m%20vi%20%E1%BB%A9ng%20d%E1%BB%A5ng%20trong%20nhi%E1%BB%81u%20l%C4%A9nh%20v%E1%BB%B1c%20c%C3%B4ng%20ngh%E1%BB%87.An%20to%C3%A0n%20v%C3%A0%20b%E1%BB%81n%20v%E1%BB%AFngV%C3%AC%20trong%20quy%20tr%C3%ACnh%20chuy%E1%BB%83n%20h%C3%B3a%20c%E1%BB%A7a%20nickel%20%E2%80%93%2063%20s%E1%BA%BD%20bi%E1%BA%BFn%20n%C3%B3%20th%C3%A0nh%20%C4%90%E1%BB%93ng%20%E2%80%93%2063%20%E2%80%93%20m%E1%BB%99t%20nguy%C3%AAn%20t%E1%BB%91%20%E1%BB%95n%20%C4%91%E1%BB%8Bnh%20v%C3%A0%20kh%C3%B4ng%20ph%C3%B3ng%20x%E1%BA%A1%2C%20t%E1%BB%AB%20%C4%91%C3%B3%20gi%C3%BAp%20%C4%91%E1%BA%A3m%20b%E1%BA%A3o%20t%C3%ADnh%20an%20to%C3%A0n%20v%C3%A0%20gi%E1%BA%A3m%20thi%E1%BB%83u%20c%C3%A1c%20t%C3%A1c%20%C4%91%E1%BB%99ng%20%C4%91%E1%BA%BFn%20m%C3%B4i%20tr%C6%B0%E1%BB%9Dng%2C%20%C4%91%C3%A1p%20%E1%BB%A9ng%20c%C3%A1c%20ti%C3%AAu%20chu%E1%BA%A9n%20kh%E1%BA%AFt%20khe%20v%E1%BB%81%20ph%C3%A1t%20tri%E1%BB%83n%20c%C3%B4ng%20ngh%E1%BB%87%20b%E1%BB%81n%20v%E1%BB%AFng.%20Sponsor%20Kh%E1%BA%A3%20n%C4%83ng%20v%E1%BA%ADn%20h%C3%A0nh%20trong%20%C4%91i%E1%BB%81u%20ki%E1%BB%87n%20kh%E1%BA%AFc%20nghi%E1%BB%87tPin%20BV100%20c%C3%B3%20th%E1%BB%83%20duy%20tr%C3%AC%20hi%E1%BB%87u%20su%E1%BA%A5t%20%E1%BB%95n%20%C4%91%E1%BB%8Bnh%20trong%20ph%E1%BA%A1m%20vi%20nhi%E1%BB%87t%20%C4%91%E1%BB%99%20r%E1%BB%99ng%20t%E1%BB%AB%20-60%C2%B0C%20%C4%91%E1%BA%BFn%20120%C2%B0C%2C%20mang%20%C4%91%E1%BA%BFn%20gi%E1%BA%A3i%20ph%C3%A1p%20n%C4%83ng%20l%C6%B0%E1%BB%A3ng%20%C4%91%C3%A1ng%20tin%20c%E1%BA%ADy%20cho%20c%C3%A1c%20thi%E1%BA%BFt%20b%E1%BB%8B%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20c%C3%A1c%20m%C3%B4i%20tr%C6%B0%E1%BB%9Dng%20c%E1%BB%B1c%20k%E1%BB%B3%20kh%E1%BA%AFc%20nghi%E1%BB%87t.%20https%3A%2F%2Ftechfancy.net%2F" title=""Pin hạt nhân BV100 Betavolt - Khi khoa học viễn tưởng trở thành hiện thực - BlogAnChoi. Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? Viên pin BV100 của công ty Betavol. Những ưu đi"><span style="color:#000000;"><strong><img border="0" height="1" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAEAAAABCAMAAAAoyzS7AAAAAXNSR0ICQMB9xQAAAANQTFRFAAAAp3o92gAAAAF0Uk5TAEDm2GYAAAAJcEhZcwAADsQAAA7EAZUrDhsAAAAZdEVYdFNvZnR3YXJlAE1pY3Jvc29mdCBPZmZpY2V/7TVxAAAACklEQVQY02NgAAAAAgABmGNs1wAAAABJRU5ErkJggg==" width="1" /></strong></span></a></span></span></p> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với kích thước chỉ tương đương một đồng xu, pin BV100 mang đến khả năng tích hợp linh hoạt vào nhiều thiết bị có không gian hạn chế, giúp mở rộng đáng kể phạm vi ứng dụng trong nhiều lĩnh vực công nghệ.</span></span></span><br /> </p> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>An toàn và bền vững</strong></span></span></span></p> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vì trong quy trình chuyển hóa của nickel – 63 sẽ biến nó thành Đồng – 63 – một nguyên tố ổn định và không phóng xạ, từ đó giúp đảm bảo tính an toàn và giảm thiểu các tác động đến môi trường, đáp ứng các tiêu chuẩn khắt khe về phát triển công nghệ bền vững.</span></span></span><br /> <br /> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">Khả năng vận hành trong điều kiện khắc nghiệt</strong></p> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Pin BV100 có thể duy trì hiệu suất ổn định trong phạm vi nhiệt độ rộng từ -60°C đến 120°C, mang đến giải pháp năng lượng đáng tin cậy cho các thiết bị hoạt động trong các môi trường cực kỳ khắc nghiệt.<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/pin-hat-nhan-cho-dien-thoai-2.jpeg" style="width: 800px; height: 450px;" /></span></span></span></p> <p id="nhung-ung-dung-tiem-nang"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc thương mại hóa loại pin hạt nhân siêu nhỏ này được kỳ vọng sẽ mở ra tương lai cho hàng loạt thiết bị đòi hỏi nguồn năng lượng lâu dài như vệ tinh, cảm biến AI, máy móc y tế, drone mini hay thậm chí là rô-bốt cỡ nhỏ.</span></span></span><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">Hiện nay, không chỉ Trung Quốc mà rất nhiều quốc gia khác cũng đang đẩy mạnh phát triển pin hạt nhân. Tại Mỹ, </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); box-sizing: border-box; font-weight: bold;">City Labs</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);"> đang hợp tác với </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); box-sizing: border-box; font-weight: bold;">Viện Y tế Quốc gia</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);"> để tạo pin betavoltaic dùng </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); box-sizing: border-box; font-weight: bold;">tritium</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);"> cho các thiết bị y tế như máy trợ tim. Trong khi đó, tại Anh, </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); box-sizing: border-box; font-weight: bold;">Arkenlight</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);"> đang nghiên cứu công nghệ tương tự với vật liệu </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); box-sizing: border-box; font-weight: bold;">carbon-14</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">.</span><br /> </p> <p style="box-sizing: border-box; margin-top: 0px; margin-bottom: 26px; overflow-wrap: break-word; font-family: Verdana, BlinkMacSystemFont, -apple-system, "Segoe UI", Roboto, Oxygen, Ubuntu, Cantarell, "Open Sans", "Helvetica Neue", sans-serif; font-size: 15px;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công ty Betavolt<b> </b>đã khẳng định họ là nhà sản xuất vật liệu bán dẫn kim cương quy mô lớn duy nhất hiện nay. </span></span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">Công nghệ pin hạt nhân của Betavolt đã đánh dấu một bước tiến đáng kể trong lĩnh vực lưu trữ năng lượng của thế giới nói chung và của Trung Quốc nói riêng. Nó hứa hẹn sẽ cung cấp cho con người nguồn năng lượng bền vững và lâu dài trong nhiều lĩnh vực thiết yếu từ thiết bị y tế cho đến thám hiểm không gian.<br /> <br /> Mặc dù hiện tại vẫn còn nhiều thách thức cần vượt qua như công suất thấp (chỉ cung cấp 100 microwatt ở 3 volt), chi phí sản xuất cao cũng như những lo ngại về phóng xạ nhưng công nghệ này vẫn là một ẩn số thú vị cần được phát triển đúng cách để con người có thể khai thác tối đa tiềm năng của nó.</span></p> <p> </p> <p id="nhung-ung-dung-tiem-nang"> </p> ', 'images' => '2025040909570998e45e4601a11c8439a61cf258f3651a.jpg', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Pin hạt nhân', 'meta_key' => 'Pin hạt nhân', 'meta_des' => 'Pin hạt nhân', 'created' => '2025-04-09', 'modified' => '2026-02-01', 'status' => '1', 'view' => '12375', 'slug' => 'pin-hat-nhan-bv100-cong-nghe-cua-tuong-lai', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '439', 'rght' => '440', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 9 => array( 'Post' => array( 'id' => '759', 'name' => 'Tìm hiểu tính năng đo bù nghiêng trên máy định vị GNSS RTK!', 'code' => null, 'alias' => 'tim-hieu-tinh-nang-do-bu-nghieng-tren-may-dinh-vi-gnss-rtk', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong quá trình khảo sát bằng máy định vị GNSS RTK sử dụng tính năng bù nghiêng là một trong những cách hiệu quả giúp bạn nâng cao hiệu suất và chất lượng của dữ liệu thu thập trong đo đạc.</span></span>', 'content' => '<h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Đo bù nghiêng trên máy định vị GNSS RTK là gì?</span></span></span></h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo bù nghiêng trên máy GPS RTK (hay còn gọi là IMU) là một tính năng mới và nổi bật của dòng máy định vị GNSS RTK. Tính năng bù nghiêng giúp đo ở nơi khó đặt sào, góc khuất, khu vực nguy hiểm,… an toàn cho người đo, thao tác dễ dàng. <br /> Trong thực tế không phải lúc nào người kỹ sư cũng có thể dựng thẳng sào máy. Tính năng bù nghiêng được sử dụng trong một số điều kiện địa hình có chướng ngại vật hoặc góc khuất điển hình như:</span></span></span><br /> <ul> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đo nằm ở góc tường, cạnh tường</span></span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đo bị che khuất bởi các vật thể không mong muốn</span></span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đo nằm ở các điểm khó với tới như ao, hồ, sông, suối</span></span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đo nằm ở khu vực nguy hiểm</span></span></span></li> </ul> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong các trường hợp trên, các kỹ sư cần phải kích hoạt tính năng đo bù nghiêng để đặt chân sào vào điểm cần đo để tiến hành thu thập dữ liệu. Do đó, tính năng đo bù nghiêng là không thể thiếu, giúp cho công tác đo đạc ngoài thực địa trở nên dễ dàng và hiệu quả hơn.</span></span></span><br /> <h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Nguyên lý hoạt động</span></span></span></h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thông thường, khi khảo sát, người dùng phải để sào máy thẳng đứng, vuông góc với mặt phẳng trái đất để máy RTK thu thập được tọa độ X,Y. Còn cao độ Z thì chỉ cần lấy cao độ hiện tại máy thu thập được, trừ đi chiều cao sào máy là được.<br /> Vậy khi sào máy nghiêng, máy RTK chỉ có thể tính toán được tọa độ tại vị trí của đầu máy, làm sao để biết được tọa độ điểm tại chân máy? Câu trả lời là cảm biến IMU tích hợp bên trong máy và thuật toán được cài đặt sẵn trong main.<br /> <br /> Cảm biến IMU<br /> IMU ( viết tắt của Inertial measurement unit) – là một cảm biến được tích hợp bên trong máy RTK (Hoặc hầu hết các thiết bị điện tử) nhằm đo lường quán tính, gia tốc, tốc độ, góc nghiêng của thiết bị so với trục vuông góc với bề mặt trái đất.<br /> <br /> Hai thành phần chính cấu tạo lên cảm biến IMU:<br /> <img alt="" src="/admin/webroot/upload/image/images/gia-toc-ke-2-300x141.gif" style="width: 300px; height: 141px;" /><br /> <br /> Gia tốc kế<br /> Dùng để đo gia tốc của bản thân cảm biến IMU, thường gồm 2 hoặc 3 trục, ứng với 3 chiều không gian.<br /> <img alt="" src="/admin/webroot/upload/image/images/con-quay-hoi-chuyen.gif" style="width: 220px; height: 220px;" /><br /> Con quay hồi chuyển<br /> Dùng để đo tốc độ quay quanh một trục của cảm biến IMU, cũng như góc nghiêng của IMU so với trục vuông góc với mặt phẳng trái đất.<br /> Nhờ vào cảm biến IMU, mà máy định vị GNSS RTK có thể xác định được 2 yếu tố là góc nghiêng và hướng nghiêng của sào máy so với trục thẳng đứng. Kết hợp với chiều cao sào, máy RTK có thể biết được vị trí của nó so với điểm cần đo.</span></span></span><br /> <br /> <h2 style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">3. Ưu điểm và nhược điểm của tính năng đo bù nghiêng trên máy định vị GNSS RTK</span></h2> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">- Ưu điểm: </span></p> <ul> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng tốc độ đo đạc: Người sử dụng không cần phải mất thời gian để dựng thẳng sào máy, do đó có thể thu thập dữ liệu nhanh hơn.</span></span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng độ chính xác: Việc sử dụng cảm biến IMU giúp loại bỏ sai số do sào máy không được dựng thẳng, do đó tọa độ điểm đo được sẽ chính xác hơn.</span></span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng tính linh hoạt: Người sử dụng có thể đo đạc ở những khu vực khó tiếp cận, nơi mà việc dựng thẳng sào máy là khó khăn hoặc không thể thực hiện được.</span></span></span></li> </ul> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngoài những ưu điểm trên tính năng đo bù nghiêng trên các thiết bị GPS RTK có một nhược điểm nhưng không đáng kể đó là khả năng sai số cao hơn một chút. Tuy nhiên trong quá trình đo đạc nếu các kỹ sư nắm vững được nguyên lý hoạt động của thiết bị GPS RTK cũng như điều chỉnh được điểm đặt chân sào sẽ hạn chế được những sai số trong quá trình thu thập dữ liệu, có kết quả đo chính xác.</span></span></span><br /> <br /> <h2 style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Có nên thường xuyên sử dụng tính năng đo nghiêng hay không?</span></span></span></h2> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Để có thể trả lời câu hỏi này, ta phải cân nhắc đến vấn đề về độ chính xác. Khi khởi tạo tính năng đo nghiêng, máy RTK sẽ phải thêm một bước tính toán nữa để xác định tọa độ điểm đo.<br /> Tính năng đo bù nghiêng thực sự rất hữu ích giúp giảm thời gian khảo sát một cách đáng kể nhưng cũng sẽ khiến sai số tăng thêm vài cen-ti-mét. Vì vậy chúng tôi khuyến nghị chỉ nên chỉ sử dụng tính năng này khi thật sự cần thiết!</span></span></span></p> <h2 style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); text-align: justify; margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">5. </span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); text-align: justify;">Địa chỉ mua máy RTK chính hãng:</span></h2> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">CÔNG TY CP CÔNG NGHỆ VÀ TM THÀNH ĐẠT chuyên nhập khẩu và cung cấp các máy GNSS RTK của các hãng: E-survey, Geomate, eFix, Foif, Toknav,.... tại Việt Nam. </span></span></span></p> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Liên hệ: </strong></u><br style="margin: 0px; padding: 0px;" /> <br style="margin: 0px; padding: 0px;" /> Số 145 Láng Hạ, Đống Đa, Hà Nội<br style="margin: 0px; padding: 0px;" /> Số 5/161 Nguyễn Tuân. Thanh Xuân, Hà Nội<br style="margin: 0px; padding: 0px;" /> Tel: 024.37764930<br style="margin: 0px; padding: 0px;" /> Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" /> Website: </span></span></span><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear; font-size: 13px;" target="_blank"><span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);">www.tracdiathanhdat.vn</span></a></span></span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px;"> </span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;">@ Luôn đồng hành cùng bạn!</strong></span></span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"> </span></span></p> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> </p> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px; text-align: center;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Blue Aesthetic January 2024 Calendar Desktop Wallpaper (665 x 295 px) (665 x 295 px) (1).png" style="width: 665px; height: 295px;" /></span></span></span></p> ', 'images' => '20250217100043c413f7f539f39425597705c9142a94b0.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Tính năng bù nghiêng ở máy RTK', 'meta_key' => 'Máy RTK, máy định vị vệ tinh RTK, máy GPS RTK, máy định vị vệ tinh GNSS RTK, máy RTK giá rẻ, máy RTK tốt nhất', 'meta_des' => 'Máy RTK, máy định vị vệ tinh RTK, máy GPS RTK, máy định vị vệ tinh GNSS RTK, máy RTK giá rẻ, máy RTK tốt nhất', 'created' => '2025-02-17', 'modified' => '2026-02-01', 'status' => '1', 'view' => '5942', 'slug' => 'tim-hieu-tinh-nang-do-bu-nghieng-tren-may-dinh-vi-gnss-rtk', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '437', 'rght' => '438', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ) ) $detailNews = array( 'Post' => array( 'id' => '721', 'name' => 'Định vị công trình bằng máy toàn đạc điện tử', 'code' => null, 'alias' => 'dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<p style="margin: 0in 0in 15.6pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(51, 51, 51);">Định vị thi công công trình là công tác trắc địa nhằm xác định vị trí mặt <span style="box-sizing: border-box; touch-action: manipulation; color: rgb(51, 72, 98);">bằng</span> của các điểm, các đường thẳng, các điểm chi tiết của công trình xây dựng trên đất liền cũng như trên mặt nước theo đúng thiết kế.</span></span></span><span style="font-size:11.5pt; font-family:Montserrat;color:#333333"><o:p></o:p></span></p> ', 'content' => '<h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Tìm hiểu về định vị thi công công trình </strong></span></span></span></h2> <br /> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị thi công công trình là công tác trắc địa nhằm xác định vị trí mặt bằng của các điểm, các đường thẳng, các điểm chi tiết của công trình xây dựng trên đất liền cũng như trên mặt nước theo đúng thiết kế.<br /> <br /> Định vị công trình bằng máy toàn đạc có thể hiểu là thao tác sử dụng máy toàn đạc để khảo sát, xác định vị trí tọa độ công trình chi tiết, nhanh chóng và chính xác. Các kỹ sư sẽ nhập các tham số trên bản vẽ vào máy. Sau đó, các thuật toán của máy toàn đạc sẽ xử lý những số liệu này. Cuối cùng, máy toàn đạc sẽ khảo sát, xác định chi tiết và xác thực những vị trí điểm ra thực địa. <br /> <br /> Chỉ cần trích xuất những vị trí tọa độ chính xác điểm trên bản vẽ sang <strong><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">máy toàn đạc điện tử</a> , </strong> máy sẽ xử lý các thông số này. Sau đó, máy triển khai vị trí những tim trục trên bản đồ lên thực địa. Nhờ vậy, sẽ định vị được xác thực tim trục của nền móng cho những bước thi công tiếp theo.</span></span></span></p> <p style="text-align: center;"> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/dinh-vi-cong-trinh-bang-may-toan-dac.jpg" style="width: 620px; height: 360px;" /></span></span></span></p> <h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Phương pháp thực hiện định vị công trình bằng máy toàn đạc điện tử</strong></span></span></span></h2> <p style="text-align: center;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" 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" style="height: 411px; width: 620px;" /></span></span></span></p> <p style="text-align: center;"> <em><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Bản vẽ mặt bằng mộtt nhà xưởng</span></span></span></em><br /> </p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Reference Line (Định ᴠị công trình theo đường chuẩn là đường thẳng): một đường chuẩn có thể được хác định bằng cách tham chiếu tới 1 đường thẳng gốc đã biết. <br /> <br /> 1. Xác định đường gốc<br /> <br /> Một đường gốc được gắn ᴠới 2 điểm gốc ᴠà được хác định theo 3 cách: Đo đến điểm gốc; Nhập toạ độ bằng taу; Gọi điểm từ bộ nhớ.<br /> <br /> a) Đo tới điểm gốc. Nhập tên điểm <strong>PtID</strong> ᴠà đo bằng phím <br /> b) Với điểm gốc đã biết toạ độ tìm kiếm điểm <strong>PtID</strong> trong bộ nhớ. Nhập toạ độ bằng taу. Hiển thị những điểm ѕẵn trong máу.<br /> (1) Điểm gốc trang bị 1 <br /> (2) Điểm gốc thứ hai.<br /> (3) Đường gốc.<br /> (4) Đường chuẩn.<br /> <br /> 2. Dịch chuуển/Quaу đường gốc<br /> Đường gốc được dịch chuуển ѕong ѕong, chiều dọc, chiều đứng hoặc là quaу. Tất cả các kết quả đo ѕau đó ѕẽ ảnh hưởng đến đường chuẩn.<br /> <strong>BP</strong>: Điểm gốc.<br /> <strong>BL</strong>: Đường gốc.<br /> <strong>RP</strong>: Điểm chuẩn.<br /> <strong>RL</strong>: Đường chuẩn.<br /> <strong>Off</strong>: Dịch chuуển ѕong ѕong.<br /> <strong>L</strong>: Dịch chuуển theo chiều dọc.<br /> <strong>R</strong>: Thông ѕố quaу.<br /> <br /> Nhập thông ѕố: Sử dụng phím nàу để chuуển con trỏ đến trường thông ѕố bắt buộc nhập. Ta có thể nhập các thông ѕố như ѕau:<br /> <strong>Offѕet</strong>: Dịch chuуển đường chuẩn ѕong ѕong ᴠề phía bên cần của đường gốc, ᴠào hướng của đường gốc (BP1-BP2).<br /> <strong>Line</strong>: Dịch chuуển đường chuẩn theo chiều dọc tính từ điểm gốc trước tiên theo hướng từ điểm gốc đầu tiên tới điểm gốc vật dụng hai.<br /> <strong>Rotate</strong>: Quaу đường chuẩn theo chiều kim đồng hồ хung quanh điểm gốc.<br /> <strong>Height</strong>: Đường chuẩn cao hơn đường gốc.<br /> <strong>Ref.Hgt:Point1:</strong> Chênh cao ѕo ᴠới điểm gốc chuẩn nhất.<br /> <strong>Point 2</strong>: Chênh cao ѕo ᴠới điểm gốc chuẩn hai.<br /> <strong>Interpolated:</strong> Chênh cao dọc theo đường chuẩn.<br /> <strong>No height</strong>: Chênh cao không được tính toán ᴠà hiển thị.<br /> <br /> 3. Tiến hành đo hoặc chuуển ѕang chế độ chuуển điểm bề ngoài ra thực địa. Tiến hành đo đến điểm đích. Chuуển ѕang chế độ chuуển điểm bề ngoài ra thực địa.<br /> <br /> 4. Ứng dụng tương trợ “Line&Offѕet”: tính toán ra ᴠị trí của điểm đo ѕo ᴠới đường chuẩn bằng cách hiển thị các lệch dọc trục, lệch ngang, chênh cao…<br /> </span></span></span><br /> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc đạc công trình hay đo đạc công trình là khảo sát và khai triển bản vẽ thiết kế của công trình ra thực địa, dùng cho thi công và giám sát xây dựng công trình đúng bản vẽ thiết kế. Quan trắc dịch chuyển của công trình ra thực địa, chuyên dụng cho thi công và giám sát xây dựng công trình đúng bản vẽ thiết kế. Công cụ đo bằng những mẫu máy đo đạc như máy kinh vĩ, máy thủy bình,máy đo khoảng cách laser, máy toàn đạc điện tử … </span></span></span></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiệm vụ chủ đạo của công tác trắc địa trong xây dựng là đảm bảo cho công trình được xây dựng đúng kích thước hình học và đúng vị trí thiết kế. Chỉ khi hai yêu cầu này được đáp ứng thì công trình mới mang thể vận hành an toàn. </span></span></span></p> <h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="font-weight: var(--h2_typography-font-weight); font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">III. Những thiết bị được sử dụng trong định vị thi công công trình</span></h2> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#ff0000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-tu-dong"><strong>Máy thủy bình tự động, máy thủy bình điện tử</strong></a></span></span></span><span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">:</span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Xác định cao độ, dẫn mốc cao độ, đo chênh cao, quan trắc lún…</span></span></span></li> </ul> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">Máy toàn đạc điện tử</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span> Bố trí trí tọa độ thiết kế ra thực địa; tính toán khoảng cách ngang, đứng, góc phương vị của đường, tọa độ điểm, diện tích và bố trí đường thẳng, đường cong; dẫn lưới lập mốc đường chuyền…</span></span></span></li> </ul> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">Máy định vị GNSS</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span> Khảo sát thành lập lưới khống chế tọa độ; bố trí điểm phục vụ cho công tác chuyển điểm thiết kế ra thực địa; giao hội, bố trí đường cong, tính diện tích…</span></span></span></li> </ul> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;"> <span style="color:#000000;"><img alt="" src="/admin/webroot/upload/image/images/Banner (665 × 295 px) (31).png" style="width: 665px; height: 295px;" /></span></p> ', 'images' => '202305301610048b836b9276e806fc2f8458b2bc05f8fc.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy toàn đạc điện tử', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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Hà Nội cấp ngày 28-04-2009<br /> Điện thoại: <a href="javascript: void(0)" style="font-family: tahoma, geneva, sans-serif;font-size:11px;"><span style="color: rgb(255, 255, 255);"><strong style="font-family: arial, helvetica, sans-serif;">(</strong><strong style="font-family: arial, helvetica, sans-serif;">024) 3776 4930</strong></span></a></span></span></p> <div> <p> <strong style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><u>Cửa hàng</u></strong><span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">:</span></p> </div> <p> <span style="font-family: tahoma, geneva, sans-serif;">- <span style="font-size:12px;">Số <strong><span style="font-size:14px;">145 </span></strong></span></span><span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">Láng Hạ, Phường Láng Hạ, Hà Nội</span></span></p> <p> <span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></span><br /> <br /> </p> ', 'contactinfo_eng' => '', 'taikhoan' => '<strong><span style="color:#04529a;">Số Tài khoản các ngân hàng của công ty Tân Á</span></strong><br /> <br /> 1. 13022-0506-5430 - Nguyễn Văn Hiệu - Agribank - CN Trung Yên, HN<br /> 2. 0011-00404-0367 - Nguyễn Văn Hiệu - Vietcombank - CN Sở Giao dịch, HN<br /> 3. 711A-6202-9713 - Nguyễn Văn Hiệu - Vietinbank - CN Thanh Xuân, HN<br /> 4. 190-256-018-210-13 - Nguyễn Văn Hiệu - Techcombank, Hà Nội<br /> 5. 1231-0000-368-767 - Nguyễn Văn Hiệu - BIDV CN Quang Trung, Hà Nội', 'contactinfo' => '<div dir="rtl" style="text-align: left;"> <u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Văn Phòng</strong></u></div> <div style=""> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ: Số 157 Đặng Văn Ngữ, Phường Kim Liên, Hà Nội, Việt Nam<br /> Tel: (024) 3776 4930 <br /> Fax: (024) 3776 5908<br /> Email: thanhdatsurvey.JSC@gmail.com/ tracdiathanhdat@gmail.com<br /> Hotline: <strong>0913 051 734</strong><br /> <br /> <strong><u>C</u></strong><strong><u>ửa hàng</u></strong></span></span><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Số 145 Láng Hạ, Phường Láng Hạ, Hà Nội</span></span><br /> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0942 288 388</strong></span><br /> </div> <div style=""> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></div> <div style=""> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0949 322 456</strong></span></div> <div style=""> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>VPĐD tại Tp. Hồ Chí Minh</u></strong><br /> <br /> - 1/56 Nguyễn Thái Sơn, Phường Hạnh Thông, Hồ Chí Minh</span></span><br /> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0904 925 936</strong></span></div> ', 'telephone' => '01659 014592', 'hotline' => '0913051734', 'email' => 'tracdiathanhdat@yahoo.com', 'url' => '', 'meta_key' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax, Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GNSS RTK, máy thủy bình, máy toàn đạc, máy laser, máy GPS cầm tay, UAV, ống nhòm (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...). Uy tín, chất lượng, giá tốt hàng đầu tại Việt Nam!', 'created' => '2012-06-05', 'modified' => '1769758152', 'youtube' => 'http://youtube.com', 'twitter' => 'https://twitter.com/', 'myspace' => 'https://myspace.com/', 'facebook' => 'https://www.facebook.com/thanhdatsurvey.jsc/', 'email2' => 'duycuong7640', 'skype' => 'hothihuyen.hn', 'yahoo' => 'duycuong7640', 'yahoo1' => 'duycuong7640', 'content' => 'Thanks for your interest in Vn Discoverytours. For a fast response, please submit this basic Quick Enquiry form below by clicking “Submit”, and we’ll get back to you by e-mail within 12 to 24 hours (in working days). For urgent booking, call us at +84 974 839 873', 'video' => '<iframe width="1280" height="720" src="https://www.youtube.com/embed/mR4kOuAkEtY" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>', 'slogan' => 'trung tâm sửa chữa và bảo hành máy giặt electrolux', 'slogan_eng' => '', 'printer' => '', 'googleplus' => '', 'bando' => '<p> <iframe allowfullscreen="" frameborder="0" height="410" src="https://www.google.com/maps/embed?pb=!1m18!1m12!1m3!1d1680.2372398112452!2d105.81212934716025!3d21.01437303922492!2m3!1f0!2f0!3f0!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ab63b645b665%3A0xa6797ac6008687bf!2zQ-G7rWEgSMOgbmcgVHLhuq9jIMSQ4buLYQ!5e0!3m2!1svi!2s!4v1449908805279" style="border:0" width="600"></iframe></p> ', 'gioithieu' => '<p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/gioithieu.png" /></p> ', 'thongtincongty' => 'Sửa máy lạnh tại nhà Sửa máy lạnh tại HCM Sửa tủ lạnh Bơm ga máy lạnh ', 'trogiupkh' => 'Tai nghe Iphone Sua may tinh tai nha Máy Ozone Z755', 'dichvuft' => 'Sửa máy lạnh Bảo dưỡng máy lạnh Vệ sinh máy lạnh Lắp đặt máy lạnh', 'bb' => '', 'zing' => '', 'hotline2' => '0912 35 65 75', 'thelink' => '<script type='text/javascript'>window._sbzq||function(e){e._sbzq=[];var t=e._sbzq;t.push(["_setAccount",32506]);var n=e.location.protocol=="https:"?"https:":"http:";var r=document.createElement("script");r.type="text/javascript";r.async=true;r.src=n+"//static.subiz.com/public/js/loader.js";var i=document.getElementsByTagName("script")[0];i.parentNode.insertBefore(r,i)}(window);</script> <script> (function(i,s,o,g,r,a,m){i['GoogleAnalyticsObject']=r;i[r]=i[r]||function(){ (i[r].q=i[r].q||[]).push(arguments)},i[r].l=1*new Date();a=s.createElement(o), m=s.getElementsByTagName(o)[0];a.async=1;a.src=g;m.parentNode.insertBefore(a,m) })(window,document,'script','//www.google-analytics.com/analytics.js','ga'); ga('create', 'UA-72584674-1', 'auto'); ga('send', 'pageview'); </script> <!-- Global site tag (gtag.js) - Google Ads: 876059345 --> <script async src="https://www.googletagmanager.com/gtag/js?id=AW-876059345"></script> <script> window.dataLayer = window.dataLayer || []; function gtag(){dataLayer.push(arguments);} gtag('js', new Date()); gtag('config', 'AW-876059345'); </script> <script>!function(s,u,b,i,z){var o,t,r,y;s[i]||(s._sbzaccid=z,s[i]=function(){s[i].q.push(arguments)},s[i].q=[],s[i]("setAccount",z),r=["widget.subiz.net","storage.googleapis"+(t=".com"),"app.sbz.workers.dev",i+"a"+(o=function(k,t){var n=t<=6?5:o(k,t-1)+o(k,t-3);return k!==t?n:n.toString(32)})(20,20)+t,i+"b"+o(30,30)+t,i+"c"+o(40,40)+t],(y=function(k){var t,n;s._subiz_init_2094850928430||r[k]&&(t=u.createElement(b),n=u.getElementsByTagName(b)[0],t.async=1,t.src="https://"+r[k]+"/sbz/app.js?accid="+z,n.parentNode.insertBefore(t,n),setTimeout(y,2e3,k+1))})(0))}(window,document,"script","subiz","acqxaefflwedscstabut")</script>', 'theh1' => 'thanhdatsurvey.JSC', 'hanoi' => '<div> <strong>CÔNG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div> <div> <strong>Địa chỉ</strong> : Số 51 - Trần Duy Hưng, Trung Hòa, Cầu Giấy, Hà Nội</div> <div> <strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div> <div> <strong>Email </strong>: info@ifes.vn</div> ', 'tphcm' => '<div> <strong>CÔNG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div> <div> <strong>Địa chỉ</strong> : Số 51 - Trần Duy Hưng, Trung Hòa, Cầu Giấy, Hà Nội</div> <div> <strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div> <div> <strong>Email </strong>: info@ifes.vn</div> ', 'tt' => '', 'pp' => 'https://www.facebook.com/ruaxetudong.net', 'tphcm_eng' => '', 'hanoi_eng' => '', 'hotline_eng' => '', 'name_eng' => '', 'chinhsach' => null, 'bandohn' => '<iframe frameborder="0" height="450" src="https://www.google.com/maps/embed?pb=!1m14!1m8!1m3!1d3724.958946511035!2d105.8172709!3d20.9942827!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ac91e206c757%3A0xf0f7a088bc4c72a2!2zMTg2IEtoxrDGoW5nIFRydW5nLCBUaGFuaCBYdcOibiwgSMOgIE7hu5lpLCBWaeG7h3QgTmFt!5e0!3m2!1svi!2s!4v1419913280809" style="border:0" width="600"></iframe>', 'bandohaiphong' => '<iframe frameborder="0" height="450" src="https://www.google.com/maps/embed?pb=!1m14!1m8!1m3!1d3724.958946511035!2d105.8172709!3d20.9942827!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ac91e206c757%3A0xf0f7a088bc4c72a2!2zMTg2IEtoxrDGoW5nIFRydW5nLCBUaGFuaCBYdcOibiwgSMOgIE7hu5lpLCBWaeG7h3QgTmFt!5e0!3m2!1svi!2s!4v1419913280809" style="border:0" width="600"></iframe>', 'gt' => '<p style="text-align: justify;"> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Là công ty chuyên nhập khẩu, cung cấp và chuyển giao công nghệ các loại máy đo đạc, trắc địa phục vụ khảo sát thiết kế, xây dựng và đo vẽ bản đồ của các hãng nổi tiếng trên thế giới như: LEICA, TOPCON, NIKON, PENTAX, SOKKIA, GLUNZ, TRIMPLE, SPECTRA, GEOMAX, GARMIN..., chúng tôi cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! </span><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm cùng</span> <span style="font-family: tahoma, geneva, sans-serif;">đội ngũ nhân viên, kỹ thuật viên năng động, có trình độ cao chúng tôi tự hào và tin tưởng Quý khách hàng sẽ hài lòng khi sử dụng các sản phẩm và dịch vụ do chúng tôi cung cấp!</span></span><br /> </p> <div style="text-align: justify;"> <span style="color:#ff9966;"><span style="font-family:comic sans ms,cursive;"><span style="font-size:14px;"><strong style="font-family: tahoma, geneva, sans-serif;">Hỗ trợ 24/7:</strong> <strong>0942 288 388/</strong></span><span style="font-size: 14px;"><strong>0949 322 456</strong> (Zalo) </span></span></span></div> ', 'gt_eng' => '' ) $tin_ft = array( (int) 0 => array( 'Post' => array( 'id' => '588', 'name' => 'Hướng dẫn mua hàng', 'code' => null, 'alias' => 'huong-dan-mua-hang', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<p> <span style="color:#000000;"><b><span style="font-size: 10.5pt; line-height: 107%; font-family: Verdana, sans-serif;">Cảm ơn Quý khách đã tin tưởng lựa chọn sản phẩm và dịch vụ vủa chúng tôi!</span></b><br /> <span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"> </span></span><span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"><!--[if !supportLineBreakNewLine]--><!--[endif]--></span></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="line-height: 107%;"><!--[if !supportLineBreakNewLine]--><!--[endif]--></span></span></span> <p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;">Quý khách có thể mua hàng theo những cách sau:</span></span></span><br /> </p> <p> <span style="color: rgb(0, 0, 0); font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Cách 1: </strong>Đặt hàng trực tiếp tại mục ĐẶT HÀNG (Thêm vào giỏ hàng) trên website: </span></span><span style="font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://maytracdiasaoviet.vn/" target="_blank"><span style="color:#000000;">https://tracdiathanhdat.vn/</span></a></span></span><span style="color: rgb(0, 0, 0); font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;">.</span></span></p> <p> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngay sau khi tiếp nhận thông tin đặt hàng, nhân viên kinh doanh công ty sẽ gọi điện cho quý khách để xác nhận đơn hàng và tiến hành giao hàng cho quý khách ngay trong ngày.</span></span></span></p> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Cách 2: </strong>Đặt hàng trực tiếp qua số hotline của công ty <br /> <br /> – Tại trụ sở Hà Nội: <strong>0913 051 734 </strong></span></span></span><span style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Zalo/Call)</span><br /> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">– Tại VPGD Hồ Chí Minh:<strong> 0904 925 936 </strong></span></span></span><span style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Zalo/Call)</span><br /> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Cách 3: </strong>Quý khách mua hàng trực tiếp tại địa chỉ sau:<br /> <br /> <strong>CÔNG TY CP CÔNG NGHỆ VÀ THƯƠNG MẠI THÀNH ĐẠT</strong></span></span></span><br /> <div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;"> <br style="margin: 0px; padding: 0px;" /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- 145 Láng Hạ, Đống Đa, Hà Nội</span><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- 5/161 Nguyễn Tuân, Thanh Xuân, Hà Nội</span></div> <div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;"> </div> <div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">- 1/56 Nguyễn Thái Sơn, Phường 3, Quận Gò Vấp, Hồ Chí Minh</span></span><br style="margin: 0px; padding: 0px;" /> <br /> Rất mong được hợp tác với Quý khách hàng trên cả nước.<br /> <br /> Trân trọng!</span></span></span></div> ', 'images' => '202104071220058398ebc1b9cf669cf602eb8040be387a.jpg', 'images_multi' => '', 'pos' => '1', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2021-04-07', 'modified' => '2026-02-01', 'status' => '1', 'view' => '3641', 'slug' => 'huong-dan-mua-hang', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '143', 'rght' => '144', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '4', 'name' => 'Chính sách bán hàng', 'parent_id' => null, 'alias' => 'chinh-sach-ban-hang', 'images' => '', 'lft' => '47', 'rght' => '48', 'pos' => '3', 'status' => '0', 'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc', 'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...', 'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!', 'created' => '2015-12-02', 'modified' => '2025-10-29', 'slug' => 'chinh-sach-ban-hang-1', 'cate' => '4', 'link' => 'dich-vu', 'name_eng' => 'Sales Policy', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 1 => array( 'Post' => array( 'id' => '586', 'name' => 'Chính sách thanh toán', 'code' => null, 'alias' => 'chinh-sach-thanh-toan', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;"> <span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"><b><span style="font-size: 10.5pt; line-height: 107%; font-family: Verdana, sans-serif;">Cảm ơn Quý khách đã tin tưởng lựa chọn sản phẩm và dịch vụ vủa chúng tôi!</span></b><br /> <br /> <span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"> <!--[if !supportLineBreakNewLine]--><!--[endif]--></span> </span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;">Chúng tôi c</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">hấp nhận các hình thức thanh toán bằng tiền mặt, chuyển khoản theo đúng quy định pháp luật. </span></span></p> <p style="margin: 0px 0px 1.3em; padding: 0px; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;"> <img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (22).png" style="width: 320px; height: 183px;" /></p> <p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;"> <span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Quý khách có thể chọn các phương thức thanh toán sau đây:</span></span><br /> <br /> <strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">I. Thanh toán trực tiếp tại cửa hàng<br /> <br /> II. Thanh toán qua hình thức chuyển khoản</span></strong><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Thông tin tài khoản:</span></span></p> <p style="margin: 0px 0px 1.3em; padding: 0px; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;"> <strong style="color: rgb(0, 0, 0); margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"><em>Chủ tài khoản</em>: CÔNG TY CP CÔNG NGHỆ VÀ THƯƠNG MẠI THÀNH ĐẠT</strong></p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em style="margin: 0px; padding: 0px;"><strong>Số tài khoản</strong></em><em style="margin: 0px; padding: 0px;">: <strong>0611001648635</strong> tại Ngân hàng TMCP Ngoại thương Việt Nam, chi nhánh Ba Đình<br /> <br /> <strong>Nội dung chuyển khoản</strong>: Tên công ty - Thông tin sản phẩm đã mua – Số điện thoại người chuyển tiền</em></span></span></span><br /> <br /> <p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;"> <span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Sau khi chuyển khoản hãy thông báo lại cho chúng tôi để chúng tôi kiểm tra và xác nhận lại cho Quý khách.</span></span><br /> <br /> <strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">III. Thanh toán khi nhân viên đến giao nhận hàng</span></strong></span></p> <p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66);"> <span style="color:#000000;"><font face="tahoma, geneva, sans-serif"><span style="font-size: 14px;">Quý khách hàng thanh toán trực tiếp bằng tiền mặt cho nhân viên giao hàng của chúng tôi ngay khi kiểm tra và nhận hàng.<br /> <br /> Mọi phản hồi và thắc mắc về việc thanh toán, Quý khách liên hệ <strong>0942 288 388</strong> để được tư vấn.</span></font><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trân trọng!</span></span></span></p> ', 'images' => '20210407122232bf3e6d52a68ca60f97fc6048b14e4acc.jpg', 'images_multi' => '', 'pos' => '2', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2021-04-07', 'modified' => '2026-02-01', 'status' => '1', 'view' => '3306', 'slug' => 'chinh-sach-thanh-toan', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '139', 'rght' => '140', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '4', 'name' => 'Chính sách bán hàng', 'parent_id' => null, 'alias' => 'chinh-sach-ban-hang', 'images' => '', 'lft' => '47', 'rght' => '48', 'pos' => '3', 'status' => '0', 'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc', 'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...', 'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!', 'created' => '2015-12-02', 'modified' => '2025-10-29', 'slug' => 'chinh-sach-ban-hang-1', 'cate' => '4', 'link' => 'dich-vu', 'name_eng' => 'Sales Policy', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 2 => array( 'Post' => array( 'id' => '587', 'name' => 'Chính sách vận chuyển', 'code' => null, 'alias' => 'chinh-sach-van-chuyen', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><span style="font-family:verdana,geneva,sans-serif;">Cảm ơn Quý khách đã tin tưởng lựa chọn sản phẩm và dịch vụ vủa chúng tôi!</span></strong><br /> <br /> Chúng tôi hỗ trợ giao hàng toàn quốc cho Quý khách mua hàng tại hệ thống cửa hàng của chúng tôi.</span></span><br /> </div> <div> <p style="margin: 0in 0in 7.5pt; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"> <span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;">Sau khi nhận được thông tin đặt hàng chúng tôi sẽ lập tức xử lý đơn hàng và phản hồi lại thông tin cho khách hàng về việc thanh toán và giao nhận.<br /> <br /> <strong>> Thời gian giao hàng </strong><br /> <br /> - Trong vòng 24 giờ nếu địa điểm giao hàng <b style="color: rgb(74, 74, 74); box-sizing: border-box;">≤ 20 km</b> tính từ cửa hàng của chúng tôi.</span></span></p> <p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Trong vòng 1-2 ngày nếu địa điểm giao hàng nằm trong phạm vi <b style="box-sizing: border-box">50 - 100 km</b> </span></span><span style="font-family: Arial, sans-serif;"><o:p></o:p></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">tính từ cửa hàng của chúng tôi.<br /> <br /> - Trong vòng 3-5 ngày</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> nếu địa điểm giao hàng từ <strong>20</strong></span><b style="font-family: tahoma, geneva, sans-serif; font-size: 14px; box-sizing: border-box;">0 km</b><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> trở lên </span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">tính từ cửa hàng của chúng tôi.</span></p> <p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;"> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trước khi vận chuyển, bộ phận giao nhận sẽ liên lạc với Quý khách hàng để xác nhận khoảng thời gian và địa điểm giao hàng cụ thể.</span></p> <p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;"> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">> Phí vận chuyển</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"> sẽ được tính theo từng giá trị đơn hàng và được thoả thuận giữa hai bên ngay trước khi giao hàng. </span></p> <p style="margin: 0in 0in 7.5pt; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"> <span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px;">Mọi thắc mắc liên quan đến việc giao hàng, Quý khách hàng liên hệ số điện thoại <strong>0942 288 388</strong> để được giải đáp và giải quyết kịp thời.<br /> <br /> Trân trọng!</span></span></span></p> </div> ', 'images' => '20210407122135505ddef64809ce7ee5f9db7cfdfd3e2e.jpg', 'images_multi' => '', 'pos' => '3', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2021-04-07', 'modified' => '2026-02-01', 'status' => '1', 'view' => '3322', 'slug' => 'chinh-sach-van-chuyen', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '141', 'rght' => '142', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '4', 'name' => 'Chính sách bán hàng', 'parent_id' => null, 'alias' => 'chinh-sach-ban-hang', 'images' => '', 'lft' => '47', 'rght' => '48', 'pos' => '3', 'status' => '0', 'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc', 'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...', 'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!', 'created' => '2015-12-02', 'modified' => '2025-10-29', 'slug' => 'chinh-sach-ban-hang-1', 'cate' => '4', 'link' => 'dich-vu', 'name_eng' => 'Sales Policy', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 3 => array( 'Post' => array( 'id' => '585', 'name' => 'Chính sách đổi trả', 'code' => null, 'alias' => 'chinh-sach-doi-tra', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<span style="color:#000000;"><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Chúng tôi hỗ trợ đổi trả sản phẩm trong vòng 07 ngày nếu lỗi phát sinh do nhà sản xuất.<br /> <br /> Trong thời gian đổi trả, Công ty CP Công nghệ và Thương mại Thành Đạt sẽ hỗ trợ cung cấp máy móc thay thế kịp thời để công việc khảo sát, đo đạc của Quý khách không bị gián đoạn. Chi phí vận chuyển cho việc đổi trả do hai bên tự thoả thuận.</span><br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" /> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Điều kiện đổi trả: </span></span></strong></span><br /> <ul> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm phải còn nguyên tem mác.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm bị lỗi do nhà sản xuất.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm không đúng như đơn đặt hàng.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số lần đổi trả cho 1 sản phẩm là 1 lần</span></span></span></li> </ul> <br /> <div style="text-align: start;"> <span style="color:#000000;"><strong><span style="text-align: justify;"><font face="tahoma, geneva, sans-serif"><span style="font-size: 14px;">> </span></font><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Việc đổi trả sẽ không được chấp nhận nếu:</span> <span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"> </span></span></strong></span></div> <ul> <li> <span style="color:#000000;"><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Trong quá trình sử dụng sản phẩm Quý khách không tuân thủ các chỉ dẫn của Nhà sản xuất.</span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="text-align: justify;">S</span>ản phẩm bị trầy xước, không nguyên vẹn</span></span></span></li> </ul> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngoài ra, chúng tôi cũng hỗ trợ đổi trả sản phẩm vì lý do chủ quan của Quý khách hàng ( muốn đổi sang sản phẩm cùng chủng loại nhưng khác về màu sắc, hãng sản xuất hay thông số kỹ thuật). Chi phí cho việc đổi trả này do Quý khách hàng chịu.</span></span><br /> <br /> <span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;"><img alt="" src="https://tracdiathanhdat.vn/admin/webroot/upload/image/images/lien-he.jpg" style="margin: 0px; padding: 8px 0px; height: 36px; max-width: 100%; vertical-align: middle; border: 0px; opacity: 1; font-size: 13px; width: 38px;" /><span style="margin: 0px; padding: 0px; font-size: 13px;"> </span></strong></span></span><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;"> </strong></span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Liên hệ hotline <strong>0913 051 734</strong> để được tư vấn đổi trả theo đúng qui định.</span></span>', 'images' => '202104071223177d9b7f6e319f9fa90078c7c61ed9bd19.jpg', 'images_multi' => '', 'pos' => '4', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2021-04-07', 'modified' => '2026-02-02', 'status' => '1', 'view' => '3317', 'slug' => 'chinh-sach-doi-tra', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '137', 'rght' => '138', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '4', 'name' => 'Chính sách bán hàng', 'parent_id' => null, 'alias' => 'chinh-sach-ban-hang', 'images' => '', 'lft' => '47', 'rght' => '48', 'pos' => '3', 'status' => '0', 'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc', 'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...', 'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!', 'created' => '2015-12-02', 'modified' => '2025-10-29', 'slug' => 'chinh-sach-ban-hang-1', 'cate' => '4', 'link' => 'dich-vu', 'name_eng' => 'Sales Policy', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 4 => array( 'Post' => array( 'id' => '583', 'name' => 'Chính sách bảo hành', 'code' => null, 'alias' => 'chinh-sach-bao-hanh', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<div> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><span style="color: rgb(66, 66, 66); text-align: justify;">Tất cả các sản phẩm mua tại hệ thống cửa hàng của chúng tôi đều được bảo hành chính hãng theo quy định của nhà sản xuất. </span><br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" /> <br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" /> <span style="color: rgb(66, 66, 66); text-align: justify;">Chúng tôi hỗ trợ kỹ thuật 24/7 qua số hotline <strong>0913 051 734</strong> trong suốt quá trình Quý khách sử dụng sản phẩm.</span></span></span></div> <div> <br /> <strong><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">1. Sản phẩm được bảo hành miễn phí: </span></span></strong><br /> <br /> <ul> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm sẽ được bảo hành miễn phí nếu sản phẩm đó còn thời hạn bảo hành (được tính kể từ ngày mua hàng).</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Thời hạn bảo hành được ghi trên Tem Bảo Hành và theo quy định của từng Nhà sản xuất đối với tất cả các sự cố về mặt kỹ thuật.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Có Tem bảo hành trên sản phẩm.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Khi sản phẩm có sự cố kĩ thuật chúng tôi sẽ trực tiếp khắc phục sự cố tại cửa hàng hoặc thay mặt khách hàng mang sản phẩm tới Trung Tâm Bảo Hành của hãng.</span></span></li> </ul> <br /> <strong><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">2. Những trường hợp không được bảo hành (sửa chữa có tính phí): </span></span></strong><br /> <br /> <ul> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm đã quá thời hạn bảo hành hoặc không có Tem bảo hành trên máy.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm bị hư hỏng do tác động cơ học làm rơi, vỡ, va đập, trầy xước, móp méo, ẩm ướt, hoen rỉ, chảy nước hoặc do hỏa hoạn, thiên tai gây nên.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm bị hỏng do sử dụng không đúng cách, sử dụng sai điện áp quy định.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Tự ý tháo dỡ, sửa chữa sản phẩm</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trân trọng!</span></span><br /> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"> </span></span></div> ', 'images' => '20210407123801c4049edabae0c54e2347c82e21413ec3.jpg', 'images_multi' => '', 'pos' => '5', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2021-04-07', 'modified' => '2026-02-01', 'status' => '1', 'view' => '3071', 'slug' => 'chinh-sach-bao-hanh', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '133', 'rght' => '134', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '4', 'name' => 'Chính sách bán hàng', 'parent_id' => null, 'alias' => 'chinh-sach-ban-hang', 'images' => '', 'lft' => '47', 'rght' => '48', 'pos' => '3', 'status' => '0', 'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc', 'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...', 'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!', 'created' => '2015-12-02', 'modified' => '2025-10-29', 'slug' => 'chinh-sach-ban-hang-1', 'cate' => '4', 'link' => 'dich-vu', 'name_eng' => 'Sales Policy', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 5 => array( 'Post' => array( 'id' => '584', 'name' => 'Chính sách bảo mật thông tin', 'code' => null, 'alias' => 'chinh-sach-bao-mat-thong-tin', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<div> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">1. Mục đích thu nhập thông tin cá nhân</span></span></span></span></h2> <p style="text-align: justify;"> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(51, 51, 51);">Thông tin cá nhân mà chúng tôi thu thập bao gồm: họ tên, địa chỉ giao hàng, địa chỉ email, số điện thoại cố định, số điện thoại di động, cookies.</span></p> <ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Đối với các giao dịch thanh toán qua cổng thanh toán trực tuyến, Chúng tôi không lưu trữ thông tin số tài khoản, số thẻ ngân hàng của khách hàng, những thông tin này sẽ được cổng thanh toán lưu trữ để phục vụ việc đối soát giao dịch.</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Thông tin cá nhân khách hàng sẽ được sử dụng cho một hoặc tất cả các mục đích sau đây:</span></span></span></span> <ul style="margin: 0px; padding: 0px 0px 0px 15px;"> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Giao hàng cho quý khách đã mua hàng</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Thông báo về việc giao hàng và hỗ trợ khách hàng</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Cung cấp thông tin liên quan đến sản phẩm</span></span></span></span></li> </ul> </li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ngoài ra, chúng tôi sẽ sử dụng thông tin của quý khách cung cấp để hỗ trợ quản lý tài khoản khách hàng (nếu có); xác nhận và thực hiện các giao dịch tài chính liên quan đến các khoản thanh toán trực tuyến của quý khách;</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Chúng tôi không được phép thu nhập thông tin nếu khách hàng không tự nguyện, cũng không sử dụng phương thức thu thập thông tin khách hàng bằng các hình thức bất hợp pháp.</span></span></span></span></li> </ul> <p style="text-align: justify;"> </p> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">2. Phạm vi sử dụng thông tin</span></span></span></span></h2> <br /> <ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Thông tin cá nhân thu thập được sẽ chỉ được sử dụng trong nội bộ công ty.</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Chúng tôi có thể chia sẻ tên và địa chỉ của quý khách cho dịch vụ chuyển phát nhanh có uy tín để giao hàng cho quý khách theo cam kết.</span></span></span></span></li> </ul> <p style="text-align: justify;"> </p> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">3. Thời gian lưu trữ thông tin</span></span></span></span></h2> <p style="text-align: justify;"> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(51, 51, 51); text-align: justify;">Thông tin khách hàng được lưu trữ nội bộ cho đến khi có yêu cầu xóa thông tin từ phía khách hàng.</span></p> <div style="margin: 0px; padding: 0px; line-height: 20px;"> <div> <div style="text-align: justify;"> </div> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Những người hoặc tổ chức có thể được tiếp cận với thông tin </span></span></h2> <br /> <div style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đối tượng được tiếp cận với thông tin cá nhân của khách hàng thuộc một trong những trường hợp sau:</span></span><br /> </div> <div style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Nhân viên của Công ty Cổ phần Công nghệ và thương mại Thành Đạt</span></span></div> <div style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Các đối tác có ký hợp đồng thực hiện 1 phần dịch vụ của Công ty. Các đối tác này sẽ nhận được những thông tin theo thỏa thuận hợp đồng (có thể 1 phần hoặc toàn bộ thông tin tuy theo điều khoản hợp đồng) để tiến hành hỗ trợ người dùng sử dụng dịch vụ do Công ty cung cấp.</span></span></div> <div style="text-align: justify;"> </div> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Địa chỉ của đơn vị thu thập và quản lý thông tin</span></span></h2> <div style="text-align: justify;"> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">(bao gồm cách thức liên lạc để người tiêu dùng có thể hỏi về hoạt động thu thập, xử lý thông tin liên quan đến cá nhân mình)</span></span></em></div> <div style="text-align: justify;"> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ của đơn vị thu thập và quản lý thông tin:</span></span><br /> </div> <div style="text-align: justify;"> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Công ty Cổ phần Công nghệ và thương mại Thành Đạt </span></span></strong></div> <div style="text-align: justify;"> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Địa chỉ: số 157 phố Đặng Văn Ngữ, P. Phương Liên, Q. Đống Đa, Tp. Hà Nội</span></span></strong></div> <div style="text-align: justify;"> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Điện thoại: 0243 7764930</span></span></strong></div> <div style="text-align: justify;"> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Email: tracdiathanhdat@gmail.com<span style="white-space: pre;"> </span></span></span></strong></div> </div> </div> <p style="text-align: justify;"> <br /> <span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Người dùng có thể gọi điện tới tổng đài hỗ trợ và chăm sóc khách hàng </span><strong style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify; margin: 0px; padding: 0px;">0949 322 456</strong><span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"> để điều chỉnh hoặc xóa đi dữ liệu cá nhân của mình.</span><br /> </p> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">6. Cam kết bảo mật thông tin cá nhân khách hàng</span></span></span></span></h2> <br /> <ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Không bán, chia sẻ hay trao đổi thông tin cá nhân của khách hàng thu thập trên trang web cho một bên thứ ba nào khác.</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ngoại trừ các trường hợp về sử dụng thông tin cá nhân như đã nêu trong chính sách này,chúng tôi cam kết không tiết lộ thông tin cá nhân của bạn ra ngoài. Trong một số trường hợp, chúng tôi có thể thuê một đơn vị độc lập để tiến hành các dự án nghiên cứu thị trường và khi đó thông tin của bạn sẽ được cung cấp cho đơn vị này để tiến hành dự án. Bên thứ ba này sẽ bị ràng buộc bởi một thỏa thuận về bảo mật mà theo đó họ chỉ được phép sử dụng những thông tin được cung cấp cho mục đích hoàn thành dự án.</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Chúng tôi có thể tiết lộ hoặc cung cấp thông tin cá nhân của bạn trong các trường hợp thật sự cần thiết như sau: (a) khi có yêu cầu của các cơ quan pháp luật; (b) trong trường hợp mà chúng tôi tin rằng điều đó sẽ giúp chúng tôi bảo vệ quyền lợi chính đáng của mình trước pháp luật.</span></span></span></span></li> </ul> <p style="text-align: justify;"> </p> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">7. Thay đổi về chính sách</span></span></span></span></h2> <p style="text-align: justify;"> <br style="margin: 0px; padding: 0px;" /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">Nội dung của “Chính sách bảo mật” này có thể thay đổi để phù hợp với các nhu cầu của Công Ty CP Công nghệ và Thương Mại Thành Đạt cũng như nhu cầu và sự phản hồi từ khách hàng (nếu có). </span></span></span></span></p> </div> <div style="text-align: justify;"> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chúng tôi hiểu rằng quyền lợi của bạn trong việc bảo vệ thông tin cá nhân cũng chính là trách nhiệm của chúng tôi nên trong bất kỳ trường hợp có thắc mắc, góp ý nào liên quan đến chính sách bảo mật, việc thông tin cá nhân bị sử dụng sai mục đích vui lòng liên hệ qua số điện thoại <strong>0949 322 456</strong> hoặc gửi phản hồi về địa chỉ email: <em><strong>tracdiathanhdat@gmail.com.</strong></em><br /> <br /> Trân trọng!</span></span></div> ', 'images' => '202104071236589b665b2accf17da9077cea4c5dad8e94.jpg', 'images_multi' => '', 'pos' => '6', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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} .toc_cap3{ padding-left: 50px!important; } .ct-tt table.download{ width: 100%!important; } .ct-tt a.download{ background-color: #4a90e2;width: 90%;color: #fff;padding:10px;border-radius: 20px;display: block;text-align: center;text-transform: uppercase; } .ct-tt table.dangkythamgia{ width: 100%!important; } .ct-tt a.dangkythamgia{ padding:10px 20px; background-color: #00ffff; } .ct-tt div{max-width: 100%;} </style> <div class="bg-cat-danhmuc"> <div class="cat-title-danhmuc"> <a href="" title=""> <h1></h1> </a> </div> </div> <div class="box-content-detail"> <div class="clear-content"></div><div class="clear-content"></div> <div class="col-product"> <div class="box-new-content"> <div class="box-new-detail"> <div class="time-date"> 12:00:00 <span>30/05/2023</span> </div><!--end time-date--><div class="clear-content"></div> <div class="box-like-share"> <div class="like1"> <div class="fb-like" data-href="https://www.tracdiathanhdat.vn/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu.htm" data-layout="standard" data-action="like" data-show-faces="true" data-share="true"></div> </div> </div><!--end box-like-share--><div class="clear-content"></div> <div class="ct-tt"> <style> #row-2097407503{display: flex;flex-wrap: wrap;} #row-2097407503 p{ margin-bottom: 20px; } .large-4 { flex-basis: 33.3333333333%;text-align: center; max-width: 33.3333333333%;margin-bottom: 30px; } .large-4 a{ color: #fff;text-transform: uppercase;font-weight:bold; } .large-4 .col-inner{padding:0 15px;} .expand { display: block; max-width: 100%!important; padding-left: 0!important; padding-right: 0!important; width: 100%!important;padding:10px; } .button.success { background-color: #4a90e2; } .box-shadow-4-hover:hover, .box-shadow-5-hover:hover, .row-box-shadow-4-hover .col-inner:hover, .row-box-shadow-5-hover .col-inner:hover { transform: translateY(-6px);box-shadow: 0 30px 40px 0 rgb(0 0 0 / 20%); } .box-shadow-1, .box-shadow-1-hover, .box-shadow-2, .box-shadow-2-hover, .box-shadow-3, .box-shadow-3-hover, .box-shadow-4, .box-shadow-4-hover, .box-shadow-5, .box-shadow-5-hover, .row-box-shadow-1 .col-inner, .row-box-shadow-1-hover .col-inner, .row-box-shadow-2 .col-inner, .row-box-shadow-2-hover .col-inner, .row-box-shadow-3 .col-inner, .row-box-shadow-3-hover .col-inner, .row-box-shadow-4 .col-inner, .row-box-shadow-4-hover .col-inner, .row-box-shadow-5 .col-inner, .row-box-shadow-5-hover .col-inner { transition: transform .3s,box-shadow .3s,background-color .3s,color .3s,opacity .3s; } .box-shadow-3, .box-shadow-3-hover:hover, .row-box-shadow-3 .col-inner, .row-box-shadow-3-hover .col-inner:hover { box-shadow: 0 10px 20px rgb(0 0 0 / 19%), 0 6px 6px rgb(0 0 0 / 22%); } .button span { font-weight: 400; } .is-shade:after { box-shadow: inset 1px 1px 0 0 hsl(0deg 0% 100% / 10%), inset 0 2em 15px 0 hsl(0deg 0% 100% / 20%); } </style> <div class="" id="row-2097407503"> <p style="font-family:tahoma,geneva,sans-serif; font-size: 14px;"> Nếu bạn đang tìm kiếm phần mềm trắc địa, các thông tin liên quan về máy móc đo đạc, trắc địa cho dự án của mình bạn đã tìm đúng kho lưu trữ! Trong quá trình sử dụng máy và cài đặt phần mềm, nếu gặp bất cứ vấn đề gì hãy liên lạc với chúng tôi qua số Hotline <b><a href="tel:0913051734">0913. 051.734</a></b> để được hỗ trợ!</p> <div id="col-680915017" class="col medium-4 small-4 large-4"> <div class="col-inner"> <a rel="noopener noreferrer" href="tel:0913051734" target="_blank" class="button success is-shade box-shadow-3 box-shadow-5-hover expand" style="border-radius:20px;"> <span>Gọi Điện</span> </a> </div> </div> <div id="col-569433728" class="col medium-4 small-4 large-4"> <div class="col-inner"> <a rel="noopener noreferrer" href="sms:0913051734" target="_blank" class="button success is-shade box-shadow-3 box-shadow-5-hover expand" style="border-radius:20px;"> <span>Nhắn Tin</span> </a> </div> </div> <div id="col-272138532" class="col medium-4 small-4 large-4"> <div class="col-inner"> <a rel="noopener noreferrer nofollow" href="https://zalo.me/0913051734" target="_blank" class="button success box-shadow-3 box-shadow-5-hover expand" style="border-radius:20px;"> <span>chat zalo</span> </a> </div> </div> </div> <div class="clear-main"></div> </div><!--end ct-tt--> <!--<div class="fb-comments" data-href="https://www.tracdiathanhdat.vn/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu.htm" data-width="715" data-numposts="5" data-colorscheme="light"></div>--> <div class="clear-content"></div><div class="clear-content"></div> </div><!--end box-new-detail--> <div class="bar-new-detail"> <label>Private same category</label> <div class="clear-main"></div> <ul> <li> <a href="https://www.tracdiathanhdat.vn/vung-chieu-3-va-6-trong-he-toa-do-vn-2000-la-gi-vi-sao-viet-nam-chon-vung-chieu-3.htm" title=""> <h3> <span>(26-06-2025)</span></h3> </a> </li> <li> <a href="https://www.tracdiathanhdat.vn/quy-dinh-moi-ve-kinh-tuyen-truc-cua-he-toa-do-quoc-gia-vn-2000-cho-34-tinh-thanh-pho-da-sap-nhap.htm" title=""> <h3> <span>(26-06-2025)</span></h3> </a> </li> <li> <a href="https://www.tracdiathanhdat.vn/huong-dan-lam-thu-tuc-xin-cap-phep-bay-flycam-uav-tai-viet-nam.htm" title=""> <h3> <span>(16-06-2025)</span></h3> </a> </li> <li> <a href="https://www.tracdiathanhdat.vn/bim-building-information-modeling-xu-huong-tat-yeu-cua-nganh-xay-dung-hien-dai.htm" title=""> <h3> <span>(28-05-2025)</span></h3> </a> </li> <li> <a href="https://www.tracdiathanhdat.vn/leica-geo-office-giai-phap-phan-mem-trac-dia-toan-dien.htm" title=""> <h3> <span>(14-05-2025)</span></h3> </a> </li> <li> <a href="https://www.tracdiathanhdat.vn/pin-va-bo-sac-dam-bao-cung-cap-nguon-dien-dang-tin-cay.htm" title=""> <h3> <span>(09-05-2025)</span></h3> </a> </li> <li> <a href="https://www.tracdiathanhdat.vn/phan-mem-leica-captivate-v9-00.htm" title=""> <h3> <span>(08-05-2025)</span></h3> </a> </li> <li> <a href="https://www.tracdiathanhdat.vn/thuc-day-co-so-ha-tang-trac-dia-cua-viet-nam-voi-mang-luoi-tham-chieu-gnss-toan-quoc.htm" title=""> <h3> <span>(23-04-2025)</span></h3> </a> </li> <li> <a href="https://www.tracdiathanhdat.vn/pin-hat-nhan-bv100-cong-nghe-cua-tuong-lai.htm" title=""> <h3> <span>(09-04-2025)</span></h3> </a> </li> <li> <a href="https://www.tracdiathanhdat.vn/tim-hieu-tinh-nang-do-bu-nghieng-tren-may-dinh-vi-gnss-rtk.htm" title=""> <h3> <span>(17-02-2025)</span></h3> </a> </li> </ul> <div class="clear-main"></div> </div><!--end bar-new-detail--> <div class="clear-main"></div> <div class="pagination"> <span><a href="/Product/chitiet/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu/page:1/sms:0913051734" rel="first">« First</a></span><span class="prev"><a href="/Product/chitiet/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu/page:3/sms:0913051734" rel="prev">« Previous</a></span><span class="number"><a href="/Product/chitiet/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu/page:1/sms:0913051734">1</a></span><span class="number"><a href="/Product/chitiet/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu/page:2/sms:0913051734">2</a></span><span class="number"><a href="/Product/chitiet/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu/page:3/sms:0913051734">3</a></span><span class="current number">4</span><span class="number"><a href="/Product/chitiet/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu/page:5/sms:0913051734">5</a></span><span class="number"><a href="/Product/chitiet/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu/page:6/sms:0913051734">6</a></span><span class="number"><a href="/Product/chitiet/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu/page:7/sms:0913051734">7</a></span>...<span class="number"><a href="/Product/chitiet/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu/page:18/sms:0913051734">18</a></span><span class="number"><a href="/Product/chitiet/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu/page:19/sms:0913051734">19</a></span><span class="next"><a href="/Product/chitiet/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu/page:5/sms:0913051734" rel="next">Next »</a></span><span><a href="/Product/chitiet/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu/page:19/sms:0913051734" rel="last">End »</a></span>Page 4/19. View 10/181. </div> <div class="clear-main"></div> </div><!--end box-ctbar--> </div> </div> <script type="text/javascript"> var ToC = "<div id='ez-toc-container' class='ez-toc-v2_0_17 counter-hierarchy ez-toc-grey'><div class='ez-toc-title-container'><p class='ez-toc-title'></p><span class='ez-toc-title-toggle'><a class='ez-toc-pull-right ez-toc-btn ez-toc-btn-xs ez-toc-btn-default ez-toc-toggle' style='display: inline'><i class='ez-toc-glyphicon ez-toc-icon-toggle'></i></a></span></div><nav role='navigation' class='menu_danhmuc'>" + // "<div class='tile_mucluc'><span>Mục lục:</span></div>" + "<ul class='ez-toc-list ez-toc-list-level-1'>"; var newLine, el, title, link ,id; $(".ct-tt h2 ,.ct-tt h3 ,.ct-tt h4").each(function() { el = $(this); title = el.text(); id = title.toLowerCase().replace(/\s+/,'-').replace(/à|á|ạ|ả|ã|â|ầ|ấ|ậ|ẩ|ẫ|ă|ằ|ắ|ặ|ẳ|ẵ/g,"a").replace(/è|é|ẹ|ẻ|ẽ|ê|ề|ế|ệ|ể|ễ/g,"e").replace(/ì|í|ị|ỉ|ĩ/g,"i").replace(/ò|ó|ọ|ỏ|õ|ô|ồ|ố|ộ|ổ|ỗ|ơ|ờ|ớ|ợ|ở|ỡ/g,"o").replace(/ù|ú|ụ|ủ|ũ|ư|ừ|ứ|ự|ử|ữ/g,"u").replace(/ỳ|ý|ỵ|ỷ|ỹ/g,"y").replace(/đ/g,"d").replace(/!|@|\$|%|\^|\*|\(|\)|\+|\=|\<|\>|\?|\/|,|\.|\:|\'| |\"|\&|\#|\[|\]|~/g,"-").replace(/-+-/g,"-").replace(/^\-+|\-+$/g,""); $(this).attr('id', id); if($(this).is("h2")){ newLine = "<li>" + "<a href='#"+ id + "' >" + title + "</a>" + "</li>"; } if($(this).is("h3")){ newLine = "<li class='toc_cap2'>" + "<a href='#"+ id + "' >" + title + "</a>" + "</li>"; } if($(this).is("h4")){ newLine = "<li class='toc_cap3'>" + "<a href='#"+ id + "' >" + title + "</a>" + "</li>"; } ToC += newLine; }); ToC += "</ul>" + "</nav></div><div style='clear:both;'></div>"; $(".ct-tt").prepend(ToC); $( ".ez-toc-glyphicon" ).toggle( function() { $('#ez-toc-container').addClass( "selected" ); $('.menu_danhmuc').hide(); }, function() { $('#ez-toc-container').removeClass( "selected" ); $('.menu_danhmuc').show(); } ); </script> ' $scripts_for_layout = '' $count = (int) 0 $price = (int) 0 $sl = (int) 0 $cap1 = array( 'Catproduct' => array( 'id' => '5', 'name' => 'Phần mềm - HDSD ', 'slug' => 'phan-mem-hdsd' ) ) $dm_c2 = array() $cap2 = array( 'Catproduct' => array( 'id' => '43', 'name' => 'Hãng Khác', 'parent_id' => '20', 'alias' => 'hang-khac', 'images' => null, 'lft' => '70', 'rght' => '71', 'pos' => '1', 'status' => '1', 'title_seo' => '', 'meta_key' => '', 'meta_des' => '', 'created' => '2015-12-23', 'modified' => '2015-12-23', 'slug' => 'hang-khac', 'cate' => '4', 'link' => 'hang-san-xuat', 'name_eng' => '', 'name_tq' => '', 'type' => 'product', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ) $dm_c3 = array()include - APP/View/Elements/menu.ctp, line 56 View::_evaluate() - CORE/Cake/View/View.php, line 920 View::_render() - CORE/Cake/View/View.php, line 883 View::element() - CORE/Cake/View/View.php, line 424 include - APP/View/Layouts/home.ctp, line 169 View::_evaluate() - CORE/Cake/View/View.php, line 920 View::_render() - CORE/Cake/View/View.php, line 883 View::renderLayout() - CORE/Cake/View/View.php, line 539 View::render() - CORE/Cake/View/View.php, line 483 Controller::render() - CORE/Cake/Controller/Controller.php, line 957 ProductController::chitiet() - APP/Controller/ProductController.php, line 135 ReflectionMethod::invokeArgs() - [internal], line ?? 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Notice (8): Undefined index: name_eng [APP/View/Elements/menu.ctp, line 56]Code Context<div class="accordion-heading"><a class="accordion-toggle" <?php if(!empty($dm_c2)){?>data-toggle="collapse" data-parent="#accordion2" href="#collapse<?php echo $cap1['Catproduct']['id'];?>" title="<?php echo $cap1['Catproduct']['name'.LANGUAGE];?>"<?php }else{?>href="<?php echo DOMAIN.$cap1['Catproduct']['slug'];?>"<?php }?>><?php echo $cap1['Catproduct']['name'.LANGUAGE];?>$viewFile = '/home/tracdiathanhda/domains/tracdiathanhdat.vn/public_html/app/View/Elements/menu.ctp' $dataForView = array( 'cat12' => array( 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), 'description_for_layout' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'keywords_for_layout' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'title_for_layout' => 'Máy toàn đạc điện tử', 'tinmoiup' => array( (int) 0 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 1 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 2 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 3 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 4 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 5 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 6 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 7 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 8 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 9 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ) ), 'tinlq' => array( (int) 0 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 1 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 2 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 3 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 4 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 5 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 6 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 7 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 8 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 9 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ) ), 'detailNews' => array( 'Post' => array( 'id' => '721', 'name' => 'Định vị công trình bằng máy toàn đạc điện tử', 'code' => null, 'alias' => 'dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<p style="margin: 0in 0in 15.6pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(51, 51, 51);">Định vị thi công công trình là công tác trắc địa nhằm xác định vị trí mặt <span style="box-sizing: border-box; touch-action: manipulation; color: rgb(51, 72, 98);">bằng</span> của các điểm, các đường thẳng, các điểm chi tiết của công trình xây dựng trên đất liền cũng như trên mặt nước theo đúng thiết kế.</span></span></span><span style="font-size:11.5pt; font-family:Montserrat;color:#333333"><o:p></o:p></span></p> ', 'content' => '<h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Tìm hiểu về định vị thi công công trình </strong></span></span></span></h2> <br /> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị thi công công trình là công tác trắc địa nhằm xác định vị trí mặt bằng của các điểm, các đường thẳng, các điểm chi tiết của công trình xây dựng trên đất liền cũng như trên mặt nước theo đúng thiết kế.<br /> <br /> Định vị công trình bằng máy toàn đạc có thể hiểu là thao tác sử dụng máy toàn đạc để khảo sát, xác định vị trí tọa độ công trình chi tiết, nhanh chóng và chính xác. Các kỹ sư sẽ nhập các tham số trên bản vẽ vào máy. Sau đó, các thuật toán của máy toàn đạc sẽ xử lý những số liệu này. Cuối cùng, máy toàn đạc sẽ khảo sát, xác định chi tiết và xác thực những vị trí điểm ra thực địa. <br /> <br /> Chỉ cần trích xuất những vị trí tọa độ chính xác điểm trên bản vẽ sang <strong><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">máy toàn đạc điện tử</a> , </strong> máy sẽ xử lý các thông số này. Sau đó, máy triển khai vị trí những tim trục trên bản đồ lên thực địa. Nhờ vậy, sẽ định vị được xác thực tim trục của nền móng cho những bước thi công tiếp theo.</span></span></span></p> <p style="text-align: center;"> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/dinh-vi-cong-trinh-bang-may-toan-dac.jpg" style="width: 620px; height: 360px;" /></span></span></span></p> <h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Phương pháp thực hiện định vị công trình bằng máy toàn đạc điện tử</strong></span></span></span></h2> <p style="text-align: center;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" 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" style="height: 411px; width: 620px;" /></span></span></span></p> <p style="text-align: center;"> <em><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Bản vẽ mặt bằng mộtt nhà xưởng</span></span></span></em><br /> </p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Reference Line (Định ᴠị công trình theo đường chuẩn là đường thẳng): một đường chuẩn có thể được хác định bằng cách tham chiếu tới 1 đường thẳng gốc đã biết. <br /> <br /> 1. Xác định đường gốc<br /> <br /> Một đường gốc được gắn ᴠới 2 điểm gốc ᴠà được хác định theo 3 cách: Đo đến điểm gốc; Nhập toạ độ bằng taу; Gọi điểm từ bộ nhớ.<br /> <br /> a) Đo tới điểm gốc. Nhập tên điểm <strong>PtID</strong> ᴠà đo bằng phím <br /> b) Với điểm gốc đã biết toạ độ tìm kiếm điểm <strong>PtID</strong> trong bộ nhớ. Nhập toạ độ bằng taу. Hiển thị những điểm ѕẵn trong máу.<br /> (1) Điểm gốc trang bị 1 <br /> (2) Điểm gốc thứ hai.<br /> (3) Đường gốc.<br /> (4) Đường chuẩn.<br /> <br /> 2. Dịch chuуển/Quaу đường gốc<br /> Đường gốc được dịch chuуển ѕong ѕong, chiều dọc, chiều đứng hoặc là quaу. Tất cả các kết quả đo ѕau đó ѕẽ ảnh hưởng đến đường chuẩn.<br /> <strong>BP</strong>: Điểm gốc.<br /> <strong>BL</strong>: Đường gốc.<br /> <strong>RP</strong>: Điểm chuẩn.<br /> <strong>RL</strong>: Đường chuẩn.<br /> <strong>Off</strong>: Dịch chuуển ѕong ѕong.<br /> <strong>L</strong>: Dịch chuуển theo chiều dọc.<br /> <strong>R</strong>: Thông ѕố quaу.<br /> <br /> Nhập thông ѕố: Sử dụng phím nàу để chuуển con trỏ đến trường thông ѕố bắt buộc nhập. Ta có thể nhập các thông ѕố như ѕau:<br /> <strong>Offѕet</strong>: Dịch chuуển đường chuẩn ѕong ѕong ᴠề phía bên cần của đường gốc, ᴠào hướng của đường gốc (BP1-BP2).<br /> <strong>Line</strong>: Dịch chuуển đường chuẩn theo chiều dọc tính từ điểm gốc trước tiên theo hướng từ điểm gốc đầu tiên tới điểm gốc vật dụng hai.<br /> <strong>Rotate</strong>: Quaу đường chuẩn theo chiều kim đồng hồ хung quanh điểm gốc.<br /> <strong>Height</strong>: Đường chuẩn cao hơn đường gốc.<br /> <strong>Ref.Hgt:Point1:</strong> Chênh cao ѕo ᴠới điểm gốc chuẩn nhất.<br /> <strong>Point 2</strong>: Chênh cao ѕo ᴠới điểm gốc chuẩn hai.<br /> <strong>Interpolated:</strong> Chênh cao dọc theo đường chuẩn.<br /> <strong>No height</strong>: Chênh cao không được tính toán ᴠà hiển thị.<br /> <br /> 3. Tiến hành đo hoặc chuуển ѕang chế độ chuуển điểm bề ngoài ra thực địa. Tiến hành đo đến điểm đích. Chuуển ѕang chế độ chuуển điểm bề ngoài ra thực địa.<br /> <br /> 4. Ứng dụng tương trợ “Line&Offѕet”: tính toán ra ᴠị trí của điểm đo ѕo ᴠới đường chuẩn bằng cách hiển thị các lệch dọc trục, lệch ngang, chênh cao…<br /> </span></span></span><br /> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc đạc công trình hay đo đạc công trình là khảo sát và khai triển bản vẽ thiết kế của công trình ra thực địa, dùng cho thi công và giám sát xây dựng công trình đúng bản vẽ thiết kế. Quan trắc dịch chuyển của công trình ra thực địa, chuyên dụng cho thi công và giám sát xây dựng công trình đúng bản vẽ thiết kế. Công cụ đo bằng những mẫu máy đo đạc như máy kinh vĩ, máy thủy bình,máy đo khoảng cách laser, máy toàn đạc điện tử … </span></span></span></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiệm vụ chủ đạo của công tác trắc địa trong xây dựng là đảm bảo cho công trình được xây dựng đúng kích thước hình học và đúng vị trí thiết kế. Chỉ khi hai yêu cầu này được đáp ứng thì công trình mới mang thể vận hành an toàn. </span></span></span></p> <h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="font-weight: var(--h2_typography-font-weight); font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">III. Những thiết bị được sử dụng trong định vị thi công công trình</span></h2> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#ff0000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-tu-dong"><strong>Máy thủy bình tự động, máy thủy bình điện tử</strong></a></span></span></span><span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">:</span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Xác định cao độ, dẫn mốc cao độ, đo chênh cao, quan trắc lún…</span></span></span></li> </ul> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">Máy toàn đạc điện tử</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span> Bố trí trí tọa độ thiết kế ra thực địa; tính toán khoảng cách ngang, đứng, góc phương vị của đường, tọa độ điểm, diện tích và bố trí đường thẳng, đường cong; dẫn lưới lập mốc đường chuyền…</span></span></span></li> </ul> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">Máy định vị GNSS</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span> Khảo sát thành lập lưới khống chế tọa độ; bố trí điểm phục vụ cho công tác chuyển điểm thiết kế ra thực địa; giao hội, bố trí đường cong, tính diện tích…</span></span></span></li> </ul> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;"> <span style="color:#000000;"><img alt="" src="/admin/webroot/upload/image/images/Banner (665 × 295 px) (31).png" style="width: 665px; height: 295px;" /></span></p> ', 'images' => '202305301610048b836b9276e806fc2f8458b2bc05f8fc.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy toàn đạc điện tử', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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Hà Nội cấp ngày 28-04-2009<br /> Điện thoại: <a href="javascript: void(0)" style="font-family: tahoma, geneva, sans-serif;font-size:11px;"><span style="color: rgb(255, 255, 255);"><strong style="font-family: arial, helvetica, sans-serif;">(</strong><strong style="font-family: arial, helvetica, sans-serif;">024) 3776 4930</strong></span></a></span></span></p> <div> <p> <strong style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><u>Cửa hàng</u></strong><span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">:</span></p> </div> <p> <span style="font-family: tahoma, geneva, sans-serif;">- <span style="font-size:12px;">Số <strong><span style="font-size:14px;">145 </span></strong></span></span><span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">Láng Hạ, Phường Láng Hạ, Hà Nội</span></span></p> <p> <span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></span><br /> <br /> </p> ', 'contactinfo_eng' => '', 'taikhoan' => '<strong><span style="color:#04529a;">Số Tài khoản các ngân hàng của công ty Tân Á</span></strong><br /> <br /> 1. 13022-0506-5430 - Nguyễn Văn Hiệu - Agribank - CN Trung Yên, HN<br /> 2. 0011-00404-0367 - Nguyễn Văn Hiệu - Vietcombank - CN Sở Giao dịch, HN<br /> 3. 711A-6202-9713 - Nguyễn Văn Hiệu - Vietinbank - CN Thanh Xuân, HN<br /> 4. 190-256-018-210-13 - Nguyễn Văn Hiệu - Techcombank, Hà Nội<br /> 5. 1231-0000-368-767 - Nguyễn Văn Hiệu - BIDV CN Quang Trung, Hà Nội', 'contactinfo' => '<div dir="rtl" style="text-align: left;"> <u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Văn Phòng</strong></u></div> <div style=""> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ: Số 157 Đặng Văn Ngữ, Phường Kim Liên, Hà Nội, Việt Nam<br /> Tel: (024) 3776 4930 <br /> Fax: (024) 3776 5908<br /> Email: thanhdatsurvey.JSC@gmail.com/ tracdiathanhdat@gmail.com<br /> Hotline: <strong>0913 051 734</strong><br /> <br /> <strong><u>C</u></strong><strong><u>ửa hàng</u></strong></span></span><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Số 145 Láng Hạ, Phường Láng Hạ, Hà Nội</span></span><br /> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0942 288 388</strong></span><br /> </div> <div style=""> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></div> <div style=""> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0949 322 456</strong></span></div> <div style=""> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>VPĐD tại Tp. Hồ Chí Minh</u></strong><br /> <br /> - 1/56 Nguyễn Thái Sơn, Phường Hạnh Thông, Hồ Chí Minh</span></span><br /> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0904 925 936</strong></span></div> ', 'telephone' => '01659 014592', 'hotline' => '0913051734', 'email' => 'tracdiathanhdat@yahoo.com', 'url' => '', 'meta_key' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax, Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GNSS RTK, máy thủy bình, máy toàn đạc, máy laser, máy GPS cầm tay, UAV, ống nhòm (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...). Uy tín, chất lượng, giá tốt hàng đầu tại Việt Nam!', 'created' => '2012-06-05', 'modified' => '1769758152', 'youtube' => 'http://youtube.com', 'twitter' => 'https://twitter.com/', 'myspace' => 'https://myspace.com/', 'facebook' => 'https://www.facebook.com/thanhdatsurvey.jsc/', 'email2' => 'duycuong7640', 'skype' => 'hothihuyen.hn', 'yahoo' => 'duycuong7640', 'yahoo1' => 'duycuong7640', 'content' => 'Thanks for your interest in Vn Discoverytours. For a fast response, please submit this basic Quick Enquiry form below by clicking “Submit”, and we’ll get back to you by e-mail within 12 to 24 hours (in working days). For urgent booking, call us at +84 974 839 873', 'video' => '<iframe width="1280" height="720" src="https://www.youtube.com/embed/mR4kOuAkEtY" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>', 'slogan' => 'trung tâm sửa chữa và bảo hành máy giặt electrolux', 'slogan_eng' => '', 'printer' => '', 'googleplus' => '', 'bando' => '<p> <iframe allowfullscreen="" frameborder="0" height="410" src="https://www.google.com/maps/embed?pb=!1m18!1m12!1m3!1d1680.2372398112452!2d105.81212934716025!3d21.01437303922492!2m3!1f0!2f0!3f0!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ab63b645b665%3A0xa6797ac6008687bf!2zQ-G7rWEgSMOgbmcgVHLhuq9jIMSQ4buLYQ!5e0!3m2!1svi!2s!4v1449908805279" style="border:0" width="600"></iframe></p> ', 'gioithieu' => '<p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/gioithieu.png" /></p> ', 'thongtincongty' => 'Sửa máy lạnh tại nhà 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style="font-family:tahoma,geneva,sans-serif;">Là công ty chuyên nhập khẩu, cung cấp và chuyển giao công nghệ các loại máy đo đạc, trắc địa phục vụ khảo sát thiết kế, xây dựng và đo vẽ bản đồ của các hãng nổi tiếng trên thế giới như: LEICA, TOPCON, NIKON, PENTAX, SOKKIA, GLUNZ, TRIMPLE, SPECTRA, GEOMAX, GARMIN..., chúng tôi cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! </span><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm cùng</span> <span style="font-family: tahoma, geneva, sans-serif;">đội ngũ nhân viên, kỹ thuật viên năng động, có trình độ cao chúng tôi tự hào và tin tưởng Quý khách hàng sẽ hài lòng khi sử dụng các sản phẩm và dịch vụ do chúng tôi cung cấp!</span></span><br /> </p> <div style="text-align: justify;"> <span style="color:#ff9966;"><span style="font-family:comic sans ms,cursive;"><span style="font-size:14px;"><strong style="font-family: tahoma, geneva, sans-serif;">Hỗ trợ 24/7:</strong> <strong>0942 288 388/</strong></span><span style="font-size: 14px;"><strong>0949 322 456</strong> (Zalo) </span></span></span></div> ', 'gt_eng' => '' ), 'tin_ft' => array( (int) 0 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 1 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 2 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 3 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 4 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 5 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ) ), 'slideshow' => array( (int) 0 => 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} .large-4 { flex-basis: 33.3333333333%;text-align: center; max-width: 33.3333333333%;margin-bottom: 30px; } .large-4 a{ color: #fff;text-transform: uppercase;font-weight:bold; } .large-4 .col-inner{padding:0 15px;} .expand { display: block; max-width: 100%!important; padding-left: 0!important; padding-right: 0!important; width: 100%!important;padding:10px; } .button.success { background-color: #4a90e2; } .box-shadow-4-hover:hover, .box-shadow-5-hover:hover, .row-box-shadow-4-hover .col-inner:hover, .row-box-shadow-5-hover .col-inner:hover { transform: translateY(-6px);box-shadow: 0 30px 40px 0 rgb(0 0 0 / 20%); } .box-shadow-1, .box-shadow-1-hover, .box-shadow-2, .box-shadow-2-hover, .box-shadow-3, .box-shadow-3-hover, .box-shadow-4, .box-shadow-4-hover, .box-shadow-5, .box-shadow-5-hover, .row-box-shadow-1 .col-inner, .row-box-shadow-1-hover .col-inner, .row-box-shadow-2 .col-inner, .row-box-shadow-2-hover .col-inner, .row-box-shadow-3 .col-inner, .row-box-shadow-3-hover .col-inner, .row-box-shadow-4 .col-inner, .row-box-shadow-4-hover .col-inner, .row-box-shadow-5 .col-inner, .row-box-shadow-5-hover .col-inner { transition: transform .3s,box-shadow .3s,background-color .3s,color .3s,opacity .3s; } .box-shadow-3, .box-shadow-3-hover:hover, .row-box-shadow-3 .col-inner, .row-box-shadow-3-hover .col-inner:hover { box-shadow: 0 10px 20px rgb(0 0 0 / 19%), 0 6px 6px rgb(0 0 0 / 22%); } .button span { font-weight: 400; } .is-shade:after { box-shadow: inset 1px 1px 0 0 hsl(0deg 0% 100% / 10%), inset 0 2em 15px 0 hsl(0deg 0% 100% / 20%); } </style> <div class="" id="row-2097407503"> <p style="font-family:tahoma,geneva,sans-serif; font-size: 14px;"> Nếu bạn đang tìm kiếm phần mềm trắc địa, các thông tin liên quan về máy móc đo đạc, trắc địa cho dự án của mình bạn đã tìm đúng kho lưu trữ! 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Hotline: 0913051734!' $keywords_for_layout = 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!' $title_for_layout = 'Máy toàn đạc điện tử' $tinmoiup = array( (int) 0 => array( 'Post' => array( 'id' => '802', 'name' => 'Dữ liệu RINEX – Nền tảng cốt lõi của hạ tầng trắc địa hiện đại', 'code' => null, 'alias' => 'du-lieu-rinex-–-nen-tang-cot-loi-cua-ha-tang-trac-dia-hien-dai', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong hạ tầng trắc địa hiện đại, RINEX không phải dữ liệu phụ, mà là nền móng kỹ thuật của hệ tọa độ quốc gia. RTK giúp đo nhanh hôm nay, nhưng RINEX mới là yếu tố đảm bảo bản đồ, mốc và công trình đứng vững trong nhiều năm tới.</span></span>', 'content' => '<p> <em><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trong những năm gần đây, công nghệ GNSS RTK cùng các mạng trạm CORS phát triển mạnh mẽ, giúp công tác đo đạc, thi công và bố trí công trình đạt được kết quả gần như tức thời với độ chính xác cao.</span></em></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Tuy nhiên, nếu nhìn ở góc độ xây dựng và duy trì hạ tầng trắc địa quốc gia dài hạn, nhiều quốc gia phát triển như Mỹ, châu Âu, Nhật Bản đều có chung một quan điểm: RTK là lớp ứng dụng đo nhanh ngoài hiện trường, trong khi RINEX – dữ liệu GNSS đo tĩnh – mới là lớp nền cốt lõi của hệ tọa độ.</em><br /> <br /> <em>RTK cho phép định vị nhanh theo thời gian thực, nhưng độ ổn định và khả năng kiểm chứng của kết quả RTK phụ thuộc mạnh vào điều kiện truyền cải chính tại thời điểm đo. Ngược lại, dữ liệu RINEX cho phép xử lý hậu kỳ, kiểm chứng, đối soát và duy trì độ ổn định tọa độ trong thời gian dài.<br /> </em></span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. RINEX là gì?</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX (<em>Receiver Independent Exchange Format</em>) là định dạng dữ liệu GNSS thô chuẩn quốc tế, được phát triển và duy trì bởi cộng đồng GNSS toàn cầu dưới sự điều phối của các tổ chức quốc tế như IGS (International GNSS Service) và RTCM SC-104.</span></span><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX cho phép trao đổi dữ liệu GNSS giữa các thiết bị và phần mềm khác nhau, không phụ thuộc hãng sản xuất, và được sử dụng rộng rãi trên toàn thế giới cho các mục đích kỹ thuật chuyên sâu. Dữ liệu RINEX cho phép:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xử lý hậu kỳ GNSS (Static / PPK)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bình sai mạng lưới GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm soát chất lượng và truy xuất nguồn gốc số liệu</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Duy trì và kiểm chứng hệ tọa độ theo thời gian dài</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK cho kết quả nhanh – RINEX cho kết quả bền và kiểm chứng được.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Cách các quốc gia khai thác RINEX trong hạ tầng trắc địa</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tại nhiều quốc gia, mạng CORS quốc gia không chỉ phục vụ RTK thời gian thực mà còn coi dữ liệu RINEX liên tục là tài sản dữ liệu cốt lõi. Mô hình khai thác phổ biến:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu trữ dữ liệu GNSS 24/7.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cho phép tải RINEX theo các khoảng thời gian:</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">15 phút</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1 giờ</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6 giờ</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">24 giờ</span></span></li> </ul> </li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cung cấp đầy đủ metadata:</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thông tin trạm GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian quan sát</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chu kỳ ghi (1s, 15s, 30s…)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ quy chiếu và mô hình tham chiếu.</span></span></li> </ul> </li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Ví dụ tiêu biểu:</span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mỹ: NOAA CORS Network cung cấp dữ liệu RINEX phục vụ đo tĩnh và xử lý hậu kỳ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Châu Âu: EUREF Permanent Network (EPN) lưu trữ dữ liệu RINEX cho bình sai lưới khu vực.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhật Bản: GEONET do GSI vận hành, cung cấp dữ liệu RINEX cho xử lý hậu kỳ và nghiên cứu GNSS.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm chung của các mô hình này là coi RINEX liên tục mới là nền tảng bền vững của hệ tọa độ quốc gia.<br /> </span></span> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/ncn_agol.png" style="width: 800px; height: 511px;" /></span></span></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Vai trò của RINEX trong hệ thống trắc địa hiện đại</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều quốc gia đang triển khai mô hình tổng hợp:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS CORS + RINEX → lớp khống chế nền, duy trì hệ tọa độ dài hạn</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc khống chế vật lý → đối tượng kiểm chứng và cơ sở pháp lý</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK → công cụ đo nhanh ngoài hiện trường</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đây không phải xu hướng “bỏ mốc”, mà là:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm phụ thuộc vào việc chạy mốc thủ công tốn thời gian</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuyển vai trò mốc từ nguồn gốc duy nhất sang đối tượng kiểm chứng</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng vai trò của dữ liệu GNSS chuẩn hóa trong duy trì hệ tọa độ</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. RINEX giúp ổn định và kiểm soát hệ tọa độ theo thời gian như thế nào?</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu RINEX cho phép xử lý hậu kỳ và bình sai mạng lưới, nhờ đó:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm ảnh hưởng của thời điểm đo</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế tác động của điều kiện khí quyển và môi trường</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng khả năng đối soát và truy nguyên số liệu</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khái niệm “ổn định” ở đây được hiểu theo nghĩa kỹ thuật: Cho phép tái xử lý, kiểm chứng và so sánh tọa độ tại các thời điểm khác nhau, tránh sai lệch tích lũy do đo nhanh tức thời.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Ứng dụng thực tế của dữ liệu RINEX và lợi ích khai thác RINEX hiệu quả</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu RINEX hiện được sử dụng rộng rãi trong:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập mốc khống chế GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bình sai lưới quốc gia và khu vực</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan trắc dịch chuyển công trình, địa chất</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Làm cơ sở kỹ thuật và pháp lý dài hạn cho bản đồ và hạ tầng kỹ thuật</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> Khai thác RINEX bài bản mang lại:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm thời gian và chi phí thiết lập lưới khống chế</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nâng cao độ ổn định và khả năng kiểm chứng số liệu</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp với dự án lớn, triển khai dài hạn, yêu cầu pháp lý cao</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chủ động khi RTK không ổn định hoặc mất hiệu chỉnh</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. Cấu trúc dữ liệu RINEX gồm những gì?</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu RINEX không phải là một file đơn lẻ, mà là tập hợp nhiều file thành phần, mỗi file đảm nhiệm một vai trò riêng.<br /> <br /> 6.1. File quan sát – Observation file (*.obs). Bao gồm:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sóng mang và mã giả</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu GPS, GLONASS, Galileo, BeiDou…</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thông tin thời gian, tần số, tín hiệu</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">File bắt buộc khi xử lý GNSS hậu kỳ và bình sai.<br /> <br /> 6.2. File quỹ đạo vệ tinh – Navigation file (*.nav, *.gnav…) có chứa q</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">uỹ đạo vệ tinh (broadcast ephemeris) - d</span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ữ liệu cần thiết để tính vị trí vệ tinh theo thời gian.<br /> <br /> Tùy phiên bản RINEX và hệ vệ tinh, file điều hướng (Navigation file) có thể được đặt tên khác nhau.<br /> Trong các hệ thống và phần mềm cũ (RINEX 2.x), file điều hướng thường được tách theo từng hệ GNSS, với các đuôi phổ biến như:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GPS: .N</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS: .G</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">BeiDou: .C</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Galileo: .E</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong các hệ thống hiện đại sử dụng RINEX 3.x trở lên, file điều hướng thường được gộp đa hệ GNSS và sử dụng chung đuôi .nav (hoặc .rnx), trong đó chứa đồng thời dữ liệu GPS, GLONASS, Galileo, BeiDou…</span></span><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6.3. File đồng hồ vệ tinh – Clock file (*.clk)</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh sai số đồng hồ vệ tinh và trạm</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác cao hơn dữ liệu quảng bá</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dùng cho bình sai chính xác cao và nghiên cứu dài hạn.<br /> <br /> 6.4. File quỹ đạo chính xác – Precise orbit (*.sp3)</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quỹ đạo vệ tinh độ chính xác cao</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp với .clk để nâng cao chất lượng xử lý</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> 6.5. Các file phụ trợ</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Metadata trạm, antenna, receiver</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">File khí quyển, site log</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giúp nâng cao độ tin cậy và truy xuất nguồn gốc số liệu.<br /> <br /> >>> Phiên bản RINEX và xu hướng hiện nay:</span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 2.x: cũ, hạn chế hệ GNSS.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 3.x: đa hệ, phổ biến hiện nay.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 4.x: hỗ trợ tín hiệu hiện đại, độ chính xác cao.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế xử lý GNSS hậu kỳ, RINEX 2.11 vẫn được sử dụng rộng rãi nhờ tính ổn định và khả năng tương thích cao. Nhiều lỗi xử lý hiện nay phát sinh từ việc chuyển đổi RINEX không đúng chuẩn hoặc thiếu dữ liệu đi kèm.</span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Bài viết 30_1_26.png" style="width: 800px; height: 526px;" /></span></span></p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 3 & 4 là xu hướng chính trong các hệ thống CORS hiện đại.<br /> <br /> Hiểu đúng và khai thác đúng dữ liệu RINEX chính là bước chuyển từ đo nhanh sang đo bền vững trong trắc địa hiện đại – đặc biệt trong bối cảnh Việt Nam đang vận hành các mạng CORS và duy trì hệ tọa độ VN-2000.<br /> <br /> <em>>>> Nguồn tham khảo:</em></span></span><br /> <ul> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">IGS & RTCM – Chuẩn dữ liệu RINEX</span></span></em></li> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">NOAA CORS Network (Mỹ)</span></span></em></li> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">EUREF Permanent Network (Châu Âu)</span></span></em></li> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GEONET – GSI (Nhật Bản)</span></span></em></li> </ul> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/RINEX - GNSS DATA (665 x 295 px).png" style="width: 800px; height: 355px;" /></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>', 'images' => '202601301021570e6ecbd8766b1296dffb848e42581f6f.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy RTK', 'meta_key' => 'Máy RTK, Vngeonet, RINEX, GNSS, CORS, RTK, GNSSStatic, PPK, BinhSaiGNSS, DuLieuGNSS', 'meta_des' => 'Máy RTK, Vngeonet, RINEX, GNSS, CORS, RTK, GNSSStatic, PPK, BinhSaiGNSS, DuLieuGNSS', 'created' => '2026-01-30', 'modified' => '2026-02-02', 'status' => '1', 'view' => '4420', 'slug' => 'du-lieu-rinex-nen-tang-cot-loi-cua-ha-tang-trac-dia-hien-dai', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '517', 'rght' => '518', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 1 => array( 'Post' => array( 'id' => '801', 'name' => 'Đo không gương (Non-Prism) trên máy toàn đạc', 'code' => null, 'alias' => 'do-khong-guong-non-prism-tren-may-toan-dac', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo không gương (Non-Prism) trên máy toàn đạc là gì? Khi nào nên dùng, khi nào không nên dùng? Phân tích ưu nhược điểm, sai số giao hội và khuyến nghị kỹ thuật khi đo Non-Prism trên máy toàn đạc.</span></span>', 'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế thi công và đo đạc, đo không gương (Non-Prism) là một tính năng rất hữu ích của máy toàn đạc, nhưng cũng tiềm ẩn nhiều rủi ro sai số nếu sử dụng không đúng mục đích. Bài viết dưới đây sẽ phân tích bản chất đo Non-Prism, phạm vi ứng dụng, ưu – nhược điểm, ảnh hưởng đến giao hội và các khuyến nghị kỹ thuật cần tuân thủ.</span></span></em><br /> <br /> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Đo không gương (Non-Prism) là gì?</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế đo đạc, không phải lúc nào cũng có thể đặt được gương phản xạ. Các vị trí như tường cao, taluy, vách hầm, kết cấu thép, khu vực đang thi công hoặc nguy hiểm là những trường hợp điển hình.<br /> Đo không gương (Non-Prism) là phương pháp đo khoảng cách không sử dụng gương phản xạ. Máy toàn đạc phát tia laser trực tiếp tới bề mặt mục tiêu và thu tín hiệu phản hồi để xác định khoảng cách và tọa độ điểm đo.<br /> <br /> Phương pháp này cho phép đo các vị trí:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khó tiếp cận hoặc không thể đặt gương.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không an toàn để tiếp cận trực tiếp.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần đo nhanh hiện trạng mà không bố trí phụ trợ.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.1 Ưu điểm của đo không gương</span></span></h3> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo được các vị trí “bất khả thi” với phương pháp đo gương.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng mức độ an toàn cho người đo ngoài công trường.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian đi gương, giảm nhân lực.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất hiệu quả khi đo hiện trạng, kiểm tra hình học kết cấu.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.2 Nhược điểm và hạn chế kỹ thuật của Non-Prism</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bên cạnh ưu điểm, đo không gương tồn tại nhiều hạn chế kỹ thuật cần hiểu rõ:<br /> <br /> <strong>Phụ thuộc mạnh vào bề mặt đo</strong></span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt sáng, phẳng, khô → đo xa hơn, ổn định hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt tối, thô, ẩm, xiên góc → tầm đo giảm rõ rệt, sai số tăng.</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác thấp hơn đo gương</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không có tâm phản xạ cố định như gương.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách lớn hơn và kém ổn định hơn.</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hao pin hơn</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo Non-Prism liên tục tiêu thụ pin nhiều hơn so với đo gương.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (40).png" style="width: 800px; height: 671px;" /></span></span></p> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.3 Những lưu ý quan trọng khi sử dụng đo không gương</span></span></h3> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không sử dụng đo không gương cho mốc khống chế.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không dùng cho dẫn mốc, nghiệm thu pháp lý.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ dùng cho đo hiện trạng, kiểm tra, tham khảo kỹ thuật.</span></span></li> </ul> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.4 Khoảng cách đo không gương của một số dòng máy phổ biến</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng cách công bố của nhà sản xuất thường được đo trong điều kiện tiêu chuẩn:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica FlexLine TS03 / TS07 / TS10: ~500 m / ~1000 m (tùy cấu hình)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon N-Series: ~600 m</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon XS-Series: ~800 m</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Topcon GM-100 Series: ~500 m</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thực tế ngoài công trường, khoảng cách đo thường ngắn hơn catalogue, phụ thuộc mạnh vào bề mặt và điều kiện môi trường.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5 Khi nào nên dùng đo không gương?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo không gương phát huy hiệu quả trong các công việc:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo chi tiết hoàn công.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kiểm tra hình học kết cấu.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo taluy, vách đứng, vách hầm.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo các điểm nguy hiểm không thể tiếp cận.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Đo không gương là công nghệ bổ trợ, không phải để thay thế đo gương.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Hỏi và Đáp: Đo không gương & sai số giao hội</span></span></h2> <br /> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. 1 Vì sao đo không gương dễ gây sai số khi giao hội?</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vì đo Non-Prism phụ thuộc vào bề mặt phản xạ, không có tâm phản xạ cố định như gương.<br /> Trong bài toán giao hội, sai số nhỏ ở từng hướng bắn có thể bị phóng đại tại điểm giao, khiến kết quả thiếu ổn định.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.2 Sai số giao hội khi dùng Non-Prism thường đến từ đâu?</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các nguyên nhân chính:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt phản xạ không phẳng, không đồng nhất.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tia laser phản xạ không cùng một điểm hình học.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Góc bắn xiên, bắn vào mép cạnh hoặc bề mặt nhỏ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách lớn hơn so với đo gương.</span></span></li> </ul> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.3 Đo không gương ảnh hưởng nhiều hơn đến giao hội góc hay giao hội cạnh?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo không gương ảnh hưởng mạnh hơn đến giao hội cạnh, vì:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách của Non-Prism lớn hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội cạnh, sai số khoảng cách tác động trực tiếp tới vị trí điểm giao.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với giao hội góc, sai số vẫn tồn tại nhưng ít phụ thuộc hơn vào chất lượng phản xạ.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.4 Vì sao giao hội nghịch đặc biệt nhạy cảm với đo không gương?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội nghịch:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đặt máy cần được xác định rất chính xác.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không xác định được tâm phản xạ rõ ràng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các trạm có thể “nhìn” vào những điểm khác nhau trên cùng một bề mặt.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điều này khiến sai số khó kiểm soát và khó phát hiện.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.5 Có thể giảm sai số khi buộc phải giao hội bằng Non-Prism không?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có thể giảm rủi ro, nhưng không loại bỏ hoàn toàn, bằng cách:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn bề mặt phẳng, sáng, rõ ràng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tránh bắn vào mép cạnh hoặc bề mặt nhỏ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngắm vuông góc với bề mặt.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo lặp nhiều lần để kiểm tra.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp kiểm tra chéo bằng phương pháp khác.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ áp dụng cho đo tham khảo, không dùng cho mốc.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.6 Khi nào tuyệt đối không nên dùng Non-Prism cho giao hội?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không sử dụng trong các trường hợp:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dẫn mốc tọa độ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập lưới khống chế.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc pháp lý, nghiệm thu công trình.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công việc yêu cầu độ chính xác cao (cm – mm).</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.7 Vì sao đo gương vẫn là phương pháp chuẩn cho giao hội?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vì khi đo gương:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có tâm phản xạ xác định rõ ràng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách nhỏ và ổn định.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các trạm cùng xác định một điểm hình học duy nhất.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đây là yếu tố then chốt trong các bài toán giao hội.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.8 Có nên coi đo không gương là phương pháp thay thế đo gương?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không. Đo không gương là giải pháp bổ trợ, không phải phương pháp thay thế.<br /> <br /> Khuyến nghị nên tuân thủ quy tắc kỹ thuật:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có thể đặt gương → ưu tiên đo gương.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không thể đặt gương → dùng Non-Prism đúng mục đích.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> >>> Đo không gương (Non-Prism) mang lại nhiều tiện lợi trong đo hiện trạng và các vị trí khó tiếp cận, tuy nhiên phương pháp này nhạy cảm với sai số, đặc biệt trong các bài toán giao hội.<br /> Trong thực tế, giao hội thuận có thể cân nhắc sử dụng đo không gương cho mục đích tham khảo, khi điều kiện bề mặt cho phép. Ngược lại, giao hội nghịch không được khuyến nghị sử dụng Non-Prism do sai số khó kiểm soát. Đối với các công việc thiết lập lưới khống chế, dẫn mốc tọa độ và hồ sơ pháp lý, việc đo bằng gương phản xạ là bắt buộc để đảm bảo độ chính xác và giá trị pháp lý của số liệu.</span></span><br /> <br /> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/CHỌN ANH TÀI (16).png" style="width: 800px; height: 618px;" /></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>', 'images' => '20260128101209aeccf2a028c6aa7fa3ea11fe774d0584.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy toàn đạc điện tử', 'meta_key' => 'Máy toàn đạc điện tử, máy toàn đạc, đo không gương, NonPrism, EDM, trắc địa, đo đạc, trắc địa thành đạt, Leica, Topcon, Nikon, Sokkia', 'meta_des' => 'Máy toàn đạc điện tử, máy toàn đạc, đo không gương, NonPrism, EDM, trắc địa, đo đạc, trắc địa thành đạt, Leica, Topcon, Nikon, Sokkia', 'created' => '2026-01-28', 'modified' => '2026-02-01', 'status' => '1', 'view' => '1067', 'slug' => 'do-khong-guong-non-prism-tren-may-toan-dac-1', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '515', 'rght' => '516', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 2 => array( 'Post' => array( 'id' => '800', 'name' => 'Đo không gương (Non-Prism) trên máy toàn đạc', 'code' => null, 'alias' => 'do-khong-guong-non-prism-tren-may-toan-dac', 'cat_id' => '0', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo không gương (Non-Prism) trên máy toàn đạc là gì? Khi nào nên dùng, khi nào không nên dùng? Phân tích ưu nhược điểm, sai số giao hội và khuyến nghị kỹ thuật khi đo Non-Prism trên máy toàn đạc.</span></span>', 'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế thi công và đo đạc, đo không gương (Non-Prism) là một tính năng rất hữu ích của máy toàn đạc, nhưng cũng tiềm ẩn nhiều rủi ro sai số nếu sử dụng không đúng mục đích. Bài viết dưới đây sẽ phân tích bản chất đo Non-Prism, phạm vi ứng dụng, ưu – nhược điểm, ảnh hưởng đến giao hội và các khuyến nghị kỹ thuật cần tuân thủ.</span></span></em><br /> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Đo không gương (Non-Prism) là gì?</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế đo đạc, không phải lúc nào cũng có thể đặt được gương phản xạ. Các vị trí như tường cao, taluy, vách hầm, kết cấu thép, khu vực đang thi công hoặc nguy hiểm là những trường hợp điển hình.<br /> Đo không gương (Non-Prism) là phương pháp đo khoảng cách không sử dụng gương phản xạ. Máy toàn đạc phát tia laser trực tiếp tới bề mặt mục tiêu và thu tín hiệu phản hồi để xác định khoảng cách và tọa độ điểm đo.<br /> <br /> Phương pháp này cho phép đo các vị trí:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khó tiếp cận hoặc không thể đặt gương.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không an toàn để tiếp cận trực tiếp.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần đo nhanh hiện trạng mà không bố trí phụ trợ.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.1 Ưu điểm của đo không gương</span></span></h3> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo được các vị trí “bất khả thi” với phương pháp đo gương.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng mức độ an toàn cho người đo ngoài công trường.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian đi gương, giảm nhân lực.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất hiệu quả khi đo hiện trạng, kiểm tra hình học kết cấu.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.2 Nhược điểm và hạn chế kỹ thuật của Non-Prism</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bên cạnh ưu điểm, đo không gương tồn tại nhiều hạn chế kỹ thuật cần hiểu rõ:<br /> <br /> <strong>Phụ thuộc mạnh vào bề mặt đo</strong></span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt sáng, phẳng, khô → đo xa hơn, ổn định hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt tối, thô, ẩm, xiên góc → tầm đo giảm rõ rệt, sai số tăng.</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác thấp hơn đo gương</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không có tâm phản xạ cố định như gương.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách lớn hơn và kém ổn định hơn.</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hao pin hơn</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo Non-Prism liên tục tiêu thụ pin nhiều hơn so với đo gương.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (40).png" style="width: 800px; height: 671px;" /></span></span></p> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.3 Những lưu ý quan trọng khi sử dụng đo không gương</span></span></h3> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không sử dụng đo không gương cho mốc khống chế.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không dùng cho dẫn mốc, nghiệm thu pháp lý.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ dùng cho đo hiện trạng, kiểm tra, tham khảo kỹ thuật.</span></span></li> </ul> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.4 Khoảng cách đo không gương của một số dòng máy phổ biến</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng cách công bố của nhà sản xuất thường được đo trong điều kiện tiêu chuẩn:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica FlexLine TS03 / TS07 / TS10: ~500 m / ~1000 m (tùy cấu hình)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon N-Series: ~600 m</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon XS-Series: ~800 m</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Topcon GM-100 Series: ~500 m</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thực tế ngoài công trường, khoảng cách đo thường ngắn hơn catalogue, phụ thuộc mạnh vào bề mặt và điều kiện môi trường.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5 Khi nào nên dùng đo không gương?</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo không gương phát huy hiệu quả trong các công việc:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo chi tiết hoàn công.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kiểm tra hình học kết cấu.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo taluy, vách đứng, vách hầm.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo các điểm nguy hiểm không thể tiếp cận.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Đo không gương là công nghệ bổ trợ, không phải để thay thế đo gương.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Hỏi và Đáp: Đo không gương & sai số giao hội</span></span></h2> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. 1 Vì sao đo không gương dễ gây sai số khi giao hội?</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vì đo Non-Prism phụ thuộc vào bề mặt phản xạ, không có tâm phản xạ cố định như gương.<br /> Trong bài toán giao hội, sai số nhỏ ở từng hướng bắn có thể bị phóng đại tại điểm giao, khiến kết quả thiếu ổn định.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.2 Sai số giao hội khi dùng Non-Prism thường đến từ đâu?</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các nguyên nhân chính:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt phản xạ không phẳng, không đồng nhất.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tia laser phản xạ không cùng một điểm hình học.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Góc bắn xiên, bắn vào mép cạnh hoặc bề mặt nhỏ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách lớn hơn so với đo gương.</span></span></li> </ul> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.3 Đo không gương ảnh hưởng nhiều hơn đến giao hội góc hay giao hội cạnh?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo không gương ảnh hưởng mạnh hơn đến giao hội cạnh, vì:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách của Non-Prism lớn hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội cạnh, sai số khoảng cách tác động trực tiếp tới vị trí điểm giao.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với giao hội góc, sai số vẫn tồn tại nhưng ít phụ thuộc hơn vào chất lượng phản xạ.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.4 Vì sao giao hội nghịch đặc biệt nhạy cảm với đo không gương?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội nghịch:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đặt máy cần được xác định rất chính xác.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không xác định được tâm phản xạ rõ ràng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các trạm có thể “nhìn” vào những điểm khác nhau trên cùng một bề mặt.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điều này khiến sai số khó kiểm soát và khó phát hiện.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.5 Có thể giảm sai số khi buộc phải giao hội bằng Non-Prism không?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có thể giảm rủi ro, nhưng không loại bỏ hoàn toàn, bằng cách:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn bề mặt phẳng, sáng, rõ ràng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tránh bắn vào mép cạnh hoặc bề mặt nhỏ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngắm vuông góc với bề mặt.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo lặp nhiều lần để kiểm tra.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp kiểm tra chéo bằng phương pháp khác.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ áp dụng cho đo tham khảo, không dùng cho mốc.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.6 Khi nào tuyệt đối không nên dùng Non-Prism cho giao hội?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không sử dụng trong các trường hợp:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dẫn mốc tọa độ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập lưới khống chế.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc pháp lý, nghiệm thu công trình.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công việc yêu cầu độ chính xác cao (cm – mm).</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.7 Vì sao đo gương vẫn là phương pháp chuẩn cho giao hội?</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vì khi đo gương:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có tâm phản xạ xác định rõ ràng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách nhỏ và ổn định.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các trạm cùng xác định một điểm hình học duy nhất.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đây là yếu tố then chốt trong các bài toán giao hội.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.8 Có nên coi đo không gương là phương pháp thay thế đo gương?</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không. Đo không gương là giải pháp bổ trợ, không phải phương pháp thay thế.<br /> <br /> Khuyến nghị nên tuân thủ quy tắc kỹ thuật:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có thể đặt gương → ưu tiên đo gương.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không thể đặt gương → dùng Non-Prism đúng mục đích.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> >>> Đo không gương (Non-Prism) mang lại nhiều tiện lợi trong đo hiện trạng và các vị trí khó tiếp cận, tuy nhiên phương pháp này nhạy cảm với sai số, đặc biệt trong các bài toán giao hội.<br /> Trong thực tế, giao hội thuận có thể cân nhắc sử dụng đo không gương cho mục đích tham khảo, khi điều kiện bề mặt cho phép. Ngược lại, giao hội nghịch không được khuyến nghị sử dụng Non-Prism do sai số khó kiểm soát. Đối với các công việc thiết lập lưới khống chế, dẫn mốc tọa độ và hồ sơ pháp lý, việc đo bằng gương phản xạ là bắt buộc để đảm bảo độ chính xác và giá trị pháp lý của số liệu.</span></span><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>', 'images' => '202601281012092e874776f1f92f702ba41b53941ccdc8.png', 'images_multi' => null, 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy toàn đạc điện tử', 'meta_key' => 'Máy toàn đạc điện tử, máy toàn đạc, đo không gương, NonPrism, EDM, trắc địa, đo đạc, trắc địa thành đạt, Leica, Topcon, Nikon, Sokkia', 'meta_des' => 'Máy toàn đạc điện tử, máy toàn đạc, đo không gương, NonPrism, EDM, trắc địa, đo đạc, trắc địa thành đạt, Leica, Topcon, Nikon, Sokkia', 'created' => '2026-01-28', 'modified' => '2026-01-30', 'status' => '1', 'view' => '2', 'slug' => 'do-khong-guong-non-prism-tren-may-toan-dac', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '513', 'rght' => '514', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => null, 'name' => null, 'parent_id' => null, 'alias' => null, 'images' => null, 'lft' => null, 'rght' => null, 'pos' => null, 'status' => null, 'title_seo' => null, 'meta_key' => null, 'meta_des' => null, 'created' => null, 'modified' => null, 'slug' => null, 'cate' => null, 'link' => null, 'name_eng' => null, 'name_tq' => null, 'type' => null, 'hot' => null, 'content' => null, 'display' => null, 'content_eng' => null ) ), (int) 3 => array( 'Post' => array( 'id' => '799', 'name' => 'Máy toàn đạc điện tử Leica TS20 - Dòng máy robot cao cấp!', 'code' => null, 'alias' => 'may-toan-dac-dien-tu-leica-ts20-dong-may-robot-cao-cap', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica TS20 là dòng máy toàn đạc điện tử robot cao cấp của Leica Geosystems, được thiết kế để đáp ứng các yêu cầu khắt khe trong khảo sát, thi công hạ tầng, đo vẽ bản đồ và xây dựng công nghiệp. Leica TS20 tập trung vào tự động hóa, độ ổn định và độ chính xác cao, giúp tối ưu thao tác hiện trường và nâng cao hiệu suất làm việc trong mọi điều kiện công trường phức tạp.</span></span>', 'content' => '<p> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><em>Leica TS20 là dòng máy toàn đạc điện tử robot cao cấp của Leica Geosystems, được phát triển cho các công việc khảo sát, thi công hạ tầng, đo vẽ bản đồ và xây dựng công nghiệp. Dòng máy này tập trung vào tự động hóa, độ ổn định và độ chính xác cao, giúp tối ưu thao tác hiện trường và nâng cao hiệu suất làm việc trong điều kiện công trường phức tạp.</em><br /> <br /> Trong thực tế triển khai, Leica TS20 được cung cấp với nhiều cấu hình tính năng khác nhau nhằm đáp ứng đa dạng nhu cầu sử dụng. Trên thị trường và trong tài liệu kỹ thuật, các cấu hình này thường được phân nhóm như sau:</span></span></p> <ul> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Auto Aiming (<strong>TS20 A</strong>): Hỗ trợ tự động ngắm gương (ATR).</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">PowerSearch (<strong>TS20 P</strong>): Bổ sung khả năng tự động tìm gương.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Imaging (<strong>TS20 I</strong>): Tích hợp camera và các thuật toán AI hỗ trợ đo đạc, cho phép nhận dạng mục tiêu, theo dõi chuyển động và thu điểm bằng hình ảnh trong môi trường phức tạp.</span></span></li> </ul> <p> <br /> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Bên cạnh các cấu hình tính năng, Leica TS20 còn có các tùy chọn kỹ thuật chung, bao gồm:</span></span></p> <ul> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Độ chính xác đo góc: 1″ / 2″ / 3″ / 5″</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Tầm đo không gương (EDM): 800 m hoặc 1600 m</span></span></li> </ul> <p> <br /> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Mức độ tự động hóa và hỗ trợ AI phụ thuộc vào cấu hình được lựa chọn, trong đó TS20 I là cấu hình cao cấp nhất, phù hợp cho các dự án yêu cầu hiệu suất, độ tin cậy và kiểm soát chất lượng cao.</span></span><br /> </p> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica-TS20-Application-Tunnel-300dpi-2-2048x1365.jpg" style="width: 800px; height: 533px;" /></span></span></p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Leica TS20I – Phiên bản tích hợp Camera & AI</strong><br /> <br /> Chỉ phiên bản TS20I (Imaging) mới được Leica trang bị camera và các thuật toán AI hỗ trợ đo đạc, giúp nâng tầm hiệu quả khảo sát hiện đại.<br /> <br /> <strong>AI – Công nghệ tạo khác biệt trên TS20I.</strong><br /> <br /> Trên TS20I, Leica ứng dụng AI kết hợp camera và thuật toán xử lý thông minh, cho phép:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận dạng mục tiêu chính xác hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo dõi chuyển động mục tiêu ổn định hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế nhầm lẫn trong môi trường nhiều vật phản xạ.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các xử lý này được thực hiện trực tiếp trên thiết bị, giúp đảm bảo tốc độ, độ ổn định và an toàn dữ liệu khi làm việc ngoài hiện trường.<br /> <br /> <strong>AI-Detect – Nhận dạng gương & cảnh báo sai cấu hình (TS20I)</strong><br /> <br /> Sai loại gương là nguyên nhân phổ biến gây sai offset và sai số đo. AI-Detect (chỉ có trên TS20I) sử dụng camera để:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận dạng loại gương Leica đang đo.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">So sánh với cấu hình gương trong Leica Captivate.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cảnh báo ngay khi phát hiện không khớp.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính năng này giúp:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm lỗi chủ quan.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tránh đo sai – làm lại.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nâng cao độ tin cậy dữ liệu thi công.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> <strong>AI-Follow (Dynamic Lock nâng cao) – Theo dõi mục tiêu mượt mà</strong><br /> <br /> Trên TS20I, AI hỗ trợ khả năng dự đoán chuyển động của lăng kính khi:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bị che khuất tạm thời.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Di chuyển trong môi trường đông người, máy móc.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhờ đó, TS20I giúp:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khóa lại mục tiêu nhanh hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế mất tia.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giữ quá trình đo liên tục, ổn định.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> <strong>AI tăng cường ATR & PowerSearch (TS20I)</strong><br /> <br /> Thuật toán AI giúp ATR và PowerSearch trên TS20I hoạt động hiệu quả hơn trong các điều kiện khó:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sương mù nhẹ, mưa bụi.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gương che khuất một phần.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều điểm phản xạ trong vùng quét.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đây là khác biệt lớn giữa TS20I và TS20A / TS20P.</span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica-TS20-Application-Cadastral-Surveying-300dpi-15-1-2048x1365.jpg" style="width: 800px; height: 533px;" /></span></span></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> <strong>Các thế mạnh chung của dòng Leica TS20</strong><br /> <br /> Bên cạnh AI trên TS20I, toàn bộ dòng TS20 vẫn kế thừa những giá trị cốt lõi của Leica:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác đo góc & khoảng cách cao,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Động cơ Direct Drives nhanh, êm, không ma sát,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm Leica Captivate trực quan, dễ thao tác,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phím Trigger đo nhanh,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu trữ dữ liệu lớn, xuất file linh hoạt,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết cấu bền bỉ, chuẩn công trường,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dọi tâm laser/quang học chính xác.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> <strong>Lợi ích thực tế khi sử dụng Leica TS20</strong></span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng tốc độ đo & bố trí công trình,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm nhân lực vận hành,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế sai sót hiện trường,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu ổn định, đáng tin cậy,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp từ khảo sát địa hình đến thi công công trình lớn.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> <strong>BẢNG SO SÁNH: TS20A vs TS20P vs TS20I</strong></span></span><br /> <br /> <br /> <table border="0" cellpadding="0" style="width: 100%"> <thead> <tr> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tính năng / Chức năng</strong></span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20A</strong><br /> <strong>(Auto Aiming)</strong></span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20P</strong><br /> <strong>(PowerSearch)</strong></span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20I</strong><br /> <strong>(Imaging/ Camera & AI)</strong></span></span><br /> </th> </tr> </thead> <tbody> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động ngắm mục tiêu (ATR)</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có<br /> (ATR tiêu chuẩn)</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có<br /> (ATR tiêu chuẩn)</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có<br /> (ATR tăng cường nhờ camera & thuật toán)</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động tìm gương (PowerSearch)</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có<br /> (kết hợp camera & thuật toán nâng cao)</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Camera tích hợp</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Thu điểm bằng hình ảnh</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận dạng mục tiêu / gương (AI-Detect)</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo dõi mục tiêu di chuyển (Dynamic Lock)</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Khả năng giữ bám khi mục tiêu<br /> che khuất ngắn hạn</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có (AI-Follow)</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Làm việc hiệu quả trong môi trường<br /> nhiều phản xạ</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiêu chuẩn</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiêu chuẩn</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tối ưu hơn nhờ camera & thuật toán</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức độ tự động hóa</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cơ bản</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Trung bình</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cao nhất</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ đo không người<br /> (one-man operation)</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có (ổn định nhất)</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm vận hành</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Captivate</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Captivate</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Captivate</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng phù hợp</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo topo, bố trí cơ bản</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo nhanh, nhiều trạm</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan trắc, đo phức tạp</span></span></td> </tr> </tbody> </table> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Xem thêm Cataloge TS20: <a href="https://drive.google.com/file/d/1KRyhFd21zOZpYZFqy6uUF-xJFJkJJGmE/view?usp=sharing">TẠI ĐÂY</a></span></span><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <div style="text-align: start;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="text-align: justify;">> >> </span><span style="color: rgb(51, 51, 51); text-align: justify;">Liên hệ </span><a href="https://tracdiathanhdat.vn/" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear; font-size: 13px; text-align: justify;"><strong style="margin: 0px; padding: 0px; font-weight: bold;">Trắc Địa Thành Đạt </strong></a><span style="color: rgb(51, 51, 51); text-align: justify;">để được tư vấn chọn máy toàn đạc Leica phù hợp đúng công trình – đúng ngân sách – đúng nhu cầu thực tế tại Việt Nam!</span></span></span></div> <span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"> </span>', 'images' => '20260123093036f5e1f1626a72bb19c3eb73da64c29a2e.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy toàn đạc điện tử', 'meta_key' => 'Máy toàn đạc, máy toàn đạc điện tử, total station, maytoandacLeica, máy toàn đạc điện tử Leica, Leica geosystem, LeicaFlexLine, LeicaTS, LeicaNova, LeicaMS, MultiStation, TS03, TS07, TS10, TS13, TS20, TS60, TM60, MS60', 'meta_des' => 'Máy toàn đạc, máy toàn đạc điện tử, total station, maytoandacLeica, máy toàn đạc điện tử Leica, Leica geosystem, LeicaFlexLine, LeicaTS, LeicaNova, LeicaMS, MultiStation, TS03, TS07, TS10, TS13, TS20, TS60, TM60, MS60', 'created' => '2026-01-23', 'modified' => '2026-02-02', 'status' => '1', 'view' => '434', 'slug' => 'may-toan-dac-dien-tu-leica-ts20-dong-may-robot-cao-cap', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '511', 'rght' => '512', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 4 => array( 'Post' => array( 'id' => '798', 'name' => 'Kiểm tra cao độ sàn nhà xưởng bằng máy thủy bình – Giải pháp chính xác cho thi công công nghiệp!', 'code' => null, 'alias' => 'kiem-tra-cao-do-san-nha-xuong-bang-may-thuy-binh-–-giai-phap-chinh-xac-cho-thi-cong-cong-nghiep', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<p data-end="637" data-start="299"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong xây dựng nhà xưởng, nhà máy và khu công nghiệp, kiểm tra cao độ sàn là công tác bắt buộc nhằm đảm bảo độ phẳng, cao độ đồng nhất và khả năng thoát nước đúng thiết kế. Chỉ một sai số nhỏ vài milimet cũng có thể ảnh hưởng đến vận hành máy móc, lưu thông xe nâng, tuổi thọ sàn bê tông và chất lượng nghiệm thu công trình. Chính vì vậy, máy thủy bình luôn là thiết bị được kỹ sư trắc địa – xây dựng tin dùng để kiểm tra cao độ sàn nhà xưởng với độ chính xác và độ ổn định cao.<br /> </span></span></p> ', 'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Trong xây dựng nhà xưởng, nhà máy và khu công nghiệp, kiểm tra cao độ sàn là công tác bắt buộc nhằm đảm bảo độ phẳng, cao độ đồng nhất và khả năng thoát nước đúng thiết kế. Chỉ một sai số nhỏ vài milimet cũng có thể ảnh hưởng đến vận hành máy móc, lưu thông xe nâng, tuổi thọ sàn bê tông và chất lượng nghiệm thu công trình. Chính vì vậy, máy thủy bình luôn là thiết bị được kỹ sư trắc địa – xây dựng tin dùng để kiểm tra cao độ sàn nhà xưởng nhờ độ chính xác cao và tính ổn định lâu dài.<br /> </em></span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Tại sao cần kiểm tra cao độ sàn nhà xưởng?</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo cao độ sàn bằng máy thủy bình giúp:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đảm bảo cao độ và độ phẳng đúng hồ sơ thiết kế</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phát hiện kịp thời các điểm lồi – lõm để xử lý trước khi hoàn thiện</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phục vụ công tác nghiệm thu sàn bê tông theo tiêu chuẩn kỹ thuật</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế chi phí sửa chữa sau khi công trình đưa vào sử dụng</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế, một số đơn vị sử dụng máy cân mực laser để kiểm tra cao độ. Tuy nhiên, phương pháp này chỉ phù hợp cho khu vực nhỏ. Với nhà xưởng có diện tích lớn, tia laser dễ bị phân tán khi chiếu xa, làm tăng sai số (có thể 5–10 mm), gây khó khăn trong kiểm soát chất lượng và nghiệm thu.<br /> <br /> Máy thủy bình quang học, với nguyên lý tia ngắm nằm ngang và độ phóng đại ống kính, cho kết quả ổn định và tin cậy hơn trên diện tích sàn lớn.<br /> </span></span><br /> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/nhà xưởng(1).jpg" style="width: 512px; height: 302px;" /></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Ưu điểm của máy thủy bình trong kiểm tra cao độ sàn</span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác cao: sai số khoảng 1–2 mm/1 km đo khép</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoạt động ổn định trong nhiều điều kiện ánh sáng</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đọc số trực tiếp trên mia, hạn chế sai số chủ quan</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp đo liên tục nhiều điểm trên mặt sàn nhà xưởng</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhờ các ưu điểm này, máy thủy bình vẫn là thiết bị tiêu chuẩn trong kiểm tra cao độ sàn công nghiệp.<br /> </span></span><br /> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Tiêu chí lựa chọn máy thủy bình đo sàn nhà xưởng</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Để đảm bảo sai số đo trong giới hạn cho phép (±2 mm), máy thủy bình nên đáp ứng các yêu cầu sau:</span></span><br /> <br /> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.1 Độ phóng đại ống kính</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Khuyến nghị từ 24X – 32X.</span></span><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Đọc mia rõ ở khoảng cách 50–80 m.</span></span> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 Độ chính xác</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khép tuyến ≤ 2.0 mm/1 km</span></span> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.3 Hệ thống cân bằng</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Nên sử dụng con lắc từ tính (Magnetic Damping)</span></span><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Giúp tia ngắm ổn định nhanh trong môi trường rung động</span></span> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.4 Tiêu chuẩn bảo vệ</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Tối thiểu IP54, ưu tiên IP66</span></span><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Phù hợp môi trường nhiều bụi xi măng và nước bắn</span></span><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Các máy thủy bình được tin dùng khi kiểm tra cao độ sàn nhà xưởng</span></span></h2> <br /> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.1 Máy thủy bình Sokkia B40A</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sokkia B40A là dòng máy được sử dụng phổ biến trong đo sàn nhà xưởng.<br /> Ưu điểm nổi bật:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuẩn chống bụi – nước IP66, chịu được mưa rào</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Con lắc từ tính giúp bù nghiêng nhanh, chống rung tốt</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ phóng đại 24X, đọc mia rõ ở khoảng cách 40–50 m</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp cho thi công sàn nhà xưởng, nhà kho và khu công nghiệp quy mô vừa – lớn.<br /> </span></span> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/B40A.jpg" style="width: 450px; height: 377px;" /></span></span></p> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.2 Máy thủy bình Nikon AC-2S</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon AC-2S là lựa chọn phù hợp khi làm việc trong nhà xưởng thiếu ánh sáng.<br /> Ưu điểm:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ống kính Nikon có độ sáng và độ trong cao</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hình ảnh mia sắc nét, giảm mỏi mắt khi đo nhiều điểm</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết kế gọn nhẹ, dễ di chuyển trong không gian hẹp</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/Nikon AC2S.jpg" style="width: 450px; height: 377px;" /></span></span></p> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.3 Máy thủy bình Leica NA300 series ( NA320/NA324)</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dòng máy dành cho các công trình yêu cầu độ chính xác cao.<br /> <br /> Đặc điểm nổi bật:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số < 1.5 mm/1 km</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ bền cơ học cao, chịu va đập tốt</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoạt động ổn định lâu dài, ít phải hiệu chỉnh</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp cho nhà máy công nghệ cao, phòng sạch, khu sản xuất chính xác.<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/476249529_986351956959976_7286419762816488861_n.jpg" style="width: 450px; height: 377px;" /></span></span></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.4 Leica LS15 Digital Level – Máy thủy bình điện tử cao cấp</span></span></h3> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác: ~±0.2 mm/1 km (với mia invar)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính năng nổi bật:</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động lấy nét và kiểm tra độ nghiêng</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Màn hình màu cảm ứng, giảm sai sót do đọc thủ công</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bluetooth & USB truyền dữ liệu</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ nhớ lưu đến ~30.000 trị đo</span></span></li> </ul> </li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ phóng đại: 32×, phạm vi đo lên đến ~110 m</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp các dự án sàn công nghiệp quan trọng, lưới cao độ chính xác cao, đo khép tuyến.</span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/LS15.jpg" style="width: 450px; height: 396px;" /></span></span></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.5 Trimble DiNi Digital Level Series (Dini-03 / Dini-07)</span></span></h3> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác: tùy chọn đến ~0.3 mm/1 km</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiêu chuẩn bảo vệ: IP55</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giao diện trực quan, dễ thao tác</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Truyền dữ liệu nhanh qua USB</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp đo lặp nhiều, quan trắc và báo cáo số liệu chi tiết</span></span></li> </ul> </li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/Trimble Dini.jpg" style="width: 450px; height: 450px;" /></span></span></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Quy trình kiểm tra cao độ sàn nhà xưởng bằng máy thủy bình</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><u><strong>Bước 1</strong></u>: Chia lưới ô vuông (Grid Method)</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chia sàn thành các ô 3×3 m hoặc 5×5 m</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các giao điểm là vị trí đặt mia</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Bước 2</u></strong>: Dẫn mốc cao độ chuẩn</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập Benchmark (H₀) ổn định bên ngoài khu vực thi công</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Làm cơ sở so sánh cho toàn bộ số liệu</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Bước 3</u></strong>: Đo đạc thực địa</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đặt máy ở vị trí trung tâm, nền cứng</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cân bằng máy chính xác</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đọc BS → xác định HI</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đọc FS tại các nút lưới</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><u><strong>Bước 4</strong></u>: Xử lý và đánh giá số liệu<br /> ΔH = Số đọc thực tế – Số đọc thiết kế</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ΔH > 0 → Sàn thấp (lõm)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ΔH < 0 → Sàn cao (lồi)</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> !!! Lưu ý quan trọng khi kiểm tra cao độ sàn nhà xưởng:</span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc chuẩn phải ổn định – quyết định độ tin cậy toàn bộ phép đo</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng cách ngắm ≤ 40 m để kiểm soát sai số</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra máy trước khi đo: mực nước, ống kính, chân máy</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> >>> Kiểm tra cao độ sàn nhà xưởng bằng máy thủy bình là công tác không thể thiếu nhằm đảm bảo chất lượng thi công, độ phẳng sàn và an toàn vận hành lâu dài. Việc lựa chọn đúng thiết bị và tuân thủ quy trình đo chuẩn sẽ giúp kỹ sư và nhà thầu thu được kết quả chính xác – đáng tin cậy – dễ nghiệm thu cho mọi dự án xây dựng công nghiệp.</span></span><br /> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. FAQ – Hỏi đáp</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Kiểm tra cao độ sàn nhà xưởng nên sử dụng thiết bị nào?<br /> <em>Máy thủy bình quang học là lựa chọn phù hợp nhờ độ chính xác cao và ổn định trên diện tích lớn.<br /> </em><br /> - Máy laser cân mực có thể thay thế máy thủy bình không?<br /> <em>Không. Máy laser chỉ phù hợp cho phạm vi nhỏ, không đáp ứng độ chính xác khi kiểm tra sàn nhà xưởng diện tích lớn.</em><br /> <br /> - Sai số cho phép khi kiểm tra cao độ sàn là bao nhiêu?<br /> Thông thường yêu cầu sai số trong khoảng ±2 mm, tùy tiêu chuẩn thiết kế và yêu cầu của chủ đầu tư.<br /> <br /> - Khoảng cách đo tối đa từ máy thủy bình đến mia là bao nhiêu?<br /> <em>Khuyến nghị không vượt quá 40 m để đảm bảo kiểm soát sai số.</em><br /> <br /> - Có cần kiểm tra cao độ sàn trước khi hoàn thiện không?<br /> <em>Có. Việc kiểm tra sớm giúp xử lý sai lệch trước khi hoàn thiện, giảm rủi ro và chi phí sửa chữa.</em></span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Máy thủy bình 2.jpg" style="width: 800px; height: 419px;" /></span></span></p> ', 'images' => '202601221130150949baaf0ec2674bbe7f30c4972319a8.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy thủy bình', 'meta_key' => 'Máy thủy bình, máy thủy bình điện tử, đo cao độ, cao độ công trình, thi công nhà xưởng, đo chênh cao, Leica, Nikon, Topcon, Trimble', 'meta_des' => 'Máy thủy bình, máy thủy bình điện tử, đo cao độ, cao độ công trình, thi công nhà xưởng, đo chênh cao, Leica, Nikon, Topcon, Trimble', 'created' => '2026-01-22', 'modified' => '2026-02-02', 'status' => '1', 'view' => '4010', 'slug' => 'kiem-tra-cao-do-san-nha-xuong-bang-may-thuy-binh-giai-phap-chinh-xac-cho-thi-cong-cong-nghiep', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '509', 'rght' => '510', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 5 => array( 'Post' => array( 'id' => '797', 'name' => 'Máy toàn đạc Leica: chọn FlexLine, TS, Nova hay MS?', 'code' => null, 'alias' => 'may-toan-dac-leica-chon-flexline-ts-nova-hay-ms', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với dải sản phẩm trải rộng từ FlexLine → TS → Nova → MS (MultiStation), Leica Geosystems mang đến nhiều lựa chọn, nhưng cũng khiến không ít anh em băn khoăn: <em>công trình của mình nên dùng dòng nào là hợp lý nhất?</em></span></span>', 'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong trắc địa – xây dựng hiện nay, việc lựa chọn máy toàn đạc điện tử Leica phù hợp với từng loại công trình đóng vai trò then chốt, ảnh hưởng trực tiếp đến độ chính xác, hiệu suất thi công và chi phí đầu tư.<br /> <br /> Với dải sản phẩm trải rộng từ FlexLine → TS → Nova → MS (MultiStation), Leica Geosystems mang đến nhiều lựa chọn, nhưng cũng khiến không ít anh em băn khoăn: công trình của mình nên dùng dòng nào là hợp lý nhất?<br /> <br /> Bài viết dưới đây sẽ giúp bạn so sánh rõ ưu – nhược điểm từng dòng máy toàn đạc Leica, đồng thời gợi ý chọn máy đúng nhu cầu thực tế tại Việt Nam.</span></span></em><br /> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Máy toàn đạc Leica FlexLine (TS03, TS07, TS10…)</span></span></h2> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu hình đơn giản, dễ sử dụng, phù hợp nhiều đối tượng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi phí đầu tư thấp hơnso với các dòng tự động/robot.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đáp ứng tốt các công việc khảo sát – trắc địa cơ bản.</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần lớn thao tác thủ công.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không có motor, ATR, tự động khóa prism.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu suất đo và tốc độ làm việc thấp hơn dòng TS và Nova.</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo đạc địa chính, lập bản đồ nền.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công tác đo nhỏ lẻ, khối lượng không lớn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đơn vị cần máy toàn đạc Leica bền – ổn định – dễ dùng.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Nếu chỉ cần đo khảo sát cơ bản, Leica FlexLine là lựa chọn kinh tế và đủ dùng.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Máy toàn đạc Leica TS (TS13, TS20…)</span></span></h2> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức độ tự động hóa cao, có phiên bản robot.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác góc và EDM ổn định, phù hợp thi công.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ phần mềm Captivate, dễ tích hợp GNSS/RTK.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm thao tác thủ công, tăng tốc độ bố trí và đo kiểm.</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giá cao hơndòng FlexLine.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với model cao cấp (TS20) cần tính thêm phụ kiện robot (prism, tripod, pin, tay cầm).</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xây dựng dân dụng, công trình nhỏ và vừa.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công tác bố trí công trình, đo kiểm hình học.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi cần độ chính xác và hiệu suất cao hơn FlexLine.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Dòng TS là lựa chọn cân bằng giữa độ chính xác – tiện lợi – chi phí.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Máy toàn đạc Leica Nova (TS60, TM60…)</span></span></h2> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công nghệ robot hiện đại, động cơ chính xác cao.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động khóa mục tiêu, đo nhanh, ổn định.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều tính năng nâng cao:</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Multi-target</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo khoảng cách dài</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tích hợp GNSS / Sensor / Monitoring</span></span></li> </ul> </li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi phí đầu tư cao, yêu cầu người vận hành có chuyên môn tốt.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi phí vận hành (pin, phụ kiện, bảo trì) lớn hơn các dòng thấp.</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công trình lớn: cầu, đường, hầm, metro.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dự án hạ tầng quy mô lớn, yêu cầu độ tin cậy cao.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan trắc biến dạng, đo lặp chính xác dài hạn.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Với dự án quy mô lớn, Leica Nova là “xương sống” về độ chính xác và tự động hóa.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Máy toàn đạc Leica MS – MultiStation (MS60)</span></span></h2> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp toàn đạc + quét 3D + GNSS trong một thiết bị.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thu thập dữ liệu 3D dày, nhanh, giảm nhân lực.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất mạnh cho khảo sát hiện trạng và địa hình phức tạp.</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giá rất cao.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu hậu xử lý phức tạp, cần kỹ năng chuyên sâu.</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dự án cần dữ liệu 3D chi tiết.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy hoạch, khảo sát hạ tầng phức tạp.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công tác đo đạc + bản đồ + mô hình số trong một workflow.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> MS là giải pháp cao cấp nhất cho bài toán 3D và dữ liệu lớn.<br /> </span></span><br /> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Gợi ý chọn máy toàn đạc điện tử Leica theo nhu cầu</span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát đất đai, địa chính, bản đồ nền → <em>Leica FlexLine</em> hoặc <em>TS (model cơ bản).</em></span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xây dựng dân dụng, công trình nhỏ & vừa, bố trí thiết kế → <em>Leica TS</em> hoặc <em>Nova</em> (tùy yêu cầu độ chính xác).</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công trình giao thông, cầu hầm, hạ tầng phức tạp → <em>Leica Nova</em> hoặc <em>MS (MultiStation / Robot).</em></span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát địa hình phức tạp, cần dữ liệu 3D, đo nhanh nhiều điểm → <em>Leica MS – MultiStation.</em></span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>BẢNG SO SÁNH THÔNG SỐ LEICA FLEXLINE – TS – NOVA</strong></span></span><br /> <br /> <table border="0" cellpadding="0" cellspacing="3" style="width: 100%"> <thead> <tr> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tiêu chí</strong></span></span></th> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS03</strong></span></span></th> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS07</strong></span></span></th> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS10</strong></span></span></th> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS13</strong></span></span></th> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20</strong></span></span></th> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nova TM60</strong></span></span></th> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nova TS60</strong></span></span></th> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nova MS60</strong></span></span></th> </tr> </thead> <tbody> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác góc</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5″, 1″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo lăng kính</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.8–10,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5–10,000 m</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác đo gương</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1 mm+1 ppm</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>0.6 mm+1ppm</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo không gương</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">800 m (R800) / 1,600 m (R1600)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2,000 m</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác không gương</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm 2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Màn hình</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5″ đơn sắc</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5″ màu</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA (tuỳ chọn)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Kết nối có dây</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Ethernet / USB-C</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Bluetooth / WLAN</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Dữ liệu di động (4G)</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>AutoHeight</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera tổng quan</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera kính ngắm</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>SmartStation GNSS</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tiêu chí</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS03</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS07</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS10</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS13</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS20</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Nova TM60</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Nova TS60</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Nova MS60</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác góc</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5″, 1″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo lăng kính</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.8–10,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5–10,000 m</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác đo gương</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.6 mm + 1 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo không gương</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">800 m (R800) / 1,600 m (R1600)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2,000 m</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác không gương</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Màn hình</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5″ đơn sắc</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5″ màu</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA (tuỳchọn)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Kết nối có dây</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Ethernet / USB-C</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Bluetooth / WLAN</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Dữ liệu di động (4G)</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>AutoHeight</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera tổng quan</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera kính ngắm</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>SmartStation GNSS</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Động cơ (Robot)</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">DC Motor</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Brushless Direct Drives</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Piezo drives</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Piezo drives</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Piezo drives</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>ATR / Tracking</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (R1000)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">AI-powered ATR</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Prism Fast Search</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Scanning 3D</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (30,000 pts/s)</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Điều khiển từ xa</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hỗ trợ AP20</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">AP20 ID</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">AP20 ID + AutoPole</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hệ điều hành</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">FlexField</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">FlexField</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">FlexField</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate (Loc8 / GeoCloud Protect)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Thời lượng pin</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 h</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 h</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 h</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">8–19 h</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~5 h</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~8 h</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~9 h</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~9 h</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Trọng lượng</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.3 kg</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.3 kg</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.4 kg</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.8 kg</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5.0 kg</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">7.2 kg</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">7.3 kg</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">7.6 kg</span></span></td> </tr> </tbody> </table> <p> </p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/so-sanh-may-toan-dac-dien-tu-leica-FlexLine-TS-Nova-MS.jpg" style="width: 800px; height: 463px;" /></span></span> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. Câu hỏi thường gặp về máy toàn đạc Leica (FAQ)</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6.1 Máy toàn đạc Leica FlexLine có đủ dùng cho địa chính không?<br /> → Có. Với đo địa chính và bản đồ nền, FlexLine đáp ứng tốt và tiết kiệm chi phí.<br /> <br /> 6.2 Khi nào nên chọn TS thay vì FlexLine?<br /> → Khi cần độ chính xác cao hơn, thao tác nhanh hơn và giảm nhân lực.<br /> <br /> 6.3 Leica Nova có phù hợp công trình dân dụng không?<br /> → Phù hợp nếu công trình yêu cầu độ chính xác rất cao hoặc quan trắc.<br /> <br /> 6.4 MultiStation MS60 có thay thế máy quét laser không?<br /> → MS60 không thay thế hoàn toàn TLS chuyên dụng, nhưng rất hiệu quả cho khảo sát 3D kết hợp đo toàn đạc.<br /> <br /> >>> <u><strong>Tổng kết:</strong></u></span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo khảo sát cơ bản→ <em>FlexLine là đủ.</em></span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cân bằng giữa chính xác & tiện lợi→ <em>TS là lựa chọn hợp lý.</em></span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công trình lớn, yêu cầu cao→ <em>Nova hoặc MS.</em></span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Liên hệ <a href="https://tracdiathanhdat.vn/"><strong>Trắc Địa Thành Đạt </strong></a>để được tư vấn chọn máy toàn đạc Leica phù hợp đúng công trình – đúng ngân sách – đúng nhu cầu thực tế tại Việt Nam!<br /> </span></span>', 'images' => '202601210935384ebac4c3fe54ae49d9e64370bfd51ec3.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy toàn đạc điện tử', 'meta_key' => 'Máy toàn đạc, máy toàn đạc điện tử, total station, maytoandacLeica, máy toàn đạc điện tử Leica, Leica geosystem, LeicaFlexLine, LeicaTS, LeicaNova, LeicaMS, MultiStation, TS03, TS07, TS10, TS13, TS20, TS60, TM60, MS60', 'meta_des' => 'Máy toàn đạc, máy toàn đạc điện tử, total station, maytoandacLeica, máy toàn đạc điện tử Leica, Leica geosystem, LeicaFlexLine, LeicaTS, LeicaNova, LeicaMS, MultiStation, TS03, TS07, TS10, TS13, TS20, TS60, TM60, MS60', 'created' => '2026-01-21', 'modified' => '2026-02-02', 'status' => '1', 'view' => '576', 'slug' => 'may-toan-dac-leica-chon-flexline-ts-nova-hay-ms', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '507', 'rght' => '508', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 6 => array( 'Post' => array( 'id' => '796', 'name' => 'Cập nhật firrmware RTK qua WEB UI', 'code' => null, 'alias' => 'cap-nhat-firrmware-rtk-qua-web-ui', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Cập nhật firmware RTK qua Web UI – Hướng dẫn chi tiết & lưu ý kỹ thuật</span><br /> ', 'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong quá trình sử dụng máy GNSS RTK, việc cập nhật firmware bộ thu GNSS đóng vai trò đặc biệt quan trọng nhằm:</span></span></em><br /> <ul> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tối ưu khả năng FIX và độ ổn định khi đo RTK</span></span></em></li> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khắc phục các lỗi tồn tại trong firmware cũ</span></span></em></li> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bổ sung hoặc cải thiện các tính năng mới như IMU, radio, AR, giao tiếp dữ liệu…</span></span></em></li> </ul> <br /> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tuy nhiên, cập nhật firmware KHÔNG phải là cập nhật ứng dụng Android (APK), mà là nâng cấp hệ thống điều khiển lõi của bộ thu GNSS, tác động trực tiếp đến khả năng định vị và hoạt động RTK. Nếu thực hiện không đúng quy trình hoặc sử dụng firmware không phù hợp, thiết bị có thể phát sinh các lỗi nghiêm trọng như mất FIX, treo hệ thống, không khởi động hoặc không thể kết nối RTK.<br /> <br /> Hiện nay, nhiều dòng máy RTK đã hỗ trợ cập nhật firmware thông qua Web UI – giao diện quản lý nội bộ cho phép truy cập trực tiếp bằng trình duyệt web. Phần nội dung dưới đây tổng hợp cách các hãng GNSS phổ biến triển khai Web UI, quy trình cập nhật firmware, đồng thời hướng dẫn kết nối và sử dụng Web UI một cách an toàn, đúng kỹ thuật.<br /> </span></span></em> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Web UI trong máy RTK GNSS là gì?</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Web UI (Web-based User Interface) là giao diện quản lý nội bộ của bộ thu RTK, cho phép người dùng:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối trực tiếp với thiết bị qua WiFi hoặc mạng LAN</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Truy cập bằng trình duyệt web (Chrome, Edge, Safari…)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xem thông tin thiết bị và trạng thái GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu hình các tham số hệ thống</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật firmware bộ thu GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải dữ liệu đo, dữ liệu thô và nhật ký hệ thống</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Web UI mang lại sự tiện lợi lớn trong môi trường hiện trường, tuy nhiên cũng tiềm ẩn rủi ro nếu người dùng không hiểu rõ cách triển khai Web UI của từng hãng GNSS.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Cập nhật Firmware RTK qua Web UI theo từng hãng GNSS</span></span></h2> <br /> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.1. eFix GNSS – Web UI trong hệ sinh thái Android</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Web UI của eFix GNSS cho phép:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra thông tin thiết bị (model, serial, firmware)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo dõi trạng thái GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thực hiện cập nhật firmware bộ thu</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cách truy cập Web UI eFix</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối WiFi do bộ thu eFix phát</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở trình duyệt và truy cập IP mặc định của thiết bị</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">LƯU Ý: Firmware eFix phụ thuộc rất chặt vào model và đời mainboard. Việc cài sai firmware có thể khiến máy không boot được hoặc hoạt động không ổn định.<br /> <em>(Nguồn tham khảo: eFix GNSS – Firmware & User Guidance chính hãng).</em><br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.2. Meridian GNSS – Web UI trực quan với IP mặc định</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Meridian GNSS tích hợp Web UI nội bộ cho phép:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xem thông tin thiết bị và trạng thái GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu hình các tham số cơ bản</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật firmware trực tiếp qua Web UI</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cách truy cập</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối WiFi do bộ thu phát</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở trình duyệt và nhập: http://192.168.10.1</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Khuyến nghị: Chỉ sử dụng firmware chính hãng từ nhà sản xuất hoặc đại lý ủy quyền để đảm bảo tính tương thích và ổn định lâu dài.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.3. eSurvey / SurPad – Cập nhật firmware qua Web UI</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trên các bộ thu RTK eSurvey, Web UI (kết hợp với hệ thống SurPad / E-Survey) cho phép:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra trạng thái GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập các tham số cơ bản</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật firmware từ tab “Management”</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Người dùng truy cập Web UI bằng cách kết nối WiFi bộ thu và mở trình duyệt tương tự các hãng khác.<br /> <em>(Nguồn tham khảo: Hướng dẫn sử dụng Web UI trên máy RTK eSurvey).</em><br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.4. GeoMate GNSS – Web UI có nhưng cần thận trọng</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với GeoMate GNSS, Web UI chủ yếu dùng để:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản lý thiết bị</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu hình cơ bản hệ thống</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiện các tài liệu công bố chưa mô tả chi tiết quy trình cập nhật firmware trực tiếp qua Web UI.<br /> <br /> > Khuyến nghị khi cập nhật firmware GeoMate:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ tải firmware từ nguồn chính hãng</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra chính xác model + phiên bản firmware hiện tại trước khi cài đặt</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.5. Trimble – Web UI có kiểm soát chặt từ hãng</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trimble hỗ trợ cập nhật firmware GNSS qua Web UI chính thức, với quy trình rõ ràng:</span></span><br /> <ol> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Truy cập Web UI của bộ thu</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn Firmware → Install New Firmware</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn file firmware tải từ trang hỗ trợ Trimble</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cài đặt và khởi động lại thiết bị</span></span></li> </ol> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trimble kiểm soát firmware theo model và serial, giúp giảm nguy cơ cài sai.<br /> <em>(Nguồn tham khảo: Trimble Receiver Help Portal).</em><br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.6. Leica Geosystems – Hạn chế Web UI, ưu tiên quy trình chuẩn</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khác với nhiều hãng khác, Leica Geosystems không khuyến khích cập nhật firmware trực tiếp qua Web UI. Thay vào đó:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Firmware đi kèm Captivate Release Notes</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật theo quy trình chính hãng (qua thẻ SD hoặc bộ điều khiển)</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Nguồn tham khảo: Leica Captivate Manual & Release Notes.</em><br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Kết nối máy tính, điện thoại, máy tính bảng với máy RTK qua Web UI</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hầu hết các bộ thu GNSS RTK hiện đại đều hoạt động như một điểm phát WiFi nội bộ (WiFi Hotspot). Người dùng có thể kết nối bằng PC, điện thoại hoặc máy tính bảng để truy cập Web UI mà không cần cài thêm phần mềm.<br /> <br /> Các bước truy cập Web UI (ví dụ trên PC)</span></span><br /> <br /> <ol> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối WiFi do bộ thu RTK phát: Tên WiFi thường là Serial Number (SN)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở trình duyệt web</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhập địa chỉ: http://192.168.10.1</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đăng nhập Web UI: Mật khẩu mặc định: password (có thể thay đổi).</span></span></li> </ol> <h2> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">4. Các chức năng chính trong Web UI của máy RTK </span></h2> <p> <em><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Dựa trên </span><span style="font-size: 12px;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">giao diện Web UI dòng máy RTK của hãng eSurvey và các dòng máy tương tự</span></span>)</span></em></p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.1 Tab Position – Định vị & trạng thái GNSS</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chế độ làm việc: Base / Rover / Static</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tọa độ (kinh, vĩ, cao độ)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trạng thái nghiệm: Fix / Float / Single</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số vệ tinh theo dõi</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PDOP, HDOP, TDOP, HRMS, VRMS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giờ địa phương & múi giờ</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bắt đầu / dừng ghi dữ liệu đo tĩnh</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-position1.jpg" style="width: 600px; height: 405px;" /></span></span><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.2 Tab Data Link – Liên kết dữ liệu</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bluetooth</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Radio</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Network / SIM</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-position-1.jpg" style="width: 600px; height: 405px;" /><br /> 4.3 Tab Satellites – Vệ tinh</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan sát số vệ tinh</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phân bố vệ tinh theo hệ</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập góc ngưỡng vệ tinh</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-ve-tinh 3.jpg" style="width: 600px; height: 407px;" /><br /> 4.4 Tab Information – Thông tin thiết bị</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS receiver, anten</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mainboard</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UHF, Network module</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-thong-tin 4.jpg" style="width: 600px; height: 404px;" /><br /> 4.5 Tab Working Mode – Chế độ làm việc</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn Base / Rover / Static</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phương thức kết nối tương ứng</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-thiet-lap-che-do-lam-viec 5.jpg" style="width: 600px; height: 407px;" /><br /> 4.6 Tab Satellite Settings – Thiết lập thu vệ tinh</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GPS, GLONASS, BeiDou, Galileo, SBAS, QZSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK timeout</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chế độ FIX chính xác cao</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-satellite-setting 6.jpg" style="width: 600px; height: 403px;" /><br /> 4.7 Tab Device Configuration – Cấu hình thiết bị</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Time zone</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">IMU output</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Baud rate cổng serial</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Âm thanh, cảnh báo Base</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ nhớ, debug</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động bật/tắt nguồn</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chia sẻ Internet qua WiFi hotspot</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-device-configuration 7.jpg" style="width: 600px; height: 403px;" /><br /> 4.8 Tab NMEA Message – Dữ liệu NMEA</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu hình NMEA qua Bluetooth / cổng 5-pin</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS PPP output</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ghi NMEA</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-nmea-message8.jpg" style="width: 600px; height: 403px;" /><br /> 4.9 Tab View Log – Nhật ký</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xem & tải log ứng dụng, log hệ điều hành</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-view-log 9.jpg" style="width: 600px; height: 403px;" /><br /> 4.10 Tab Raw Data – Dữ liệu thô</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải raw GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuyển đổi RINEX</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải nhiều file</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-raw-data 10.jpg" style="width: 600px; height: 403px;" /><br /> 4.11 Tab Backup Data – Sao lưu</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải hoặc xóa dữ liệu điểm</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-backup-data 11.jpg" style="width: 600px; height: 403px;" /><br /> 4.12 Tab Management – Quản lý thiết bị</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cài đặt firmware mới</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đăng ký thiết bị / GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập bảo mật</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định dạng bộ nhớ</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự kiểm tra</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khôi phục cài đặt gốc</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khởi động lại bộ thu</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/tab-management 12.jpg" style="width: 600px; height: 403px;" /><br /> <br /> >>> Việc cập nhật firmware thông qua Web UI tác động trực tiếp đến hệ thống lõi của bộ thu GNSS. Người dùng chỉ nên thực hiện khi đã xác định đúng model, đúng firmware và đúng quy trình của nhà sản xuất.<br /> Cập nhật firmware đúng cách – đúng nguồn – đúng thời điểm sẽ giúp hệ thống RTK hoạt động ổn định, tối ưu khả năng FIX và hạn chế tối đa rủi ro ngoài thực tế.<br /> </span></span><br /> ', 'images' => '202601191058403cdbfac574ba000accb0ead9377f4654.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy RTK', 'meta_key' => 'Máy RTK, GNSS, FirmwareRTK, WebUI,TracDiaThanhDat,Leica, Trimble, eFix, Meridian, eSurvey, GeoMate', 'meta_des' => 'Máy RTK, GNSS, FirmwareRTK, WebUI,TracDiaThanhDat,Leica, Trimble, eFix, Meridian, eSurvey, GeoMate', 'created' => '2026-01-19', 'modified' => '2026-02-01', 'status' => '1', 'view' => '621', 'slug' => 'cap-nhat-firrmware-rtk-qua-web-ui', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '505', 'rght' => '506', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 7 => array( 'Post' => array( 'id' => '795', 'name' => 'MÚI CHIẾU 3° VÀ 6° TRONG HỆ TỌA ĐỘ VN-2000', 'code' => null, 'alias' => 'mui-chieu-3°-va-6°-trong-he-toa-do-vn-2000', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu 3° và 6° trong hệ tọa độ VN-2000 <br /> <em>(Góc nhìn theo Thông tư 973/2001/TT-TCĐC)</em></span></span>', 'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong lĩnh vực trắc địa, GIS và xây dựng, việc lựa chọn và sử dụng múi chiếu bản đồ có ảnh hưởng trực tiếp đến độ chính xác hình học, sai số biến dạng và tính pháp lý của dữ liệu không gian. Trong thực tế, các khái niệm múi chiếu 3°, múi chiếu 6°, UTM và VN-2000 đôi khi bị sử dụng chưa thống nhất, dẫn đến nhầm lẫn trong áp dụng và trao đổi kỹ thuật.<br /> <br /> Bài viết này trình bày và làm rõ vấn đề múi chiếu 3° và 6° trong hệ tọa độ quốc gia VN-2000, dựa trên Thông tư 973/2001/TT-TCĐC và bản chất của phép chiếu Transverse Mercator, nhằm giúp người sử dụng hiểu đúng và áp dụng phù hợp trong từng bài toán cụ thể.<br /> </span></span></em> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Múi chiếu bản đồ là gì?</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu bản đồ là phần bề mặt Trái Đất được giới hạn bởi hai đường kinh tuyến, được biểu diễn lên mặt phẳng thông qua một phép chiếu bản đồ xác định.<br /> <br /> Việc chia bề mặt Trái Đất thành các múi chiếu giúp:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm sai số biến dạng khi chiếu từ mặt cong sang mặt phẳng,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thuận tiện cho đo đạc, tính toán và thành lập bản đồ,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp với từng quy mô và mục đích sử dụng khác nhau.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế trắc địa và bản đồ học, phép chiếu hình trụ ngang đồng góc (Transverse Mercator) là một trong những phép chiếu được sử dụng phổ biến nhất, đặc biệt đối với các múi chiếu 3° và 6°.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Quy định về múi chiếu trong hệ tọa độ VN-2000</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo Thông tư 973/2001/TT-TCĐC của Tổng cục Địa chính, khi áp dụng Hệ quy chiếu và Hệ tọa độ quốc gia VN-2000: <em>“Hệ tọa độ quốc gia VN-2000 được xây dựng trên phép chiếu hình trụ ngang đồng góc (Transverse Mercator) và cho phép áp dụng các múi chiếu 3° hoặc 6° tùy theo mục đích và quy mô bản đồ.”</em><br /> <br /> Từ quy định này có thể khẳng định:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ tọa độ VN-2000 cho phép sử dụng cả múi chiếu 3° và múi chiếu 6°,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc lựa chọn múi chiếu không mang tính tùy tiện, mà phải phù hợp với mục đích sử dụng và quy mô bản đồ.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế trắc địa và bản đồ học, phép chiếu hình trụ ngang đồng góc (Transverse Mercator) là một trong những phép chiếu được sử dụng phổ biến nhất, đặc biệt đối với các múi chiếu 3° và 6°.</span></span> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Múi chiếu 6° (UTM) – Phạm vi khu vực và liên tỉnh</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu 6° có bề rộng 6 độ kinh độ, thường được biết đến rộng rãi thông qua hệ thống UTM (Universal Transverse Mercator).<br /> <br /> 3.1 Đặc điểm chính</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ diện tích rộng,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thuận lợi cho các bài toán bản đồ và GIS quy mô lớn,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số biến dạng tăng dần khi khoảng cách tới kinh tuyến trục tăng.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 Phạm vi ứng dụng<br /> <br /> Múi chiếu 6° phù hợp cho:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản đồ quốc gia, vùng, liên tỉnh,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các hệ thống GIS tổng hợp,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy hoạch không gian, hạ tầng quy mô lớn.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu ý: UTM không phải là một hệ tọa độ riêng, mà là cách tổ chức múi chiếu 6° của phép chiếu Transverse Mercator, thường được sử dụng cùng hệ quy chiếu WGS84 trong thông lệ quốc tế.<br /> </span></span> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Utm-zones(1).jpg" style="width: 800px; height: 400px;" /></span></span></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Múi chiếu 3° – Tiêu chuẩn cho đo đạc chính xác</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu 3° có bề rộng hẹp hơn, giúp giảm đáng kể sai số biến dạng so với múi 6°.<br /> <br /> 4.1 Đặc điểm chính</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác hình học cao,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Biến dạng chiều dài và diện tích nhỏ,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp cho các bài toán yêu cầu độ chính xác cao.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.2 Phạm vi ứng dụng<br /> <br /> Trong hệ tọa độ VN-2000, múi chiếu 3° thường được sử dụng cho:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo vẽ địa chính,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản đồ tỷ lệ lớn,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bố trí và thi công công trình,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hồ sơ pháp lý đất đai.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi sử dụng VN-2000, bắt buộc phải xác định rõ múi chiếu và kinh tuyến trục, vì đây là tham số pháp lý của hệ tọa độ, không được mặc định như trong hệ UTM.<br /> </span></span><br /> <br /> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Nhận định thực tế tại Việt Nam</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế đo đạc tại Việt Nam:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">VN-2000 múi chiếu 3° là lựa chọn chủ đạo cho công tác địa chính và xây dựng,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu 6° (UTM) chủ yếu phù hợp cho bản đồ khu vực – vùng và các bài toán GIS tổng hợp.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc sử dụng đúng múi chiếu giúp đảm bảo:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác kỹ thuật,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính thống nhất dữ liệu,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sự phù hợp với quy định pháp lý hiện hành.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> <strong>>>> Tóm lại: </strong></span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ tọa độ quốc gia VN-2000 cho phép sử dụng cả múi chiếu 3° và 6° theo Thông tư 973/2001/TT-TCĐC.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu 6° (UTM) phù hợp cho bản đồ khu vực và liên tỉnh.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu 3° được ưu tiên cho đo đạc chính xác, địa chính và công trình.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UTM là cách tổ chức múi chiếu, trong khi VN-2000 là hệ tọa độ quốc gia – hai khái niệm này không nên sử dụng thay thế cho nhau.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiểu đúng và sử dụng đúng múi chiếu là điều kiện quan trọng để đảm bảo độ chính xác kỹ thuật và tính pháp lý của mọi sản phẩm đo đạc và bản đồ.<br /> <br /> <em>>>> Tài liệu tham khảo:</em></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Thông tư 973/2001/TT-TCĐC – Hướng dẫn áp dụng Hệ quy chiếu và Hệ tọa độ quốc gia VN-2000</em></span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Tài liệu chuyên ngành về phép chiếu Transverse Mercator / UTM</em></span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em><img alt="" src="/admin/webroot/upload/image/images/Kinh tuyến trục.jpg" style="width: 747px; 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Tín hiệu GNSS thô (không hiệu chỉnh) thường chỉ đạt độ chính xác khoảng 5–10 mét, không đáp ứng yêu cầu của các lĩnh vực như nông nghiệp chính xác, trắc địa, robot tự hành, xe tự lái,… Bằng cách tính toán và áp dụng các hiệu chỉnh sai số lên tín hiệu GNSS, độ chính xác có thể được cải thiện gấp 100 lần, đạt mức centimet.</span></span>', 'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Hiệu chỉnh GNSS là yếu tố then chốt để đạt được định vị độ chính xác cao. Tín hiệu GNSS thô (không hiệu chỉnh) thường chỉ đạt độ chính xác khoảng 5–10 mét, không đáp ứng yêu cầu của các lĩnh vực như nông nghiệp chính xác, trắc địa, robot tự hành, xe tự lái,… Bằng cách tính toán và áp dụng các hiệu chỉnh sai số lên tín hiệu GNSS, độ chính xác có thể được cải thiện gấp 100 lần, đạt mức centimet.</em><br /> <br /> Bài viết này trình bày các phương pháp hiệu chỉnh GNSS chính:</span></span><br /> <ul> <li> <strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">DGNSS (GNSS vi sai)</span></span></em></strong></li> <li> <strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SBAS (Hệ thống tăng cường vệ tinh)</span></span></em></strong></li> <li> <strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK (Động học thời gian thực)</span></span></em></strong></li> <li> <strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP (Định vị điểm chính xác)</span></span></em></strong></li> <li> <strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP-RTK</span></span></em></strong></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đồng thời phân tích đặc điểm, ưu nhược điểm và phạm vi ứng dụng của từng phương pháp, cũng như cách lựa chọn phương án phù hợp.<br /> </span></span> <p> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS định vị tiêu chuẩn hoạt động như thế nào?</span></span></strong><br /> </p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tín hiệu GNSS thô từ mỗi vệ tinh mang một mã giả ngẫu nhiên (PRN), cung cấp ba thông tin chính:</span></span><br /> <ul> <li> <strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ai: định danh vệ tinh.</span></span></em></strong></li> <li> <strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ở đâu: vị trí quỹ đạo.</span></span></em></strong></li> <li> <strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi nào: thời điểm phát tín hiệu.</span></span></em></strong></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy thu GNSS so sánh mã PRN nhận được với mã PRN nội sinh của nó để xác định thời gian truyền tín hiệu, từ đó tính ra khoảng cách giả (pseudorange). Khi có khoảng cách đến ít nhất 4 vệ tinh, máy thu có thể xác định vị trí 3D của mình.<br /> <br /> Tín hiệu GNSS bị ảnh hưởng bởi nhiều nguồn sai số:</span></span><br /> <ul> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tầng điện ly & đối lưu làm chậm và bẻ cong tín hiệu.</span></span></em></li> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đồng hồ & quỹ đạo vệ tinh.</span></span></em></li> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đa đường (multipath) do phản xạ từ nhà cửa, cây cối.</span></span></em></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tổng sai số dẫn đến độ chính xác chỉ khoảng 5–10 m. Từ đây, các phương pháp hiệu chỉnh GNSS ra đời để giảm và loại bỏ các sai số này.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Differential GNSS (DGNSS – GNSS vi sai)</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguyên lý:</strong><br /> Định vị tương đối bằng cách so sánh số liệu giữa máy rover và trạm tham chiếu có tọa độ đã biết chính xác.<br /> <br /> <strong>Cách hoạt động:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trạm base tính sai số pseudorange cho từng vệ tinh</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phát các hiệu chỉnh này cho rover</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rover áp dụng hiệu chỉnh để loại bỏ sai số chung</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác</strong>: Dưới 1 mét<br /> <br /> <strong>Ưu điểm</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dễ triển khai</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiêu thụ điện thấp</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian hội tụ nhanh</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác thấp hơn RTK/PPP</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phụ thuộc khoảng cách đến trạm base</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng: </span></span></strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Hàng hải, n</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">ông nghiệp mức cơ bản, t</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">hiết bị GNSS pin nhỏ.</span> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/GNSSCorrections-Types-SBAS-2-1024x683.jpg" style="width: 800px; height: 534px;" /></span></span></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. SBAS – Hệ thống tăng cường vệ tinh</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguyên lý</strong>: Tương tự DGNSS nhưng hiệu chỉnh được t</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">ính toán tập trung và p</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">hát qua vệ tinh địa tĩnh.</span><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ví dụ SBAS:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">WAAS (Mỹ)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">EGNOS (Châu Âu)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">MSAS (Nhật Bản)</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác</strong>: ~1–3 m<br /> <br /> <strong>Ưu điểm</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Miễn phí</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ rộng khu vực lớn</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không cần base cục bộ</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác hạn chế</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khó thu vệ tinh địa tĩnh ở đô thị / vĩ độ cao</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng: </span></span></strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Hàng không, </span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Hàng hải, </span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Nông nghiệp quy mô lớn.</span> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. RTK – Real-Time Kinematic</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguyên lý: </strong>Sử dụng đo pha sóng mang (carrier-phase) kết hợp hiệu chỉnh thời gian thực từ trạm base.<br /> <br /> <strong>Đặc điểm kỹ thuật:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bước sóng L1 GPS ≈ 19 cm</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giải ẩn số nguyên (integer ambiguity)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sử dụng double differencing + thuật toán LAMBDA</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác</strong>: 1–2 cm<br /> <br /> <strong>Thời gian fix</strong>: vài giây<br /> <br /> <strong>Ưu điểm: </strong></span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Độ chính xác cao nhất, h</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">ội tụ cực nhanh</span><br /> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi giới hạn (≈ 20–30 km)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần kết nối ổn định (radio / NTRIP)</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc địa</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thi công – stakeout</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Robot, UAV</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nông nghiệp chính xác</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. PPP – Precise Point Positioning</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguyên lý</strong>: Định vị tuyệt đối bằng cách áp dụng:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quỹ đạo vệ tinh chính xác</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đồng hồ vệ tinh chính xác</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô hình khí quyển toàn cầu</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đặc điểm:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không cần trạm base cục bộ</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hội tụ bằng cách tự giải ẩn số pha</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác</strong>: cm (tĩnh)<br /> <br /> <strong>Thời gian hội tụ</strong>: 10–30 phút<br /> <br /> <strong>Ưu điểm</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ toàn cầu</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp vùng xa, biển khơi</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hội tụ chậm</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không phù hợp ứng dụng cần real-time</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hàng hải – ngoài khơi</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoa học – địa vật lý</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo đạc khu vực hẻo lánh</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. PPP-RTK – Phương pháp lai hiện đại</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguyên lý</strong>: Là sự kết hợp giữa:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh vệ tinh chính xác của PPP</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh khí quyển & pha kiểu RTK</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công nghệ cốt lõi:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SSR (State Space Representation)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Wide-lane ambiguity resolution (bước sóng dài → fix nhanh)</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác</strong>: 3–7 cm<br /> <br /> <strong>Thời gian hội tụ</strong>: 10–30 giây<br /> <br /> <strong>Ưu điểm</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhanh hơn PPP</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ rộng hơn RTK</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở rộng cho số lượng người dùng lớn</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần máy GNSS đa tần hiện đại</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác thấp hơn RTK cự ly ngắn</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xe tự lái – ADAS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UAV</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản lý đội xe</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nông nghiệp thông minh</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> <strong>BẢNG SO SÁNH </strong></span></span><br /> <br /> <table border="0" cellpadding="0" style="width: 100%"> <thead> <tr> <th> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phương pháp</span></span></th> <th> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác</span></span></th> <th> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian fix</span></span></th> <th> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi</span></span></th> </tr> </thead> <tbody> <tr> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS thường</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5–10 m</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vài giây</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn cầu</span></span></td> </tr> <tr> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SBAS</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1–3 m</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 s</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lục địa</span></span></td> </tr> <tr> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">DGNSS</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><1 m</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5–20 s</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cục bộ</span></span></td> </tr> <tr> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">~10 cm</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">10–30 phút</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn cầu</span></span></td> </tr> <tr> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP-RTK</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3–7 cm</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">10–30 s</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khu vực</span></span></td> </tr> <tr> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1–2 cm</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">~5 s</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">≤30 km</span></span></td> </tr> </tbody> </table> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> >>> Không có phương pháp hiệu chỉnh GNSS nào “tốt nhất cho mọi trường hợp”. Chỉ có phương pháp phù hợp nhất với yêu cầu công việc:</span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần nhanh – chính xác tuyệt đối → RTK</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần phủ rộng – không cần base → PPP / PPP-RTK</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần ổn định – tiết kiệm năng lượng → DGNSS / SBAS</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/Grey Minimalist Architecture Search Bar Facebook Cover (1).png" style="width: 800px; height: 451px;" /></span></span></p> ', 'images' => '20251222101550f3bda8482463fdd4796e4f3880688643.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy RTK', 'meta_key' => 'Máy RTK, hiệu chỉnh GNSS, CORS, VNGEONET, SBAS, DGNSS, PPP-RTK, hệ tọa độ, đo đạc, khảo sát', 'meta_des' => 'Máy RTK, hiệu chỉnh GNSS, CORS, VNGEONET, SBAS, DGNSS, PPP-RTK, hệ tọa độ, đo đạc, khảo sát', 'created' => '2025-12-22', 'modified' => '2026-02-02', 'status' => '1', 'view' => '1108', 'slug' => 'tim-hieu-cac-phuong-phap-hieu-chinh-gnss', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '501', 'rght' => '502', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 9 => array( 'Post' => array( 'id' => '792', 'name' => 'Stakeout bằng RTK GNSS và Toàn đạc điện tử', 'code' => null, 'alias' => 'stakeout-bang-rtk-gnss-va-toan-dac-dien-tu', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trong công tác stakeout (cắm điểm/định vị thi công), GNSS RTK và Toàn đạc điện tử đều là công cụ quan trọng — nhưng mỗi cái có đặc thù, ưu/nhược điểm và thời điểm sử dụng khác nhau. Không phải cái nào “tốt hơn”, mà là chọn đúng nơi – đúng lúc.</span>', 'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong công tác stakeout (cắm điểm/định vị thi công), GNSS RTK và Toàn đạc điện tử đều là công cụ quan trọng — nhưng mỗi cái có đặc thù, ưu/nhược điểm và thời điểm sử dụng khác nhau. Không phải cái nào “tốt hơn”, mà là chọn đúng nơi – đúng lúc.<br /> <br /> RTK GNSS là phương pháp định vị vệ tinh động thời gian thực, trong đó tọa độ điểm đo được xác định thông qua xử lý tín hiệu GNSS và hiệu chỉnh sai số từ trạm Base hoặc mạng CORS. Kết quả đo được thể hiện trong hệ tọa độ không gian toàn cầu hoặc hệ tọa độ quốc gia, phù hợp cho các bài toán định vị tổng thể, đo diện rộng và thiết lập khung khống chế ban đầu.<br /> <br /> Toàn đạc điện tử là thiết bị đo đạc sử dụng nguyên lý đo góc và khoảng cách để xác định vị trí điểm trong hệ tọa độ cục bộ hoặc hệ tọa độ công trình, dựa trên các điểm khống chế đã biết. Phương pháp này cho phép kiểm soát chặt chẽ hình học không gian, cao độ và sai số tương đối, đặc biệt hiệu quả trong các công trình yêu cầu độ chính xác cao.<br /> <br /> Chính sự khác biệt về nguyên lý đo và cách kiểm soát sai số khiến RTK GNSS và Toàn đạc điện tử không mang tính thay thế, mà thường được kết hợp trong cùng một workflow để đạt hiệu quả và độ tin cậy cao nhất.<br /> </span></span></em><br /> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Bảng so sánh tổng quan RTK GNSS vs Toàn đạc điện tử</span></span></h2> <br /> <table border="0" cellpadding="0"> <thead> <tr> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiêu chí</span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS</span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc điện tử</span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận xét kỹ thuật</span></span><br /> </th> </tr> </thead> <tbody> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản chất đo</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị tuyệt đối theo GNSS</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị tương đối trong mạng khống chế </span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Khác nhau về nguyên lý</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức cm (RTK Fix, môi trường tốt) </span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức mm (đo cạnh & góc)</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc vượt trội cho chi tiết</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tốc độ</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất nhanh, phù hợp diện rộng</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Chậm hơn do ngắm gương</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK có lợi thế tốc độ</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Vài km đến hàng chục km<br /> (Base–Rover / CORS) </span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">~500–1000 m, cần line-of-sight</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK phù hợp khu vực lớn</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cao độ & hình học </span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có thể biến động theo vệ tinh</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm soát cao độ rất tốt</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc an toàn cho cao độ</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhân lực</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Thường 1 người</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Thường 2 người (robot có thể 1)</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK tiết kiệm nhân lực</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính cơ động</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Gọn nhẹ, setup nhanh</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cồng kềnh hơn</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK linh hoạt hơn</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi phí</span></span></strong></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đầu tư cao hơn, có thể có phí<br /> CORS </span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ổn định, dễ kiểm soát</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tùy quy mô dự án</span></span></td> </tr> </tbody> </table> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <h2 style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Blue and White Neon Gradients Virtual Video Background (100)(2).png" style="width: 780px; height: 439px;" /></span></span></h2> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. So sánh ứng dụng thực tế theo từng tình huống công việc</span></span></h2> <br /> <table border="0" cellpadding="0"> <thead> <tr> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tình huống</span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS</span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc</span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận định</span></span><br /> </th> </tr> </thead> <tbody> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo diện rộng (ruộng, rừng, KCN) </span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo nhanh, không cần line-of-sight </span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Khó triển khai diện rộng</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS vượt trội</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo chi tiết công trình</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác cm, dễ nhiễu</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác mm, ổn định </span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc tốt hơn</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Khu đô thị nhiều nhà cao tầng</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Dễ bị che khuất vệ tinh</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không phụ thuộc vệ tinh</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc hiệu quả</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa hình mở</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tín hiệu tốt, đo rất nhanh</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo được nhưng chậm</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK thuận tiện</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Giám sát thi công hằng ngày</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Xác định mốc tổng thể</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra trục, cao độ</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nên kết hợp</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chính – bản đồ – nông nghiệp </span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất phù hợp cho diện rộng</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Bổ trợ khi cần chi tiết</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK là chủ đạo</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoàn công – nghiệm thu</span></span></strong></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra tổng thể</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Chính xác chi tiết</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc an toàn</span></span></td> </tr> </tbody> </table> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica_TS16_Carousel_Image_1_800x428.jpg" style="width: 763px; height: 408px;" /></span></span></p> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Workflow được áp dụng phổ biến trong công tác cắm điểm/định vị thi công </span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">thực tế</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> </span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo hướng dẫn ứng dụng của Leica Geosystems và Trimble, các dự án chuyên nghiệp thường áp dụng quy trình sau:</span></span> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.1 RTK GNSS</span></span></h3> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xác định hệ tọa độ,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Fix mốc khống chế,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập bản đồ nền, định vị tổng thể.</span></span></li> </ul> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 Toàn đạc điện tử</span></span></h3> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bố trí tim trục,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm soát cao độ,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Stakeout chi tiết,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoàn công – nghiệm thu.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đây là lý do vì sao RTK và Toàn đạc luôn đi cùng nhau trên công trường, chứ không cạnh tranh trực tiếp.</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS mạnh về tốc độ, phạm vi, tính cơ động.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc điện tử mạnh về độ chính xác, hình học, cao độ và độ tin cậy.</span></span></li> </ul> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/maxresdefault (1)(2).jpg" style="width: 780px; height: 439px;" /></p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không có thiết bị nào “tốt nhất cho mọi công việc”. Việc sử dụng đúng thiết bị cho đúng mục đích giúp:</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm sai số,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dễ bảo vệ số liệu khi nghiệm thu.</span></span></li> </ul> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Kết hợp công nghệ GNSS hiện đại với độ chính xác truyền thống của máy toàn đạc </span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">là xu hướng chung của các đội đo đạc chuyên nghiệp hiện nay.<br /> <br /> <em>>>> <u>Nguồn tham khảo:</u><br /> Leica Geosystems – GNSS vs Total Station Applications<br /> Trimble – Stakeout and Construction Surveying Guidelines<br /> Topcon – GNSS and Total Station Field Workflows</em><br /> </span></span>', 'images' => '202512170947176dafab5f86d9e5f32ba9ce303d86098f.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy RTK', 'meta_key' => 'Máy RTK, máy toàn đạc điện tử, máy toàn đạc Leica, máy toàn đạc Topcon, máy toàn đạc Nikon, máy toàn đạc Sokkia, đo đạc, khảo sát, GIS, BIM', 'meta_des' => 'Máy RTK, máy toàn đạc điện tử, máy toàn đạc Leica, máy toàn đạc Topcon, máy toàn đạc Nikon, máy toàn đạc Sokkia, đo đạc, khảo sát, GIS, BIM', 'created' => '2025-12-17', 'modified' => '2026-02-02', 'status' => '1', 'view' => '1630', 'slug' => 'stakeout-bang-rtk-gnss-va-toan-dac-dien-tu', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '499', 'rght' => '500', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ) ) $tinlq = array( (int) 0 => array( 'Post' => array( 'id' => '769', 'name' => 'Vùng chiếu 3° và 6° trong hệ tọa độ VN-2000 là gì? Vì sao Việt Nam chọn vùng chiếu 3°?', 'code' => null, 'alias' => 'vung-chieu-3°-va-6°-trong-he-toa-do-vn-2000-la-gi-vi-sao-viet-nam-chon-vung-chieu-3°', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bài viết này giúp bạn hiểu rõ sự khác biệt giữa vùng chiếu 3° và 6°, lý do Việt Nam sử dụng vùng chiếu 3° trong hệ VN-2000, và vai trò của kinh tuyến trục trong từng vùng chiếu.</span></span>', 'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong công tác đo đạc, bản đồ và quản lý đất đai, việc sử dụng đúng <strong>phép chiếu bản đồ</strong> và cấu hình đúng <strong>vùng chiếu</strong> là yếu tố then chốt giúp đảm bảo độ chính xác tọa độ. Hệ tọa độ quốc gia VN-2000 của Việt Nam sử dụng phép chiếu <strong>Transverse Mercator (TM)</strong> với các vùng chiếu <strong>3°</strong> hoặc <strong>6°</strong>, tùy vào yêu cầu kỹ thuật.</span></span><br /> <br /> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Black White Modern Geometric Real Esatate Agent Facebook Cover (Bài đăng Facebook) (8).png" style="text-align: center; width: 480px; height: 402px;" /></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Vùng chiếu là gì?</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi chiếu mặt cong của Trái Đất (ellipsoid) lên mặt phẳng (bản đồ), để giảm sai số, người ta chia Trái Đất thành các <strong>vùng chiếu hẹp theo chiều kinh tuyến</strong>. Mỗi vùng sẽ có một <strong>kinh tuyến trục</strong> (central meridian) – là kinh độ nằm ở trung tâm vùng chiếu – nhằm giảm sai lệch hình học khi chiếu.</span></span><br /> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/2461fb1.png" style="width: 758px; height: 396px;" /></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. So sánh vùng chiếu 3° và 6°</strong></span></span></h2> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Black White Modern Geometric Real Esatate Agent Facebook Cover (Bài đăng Facebook) (12).png" style="width: 630px; height: 528px;" /></p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>** Ví dụ:</strong> Vùng chiếu 3° có <strong>kinh tuyến trục 105°</strong></span></span><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Vùng này bao phủ từ </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">103.5° đến 106.5° kinh độ Đông</strong><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Các tọa độ trong vùng sẽ được tính dựa vào phép chiếu TM với 105° làm trung tâm</span><br /> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Tọa độ X, Y (phẳng)</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> của điểm càng gần 105° thì càng chính xác</span><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngược lại, vùng chiếu 6° có 105° làm kinh tuyến trục sẽ bao phủ từ 102° đến 108°, dẫn đến biến dạng hình học lớn hơn ở rìa phía Đông/ Tây vùng chiếu.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Vì sao Việt Nam chọn vùng chiếu 3° trong hệ VN-2000?</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ tọa độ VN-2000 được Bộ TN&MT xây dựng với mục tiêu phục vụ:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản đồ địa chính</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấp Giấy chứng nhận quyền sử dụng đất</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập quy hoạch đô thị, nông thôn</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết kế kỹ thuật chi tiết, định vị GPS chính xác cao</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Những ứng dụng này <strong>yêu cầu sai số nhỏ</strong>, đặc biệt ở cấp độ thửa đất (<0.5m), nên: <strong>Vùng chiếu 3° được lựa chọn thay vì vùng 6°</strong>, để đảm bảo độ chính xác cao, giảm biến dạng tọa độ, phù hợp với địa hình và phạm vi hẹp của các đơn vị hành chính cấp tỉnh, huyện, xã.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>4. Các thông số kỹ thuật thường dùng cho vùng chiếu 3° trong VN-2000</strong></span></span></h2> <table border="0" cellpadding="0"> <thead> <tr> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tham số</strong></span></span></th> <th> <br /> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Giá trị tiêu chuẩn</strong></span></span></th> </tr> </thead> <tbody> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ellipsoid</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> GRS80 hoặc WGS-84</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Phép chiếu</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> Transverse Mercator</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kinh tuyến trục (λ₀) </span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> Tùy tỉnh: 105°, 106°, 107°, 108°…</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tọa độ X giả định</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> 500,000 m</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tọa độ Y giả định</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> 0 m (miền Bắc), 1,000,000 m (miền Nam)</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ số scale factor</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> 0.9999 (hoặc 0.9996 tùy trường hợp)</span></span><br /> </td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đơn vị tính</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mét (m)</span></span></td> </tr> </tbody> </table> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> Việc hiểu rõ và cấu hình đúng <strong>vùng chiếu 3° trong hệ VN-2000</strong> là điều bắt buộc bởi <strong>chọn sai vùng chiếu hoặc kinh tuyến trục có thể gây sai số hàng mét</strong>, ảnh hưởng đến cấp sổ đỏ, sai ranh giới đất đai hoặc sai vị trí thiết kế công trình.</span></span><br /> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Black White Modern Geometric Real Esatate Agent Facebook Cover (Bài đăng Facebook) (7)(1).png" style="width: 520px; 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Một trong những thay đổi quan trọng nhưng ít được chú ý là việc điều chỉnh lại kinh tuyến trục trong hệ tọa độ VN-2000.</span></span></em><br /> </p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Hệ tọa độ VN-2000</span></span></h2> <br /> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>VN-2000</strong> (hay Hệ tọa độ quốc gia Việt Nam 2000) là <strong data-end="342" data-start="322">hệ tọa độ địa lý</strong> chính thức do Bộ Tài nguyên và Môi trường ban hành, dùng trong quản lý đất đai, bản đồ địa chính, quy hoạch...</span></span></p> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dựa trên <strong data-end="484" data-start="465">ellipsoid GRS80</strong>, gần tương đương với <strong data-end="516" data-start="506">WGS-84</strong> nhưng có hiệu chỉnh để phù hợp với điều kiện thực tế của Việt Nam.</span></span><o:p></o:p></p> <p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">** <strong>Tóm tắt đặc điểm hệ tọa độ VN-2000:</strong></span></span></p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ quy chiếu: Geodetic, dựa trên ellipsoid <strong>GRS80</strong> hoặc <strong>WGS-84.</strong></span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gốc tọa độ: Gần trùng trạm GPS tại Tam Đảo, Vĩnh Phúc.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ tọa độ sử dụng: Tọa độ phẳng vuông góc (X, Y) theo phép chiếu Transverse Mercator.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thường dùng hệ tọa độ phẳng (X, Y) với vùng chiếu 3° hoặc 6°.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dùng phổ biến trong: Đo đạc, lập bản đồ địa chính, quy hoạch, cấp giấy chứng nhận đất đai...</span></span></li> </ul> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Kinh tuyến trục là gì?</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kinh tuyến trục là đường kinh độ được chọn làm trung tâm trong phép chiếu bản đồ (VN-2000 dùng phép chiếu Transverse Mercator). Nó giúp <strong>giảm sai số tọa độ</strong> khi chiếu bề mặt cong của Trái Đất lên mặt phẳng bản đồ.</span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Black White Modern Geometric Real Esatate Agent Facebook Cover (Bài đăng Facebook) (5)(1).png" style="width: 600px; height: 488px;" /></span></span></p> <p data-end="169" data-start="0"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Kinh tuyến trục</strong> của hệ tọa độ quốc gia Việt Nam VN-2000 (còn gọi là VN2000) là một yếu tố quan trọng trong hệ quy chiếu tọa độ quốc gia, dùng trong đo đạc và bản đồ.</span></span><br /> </p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kinh tuyến trục mặc định: 105° kinh độ Đông.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tuy nhiên, tùy theo từng khu vực, kinh tuyến trục có thể được chọn khác nhau để giảm sai số chiếu trong hệ tọa độ phép chiếu trục kinh tuyến trụ ngang (UTM) hoặc phép chiếu ngang đồng góc<strong data-end="496" data-start="445" style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> (Transverse Mercator)</strong>.</span></span></li> </ul> <div data-end="497" data-start="273"> </div> <h2 data-end="497" data-start="273"> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">3. Sự thay đổi của kinh tuyến trục mới sau khi sáp nhập 34 tỉnh, thành tại Việt Nam</span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Trước sáp nhập</strong><br /> <br /> Mỗi tỉnh có thể sử dụng <strong>kinh tuyến trục riêng</strong>, thường là số tròn gần nhất với trung tâm tỉnh: 105°, 106°, 107°, 108°…<br /> <br /> <strong>Sau sáp nhập</strong><br /> <br /> Khi địa giới mở rộng, các tỉnh mới cần <strong>chọn lại kinh tuyến trục</strong> sao cho:</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gần trung tâm địa lý mới.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp với quy hoạch tổng thể và hạ tầng kỹ thuật số.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đồng bộ dữ liệu với các huyện, xã đã thay đổi.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Lợi ích của việc điều chỉnh:</strong></span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đảm bảo <strong>độ chính xác tọa độ</strong> trong đo đạc, bản đồ, cấp sổ đỏ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tránh chồng lấn, sai số giữa các vùng dữ liệu cũ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ xây dựng <strong>hệ thống cơ sở dữ liệu đất đai và GIS toàn tỉnh thống nhất</strong>.</span></span></li> </ul> <div data-end="2454" data-start="2362"> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sự thay đổi kinh tuyến trục trong hệ tọa độ VN-2000 sau khi sáp nhập 34 tỉnh, thành là một bước đi cần thiết, mang tính kỹ thuật cao nhằm thích ứng với thay đổi hành chính. Đây là tiền đề quan trọng để nâng cao hiệu quả quản lý đất đai, quy hoạch và xây dựng cơ sở dữ liệu địa lý quốc gia thống nhất và hiện đại.</span></span></div> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Danh sách 34 tỉnh/thành phố mới sau sát nhập và kinh tuyến trục mới tương ứng theo hệ VN-2000 (từ ngày 01/07/2025).</span></span></h2> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Kinh tuyến trục hệ tọa độ Quốc gia VN2000.png" style="width: 600px; height: 849px;" /><br /> <img alt="" src="/admin/webroot/upload/image/images/z6743283259504_964313b195c826d3b99b713016934d9a.jpg" style="width: 600px; height: 851px;" /></span></span></p> ', 'images' => '20250626105525cfdf55d9c4687ca7b7d9b2d2b997135f.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Kinh tuyến trục Vn-2000 ', 'meta_key' => 'Kinh tuyến trục mới 2025, RTK, GNSS', 'meta_des' => 'Kinh tuyến trục, RTK, GNSS', 'created' => '2025-06-26', 'modified' => '2026-02-01', 'status' => '1', 'view' => '16718', 'slug' => 'quy-dinh-moi-ve-kinh-tuyen-truc-cua-he-toa-do-quoc-gia-vn-2000-cho-34-tinh-thanh-pho-da-sap-nhap', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '453', 'rght' => '454', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 2 => array( 'Post' => array( 'id' => '767', 'name' => 'Hướng dẫn làm thủ tục xin cấp phép bay FLYCAM/UAV tại Việt Nam', 'code' => null, 'alias' => 'huong-dan-lam-thu-tuc-xin-cap-phep-bay-flycam-uav-tai-viet-nam', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với sự phát triển của khoa học và công nghệ, flycam/UAV ngày càng được sử dụng phổ biến để phục vụ cho công việc và cuộc sống hàng ngày. Cùng tìm hiểu một số thông tin về việc đăng ký cấp phép bay flycam/UAV</span></span>.', 'content' => '<p> <em><span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;">Với sự phát triển của khoa học và công nghệ, flycam/UAV ngày càng được sử dụng phổ biến để phục vụ cho công việc và cuộc sống hàng ngày. Cùng tìm hiểu một số thông tin về việc đăng ký cấp phép bay flycam/UAV</span></span>.</em></p> <h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Cơ sở pháp lý chính</strong></span></span></span></h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>- Nghị định số 36/2008/NĐ-CP</strong> về quản lý UAV và phương tiện bay siêu nhẹ<br /> <strong>- Thông tư 19/2019/TT-BQP</strong> của Bộ Quốc phòng về quản lý hoạt động UAV<br /> - Các công văn hướng dẫn từ <strong>Cục Tác chiến – Bộ Tổng Tham mưu</strong><br /> </span></span></span> <h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Hồ sơ xin cấp phép bay flycam/UAV gồm những gì?</strong></span></span></span></h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bạn cần chuẩn bị một bộ hồ sơ gửi về <strong>Cục Tác chiến – Bộ Tổng Tham mưu</strong>, bao gồm:</span></span></span><br /> <br /> <h3> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.1 Đơn đề nghị cấp phép bay</strong></span></span></span></h3> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo mẫu quy định của Bộ Quốc phòng gồm các thông tin:<br /> <br /> - Thời gian, địa điểm bay<br /> - Mục đích sử dụng<br /> - Độ cao, bán kính bay<br /> - Người điều khiển thiết bị<br /> - Thiết bị sử dụng (hãng, mã số, model,...)</span></span></span><br /> <h3> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.2 Bản đồ khu vực bay</strong></span></span></span></h3> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- In kèm bản đồ địa hình khu vực dự kiến bay<br /> - Đánh dấu rõ phạm vi hoạt động UAV (tọa độ GPS hoặc mô tả ranh giới)<br /> - Độ cao tối đa dự kiến</span></span></span> <h3> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.3 Thông tin về thiết bị bay</strong></span></span></span></h3> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Hãng sản xuất, model<br /> - Thông số kỹ thuật<br /> - Ảnh thiết bị (nếu có)</span></span></span> <h3> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.4 CMND/CCCD hoặc giấy phép kinh doanh</strong></span></span></span></h3> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nếu là cá nhân: bản sao CCCD<br /> Nếu là tổ chức: bản sao Giấy phép ĐKKD và giấy giới thiệu người đại diện<br /> </span></span></span> <h2 style="text-align: center;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><img alt="" src="/admin/webroot/upload/image/images/base64-17345287524181812903669.jpeg" style="width: 800px; height: 533px;" /></strong></span></span></span></h2> <h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Thời gian nộp hồ sơ </strong></span></span></span></h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>- Tối thiểu 7 ngày làm việc trước ngày dự kiến bay</strong><br /> - Nộp sớm hơn nếu khu vực bay gần khu quân sự hoặc có yếu tố phức tạp<br /> </span></span></span> <h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>4. Nơi nộp hồ sơ</strong></span></span></span></h2> <br /> <span style="color:#000000;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Hồ sơ có thể được gửi thông qua hai hình thức là nộp trực tiếp tại văn phòng hoặc gửi qua đường bưu điện. </span></span><br style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;" /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Cục Tác chiến – Bộ Tổng Tham mưu, Bộ Quốc phòng</strong><br /> <strong>Số 1 Nguyễn Tri Phương, Quận Ba Đình, Hà Nội</strong></span></span></span><br /> <br /> <h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">5. Thời gian xử lý</strong></span></h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tùy tính chất khu vực bay, thường từ <strong>3 – 7 ngày làm việc</strong><br /> Trong một số trường hợp đặc biệt, Bộ Quốc phòng có thể từ chối cấp phép nếu:<br /> - Khu vực bay ảnh hưởng an ninh quốc phòng<br /> - Mục đích bay không rõ ràng<br /> - Hồ sơ không đầy đủ<br /> </span></span></span> <h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>6. Chế tài nếu bay không phép</strong></span></span></span></h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>- Phạt tiền:</strong> từ <strong>20 – 40 triệu đồng</strong><br /> <strong>- Tịch thu thiết bị</strong><br /> <strong>- Truy cứu trách nhiệm hình sự</strong> nếu gây ảnh hưởng đến an ninh hàng không, quốc phòng hoặc gây tai nạn<br /> </span></span></span> <h2 style="box-sizing: border-box; font-family: "Open Sans", Arial, Helvetica, sans-serif; line-height: 1.87; font-size: 22px; color: rgb(43, 46, 50); margin-top: 0px; margin-bottom: 5.5px;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">7. Hành vi bị nghiêm cấm khi hoạt động bay UAV</span></span></span></h2> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong quá trình thực hiện bay UAV tại Việt Nam, tuyệt đối nghiêm cấm các hành vi:</span></span></span></p> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tổ chức hoạt động bay khi chưa được cấp phép bay UAV.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoạt động bay diễn ra không đúng khu vực, trong giới hạn và điều kiện quy định. Vi phạm những quy tắc, quy định trong quản lý lãnh thổ, biên giới quốc gia.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mang chở các chất phóng xạ, chất gây cháy nổ trên phương tiện bay.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phóng, bắn, thả các loại vật, chất gây hại hoặc chứa nguy cơ gây hại từ trên không xuống.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lắp đặt thiết bị và thực hiện quay phim, chụp ảnh từ trên không khi chưa có sự cho phép.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tuyên truyền thông qua treo cờ, biểu ngữ, phát loa nằm ngoài quy định của cấp phép bay UAV.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không chấp hành đúng các lệnh, hiệu lệnh của cơ quan quản lý điều hành và giám sát hoạt động bay</span></span>.</span></li> </ul> <h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>8. Lưu ý khi bay flycam hợp pháp</strong></span></span></span></h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Luôn đem theo <strong>bản sao giấy phép bay</strong> khi bay flycam<br /> - Không bay gần sân bay, trụ sở nhà nước, khu quân sự<br /> - Không bay vào ban đêm nếu không được phép<br /> - Không truyền phát hình ảnh trực tiếp (livestream) nếu chưa được chấp thuận<br /> <br /> </span></span></span> <h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>>>> TẢI MẪU ĐƠN XIN PHÉP BAY: </strong></span></span></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><a href="https://drive.google.com/file/d/10gzkogi37uQqf3ouXiR8qcYhZwGEIyyt/view?usp=sharing"><span style="color:#000000;">TẠI ĐÂY</span></a></strong></span></span></h2> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/uav-viet-nam--e1661141233969.jpg" style="width: 800px; height: 519px;" /></p> ', 'images' => '20250616152553608ef9b55ee6bac12c66cadce9052b66.jpg', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'UAV', 'meta_key' => 'Cấp phép bay UAV, UAV', 'meta_des' => 'Cấp phép bay UAV, UAV', 'created' => '2025-06-16', 'modified' => '2026-02-02', 'status' => '1', 'view' => '180341', 'slug' => 'huong-dan-lam-thu-tuc-xin-cap-phep-bay-flycam-uav-tai-viet-nam', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '451', 'rght' => '452', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 3 => array( 'Post' => array( 'id' => '766', 'name' => 'BIM (Building Information Modeling) – Xu hướng tất yếu của ngành xây dựng hiện đại', 'code' => null, 'alias' => 'bim-building-information-modeling-–-xu-huong-tat-yeu-cua-nganh-xay-dung-hien-dai', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Trong thời đại công nghệ số phát triển mạnh mẽ, ngành xây dựng thế giới nói chung và Việt Nam nói riêng đang chứng kiến sự chuyển mình rõ rệt nhờ sự ra đời và ứng dụng của <strong data-end="531" data-start="492">BIM – Building Information Modeling</strong>, hay còn gọi là <strong data-end="580" data-start="548">Mô hình thông tin công trình</strong>. BIM không chỉ đơn thuần là một phần mềm hỗ trợ thiết kế, mà là một <strong data-end="672" data-start="649">quy trình toàn diện</strong> giúp thay đổi cách thiết kế, xây dựng và quản lý công trình theo hướng hiện đại, minh bạch và hiệu quả hơn.</span></span>', 'content' => '<h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong data-end="39" data-start="0" style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">1. BIM là gì?</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>BIM (Building Information Modeling)</strong> hay còn gọi là <strong data-end="580" data-start="548">Mô hình thông tin công trình </strong>là một quy trình công nghệ sử dụng mô hình kỹ thuật số để hỗ trợ thiết kế, xây dựng và quản lý công trình xây dựng một cách hiệu quả và chính xác hơn. BIM không chỉ là một phần mềm, mà là một phương pháp tiếp cận toàn diện, giúp các bên liên quan trong dự án (kiến trúc sư, kỹ sư, nhà thầu, chủ đầu tư, quản lý vận hành…) cộng tác với nhau thông qua một <strong>mô hình 3D thông minh</strong> chứa đầy đủ thông tin về vật liệu, kết cấu, chi phí, tiến độ, và vòng đời công trình.<br /> <br /> <strong>BIM không phải là một phần mềm, mà là một quy trình.</strong><br /> <br /> Mặc dù phần mềm đóng vai trò trung tâm trong BIM – hỗ trợ thiết kế 3D, mô hình thông minh và quản lý thông tin – nhưng đó chỉ là thành phần công nghệ của BIM. Một phần quan trọng khác là yếu tố xã hội, bao gồm cách làm việc, phối hợp và cộng tác giữa các bên liên quan trong dự án.<br /> <br /> Sự kết hợp giữa công nghệ và con người này tạo thành một quy trình toàn diện, nhằm xây dựng, quản lý và sử dụng mô hình thông tin số của công trình trong suốt vòng đời dự án – từ giai đoạn lập kế hoạch, thiết kế, thi công cho đến vận hành và bảo trì.</span></span> <p data-end="727" data-start="465" style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/BIM.jpg" style="width: 680px; height: 680px;" /></p> <h2 data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Các thành phần chính của BIM</span></span></h2> <br /> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô hình 3D thông minh</span></span></li> </ul> <p data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô hình không chỉ mô tả hình dáng mà còn tích hợp thông tin chi tiết về vật liệu, kỹ thuật, thiết bị, chi phí, và thời gian.</span></span></p> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy trình cộng tác</span></span></li> </ul> <p data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các bên liên quan có thể cùng làm việc trên một mô hình duy nhất theo thời gian thực, giảm lỗi, tránh xung đột thiết kế và tiết kiệm thời gian.</span></span></p> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thông tin xuyên suốt vòng đời công trình</span></span></li> </ul> <p data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Từ thiết kế, xây dựng, đến vận hành và bảo trì.<br /> </span></span></p> <h2 data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Lợi ích của BIM</span></span></h2> <br /> <div data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc áp dụng BIM mang lại nhiều lợi ích vượt trội so với phương pháp truyền thống:</span></span><br /> </div> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tăng độ chính xác trong thiết kế</strong>: Hạn chế lỗi sai nhờ mô hình 3D trực quan và thông minh.</span></span></li> </ul> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Phát hiện xung đột kỹ thuật sớm</strong> (clash detection): Giúp điều chỉnh thiết kế trước khi thi công, tiết kiệm thời gian và chi phí.</span></span></li> </ul> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Quản lý chi phí và tiến độ hiệu quả</strong>: BIM hỗ trợ mô phỏng tiến độ (4D), ước lượng chi phí (5D) ngay trong giai đoạn thiết kế.</span></span></li> </ul> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Cải thiện khả năng phối hợp giữa các bên</strong>: Mọi đối tác tham gia dự án có thể làm việc trên một mô hình chung, giảm thiểu hiểu lầm và trùng lặp.</span></span></li> </ul> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hỗ trợ quản lý vận hành sau thi công</strong>: BIM lưu trữ toàn bộ thông tin cần thiết phục vụ cho việc bảo trì, sửa chữa, nâng cấp công trình.</span></span></li> </ul> <h2 data-end="727" data-start="465"> </h2> <h2 data-end="727" data-start="465" style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/BIM_Project_Stages.jpg" style="width: 680px; height: 402px;" /></h2> <h2 data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>4. Tình hình triển khai BIM tại Việt Nam</strong></span></span></h2> <div data-end="727" data-start="465"> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tại Việt Nam, BIM đang dần được áp dụng rộng rãi, đặc biệt trong các dự án lớn, có yếu tố nước ngoài hoặc vốn đầu tư nhà nước. Chính phủ cũng đã thể hiện quyết tâm thúc đẩy BIM thông qua <strong>Quyết định 2500/QĐ-TTg (năm 2016)</strong> nhằm từng bước áp dụng BIM vào các công trình xây dựng công.<br /> Một số dự án tiêu biểu đã triển khai BIM thành công có thể kể đến như: Tuyến metro TP.HCM, sân bay Long Thành, các dự án của Vingroup, Sun Group, Coteccons, Hòa Bình…<br /> Tuy nhiên, thách thức còn lớn: thiếu nguồn nhân lực BIM chất lượng, chi phí đầu tư ban đầu cao, thiếu tiêu chuẩn quốc gia thống nhất, và sự phối hợp giữa các bên vẫn còn hạn chế.<br /> </span></span></div> <h2 data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>5. Công nghệ BIM và các phần mềm phổ biến</strong></span></span></h2> <br /> <div data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Một số phần mềm thường dùng trong quy trình BIM bao gồm:</span></span><br /> </div> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Autodesk Revit</strong>: Thiết kế kiến trúc, kết cấu, cơ điện.</span></span></li> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Navisworks</strong>: Kiểm tra xung đột mô hình và mô phỏng tiến độ.</span></span></li> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tekla Structures</strong>: Mô hình kết cấu thép và bê tông.</span></span></li> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>ArchiCAD</strong>: Thiết kế kiến trúc.</span></span></li> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Civil 3D / InfraWorks</strong>: Thiết kế hạ tầng và giao thông.</span></span></li> </ul> <div data-end="727" data-start="465" style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/bim_advantages.png" style="width: 680px; height: 383px;" /></span></span></div> <h2 data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>6. Tương lai của BIM</strong></span></span></h2> <br /> <div data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">BIM đang hướng đến tích hợp với các công nghệ tiên tiến như <strong>AI (trí tuệ nhân tạo), IoT (internet vạn vật), thực tế ảo (VR/AR)</strong> và dữ liệu lớn (<strong>Big Data</strong>). Điều này mở ra tiềm năng xây dựng <strong>Smart Building</strong> và <strong>Smart City</strong>, góp phần nâng cao chất lượng cuộc sống và hiệu quả đầu tư xây dựng.<br /> <br /> <strong>Kết luận</strong><br /> <br /> BIM là xu hướng tất yếu trong ngành xây dựng hiện đại. Việc hiểu đúng và triển khai BIM không chỉ mang lại lợi thế cạnh tranh cho doanh nghiệp mà còn góp phần nâng cao chất lượng và hiệu quả của toàn ngành. Trong bối cảnh công nghệ số phát triển không ngừng, BIM chính là “chìa khóa” mở ra kỷ nguyên xây dựng thông minh và bền vững.</span></span><br /> </div> <div data-end="727" data-start="465" style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/resource-bim-the-importance-of-bim-in-the-lighting-industry.jpg" style="width: 680px; height: 456px;" /></span></span></div> ', 'images' => '2025052810182863250044dd1234ebc4cab96a5d85f4e1.jpg', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'BIM (Building Information Modeling)', 'meta_key' => 'BIM (Building Information Modeling)', 'meta_des' => 'BIM (Building Information Modeling)', 'created' => '2025-05-28', 'modified' => '2026-02-01', 'status' => '1', 'view' => '43104', 'slug' => 'bim-building-information-modeling-xu-huong-tat-yeu-cua-nganh-xay-dung-hien-dai', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '449', 'rght' => '450', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 4 => array( 'Post' => array( 'id' => '765', 'name' => ' LEICA Geo Office – Giải pháp phần mềm trắc địa toàn diện', 'code' => null, 'alias' => 'leica-geo-office-–-giai-phap-phan-mem-trac-dia-toan-dien', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với <strong data-end="1233" data-start="1213">LEICA Geo Office</strong>, người dùng có thể <strong data-end="1296" data-start="1253">phân tích và quản lý dữ liệu không gian</strong> một cách dễ dàng, từ đó đưa ra các quyết định chính xác dựa trên thông tin đáng tin cậy.</span></span>', 'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>LEICA Geo Office – Giải pháp phần mềm trắc địa toàn diện!</strong><br /> <br /> <strong>LEICA Geo Office</strong> là bộ phần mềm chuyên dụng do <strong><img alt="" src="/admin/webroot/upload/image/images/Leica logo.jpg" style="width: 60px; height: 40px;" /></strong> phát triển, giúp đơn giản hóa và tối ưu hóa quá trình xử lý dữ liệu không gian địa lý từ các thiết bị đo đạc GNSS, máy toàn đạc và thủy bình kỹ thuật số. Đây là công cụ lý tưởng cho các kỹ sư trắc địa, chuyên gia GIS, và đơn vị thi công cần độ chính xác cao.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Tính năng nổi bật</strong></span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Xử lý dữ liệu GNSS</strong></span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phân tích và xử lý dữ liệu GNSS để tạo ra tọa độ chính xác và đánh giá chất lượng đo đạc ngoài thực địa.</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong> Xử lý dữ liệu máy toàn đạc</strong></span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ dữ liệu đo từ các thiết bị toàn đạc điện tử, phục vụ cho khảo sát địa hình, thiết kế kỹ thuật và xây dựng.</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Xử lý dữ liệu máy thủy bình kỹ thuật số</strong></span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản lý và tính toán dữ liệu cao độ, lý tưởng cho các dự án san nền, định vị mặt bằng và thi công công trình.</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tích hợp CAD</strong></span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhập – xuất dữ liệu với các định dạng phổ biến như AutoCAD (DXF) và MicroStation, giúp kết nối mượt mà với quy trình thiết kế.</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hệ tọa độ & chuyển đổi</strong></span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tùy chỉnh và chuyển đổi dữ liệu giữa các hệ tọa độ địa phương và toàn cầu một cách chính xác và linh hoạt.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Lợi ích khi sử dụng</strong></span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác cao đến từng centimet</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian xử lý và tổng hợp dữ liệu</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giao diện thân thiện, dễ sử dụng</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tích hợp chặt chẽ với thiết bị Leica</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ kỹ thuật và đào tạo chuyên sâu</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Các phiên bản hiện có</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>- Phiên bản mới nhất:</strong> 8.4.0.14023 (cập nhật ngày 17/04/2024)<br /> <strong>- Hệ điều hành hỗ trợ:</strong> Windows, Android<br /> <strong>- Bản dùng thử:</strong> Có, 30 ngày miễn phí<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>4. Đối tượng sử dụng </strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Kỹ sư trắc địa và địa chính<br /> - Đơn vị xây dựng – thi công<br /> - Nhà thầu hạ tầng giao thông<br /> - Cơ quan quản lý đất đai, bản đồ</span></span><br /> <h2 style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Leica-Captivate-Main-KV-Sensors-800x428px.jpg" style="width: 800px; height: 428px;" /></h2> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>5. Hỗ trợ & đào tạo</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Hướng dẫn sử dụng trực tuyến<br /> - Hỗ trợ qua email và điện thoại<br /> - Đào tạo tại chỗ hoặc từ xa theo yêu cầu</span></span><br /> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>6. Ưu Điểm (Pros)</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Khả năng xử lý dữ liệu nâng cao dành cho các dự án trắc địa và kỹ thuật<br /> - Tích hợp với nhiều thiết bị đo đạc của Leica, giúp truyền dữ liệu nhanh chóng và liền mạch<br /> - Cung cấp nhiều công cụ phân tích và hiệu chỉnh để đảm bảo độ chính xác của dữ liệu đo<br /> - Có thể tạo báo cáo và tài liệu chi tiết, phục vụ cho việc lưu trữ và trình bày kết quả khảo sát<br /> - Giao diện thân thiện với người dùng, cho phép tùy chỉnh nhằm tối ưu hóa quy trình làm việc<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>7. Nhược Điểm (Cons)</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Đòi hỏi người mới phải học nhiều do phần mềm có nhiều tính năng phức tạp<br /> - Chi phí sở hữu cao so với một số phần mềm khảo sát khác trên thị trường<br /> - Khả năng tương thích hạn chế với thiết bị không phải của Leica, có thể cần đầu tư thêm để đồng bộ dữ liệu<br /> - Hỗ trợ kỹ thuật có thể bị hạn chế hoặc tốn phí, đặc biệt khi cần hỗ trợ chuyên sâu</span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica_Geo_Office_pic_2360x714 (1).jpg" style="width: 800px; height: 242px;" /></span></span></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">8. <strong>Câu hỏi thường gặp (FAQ)</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">8.1 LEICA Geo Office là gì?<br /> <br /> LEICA Geo Office là một bộ phần mềm được phát triển bởi Leica Geosystems, cung cấp các công cụ để quản lý và xử lý hậu kỳ dữ liệu không gian địa lý như GPS, GNSS và GIS.<br /> <br /> 8.2 Hiện có những phiên bản LEICA Geo Office nào?<br /> <br /> Phiên bản hiện tại của LEICA Geo Office là 8.4, bao gồm các bản cập nhật và sửa lỗi từ các phiên bản trước. Phiên bản trước đó là LEICA Geo Office 8.3.<br /> <br /> 8.3 Yêu cầu hệ thống của LEICA Geo Office là gì?<br /> <br /> LEICA Geo Office yêu cầu:<br /> - Hệ điều hành Windows 7 trở lên (64-bit)<br /> - Tối thiểu 8 GB RAM<br /> - Card đồ họa hỗ trợ OpenGL<br /> - Kết nối Internet để kích hoạt phần mềm<br /> <br /> 8.4 LEICA Geo Office hỗ trợ những định dạng tệp nào?<br /> <br /> LEICA Geo Office hỗ trợ nhiều định dạng tệp, bao gồm: RINEX, M3C, DXF, TXT, CSV, SHP.<br /> <br /> 8.5 LEICA Geo Office được cấp phép như thế nào?<br /> <br /> Phần mềm được cấp phép theo từng người dùng. Người dùng có thể chọn giấy phép vĩnh viễn hoặc hàng năm, tùy theo nhu cầu sử dụng.<br /> <br /> 8.6 LEICA Geo Office tương thích với những thiết bị GPS nào?<br /> <br /> LEICA Geo Office tương thích với nhiều thiết bị GPS của Leica Geosystems, cũng như các thiết bị của bên thứ ba miễn là dữ liệu được lưu ở định dạng được hỗ trợ.<br /> <br /> 8.7 Các tính năng chính của LEICA Geo Office là gì?<br /> <br /> LEICA Geo Office cung cấp nhiều tính năng, bao gồm:<br /> - Nhập và xuất dữ liệu<br /> - Xử lý dữ liệu GPS<br /> - Quản lý dữ liệu GIS<br /> - Chuyển đổi hệ tọa độ<br /> - Kiểm soát và đánh giá chất lượng dữ liệu<br /> <br /> 8.8 Có những hình thức hỗ trợ nào cho LEICA Geo Office?<br /> <br /> Leica Geosystems cung cấp các hình thức hỗ trợ như:<br /> - Hỗ trợ qua email<br /> - Tài liệu hướng dẫn trực tuyến<br /> - Hỗ trợ qua điện thoại và truy cập từ xa (đối với người dùng có giấy phép hợp lệ)<br /> <br /> 8.9 LEICA Geo Office có phiên bản dùng thử không?<br /> <br /> Có. Leica Geosystems cung cấp phiên bản dùng thử 30 ngày để người dùng có thể trải nghiệm phần mềm và các tính năng trước khi mua giấy phép.<br /> <br /> 8.10 Có đào tạo nào cho LEICA Geo Office không?<br /> <br /> Có. Leica Geosystems cung cấp nhiều hình thức đào tạo, bao gồm:<br /> - Khóa học trực tuyến<br /> - Đào tạo tại chỗ<br /> - Chương trình đào tạo tùy chỉnh theo yêu cầu của người dùng<br /> </span></span><br /> <span style="margin: 0px; padding: 0px; font-family: arial; font-size: 13px; text-align: justify; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px; font-weight: bold;">Liên hệ: </strong></u><br style="margin: 0px; padding: 0px;" /> <br style="margin: 0px; padding: 0px;" /> Số 145 Láng Hạ, Đống Đa, Hà Nội<br style="margin: 0px; padding: 0px;" /> Số 5/161 Nguyễn Tuân. Thanh Xuân, Hà Nội<br style="margin: 0px; padding: 0px;" /> Tel: 024.37764930<br style="margin: 0px; padding: 0px;" /> Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" /> Website: </span></span></span><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear; font-size: 13px;" target="_blank"><span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);">www.tracdiathanhdat.vn</span></a></span></span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" /> <span style="margin: 0px; padding: 0px; font-family: arial; font-size: 13px; text-align: justify; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px;"> </span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px; font-weight: bold;">@ Luôn đồng hành cùng bạn!</strong></span></span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"> </span></span>', 'images' => '202505141514525f9ec9a8660a545bcba20ac5e2c2004a.jpg', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Leica Geo Office', 'meta_key' => 'Leica GNSS, Máy toàn đạc điện tử Leica, máy thủy bình kỹ thuật số Leica', 'meta_des' => 'Leica GNSS, Máy toàn đạc điện tử Leica, máy thủy bình kỹ thuật số Leica', 'created' => '2025-05-14', 'modified' => '2026-02-01', 'status' => '1', 'view' => '14703', 'slug' => 'leica-geo-office-giai-phap-phan-mem-trac-dia-toan-dien', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '447', 'rght' => '448', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 5 => array( 'Post' => array( 'id' => '764', 'name' => 'Pin và Bộ Sạc - Đảm bảo cung cấp nguồn điện đáng tin cậy! ', 'code' => null, 'alias' => 'pin-va-bo-sac-dam-bao-cung-cap-nguon-dien-dang-tin-cay', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc lựa chọn pin và bộ sạc phù hợp có thể giúp tăng hiệu quả công việc ngoài trời, bảo vệ thiết bị và tối ưu hóa quy trình làm việc luôn là yếu tố cần ưu tiên!</span></span>', 'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Pin và bộ sạc đóng vai trò rất quan trọng trong việc đảm bảo nguồn điện ổn định cho các thiết bị công nghệ, đặc biệt là các thiết bị như máy toàn đạc, máy RTK và thiết bị khảo sát, nơi mà việc duy trì hiệu suất liên tục là rất quan trọng.<br /> <br /> Việc lựa chọn pin và bộ sạc phù hợp có thể giúp tăng hiệu quả công việc ngoài trời, bảo vệ thiết bị và tối ưu hóa quy trình làm việc luôn là yếu tố cần ưu tiên!<br /> <br /> Cùng tham khảo các yếu tố quan trọng của Pin và Bộ Sạc - Nguồn cung cấp điện đáng tin cậy!</span></span><br /> <br /> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Batteries_Chargers_PIC_1766x750 (2).jpg" style="width: 800px; height: 340px;" /></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Loại pin và hiệu suất</span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Pin Lithium-Ion (Li-Ion): Đây là loại pin phổ biến nhất trong các thiết bị hiện đại như máy thu GNSS và thiết bị khảo sát. Pin Li-Ion cung cấp mật độ năng lượng cao, tuổi thọ dài và tỷ lệ tự xả thấp. Chúng lý tưởng cho việc sử dụng liên tục ngoài trời.</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lợi ích: Nhẹ, tuổi thọ dài, sạc nhanh và bảo trì thấp.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu ý: Nhạy cảm với nhiệt độ cực đoan (cả nhiệt độ rất nóng và rất lạnh có thể làm giảm hiệu suất).</span></span></li> </ul> </li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Pin Nickel-Metal Hydride (NiMH): Mặc dù ít phổ biến ngày nay, nhưng pin NiMH vẫn được sử dụng trong một số thiết bị. Chúng được biết đến là thân thiện với môi trường hơn so với các loại pin khác.</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lợi ích: Ít độc hại và thường rẻ hơn so với pin Li-Ion, với hiệu suất hợp lý.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu ý: Mật độ năng lượng thấp hơn và tuổi thọ ngắn hơn so với pin Li-Ion.</span></span></li> </ul> </li> </ul> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Tuổi thọ pin</span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dung lượng và tuổi thọ: Dung lượng của pin (được đo bằng mAh hoặc Ah) quyết định thời gian thiết bị có thể hoạt động trước khi cần sạc lại. Đối với công việc ngoài trời, bạn cần các loại pin có thể hoạt động liên tục trong suốt một ca làm việc hoặc lâu hơn mà không bị hết pin.</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ví dụ, một máy thu GNSS hoặc thiết bị khảo sát có thể cần từ 8 đến 12 giờ hoặc hơn tùy vào yêu cầu công suất của thiết bị.</span></span></li> </ul> </li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản lý Pin: Nhiều thiết bị cao cấp đi kèm với hệ thống quản lý pin (BMS) tích hợp để theo dõi sức khỏe pin, ngăn ngừa sạc quá mức và tối ưu hóa hiệu suất theo thời gian.</span></span></li> </ul> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Bộ sạc: Hiệu Quả và Sạc Nhanh</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính tương thích: Điều quan trọng là bộ sạc phải được thiết kế đặc biệt cho loại pin mà nó hỗ trợ. Việc sử dụng bộ sạc không phù hợp có thể làm hỏng pin hoặc dẫn đến việc sạc không hiệu quả.</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ sạc nhanh: Một số hệ thống sử dụng bộ sạc nhanh, giúp sạc pin trong 1-2 giờ. Điều này rất hữu ích trong môi trường làm việc ngoài trời khi bạn có thời gian hạn chế.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trạm sạc cho nhiều thiết bị: Trong các hoạt động nhóm, trạm sạc nhiều ngăn có thể sạc nhiều pin cùng lúc, giúp bạn luôn có pin đầy khi cần.</span></span></li> </ul> <h2 style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica_Geosystems_GEB334_GEB364_batteries_800x428.jpg" style="width: 800px; height: 428px;" /></span></span></h2> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Giải pháp sạc ngoài trời</span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Pin dự phòng di động: Đối với việc sử dụng ngoài trời kéo dài, bộ sạc năng lượng mặt trời hoặc pin dự phòng di động có thể là những cứu cánh. Chúng đặc biệt hữu ích cho những khu vực xa xôi, nơi nguồn điện có thể hạn chế. Bộ sạc năng lượng mặt trời cung cấp một cách sạc ngoài lưới điện và tái tạo năng lượng cho các thiết bị cần nguồn điện ổn định.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ sạc Ô Tô: Trong nhiều ứng dụng ngoài trời, bộ sạc ô tô được sử dụng để sạc thiết bị khi đang di chuyển. Chúng hữu ích cho việc sạc thiết bị khi di chuyển giữa các công trường, giúp bạn không phải lãng phí thời gian.</span></span></li> </ul> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Độ bền và khả năng chịu đựng thời tiết</span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết kế chắc chắn: Pin và bộ sạc cho các ứng dụng ngoài trời hoặc công trường cần được thiết kế để chịu được môi trường khắc nghiệt. Điều này bao gồm khả năng chống nước, chống sốc và có thể chịu được nhiệt độ cực đoan.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xếp Hạng IP: Kiểm tra các thiết bị có xếp hạng IP cao (Bảo vệ chống xâm nhập), giúp đảm bảo chúng chống lại bụi bẩn, nước và các yếu tố môi trường khác. Điều này đặc biệt quan trọng đối với các thiết bị khảo sát hoặc điều tra hiện trường tai nạn.</span></span></li> </ul> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. Tính năng sạc thông minh</span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bảo vệ quá Tải: Một số bộ sạc hiện đại đi kèm với tính năng sạc thông minh, ngăn ngừa việc sạc quá mức và kéo dài tuổi thọ pin.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giám sát nhiệt độ: Cảm biến nhiệt độ được tích hợp sẽ bảo vệ thiết bị khỏi việc quá nhiệt, tính năng quan trọng cho các thiết bị ngoài trời cần sạc lâu dài hoặc sử dụng trong môi trường khắc nghiệt.</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/74286536_1376595119168281_1988573397101051904_n(1).jpg" style="width: 500px; height: 318px;" /></span></span></p> ', 'images' => '20250509100102409072cb60e202d2797a91e395909240.jpg', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Pin và sạc pin', 'meta_key' => 'Pin và Bộ Sạc - nguồn cung cấp điện đáng tin cậy! 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Pin, sạc pin, Leica, Nikon, Sokkia, Topcon', 'created' => '2025-05-09', 'modified' => '2026-02-01', 'status' => '1', 'view' => '3596', 'slug' => 'pin-va-bo-sac-dam-bao-cung-cap-nguon-dien-dang-tin-cay', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '445', 'rght' => '446', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 6 => array( 'Post' => array( 'id' => '763', 'name' => 'Phần mềm Leica Captivate v9.00', 'code' => null, 'alias' => 'phan-mem-leica-captivate-v9-00', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong data-end="157" data-start="65">Các bạn đã cập nhật lên phiên bản Leica Captivate 9.10 chưa?</strong> Phiên bản cập nhật nhỏ này mang đến một số tính năng hữu ích và là một lời nhắc tuyệt vời để khám phá tất cả các tính năng nâng cấp chính từ phiên bản 9, bao gồm sự tích hợp tốt hơn với dịch vụ <strong data-end="370" data-start="352">GeoCloud Drive.</strong></span></span>', 'content' => '<p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Phần mềm Leica Captivate v9.00</strong></span></span></p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tương thích với các sản phẩm:</span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy điều khiển hiện trường: CS20, CS30, CS35, CC180, CC200</span></span></li> </ul> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy toàn đạc điện tử: TS10, TS13, TS16, TS60, TM60, MS60</span></span></li> </ul> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy GNSS RTK: GS18 T, GS18 I, GS18, GS05</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngày phát hành:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">30 tháng 10 năm 2024</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có sẵn trên myWorld.<br /> <br /> <strong>>>></strong> <strong>Đăng ký: <a href="https://l.facebook.com/l.php?u=https%3A%2F%2Fhxgn.biz%2F4hzEhej&h=AT26Jho3db1szRAqSlz_lVvTo666P6aN3mZYBnN2EdAnCnJAgn6TlfLwGRoMwKrPBgOgjIHG60nQHb3tkcrAoAovo4eP2zKJkbxcXzJaUIUdxZ2MEaT4Db452_s0uYuLDY3pAzi_1Ybk6UuSTioWwP1PaH-YZw4IdC_113pMAj3qJ0cx&__tn__=-UK-R&c[0]=AT1yHTD1klVU0LNce4HVHmD3kv4nUHbf9zyU-rFVb4OZjXntoRIAagIgzvt7XZydeb2PEyuKl5CCr-9g_lxOfMJ2w2_XEk3SslxiIJaD2R9j49DvqPJytX4Vr-yJyfbt1EpWumBuD4vZRLVJ2iMcyn5WRfEBWS2yrbOw3EhGxKnxERDWOao9ecpOFHvcCyO73jJEV-RUvTC7Cy5IGgcNqfm7SvXfZuU0eibF0X5T">TẠI ĐÂY</a></strong></span></span><br /> <br /> <p data-end="414" data-start="387"> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phiên bản 9 có gì mới?</span></span></strong><br /> </p> <ul> <li data-end="414" data-start="387"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Sao lưu nhanh chóng</strong>: Với tùy chọn 'Upload to GeoCloud Drive' trong menu ngữ cảnh của công việc, bạn sẽ tạo bản sao lưu trên đám mây của các công việc của mình chỉ trong nháy mắt.</span></span></li> <li data-end="414" data-start="387"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Xuất dữ liệu đơn giản hơn</strong>: Bảng xuất dữ liệu giờ đây có một tùy chọn mới - 'Upload a copy to GeoCloud Drive'. Điều này đảm bảo rằng một bản sao của dữ liệu xuất được chuẩn bị để tải lên dự án đã chọn trong GeoCloud Drive, giúp giảm số bước cần thực hiện trong quá trình này.</span></span></li> </ul> <p data-end="414" data-start="387"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Geosystems đã cố gắng làm cho việc chia sẻ dữ liệu trở nên mượt mà hơn, đảm bảo rằng các thành viên trong nhóm của bạn có thể dễ dàng và nhanh chóng truy cập vào đóng góp của bạn.<br /> <br /> Để tìm hiểu tất cả các tính năng mới nhất của Leica Captivate -> <strong><a href="https://hxgn.biz/4hzEhej">XEM TẠI ĐÂY</a></strong></span></span><br /> </p> <iframe allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share" allowfullscreen="" frameborder="0" height="305" referrerpolicy="strict-origin-when-cross-origin" src="https://www.youtube.com/embed/Kxk3A93lWZc" title="Leica Captivate v9.0: SmartPole Extensions, GeoCloud Drive and Snapping Enhancements & more" width="680"></iframe>', 'images' => '20250508094032e9f29fd87b074748e5f064af2850e79a.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy RTK', 'meta_key' => 'Leica Captivate v9.0', 'meta_des' => 'Leica Captivate v9.0', 'created' => '2025-05-08', 'modified' => '2026-02-02', 'status' => '1', 'view' => '11925', 'slug' => 'phan-mem-leica-captivate-v9-00', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '443', 'rght' => '444', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 7 => array( 'Post' => array( 'id' => '762', 'name' => 'Thúc đẩy cơ sở hạ tầng trắc địa của Việt Nam với mạng lưới tham chiếu GNSS toàn quốc!', 'code' => null, 'alias' => 'thuc-day-co-so-ha-tang-trac-dia-cua-viet-nam-voi-mang-luoi-tham-chieu-gnss-toan-quoc', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thúc đẩy cơ sở hạ tầng trắc địa của Việt Nam với mạng lưới tham chiếu GNSS toàn quốc với công nghệ tiên tiến của Leica Geosystems.</span></span></p> ', 'content' => '<div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trải dài 1.650 km từ Bắc vào Nam, Việt Nam có cảnh quan đa dạng với những ngọn núi có rừng, đồng bằng châu thổ màu mỡ, bờ biển rộng lớn và các khu đô thị đang phát triển nhanh chóng. Đảm bảo cơ sở hạ tầng trắc địa của Việt Nam hiện đại và đáng tin cậy là rất quan trọng đối với các hoạt động khảo sát và lập bản đồ quốc gia dựa trên công nghệ GNSS.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc xây dựng hệ thống trạm CORS ở Việt Nam là nhu cầu cấp thiết nhằm hỗ trợ cung cấp thông tin, dữ liệu, đảm bảo tính đầy đủ, chính xác và kịp thời đóng góp cho sự phát triển của các lĩnh vực kinh tế – xã hội, giám sát tài nguyên, bảo vệ môi trường, quốc phòng – an ninh, đặc biệt nhất là góp phần vào công tác bảo vệ chủ quyền lãnh thổ quốc gia và thúc đẩy những hoạt động nghiên cứu khoa học Trái Đất.<br /> <br /> Trạm tham chiếu hoạt động liên tục (CORS) rộng lớn hiện nay tại Việt Nam với sự công nghệ tiên tiến của Leica Geosystems đã giúp tất cả những điều này trở nên khả thi với dữ liệu định vị theo thời gian thực và xử lý hậu kỳ ở cấp độ centimet có sẵn trên khắp cả nước.</span></span></div> <div> <br /> </div> <div style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Rover_connect1_v2.jpg" style="width: 800px; height: 420px;" /></div> <div> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuyển đổi bản đồ quốc gia của Việt Nam bằng mạng lưới trạm tham chiếu GNSS</span></span></strong><br /> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Năm 2016, Cục Đo đạc, Bản đồ và Thông tin địa lý Việt Nam (DOSMVN), cơ quan dữ liệu không gian địa lý của quốc gia, đã bắt tay vào một dự án đầy tham vọng nhằm xây dựng mạng lưới GNSS trên khắp cả nước. Để đạt được những mục tiêu này, DOSMVN cần thiết lập CORS trên quy mô toàn quốc, bao gồm sự kết hợp giữa các máy thu và ăng-ten GNSS cùng phần mềm tinh vi để liên tục ghi lại, xử lý và cung cấp dữ liệu định vị chính xác theo thời gian thực.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sáng kiến này sẽ cải tổ cơ sở hạ tầng trắc địa của Việt Nam, tận dụng các khả năng tiên tiến của công nghệ định vị GNSS thời gian thực để tinh chỉnh các quy trình khảo sát và lập bản đồ, đồng thời nâng cao hệ thống tọa độ và phép chiếu quốc gia.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">"Việc triển khai mạng lưới CORS trên khắp Việt Nam là một bước quan trọng hướng tới việc khai thác toàn bộ phổ dữ liệu GNSS cho các nỗ lực lập bản đồ quốc gia của chúng tôi", Trần Phúc Thắng, Giám đốc Trung tâm Điều tra - Xử lý dữ liệu khảo sát và lập bản đồ tại DOSMVN giải thích.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">"Mạng lưới kết nối các trạm định vị vệ tinh trên toàn quốc thành một hệ thống thống nhất để tối ưu hóa thiết bị, giảm thiểu đầu tư và mở rộng khả năng hoạt động cho nhiều ứng dụng khác nhau" "Nó đảm bảo tuân thủ mạng lưới Dịch vụ GNSS quốc tế (IGS) và các mạng lưới của các tổ chức GNSS khác trên toàn thế giới".</span></span></div> <div> </div> <div> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuyển đổi bản đồ quốc gia của Việt Nam bằng mạng lưới trạm tham chiếu GNSS</span></span></strong><br /> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tập đoàn SISC đã được DOSMVN ký hợp đồng thiết kế, xây dựng và đưa vào vận hành mạng lưới định vị vệ tinh quốc gia, VNGEONET. Năm 2019, họ đã hoàn thành việc lắp đặt, thiết lập mạng lưới toàn quốc gồm 65 trạm, bao gồm 24 trạm Geodetic CORS và 41 trạm NRTK CORS.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mạng lưới có 65 máy chủ tham chiếu Leica GR50, lý tưởng cho các cài đặt cố định và cung cấp 555 kênh hỗ trợ tất cả các chòm sao GNSS toàn cầu, chẳng hạn như GPS, GLONASS, Galileo và BeiDou, cũng như các hệ thống khu vực. Với các giao diện đồng thời và nhiều giao diện để truyền thông, cung cấp điện và ghi dữ liệu, các máy chủ tham chiếu này cung cấp các hoạt động đáng tin cậy cần thiết cho dự án này.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mạng lưới bao gồm 65 ăng-ten GNSS 4 chòm sao Leica AR25 và Bộ phần mềm Leica Spider. Leica Spider Software hỗ trợ hệ thống bằng cách cung cấp dữ liệu từ tất cả GNSS cùng lúc, cung cấp một cách hiệu quả để truy cập dữ liệu thời gian thực và dữ liệu xử lý sau. Phần mềm Spider được thiết kế riêng theo nhu cầu cụ thể của DOSMVN, bao gồm bản đồ tùy chỉnh và các tính năng của người dùng, giúp giải pháp này trở nên linh hoạt.</span></span></div> <div> </div> <div> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mạng GNSS quốc gia mang lại lợi ích cho ngành công nghiệp và phát triển cơ sở hạ tầng</span></span></strong><br /> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dự án này thể hiện sự phát triển từ các phương pháp truyền thống sang các giải pháp mới nhất và minh họa cho những lợi ích của việc áp dụng mạng tham chiếu GNSS toàn quốc để thúc đẩy hoạt động khảo sát và lập bản đồ cùng với một loạt các ứng dụng công nghiệp khác.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">"Ngoài việc hiện đại hóa hoạt động lập bản đồ, chúng tôi muốn đạt được độ chính xác cao trong các dịch vụ Định vị động học thời gian thực (RTK) và RTK mạng áp dụng cho nhiều ngành công nghiệp khác nhau", ông Thắng cho biết.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều ngành công nghiệp trên khắp Việt Nam phụ thuộc vào dữ liệu không gian địa lý chính xác để sử dụng các công nghệ tiên tiến và đảm bảo dữ liệu dự án được hoàn thiện. Điều này bao gồm từ công việc khảo sát, như sử dụng xe tự hành GNSS để đo ranh giới tài sản hoặc máy bay không người lái để khảo sát trên không các công trường xây dựng, đến các ứng dụng điều khiển máy tự động, phát triển cơ sở hạ tầng, v.v.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cung cấp các bản sửa lỗi RTK mạng 24/7 dễ truy cập cho các công ty trên khắp Việt Nam mang lại một số lợi ích về kinh tế và phát triển cơ sở hạ tầng. Dữ liệu RTK liên tục và có sẵn rộng rãi giúp giảm chi phí phát sinh cho các doanh nghiệp vốn sẽ phải chịu chi phí hoạt động cao hơn nhiều nếu không có dịch vụ như vậy. Điều này dẫn đến tiết kiệm chi phí trong các lĩnh vực như kỹ thuật dân dụng, xây dựng, nông nghiệp và giao thông - giúp thúc đẩy tăng trưởng kinh tế.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngoài ra, việc giảm chi phí thu thập dữ liệu không gian có độ chính xác cao giúp lập kế hoạch và thực hiện chính xác các dự án cơ sở hạ tầng quy mô lớn quan trọng để thích ứng với dân số đô thị ngày càng tăng của Việt Nam.<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/GEODETIC CORS AND NRTK CORS_Cropped.png" style="width: 800px; height: 356px;" /></span></span><br /> <br /> <div> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nghiên cứu khoa học và giám sát môi trường bằng GNSS</span></span></strong><br /> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các nhà nghiên cứu trong các lĩnh vực như khoa học môi trường, địa chất và bản đồ học cũng được hưởng lợi vì họ có thể thực hiện các nghiên cứu sâu rộng và chính xác hơn. CORS tại Việt Nam đã cải thiện đáng kể khả năng đo tốc độ dịch chuyển mảng và đóng góp dữ liệu có giá trị cho nghiên cứu khí tượng và tầng điện ly.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">CORS cung cấp một cách để đo mức tầng điện ly, sử dụng máy thu để thu thập thông tin về độ trễ tầng điện ly mà tín hiệu GNSS gặp phải trên đường đi của chúng. Điều này cho phép các chuyên gia tính toán tổng số electron (TEC) và lập bản đồ mật độ electron tầng điện ly. Hoạt động của tầng điện ly ảnh hưởng trực tiếp đến độ chính xác của các hệ thống dựa trên GNSS để khảo sát, định vị, viễn thông, v.v. Việc giám sát tầng điện ly cho phép các chuyên gia đánh giá độ tin cậy của các hệ thống này và thực hiện các biện pháp giảm thiểu khi có thể.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mạng lưới này cũng cung cấp thông tin có giá trị về các điều kiện khí quyển, bao gồm lượng hơi nước trong khí quyển – đặc biệt quan trọng đối với các khu vực có lượng mưa lớn ở Việt Nam. Tương tự như việc đo hoạt động tầng điện ly, các máy thu CORS ghi lại độ trễ mà tín hiệu GNSS gặp phải khi di chuyển qua khí quyển do hơi nước. Bằng cách so sánh thời gian đến ước tính và thực tế của tín hiệu GNSS tại các máy thu CORS, có thể ước tính mức độ hơi nước. Phương pháp này cung cấp các quan sát khí tượng độc đáo, góp phần vào dự báo thời tiết và nghiên cứu khí hậu.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngoài ra, mạng lưới rộng lớn của Việt Nam giúp có thể theo dõi các chuyển động trong lớp vỏ trái đất và tốc độ của các chuyển động này theo thời gian bằng GNSS. Là một khu vực hoạt động địa chấn, đây là một nguồn tài nguyên đặc biệt có giá trị để ghi lại và dự đoán các chuyển động mặt đất.</span></span><br /> </div> <div> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">“Việc kết nối 65 trạm này trên khắp đất nước chúng tôi đánh dấu bước tiến vượt bậc trong khả năng lập bản đồ và khảo sát của chúng tôi, đạt được mức độ chính xác và độ tin cậy chưa từng thấy trước đây”</span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc triển khai các trạm tham chiếu GNSS và phần mềm Leica Geosystems đóng vai trò then chốt trong việc hiện thực hóa các mục tiêu của dự án này.<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/CHỌN ANH TÀI (665 x 295 px) (Quảng cáo trên Facebook) (6).png" style="width: 800px; height: 419px;" /></span></span></div> <div> </div> </div> ', 'images' => '2025042311180589dc854da356e13b8a4eeadb31876909.jpg', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy RTK', 'meta_key' => 'Máy RTK, máy định vị vệ tinh RTK, máy GPS RTK, máy định vị vệ tinh GNSS RTK, máy RTK giá rẻ, máy RTK tốt nhất', 'meta_des' => 'Máy RTK, máy định vị vệ tinh RTK, máy GPS RTK, máy định vị vệ tinh GNSS RTK, máy RTK giá rẻ, máy RTK tốt nhất', 'created' => '2025-04-23', 'modified' => '2026-02-02', 'status' => '1', 'view' => '13732', 'slug' => 'thuc-day-co-so-ha-tang-trac-dia-cua-viet-nam-voi-mang-luoi-tham-chieu-gnss-toan-quoc', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '441', 'rght' => '442', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 8 => array( 'Post' => array( 'id' => '760', 'name' => 'Pin hạt nhân BV100 - công nghệ của tương lai', 'code' => null, 'alias' => 'pin-hat-nhan-bv100-cong-nghe-cua-tuong-lai', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ<strong><span itemprop="isBasedOn" itemscope="" itemtype="https://schema.org/WebPage" style="position: fixed; 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Viên pin BV100 của công ty Betavolt Technology đến từ Trung Quốc đang biến điều không tưởng ấy thành hiện thực với công nghệ pin hạt nhân hoàn toàn mới. https://techfancy.net/" border="0" height="1" itemprop="image" src="https://xurls.net/px.gif?utm_campaign=https%3A%2F%2Ftechfancy.net%2F&utm_source=dmca&utm_medium=copy&utm_term=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi&utm_content=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi.%20B%E1%BA%A1n%20%C4%91%C3%A3%20bao%20gi%E1%BB%9D%20t%C6%B0%E1%BB%9Fng%20t%C6%B0%E1%BB%A3ng%20v%E1%BB%81%20m%E1%BB%99t%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B4ng%20ngh%E1%BB%87%20c%C3%B3%20th%E1%BB%83%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20su%E1%BB%91t%20n%E1%BB%ADa%20th%E1%BA%BF%20k%E1%BB%B7%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20hay%20ch%C6%B0a%3F%20Vi%C3%AAn%20pin%20BV100%20c%E1%BB%A7a%20c%C3%B4ng%20ty%20Betavol.%20B%E1%BA%A1n%20%C4%91%C3%A3%20bao%20gi%E1%BB%9D%20t%C6%B0%E1%BB%9Fng%20t%C6%B0%E1%BB%A3ng%20v%E1%BB%81%20m%E1%BB%99t%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B4ng%20ngh%E1%BB%87%20c%C3%B3%20th%E1%BB%83%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20su%E1%BB%91t%20n%E1%BB%ADa%20th%E1%BA%BF%20k%E1%BB%B7%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20hay%20ch%C6%B0a%3F%20Vi%C3%AAn%20pin%20BV100%20c%E1%BB%A7a%20c%C3%B4ng%20ty%20Betavolt%20Technology%20%C4%91%E1%BA%BFn%20t%E1%BB%AB%20Trung%20Qu%E1%BB%91c%20%C4%91ang%20bi%E1%BA%BFn%20%C4%91i%E1%BB%81u%20kh%C3%B4ng%20t%C6%B0%E1%BB%9Fng%20%E1%BA%A5y%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20v%E1%BB%9Bi%20c%C3%B4ng%20ngh%E1%BB%87%20pin%20h%E1%BA%A1t%20nh%C3%A2n%20ho%C3%A0n%20to%C3%A0n%20m%E1%BB%9Bi.%20https%3A%2F%2Ftechfancy.net%2F&dmcaaducpp=1" style="position: fixed; inset: initial; opacity: 0; visibility: visible; display: inline-block; margin: 0px; padding: 0px; overflow: hidden; border: none; background: none; color: initial; cursor: auto; max-width: 1px; max-height: 1px; width: 1px; height: 1px;" title="Pin hạt nhân BV100 Betavolt - Khi khoa học viễn tưởng trở thành hiện thực - BlogAnChoi. Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? Viên pin BV100 của công ty Betavol. Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? Viên pin BV100 của công ty Betavolt Technology đến từ Trung Quốc đang biến điều không tưởng ấy thành hiện thực với công nghệ pin hạt nhân hoàn toàn mới. https://techfancy.net/" width="1" /></a></strong> có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? Viên pin BV100 của công ty Betavolt Technology đến từ Trung Quốc đang biến điều không tưởng ấy thành hiện thực với công nghệ pin hạt nhân hoàn toàn mới.</span></span>', 'content' => '<p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="background-color: rgb(254, 254, 254);">Công ty </span>Betavolt New Energy Technology, có trụ sở tại Bắc Kinh<span style="background-color: rgb(254, 254, 254);">, Trung Quốc vừa công bố sản xuất đại trà pin hạt nhân với thông số ấn tượng: điện áp 3V, công suất 100 microwatt. Dù công suất không lớn, pin có tuổi thọ lên tới 50 năm và kích thước siêu nhỏ (15×15×5 mm). Đặc biệt, nó hoạt động ổn định trong dải nhiệt độ từ -60°C đến 120°C và an toàn nhờ sử dụng niken-63 - đồng vị phóng xạ có chu kỳ bán rã 100 năm, cuối cùng phân hủy thành đồng vị đồng bền.</span></span></span></span></p> <p> <br /> <span style="background-color: rgb(254, 254, 254); font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">Theo chuyên gia Nga, công nghệ này đã xuất hiện từ vài năm trước. Năm 2023, Giáo sư Mefi (Nga) từng thiết kế thử nghiệm "pin hạt nhân" dựa trên nguồn đồng vị phóng xạ và vật liệu bán dẫn. Tuy nhiên, chi phí sản xuất quá cao do giá niken-63 đắt đỏ (hơn 200 triệu rúp/100g) khiến Nga không thể phát triển thêm.</span></p> <p> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sinh ra từ khát vọng đổi mới ngành năng lượng trên toàn cầu, Betavolt Technology đã ra mắt thế giới viên pin “viễn tưởng” BV100 vào đầu 2024 chỉ sau 3 năm thành lập công ty. Với kích thước khiêm tốn chỉ to ngang một đồng xu, viên pin này là sự kết hợp hoàn hảo giữa những đồng vị phóng xạ nickel-63 và công nghệ bán dẫn kim cương thế hệ thứ tư. Cơ chế chuyển đổi năng lượng phân rã beta thành điện năng cho phép BV100 làm điều tưởng chừng như không thế: cung cấp năng lượng liên tục trong nửa thế kỷ mà không đòi hỏi một lần sạc hay bảo trì nào.<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/pin-hat-nhan-betavolt_65a4f1f79425d.jpg" style="width: 800px; height: 447px;" /></span></span></span></p> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Nguyên lý hoạt động của pin hạt nhân BV100</strong></span></span></span><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">Pin hạt nhân BV100 hoạt động dựa trên nguyên lý betavoltaic, trong đó các hạt beta phát ra từ quá trình phân rã của nickel-63 được chuyển đổi thành điện năng thông qua một lớp bán dẫn kim cương mỏng.</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);"> Cấu trúc của pin bao gồm các lớp xen kẽ giữa nguồn nickel-63 và các lớp bán dẫn kim cương, tạo thành một mô-đun có thể mở rộng để tăng công suất. <br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/pin-hat-nhan.jpeg" style="width: 800px; height: 451px;" /></span></p> <p> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">2. Những ưu điểm của viên pin hạt nhân BV100</strong></p> <p> </p> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tuổi thọ vượt trội</strong></span></span></span></p> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm nổi bật nhất ở viên pin BV100 đó chính là việc nó có thể cung cấp năng lượng liên tục trong 50 năm mà không cần sạc lại hoặc bảo trì, từ đó đáp ứng nhu cầu của các thiết bị đòi hỏi độ tin cậy cao và vận hành dài hạn trong các ứng dụng quan trọng trong cuộc sống.</span></span></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://bloganchoi.com/pin-hat-nhan-bv100-betavolt/?utm_campaign=https%3A%2F%2Fbloganchoi.com%2Fpin-hat-nhan-bv100-betavolt%2F&utm_source=dmca&utm_medium=copy&utm_term=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi&utm_content=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi.%20B%E1%BA%A1n%20%C4%91%C3%A3%20bao%20gi%E1%BB%9D%20t%C6%B0%E1%BB%9Fng%20t%C6%B0%E1%BB%A3ng%20v%E1%BB%81%20m%E1%BB%99t%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B4ng%20ngh%E1%BB%87%20c%C3%B3%20th%E1%BB%83%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20su%E1%BB%91t%20n%E1%BB%ADa%20th%E1%BA%BF%20k%E1%BB%B7%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20hay%20ch%C6%B0a%3F%20Vi%C3%AAn%20pin%20BV100%20c%E1%BB%A7a%20c%C3%B4ng%20ty%20Betavol.%20Nh%E1%BB%AFng%20%C6%B0u%20%C4%91i%E1%BB%83m%20c%E1%BB%A7a%20vi%C3%AAn%20pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20C%E1%BA%A5u%20tr%C3%BAc%20c%E1%BB%A7a%20vi%C3%AAn%20pin%20BV100%20(Ngu%E1%BB%93n%3A%20Internet)Tu%E1%BB%95i%20th%E1%BB%8D%20v%C6%B0%E1%BB%A3t%20tr%E1%BB%99iNh%C6%B0%20m%C3%ACnh%20%C4%91%C3%A3%20%C4%91%E1%BB%81%20c%E1%BA%ADp%20%E1%BB%9F%20b%C3%AAn%20tr%C3%AAn%2C%20%C4%91i%E1%BB%83m%20n%E1%BB%95i%20b%E1%BA%ADt%20nh%E1%BA%A5t%20%E1%BB%9F%20vi%C3%AAn%20pin%20BV100%20%C4%91%C3%B3%20ch%C3%ADnh%20l%C3%A0%20vi%E1%BB%87c%20n%C3%B3%20c%C3%B3%20th%E1%BB%83%20cung%20c%E1%BA%A5p%20n%C4%83ng%20l%C6%B0%E1%BB%A3ng%20li%C3%AAn%20t%E1%BB%A5c%20trong%2050%20n%C4%83m%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20l%E1%BA%A1i%20ho%E1%BA%B7c%20b%E1%BA%A3o%20tr%C3%AC%2C%20t%E1%BB%AB%20%C4%91%C3%B3%20%C4%91%C3%A1p%20%E1%BB%A9ng%20nhu%20c%E1%BA%A7u%20c%E1%BB%A7a%20c%C3%A1c%20thi%E1%BA%BFt%20b%E1%BB%8B%20%C4%91%C3%B2i%20h%E1%BB%8Fi%20%C4%91%E1%BB%99%20tin%20c%E1%BA%ADy%20cao%20v%C3%A0%20v%E1%BA%ADn%20h%C3%A0nh%20d%C3%A0i%20h%E1%BA%A1n%20trong%20c%C3%A1c%20%E1%BB%A9ng%20d%E1%BB%A5ng%20quan%20tr%E1%BB%8Dng%20trong%20cu%E1%BB%99c%20s%E1%BB%91ng.Thi%E1%BA%BFt%20k%E1%BA%BF%20nh%E1%BB%8F%20g%E1%BB%8DnV%E1%BB%9Bi%20k%C3%ADch%20th%C6%B0%E1%BB%9Bc%20ch%E1%BB%89%20t%C6%B0%C6%A1ng%20%C4%91%C6%B0%C6%A1ng%20m%E1%BB%99t%20%C4%91%E1%BB%93ng%20xu%2C%20pin%20BV100%20mang%20%C4%91%E1%BA%BFn%20kh%E1%BA%A3%20n%C4%83ng%20t%C3%ADch%20h%E1%BB%A3p%20linh%20ho%E1%BA%A1t%20v%C3%A0o%20nhi%E1%BB%81u%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B3%20kh%C3%B4ng%20gian%20h%E1%BA%A1n%20ch%E1%BA%BF%2C%20gi%C3%BAp%20m%E1%BB%9F%20r%E1%BB%99ng%20%C4%91%C3%A1ng%20k%E1%BB%83%20ph%E1%BA%A1m%20vi%20%E1%BB%A9ng%20d%E1%BB%A5ng%20trong%20nhi%E1%BB%81u%20l%C4%A9nh%20v%E1%BB%B1c%20c%C3%B4ng%20ngh%E1%BB%87.An%20to%C3%A0n%20v%C3%A0%20b%E1%BB%81n%20v%E1%BB%AFngV%C3%AC%20trong%20quy%20tr%C3%ACnh%20chuy%E1%BB%83n%20h%C3%B3a%20c%E1%BB%A7a%20nickel%20%E2%80%93%2063%20s%E1%BA%BD%20bi%E1%BA%BFn%20n%C3%B3%20th%C3%A0nh%20%C4%90%E1%BB%93ng%20%E2%80%93%2063%20%E2%80%93%20m%E1%BB%99t%20nguy%C3%AAn%20t%E1%BB%91%20%E1%BB%95n%20%C4%91%E1%BB%8Bnh%20v%C3%A0%20kh%C3%B4ng%20ph%C3%B3ng%20x%E1%BA%A1%2C%20t%E1%BB%AB%20%C4%91%C3%B3%20gi%C3%BAp%20%C4%91%E1%BA%A3m%20b%E1%BA%A3o%20t%C3%ADnh%20an%20to%C3%A0n%20v%C3%A0%20gi%E1%BA%A3m%20thi%E1%BB%83u%20c%C3%A1c%20t%C3%A1c%20%C4%91%E1%BB%99ng%20%C4%91%E1%BA%BFn%20m%C3%B4i%20tr%C6%B0%E1%BB%9Dng%2C%20%C4%91%C3%A1p%20%E1%BB%A9ng%20c%C3%A1c%20ti%C3%AAu%20chu%E1%BA%A9n%20kh%E1%BA%AFt%20khe%20v%E1%BB%81%20ph%C3%A1t%20tri%E1%BB%83n%20c%C3%B4ng%20ngh%E1%BB%87%20b%E1%BB%81n%20v%E1%BB%AFng.%20Sponsor%20Kh%E1%BA%A3%20n%C4%83ng%20v%E1%BA%ADn%20h%C3%A0nh%20trong%20%C4%91i%E1%BB%81u%20ki%E1%BB%87n%20kh%E1%BA%AFc%20nghi%E1%BB%87tPin%20BV100%20c%C3%B3%20th%E1%BB%83%20duy%20tr%C3%AC%20hi%E1%BB%87u%20su%E1%BA%A5t%20%E1%BB%95n%20%C4%91%E1%BB%8Bnh%20trong%20ph%E1%BA%A1m%20vi%20nhi%E1%BB%87t%20%C4%91%E1%BB%99%20r%E1%BB%99ng%20t%E1%BB%AB%20-60%C2%B0C%20%C4%91%E1%BA%BFn%20120%C2%B0C%2C%20mang%20%C4%91%E1%BA%BFn%20gi%E1%BA%A3i%20ph%C3%A1p%20n%C4%83ng%20l%C6%B0%E1%BB%A3ng%20%C4%91%C3%A1ng%20tin%20c%E1%BA%ADy%20cho%20c%C3%A1c%20thi%E1%BA%BFt%20b%E1%BB%8B%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20c%C3%A1c%20m%C3%B4i%20tr%C6%B0%E1%BB%9Dng%20c%E1%BB%B1c%20k%E1%BB%B3%20kh%E1%BA%AFc%20nghi%E1%BB%87t.%20https%3A%2F%2Fbloganchoi.com%2Fpin-hat-nhan-bv100-betavolt%2F" title=""Pin hạt nhân BV100 Betavolt - Khi khoa học viễn tưởng trở thành hiện thực - BlogAnChoi. Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? Viên pin BV100 của công ty Betavol. Những ưu đi"><span style="color:#000000;"><img border="0" height="1" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAEAAAABCAMAAAAoyzS7AAAAAXNSR0ICQMB9xQAAAANQTFRFAAAAp3o92gAAAAF0Uk5TAEDm2GYAAAAJcEhZcwAADsQAAA7EAZUrDhsAAAAZdEVYdFNvZnR3YXJlAE1pY3Jvc29mdCBPZmZpY2V/7TVxAAAACklEQVQY02NgAAAAAgABmGNs1wAAAABJRU5ErkJggg==" width="1" /></span></a><a href="https://bloganchoi.com/?utm_campaign=https%3A%2F%2Fbloganchoi.com%2Fpin-hat-nhan-bv100-betavolt%2F&utm_source=dmca&utm_medium=copy&utm_term=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi&utm_content=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi.%20B%E1%BA%A1n%20%C4%91%C3%A3%20bao%20gi%E1%BB%9D%20t%C6%B0%E1%BB%9Fng%20t%C6%B0%E1%BB%A3ng%20v%E1%BB%81%20m%E1%BB%99t%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B4ng%20ngh%E1%BB%87%20c%C3%B3%20th%E1%BB%83%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20su%E1%BB%91t%20n%E1%BB%ADa%20th%E1%BA%BF%20k%E1%BB%B7%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20hay%20ch%C6%B0a%3F%20Vi%C3%AAn%20pin%20BV100%20c%E1%BB%A7a%20c%C3%B4ng%20ty%20Betavol.%20Nh%E1%BB%AFng%20%C6%B0u%20%C4%91i%E1%BB%83m%20c%E1%BB%A7a%20vi%C3%AAn%20pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20C%E1%BA%A5u%20tr%C3%BAc%20c%E1%BB%A7a%20vi%C3%AAn%20pin%20BV100%20(Ngu%E1%BB%93n%3A%20Internet)Tu%E1%BB%95i%20th%E1%BB%8D%20v%C6%B0%E1%BB%A3t%20tr%E1%BB%99iNh%C6%B0%20m%C3%ACnh%20%C4%91%C3%A3%20%C4%91%E1%BB%81%20c%E1%BA%ADp%20%E1%BB%9F%20b%C3%AAn%20tr%C3%AAn%2C%20%C4%91i%E1%BB%83m%20n%E1%BB%95i%20b%E1%BA%ADt%20nh%E1%BA%A5t%20%E1%BB%9F%20vi%C3%AAn%20pin%20BV100%20%C4%91%C3%B3%20ch%C3%ADnh%20l%C3%A0%20vi%E1%BB%87c%20n%C3%B3%20c%C3%B3%20th%E1%BB%83%20cung%20c%E1%BA%A5p%20n%C4%83ng%20l%C6%B0%E1%BB%A3ng%20li%C3%AAn%20t%E1%BB%A5c%20trong%2050%20n%C4%83m%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20l%E1%BA%A1i%20ho%E1%BA%B7c%20b%E1%BA%A3o%20tr%C3%AC%2C%20t%E1%BB%AB%20%C4%91%C3%B3%20%C4%91%C3%A1p%20%E1%BB%A9ng%20nhu%20c%E1%BA%A7u%20c%E1%BB%A7a%20c%C3%A1c%20thi%E1%BA%BFt%20b%E1%BB%8B%20%C4%91%C3%B2i%20h%E1%BB%8Fi%20%C4%91%E1%BB%99%20tin%20c%E1%BA%ADy%20cao%20v%C3%A0%20v%E1%BA%ADn%20h%C3%A0nh%20d%C3%A0i%20h%E1%BA%A1n%20trong%20c%C3%A1c%20%E1%BB%A9ng%20d%E1%BB%A5ng%20quan%20tr%E1%BB%8Dng%20trong%20cu%E1%BB%99c%20s%E1%BB%91ng.Thi%E1%BA%BFt%20k%E1%BA%BF%20nh%E1%BB%8F%20g%E1%BB%8DnV%E1%BB%9Bi%20k%C3%ADch%20th%C6%B0%E1%BB%9Bc%20ch%E1%BB%89%20t%C6%B0%C6%A1ng%20%C4%91%C6%B0%C6%A1ng%20m%E1%BB%99t%20%C4%91%E1%BB%93ng%20xu%2C%20pin%20BV100%20mang%20%C4%91%E1%BA%BFn%20kh%E1%BA%A3%20n%C4%83ng%20t%C3%ADch%20h%E1%BB%A3p%20linh%20ho%E1%BA%A1t%20v%C3%A0o%20nhi%E1%BB%81u%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B3%20kh%C3%B4ng%20gian%20h%E1%BA%A1n%20ch%E1%BA%BF%2C%20gi%C3%BAp%20m%E1%BB%9F%20r%E1%BB%99ng%20%C4%91%C3%A1ng%20k%E1%BB%83%20ph%E1%BA%A1m%20vi%20%E1%BB%A9ng%20d%E1%BB%A5ng%20trong%20nhi%E1%BB%81u%20l%C4%A9nh%20v%E1%BB%B1c%20c%C3%B4ng%20ngh%E1%BB%87.An%20to%C3%A0n%20v%C3%A0%20b%E1%BB%81n%20v%E1%BB%AFngV%C3%AC%20trong%20quy%20tr%C3%ACnh%20chuy%E1%BB%83n%20h%C3%B3a%20c%E1%BB%A7a%20nickel%20%E2%80%93%2063%20s%E1%BA%BD%20bi%E1%BA%BFn%20n%C3%B3%20th%C3%A0nh%20%C4%90%E1%BB%93ng%20%E2%80%93%2063%20%E2%80%93%20m%E1%BB%99t%20nguy%C3%AAn%20t%E1%BB%91%20%E1%BB%95n%20%C4%91%E1%BB%8Bnh%20v%C3%A0%20kh%C3%B4ng%20ph%C3%B3ng%20x%E1%BA%A1%2C%20t%E1%BB%AB%20%C4%91%C3%B3%20gi%C3%BAp%20%C4%91%E1%BA%A3m%20b%E1%BA%A3o%20t%C3%ADnh%20an%20to%C3%A0n%20v%C3%A0%20gi%E1%BA%A3m%20thi%E1%BB%83u%20c%C3%A1c%20t%C3%A1c%20%C4%91%E1%BB%99ng%20%C4%91%E1%BA%BFn%20m%C3%B4i%20tr%C6%B0%E1%BB%9Dng%2C%20%C4%91%C3%A1p%20%E1%BB%A9ng%20c%C3%A1c%20ti%C3%AAu%20chu%E1%BA%A9n%20kh%E1%BA%AFt%20khe%20v%E1%BB%81%20ph%C3%A1t%20tri%E1%BB%83n%20c%C3%B4ng%20ngh%E1%BB%87%20b%E1%BB%81n%20v%E1%BB%AFng.%20Sponsor%20Kh%E1%BA%A3%20n%C4%83ng%20v%E1%BA%ADn%20h%C3%A0nh%20trong%20%C4%91i%E1%BB%81u%20ki%E1%BB%87n%20kh%E1%BA%AFc%20nghi%E1%BB%87tPin%20BV100%20c%C3%B3%20th%E1%BB%83%20duy%20tr%C3%AC%20hi%E1%BB%87u%20su%E1%BA%A5t%20%E1%BB%95n%20%C4%91%E1%BB%8Bnh%20trong%20ph%E1%BA%A1m%20vi%20nhi%E1%BB%87t%20%C4%91%E1%BB%99%20r%E1%BB%99ng%20t%E1%BB%AB%20-60%C2%B0C%20%C4%91%E1%BA%BFn%20120%C2%B0C%2C%20mang%20%C4%91%E1%BA%BFn%20gi%E1%BA%A3i%20ph%C3%A1p%20n%C4%83ng%20l%C6%B0%E1%BB%A3ng%20%C4%91%C3%A1ng%20tin%20c%E1%BA%ADy%20cho%20c%C3%A1c%20thi%E1%BA%BFt%20b%E1%BB%8B%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20c%C3%A1c%20m%C3%B4i%20tr%C6%B0%E1%BB%9Dng%20c%E1%BB%B1c%20k%E1%BB%B3%20kh%E1%BA%AFc%20nghi%E1%BB%87t.%20https%3A%2F%2Fbloganchoi.com%2Fpin-hat-nhan-bv100-betavolt%2F" title=""This article is referenced content from https://bloganchoi.com - Pin hạt nhân BV100 Betavolt - Khi khoa học viễn tưởng trở thành hiện thực - BlogAnChoi. Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không "><span style="color:#000000;"><img border="0" height="1" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAEAAAABCAMAAAAoyzS7AAAAAXNSR0ICQMB9xQAAAANQTFRFAAAAp3o92gAAAAF0Uk5TAEDm2GYAAAAJcEhZcwAADsQAAA7EAZUrDhsAAAAZdEVYdFNvZnR3YXJlAE1pY3Jvc29mdCBPZmZpY2V/7TVxAAAACklEQVQY02NgAAAAAgABmGNs1wAAAABJRU5ErkJggg==" width="1" /></span></a></span></span><br /> </p> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Thiết kế nhỏ gọn</strong></span></span></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://techfancy.net/?utm_campaign=https%3A%2F%2Ftechfancy.net%2F&utm_source=dmca&utm_medium=copy&utm_term=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi&utm_content=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi.%20B%E1%BA%A1n%20%C4%91%C3%A3%20bao%20gi%E1%BB%9D%20t%C6%B0%E1%BB%9Fng%20t%C6%B0%E1%BB%A3ng%20v%E1%BB%81%20m%E1%BB%99t%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B4ng%20ngh%E1%BB%87%20c%C3%B3%20th%E1%BB%83%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20su%E1%BB%91t%20n%E1%BB%ADa%20th%E1%BA%BF%20k%E1%BB%B7%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20hay%20ch%C6%B0a%3F%20Vi%C3%AAn%20pin%20BV100%20c%E1%BB%A7a%20c%C3%B4ng%20ty%20Betavol.%20Nh%E1%BB%AFng%20%C6%B0u%20%C4%91i%E1%BB%83m%20c%E1%BB%A7a%20vi%C3%AAn%20pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20C%E1%BA%A5u%20tr%C3%BAc%20c%E1%BB%A7a%20vi%C3%AAn%20pin%20BV100%20(Ngu%E1%BB%93n%3A%20Internet)Tu%E1%BB%95i%20th%E1%BB%8D%20v%C6%B0%E1%BB%A3t%20tr%E1%BB%99iNh%C6%B0%20m%C3%ACnh%20%C4%91%C3%A3%20%C4%91%E1%BB%81%20c%E1%BA%ADp%20%E1%BB%9F%20b%C3%AAn%20tr%C3%AAn%2C%20%C4%91i%E1%BB%83m%20n%E1%BB%95i%20b%E1%BA%ADt%20nh%E1%BA%A5t%20%E1%BB%9F%20vi%C3%AAn%20pin%20BV100%20%C4%91%C3%B3%20ch%C3%ADnh%20l%C3%A0%20vi%E1%BB%87c%20n%C3%B3%20c%C3%B3%20th%E1%BB%83%20cung%20c%E1%BA%A5p%20n%C4%83ng%20l%C6%B0%E1%BB%A3ng%20li%C3%AAn%20t%E1%BB%A5c%20trong%2050%20n%C4%83m%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20l%E1%BA%A1i%20ho%E1%BA%B7c%20b%E1%BA%A3o%20tr%C3%AC%2C%20t%E1%BB%AB%20%C4%91%C3%B3%20%C4%91%C3%A1p%20%E1%BB%A9ng%20nhu%20c%E1%BA%A7u%20c%E1%BB%A7a%20c%C3%A1c%20thi%E1%BA%BFt%20b%E1%BB%8B%20%C4%91%C3%B2i%20h%E1%BB%8Fi%20%C4%91%E1%BB%99%20tin%20c%E1%BA%ADy%20cao%20v%C3%A0%20v%E1%BA%ADn%20h%C3%A0nh%20d%C3%A0i%20h%E1%BA%A1n%20trong%20c%C3%A1c%20%E1%BB%A9ng%20d%E1%BB%A5ng%20quan%20tr%E1%BB%8Dng%20trong%20cu%E1%BB%99c%20s%E1%BB%91ng.Thi%E1%BA%BFt%20k%E1%BA%BF%20nh%E1%BB%8F%20g%E1%BB%8DnV%E1%BB%9Bi%20k%C3%ADch%20th%C6%B0%E1%BB%9Bc%20ch%E1%BB%89%20t%C6%B0%C6%A1ng%20%C4%91%C6%B0%C6%A1ng%20m%E1%BB%99t%20%C4%91%E1%BB%93ng%20xu%2C%20pin%20BV100%20mang%20%C4%91%E1%BA%BFn%20kh%E1%BA%A3%20n%C4%83ng%20t%C3%ADch%20h%E1%BB%A3p%20linh%20ho%E1%BA%A1t%20v%C3%A0o%20nhi%E1%BB%81u%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B3%20kh%C3%B4ng%20gian%20h%E1%BA%A1n%20ch%E1%BA%BF%2C%20gi%C3%BAp%20m%E1%BB%9F%20r%E1%BB%99ng%20%C4%91%C3%A1ng%20k%E1%BB%83%20ph%E1%BA%A1m%20vi%20%E1%BB%A9ng%20d%E1%BB%A5ng%20trong%20nhi%E1%BB%81u%20l%C4%A9nh%20v%E1%BB%B1c%20c%C3%B4ng%20ngh%E1%BB%87.An%20to%C3%A0n%20v%C3%A0%20b%E1%BB%81n%20v%E1%BB%AFngV%C3%AC%20trong%20quy%20tr%C3%ACnh%20chuy%E1%BB%83n%20h%C3%B3a%20c%E1%BB%A7a%20nickel%20%E2%80%93%2063%20s%E1%BA%BD%20bi%E1%BA%BFn%20n%C3%B3%20th%C3%A0nh%20%C4%90%E1%BB%93ng%20%E2%80%93%2063%20%E2%80%93%20m%E1%BB%99t%20nguy%C3%AAn%20t%E1%BB%91%20%E1%BB%95n%20%C4%91%E1%BB%8Bnh%20v%C3%A0%20kh%C3%B4ng%20ph%C3%B3ng%20x%E1%BA%A1%2C%20t%E1%BB%AB%20%C4%91%C3%B3%20gi%C3%BAp%20%C4%91%E1%BA%A3m%20b%E1%BA%A3o%20t%C3%ADnh%20an%20to%C3%A0n%20v%C3%A0%20gi%E1%BA%A3m%20thi%E1%BB%83u%20c%C3%A1c%20t%C3%A1c%20%C4%91%E1%BB%99ng%20%C4%91%E1%BA%BFn%20m%C3%B4i%20tr%C6%B0%E1%BB%9Dng%2C%20%C4%91%C3%A1p%20%E1%BB%A9ng%20c%C3%A1c%20ti%C3%AAu%20chu%E1%BA%A9n%20kh%E1%BA%AFt%20khe%20v%E1%BB%81%20ph%C3%A1t%20tri%E1%BB%83n%20c%C3%B4ng%20ngh%E1%BB%87%20b%E1%BB%81n%20v%E1%BB%AFng.%20Sponsor%20Kh%E1%BA%A3%20n%C4%83ng%20v%E1%BA%ADn%20h%C3%A0nh%20trong%20%C4%91i%E1%BB%81u%20ki%E1%BB%87n%20kh%E1%BA%AFc%20nghi%E1%BB%87tPin%20BV100%20c%C3%B3%20th%E1%BB%83%20duy%20tr%C3%AC%20hi%E1%BB%87u%20su%E1%BA%A5t%20%E1%BB%95n%20%C4%91%E1%BB%8Bnh%20trong%20ph%E1%BA%A1m%20vi%20nhi%E1%BB%87t%20%C4%91%E1%BB%99%20r%E1%BB%99ng%20t%E1%BB%AB%20-60%C2%B0C%20%C4%91%E1%BA%BFn%20120%C2%B0C%2C%20mang%20%C4%91%E1%BA%BFn%20gi%E1%BA%A3i%20ph%C3%A1p%20n%C4%83ng%20l%C6%B0%E1%BB%A3ng%20%C4%91%C3%A1ng%20tin%20c%E1%BA%ADy%20cho%20c%C3%A1c%20thi%E1%BA%BFt%20b%E1%BB%8B%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20c%C3%A1c%20m%C3%B4i%20tr%C6%B0%E1%BB%9Dng%20c%E1%BB%B1c%20k%E1%BB%B3%20kh%E1%BA%AFc%20nghi%E1%BB%87t.%20https%3A%2F%2Ftechfancy.net%2F" title=""Pin hạt nhân BV100 Betavolt - Khi khoa học viễn tưởng trở thành hiện thực - BlogAnChoi. Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? Viên pin BV100 của công ty Betavol. Những ưu đi"><span style="color:#000000;"><strong><img border="0" height="1" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAEAAAABCAMAAAAoyzS7AAAAAXNSR0ICQMB9xQAAAANQTFRFAAAAp3o92gAAAAF0Uk5TAEDm2GYAAAAJcEhZcwAADsQAAA7EAZUrDhsAAAAZdEVYdFNvZnR3YXJlAE1pY3Jvc29mdCBPZmZpY2V/7TVxAAAACklEQVQY02NgAAAAAgABmGNs1wAAAABJRU5ErkJggg==" width="1" /></strong></span></a></span></span></p> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với kích thước chỉ tương đương một đồng xu, pin BV100 mang đến khả năng tích hợp linh hoạt vào nhiều thiết bị có không gian hạn chế, giúp mở rộng đáng kể phạm vi ứng dụng trong nhiều lĩnh vực công nghệ.</span></span></span><br /> </p> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>An toàn và bền vững</strong></span></span></span></p> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vì trong quy trình chuyển hóa của nickel – 63 sẽ biến nó thành Đồng – 63 – một nguyên tố ổn định và không phóng xạ, từ đó giúp đảm bảo tính an toàn và giảm thiểu các tác động đến môi trường, đáp ứng các tiêu chuẩn khắt khe về phát triển công nghệ bền vững.</span></span></span><br /> <br /> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">Khả năng vận hành trong điều kiện khắc nghiệt</strong></p> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Pin BV100 có thể duy trì hiệu suất ổn định trong phạm vi nhiệt độ rộng từ -60°C đến 120°C, mang đến giải pháp năng lượng đáng tin cậy cho các thiết bị hoạt động trong các môi trường cực kỳ khắc nghiệt.<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/pin-hat-nhan-cho-dien-thoai-2.jpeg" style="width: 800px; height: 450px;" /></span></span></span></p> <p id="nhung-ung-dung-tiem-nang"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc thương mại hóa loại pin hạt nhân siêu nhỏ này được kỳ vọng sẽ mở ra tương lai cho hàng loạt thiết bị đòi hỏi nguồn năng lượng lâu dài như vệ tinh, cảm biến AI, máy móc y tế, drone mini hay thậm chí là rô-bốt cỡ nhỏ.</span></span></span><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">Hiện nay, không chỉ Trung Quốc mà rất nhiều quốc gia khác cũng đang đẩy mạnh phát triển pin hạt nhân. Tại Mỹ, </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); box-sizing: border-box; font-weight: bold;">City Labs</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);"> đang hợp tác với </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); box-sizing: border-box; font-weight: bold;">Viện Y tế Quốc gia</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);"> để tạo pin betavoltaic dùng </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); box-sizing: border-box; font-weight: bold;">tritium</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);"> cho các thiết bị y tế như máy trợ tim. Trong khi đó, tại Anh, </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); box-sizing: border-box; font-weight: bold;">Arkenlight</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);"> đang nghiên cứu công nghệ tương tự với vật liệu </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); box-sizing: border-box; font-weight: bold;">carbon-14</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">.</span><br /> </p> <p style="box-sizing: border-box; margin-top: 0px; margin-bottom: 26px; overflow-wrap: break-word; font-family: Verdana, BlinkMacSystemFont, -apple-system, "Segoe UI", Roboto, Oxygen, Ubuntu, Cantarell, "Open Sans", "Helvetica Neue", sans-serif; font-size: 15px;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công ty Betavolt<b> </b>đã khẳng định họ là nhà sản xuất vật liệu bán dẫn kim cương quy mô lớn duy nhất hiện nay. </span></span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">Công nghệ pin hạt nhân của Betavolt đã đánh dấu một bước tiến đáng kể trong lĩnh vực lưu trữ năng lượng của thế giới nói chung và của Trung Quốc nói riêng. Nó hứa hẹn sẽ cung cấp cho con người nguồn năng lượng bền vững và lâu dài trong nhiều lĩnh vực thiết yếu từ thiết bị y tế cho đến thám hiểm không gian.<br /> <br /> Mặc dù hiện tại vẫn còn nhiều thách thức cần vượt qua như công suất thấp (chỉ cung cấp 100 microwatt ở 3 volt), chi phí sản xuất cao cũng như những lo ngại về phóng xạ nhưng công nghệ này vẫn là một ẩn số thú vị cần được phát triển đúng cách để con người có thể khai thác tối đa tiềm năng của nó.</span></p> <p> </p> <p id="nhung-ung-dung-tiem-nang"> </p> ', 'images' => '2025040909570998e45e4601a11c8439a61cf258f3651a.jpg', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Pin hạt nhân', 'meta_key' => 'Pin hạt nhân', 'meta_des' => 'Pin hạt nhân', 'created' => '2025-04-09', 'modified' => '2026-02-01', 'status' => '1', 'view' => '12375', 'slug' => 'pin-hat-nhan-bv100-cong-nghe-cua-tuong-lai', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '439', 'rght' => '440', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 9 => array( 'Post' => array( 'id' => '759', 'name' => 'Tìm hiểu tính năng đo bù nghiêng trên máy định vị GNSS RTK!', 'code' => null, 'alias' => 'tim-hieu-tinh-nang-do-bu-nghieng-tren-may-dinh-vi-gnss-rtk', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong quá trình khảo sát bằng máy định vị GNSS RTK sử dụng tính năng bù nghiêng là một trong những cách hiệu quả giúp bạn nâng cao hiệu suất và chất lượng của dữ liệu thu thập trong đo đạc.</span></span>', 'content' => '<h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Đo bù nghiêng trên máy định vị GNSS RTK là gì?</span></span></span></h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo bù nghiêng trên máy GPS RTK (hay còn gọi là IMU) là một tính năng mới và nổi bật của dòng máy định vị GNSS RTK. Tính năng bù nghiêng giúp đo ở nơi khó đặt sào, góc khuất, khu vực nguy hiểm,… an toàn cho người đo, thao tác dễ dàng. <br /> Trong thực tế không phải lúc nào người kỹ sư cũng có thể dựng thẳng sào máy. Tính năng bù nghiêng được sử dụng trong một số điều kiện địa hình có chướng ngại vật hoặc góc khuất điển hình như:</span></span></span><br /> <ul> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đo nằm ở góc tường, cạnh tường</span></span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đo bị che khuất bởi các vật thể không mong muốn</span></span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đo nằm ở các điểm khó với tới như ao, hồ, sông, suối</span></span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đo nằm ở khu vực nguy hiểm</span></span></span></li> </ul> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong các trường hợp trên, các kỹ sư cần phải kích hoạt tính năng đo bù nghiêng để đặt chân sào vào điểm cần đo để tiến hành thu thập dữ liệu. Do đó, tính năng đo bù nghiêng là không thể thiếu, giúp cho công tác đo đạc ngoài thực địa trở nên dễ dàng và hiệu quả hơn.</span></span></span><br /> <h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Nguyên lý hoạt động</span></span></span></h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thông thường, khi khảo sát, người dùng phải để sào máy thẳng đứng, vuông góc với mặt phẳng trái đất để máy RTK thu thập được tọa độ X,Y. Còn cao độ Z thì chỉ cần lấy cao độ hiện tại máy thu thập được, trừ đi chiều cao sào máy là được.<br /> Vậy khi sào máy nghiêng, máy RTK chỉ có thể tính toán được tọa độ tại vị trí của đầu máy, làm sao để biết được tọa độ điểm tại chân máy? Câu trả lời là cảm biến IMU tích hợp bên trong máy và thuật toán được cài đặt sẵn trong main.<br /> <br /> Cảm biến IMU<br /> IMU ( viết tắt của Inertial measurement unit) – là một cảm biến được tích hợp bên trong máy RTK (Hoặc hầu hết các thiết bị điện tử) nhằm đo lường quán tính, gia tốc, tốc độ, góc nghiêng của thiết bị so với trục vuông góc với bề mặt trái đất.<br /> <br /> Hai thành phần chính cấu tạo lên cảm biến IMU:<br /> <img alt="" src="/admin/webroot/upload/image/images/gia-toc-ke-2-300x141.gif" style="width: 300px; height: 141px;" /><br /> <br /> Gia tốc kế<br /> Dùng để đo gia tốc của bản thân cảm biến IMU, thường gồm 2 hoặc 3 trục, ứng với 3 chiều không gian.<br /> <img alt="" src="/admin/webroot/upload/image/images/con-quay-hoi-chuyen.gif" style="width: 220px; height: 220px;" /><br /> Con quay hồi chuyển<br /> Dùng để đo tốc độ quay quanh một trục của cảm biến IMU, cũng như góc nghiêng của IMU so với trục vuông góc với mặt phẳng trái đất.<br /> Nhờ vào cảm biến IMU, mà máy định vị GNSS RTK có thể xác định được 2 yếu tố là góc nghiêng và hướng nghiêng của sào máy so với trục thẳng đứng. Kết hợp với chiều cao sào, máy RTK có thể biết được vị trí của nó so với điểm cần đo.</span></span></span><br /> <br /> <h2 style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">3. Ưu điểm và nhược điểm của tính năng đo bù nghiêng trên máy định vị GNSS RTK</span></h2> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">- Ưu điểm: </span></p> <ul> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng tốc độ đo đạc: Người sử dụng không cần phải mất thời gian để dựng thẳng sào máy, do đó có thể thu thập dữ liệu nhanh hơn.</span></span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng độ chính xác: Việc sử dụng cảm biến IMU giúp loại bỏ sai số do sào máy không được dựng thẳng, do đó tọa độ điểm đo được sẽ chính xác hơn.</span></span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng tính linh hoạt: Người sử dụng có thể đo đạc ở những khu vực khó tiếp cận, nơi mà việc dựng thẳng sào máy là khó khăn hoặc không thể thực hiện được.</span></span></span></li> </ul> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngoài những ưu điểm trên tính năng đo bù nghiêng trên các thiết bị GPS RTK có một nhược điểm nhưng không đáng kể đó là khả năng sai số cao hơn một chút. Tuy nhiên trong quá trình đo đạc nếu các kỹ sư nắm vững được nguyên lý hoạt động của thiết bị GPS RTK cũng như điều chỉnh được điểm đặt chân sào sẽ hạn chế được những sai số trong quá trình thu thập dữ liệu, có kết quả đo chính xác.</span></span></span><br /> <br /> <h2 style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Có nên thường xuyên sử dụng tính năng đo nghiêng hay không?</span></span></span></h2> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Để có thể trả lời câu hỏi này, ta phải cân nhắc đến vấn đề về độ chính xác. Khi khởi tạo tính năng đo nghiêng, máy RTK sẽ phải thêm một bước tính toán nữa để xác định tọa độ điểm đo.<br /> Tính năng đo bù nghiêng thực sự rất hữu ích giúp giảm thời gian khảo sát một cách đáng kể nhưng cũng sẽ khiến sai số tăng thêm vài cen-ti-mét. Vì vậy chúng tôi khuyến nghị chỉ nên chỉ sử dụng tính năng này khi thật sự cần thiết!</span></span></span></p> <h2 style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); text-align: justify; margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">5. </span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); text-align: justify;">Địa chỉ mua máy RTK chính hãng:</span></h2> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">CÔNG TY CP CÔNG NGHỆ VÀ TM THÀNH ĐẠT chuyên nhập khẩu và cung cấp các máy GNSS RTK của các hãng: E-survey, Geomate, eFix, Foif, Toknav,.... tại Việt Nam. </span></span></span></p> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Liên hệ: </strong></u><br style="margin: 0px; padding: 0px;" /> <br style="margin: 0px; padding: 0px;" /> Số 145 Láng Hạ, Đống Đa, Hà Nội<br style="margin: 0px; padding: 0px;" /> Số 5/161 Nguyễn Tuân. Thanh Xuân, Hà Nội<br style="margin: 0px; padding: 0px;" /> Tel: 024.37764930<br style="margin: 0px; padding: 0px;" /> Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" /> Website: </span></span></span><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear; font-size: 13px;" target="_blank"><span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);">www.tracdiathanhdat.vn</span></a></span></span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px;"> </span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;">@ Luôn đồng hành cùng bạn!</strong></span></span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"> </span></span></p> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> </p> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px; text-align: center;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Blue Aesthetic January 2024 Calendar Desktop Wallpaper (665 x 295 px) (665 x 295 px) (1).png" style="width: 665px; height: 295px;" /></span></span></span></p> ', 'images' => '20250217100043c413f7f539f39425597705c9142a94b0.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Tính năng bù nghiêng ở máy RTK', 'meta_key' => 'Máy RTK, máy định vị vệ tinh RTK, máy GPS RTK, máy định vị vệ tinh GNSS RTK, máy RTK giá rẻ, máy RTK tốt nhất', 'meta_des' => 'Máy RTK, máy định vị vệ tinh RTK, máy GPS RTK, máy định vị vệ tinh GNSS RTK, máy RTK giá rẻ, máy RTK tốt nhất', 'created' => '2025-02-17', 'modified' => '2026-02-01', 'status' => '1', 'view' => '5942', 'slug' => 'tim-hieu-tinh-nang-do-bu-nghieng-tren-may-dinh-vi-gnss-rtk', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '437', 'rght' => '438', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ) ) $detailNews = array( 'Post' => array( 'id' => '721', 'name' => 'Định vị công trình bằng máy toàn đạc điện tử', 'code' => null, 'alias' => 'dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<p style="margin: 0in 0in 15.6pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(51, 51, 51);">Định vị thi công công trình là công tác trắc địa nhằm xác định vị trí mặt <span style="box-sizing: border-box; touch-action: manipulation; color: rgb(51, 72, 98);">bằng</span> của các điểm, các đường thẳng, các điểm chi tiết của công trình xây dựng trên đất liền cũng như trên mặt nước theo đúng thiết kế.</span></span></span><span style="font-size:11.5pt; font-family:Montserrat;color:#333333"><o:p></o:p></span></p> ', 'content' => '<h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Tìm hiểu về định vị thi công công trình </strong></span></span></span></h2> <br /> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị thi công công trình là công tác trắc địa nhằm xác định vị trí mặt bằng của các điểm, các đường thẳng, các điểm chi tiết của công trình xây dựng trên đất liền cũng như trên mặt nước theo đúng thiết kế.<br /> <br /> Định vị công trình bằng máy toàn đạc có thể hiểu là thao tác sử dụng máy toàn đạc để khảo sát, xác định vị trí tọa độ công trình chi tiết, nhanh chóng và chính xác. Các kỹ sư sẽ nhập các tham số trên bản vẽ vào máy. Sau đó, các thuật toán của máy toàn đạc sẽ xử lý những số liệu này. Cuối cùng, máy toàn đạc sẽ khảo sát, xác định chi tiết và xác thực những vị trí điểm ra thực địa. <br /> <br /> Chỉ cần trích xuất những vị trí tọa độ chính xác điểm trên bản vẽ sang <strong><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">máy toàn đạc điện tử</a> , </strong> máy sẽ xử lý các thông số này. Sau đó, máy triển khai vị trí những tim trục trên bản đồ lên thực địa. Nhờ vậy, sẽ định vị được xác thực tim trục của nền móng cho những bước thi công tiếp theo.</span></span></span></p> <p style="text-align: center;"> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/dinh-vi-cong-trinh-bang-may-toan-dac.jpg" style="width: 620px; height: 360px;" /></span></span></span></p> <h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Phương pháp thực hiện định vị công trình bằng máy toàn đạc điện tử</strong></span></span></span></h2> <p style="text-align: center;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" 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" style="height: 411px; width: 620px;" /></span></span></span></p> <p style="text-align: center;"> <em><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Bản vẽ mặt bằng mộtt nhà xưởng</span></span></span></em><br /> </p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Reference Line (Định ᴠị công trình theo đường chuẩn là đường thẳng): một đường chuẩn có thể được хác định bằng cách tham chiếu tới 1 đường thẳng gốc đã biết. <br /> <br /> 1. Xác định đường gốc<br /> <br /> Một đường gốc được gắn ᴠới 2 điểm gốc ᴠà được хác định theo 3 cách: Đo đến điểm gốc; Nhập toạ độ bằng taу; Gọi điểm từ bộ nhớ.<br /> <br /> a) Đo tới điểm gốc. Nhập tên điểm <strong>PtID</strong> ᴠà đo bằng phím <br /> b) Với điểm gốc đã biết toạ độ tìm kiếm điểm <strong>PtID</strong> trong bộ nhớ. Nhập toạ độ bằng taу. Hiển thị những điểm ѕẵn trong máу.<br /> (1) Điểm gốc trang bị 1 <br /> (2) Điểm gốc thứ hai.<br /> (3) Đường gốc.<br /> (4) Đường chuẩn.<br /> <br /> 2. Dịch chuуển/Quaу đường gốc<br /> Đường gốc được dịch chuуển ѕong ѕong, chiều dọc, chiều đứng hoặc là quaу. Tất cả các kết quả đo ѕau đó ѕẽ ảnh hưởng đến đường chuẩn.<br /> <strong>BP</strong>: Điểm gốc.<br /> <strong>BL</strong>: Đường gốc.<br /> <strong>RP</strong>: Điểm chuẩn.<br /> <strong>RL</strong>: Đường chuẩn.<br /> <strong>Off</strong>: Dịch chuуển ѕong ѕong.<br /> <strong>L</strong>: Dịch chuуển theo chiều dọc.<br /> <strong>R</strong>: Thông ѕố quaу.<br /> <br /> Nhập thông ѕố: Sử dụng phím nàу để chuуển con trỏ đến trường thông ѕố bắt buộc nhập. Ta có thể nhập các thông ѕố như ѕau:<br /> <strong>Offѕet</strong>: Dịch chuуển đường chuẩn ѕong ѕong ᴠề phía bên cần của đường gốc, ᴠào hướng của đường gốc (BP1-BP2).<br /> <strong>Line</strong>: Dịch chuуển đường chuẩn theo chiều dọc tính từ điểm gốc trước tiên theo hướng từ điểm gốc đầu tiên tới điểm gốc vật dụng hai.<br /> <strong>Rotate</strong>: Quaу đường chuẩn theo chiều kim đồng hồ хung quanh điểm gốc.<br /> <strong>Height</strong>: Đường chuẩn cao hơn đường gốc.<br /> <strong>Ref.Hgt:Point1:</strong> Chênh cao ѕo ᴠới điểm gốc chuẩn nhất.<br /> <strong>Point 2</strong>: Chênh cao ѕo ᴠới điểm gốc chuẩn hai.<br /> <strong>Interpolated:</strong> Chênh cao dọc theo đường chuẩn.<br /> <strong>No height</strong>: Chênh cao không được tính toán ᴠà hiển thị.<br /> <br /> 3. Tiến hành đo hoặc chuуển ѕang chế độ chuуển điểm bề ngoài ra thực địa. Tiến hành đo đến điểm đích. Chuуển ѕang chế độ chuуển điểm bề ngoài ra thực địa.<br /> <br /> 4. Ứng dụng tương trợ “Line&Offѕet”: tính toán ra ᴠị trí của điểm đo ѕo ᴠới đường chuẩn bằng cách hiển thị các lệch dọc trục, lệch ngang, chênh cao…<br /> </span></span></span><br /> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc đạc công trình hay đo đạc công trình là khảo sát và khai triển bản vẽ thiết kế của công trình ra thực địa, dùng cho thi công và giám sát xây dựng công trình đúng bản vẽ thiết kế. Quan trắc dịch chuyển của công trình ra thực địa, chuyên dụng cho thi công và giám sát xây dựng công trình đúng bản vẽ thiết kế. Công cụ đo bằng những mẫu máy đo đạc như máy kinh vĩ, máy thủy bình,máy đo khoảng cách laser, máy toàn đạc điện tử … </span></span></span></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiệm vụ chủ đạo của công tác trắc địa trong xây dựng là đảm bảo cho công trình được xây dựng đúng kích thước hình học và đúng vị trí thiết kế. Chỉ khi hai yêu cầu này được đáp ứng thì công trình mới mang thể vận hành an toàn. </span></span></span></p> <h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="font-weight: var(--h2_typography-font-weight); font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">III. Những thiết bị được sử dụng trong định vị thi công công trình</span></h2> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#ff0000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-tu-dong"><strong>Máy thủy bình tự động, máy thủy bình điện tử</strong></a></span></span></span><span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">:</span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Xác định cao độ, dẫn mốc cao độ, đo chênh cao, quan trắc lún…</span></span></span></li> </ul> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">Máy toàn đạc điện tử</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span> Bố trí trí tọa độ thiết kế ra thực địa; tính toán khoảng cách ngang, đứng, góc phương vị của đường, tọa độ điểm, diện tích và bố trí đường thẳng, đường cong; dẫn lưới lập mốc đường chuyền…</span></span></span></li> </ul> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">Máy định vị GNSS</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span> Khảo sát thành lập lưới khống chế tọa độ; bố trí điểm phục vụ cho công tác chuyển điểm thiết kế ra thực địa; giao hội, bố trí đường cong, tính diện tích…</span></span></span></li> </ul> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;"> <span style="color:#000000;"><img alt="" src="/admin/webroot/upload/image/images/Banner (665 × 295 px) (31).png" style="width: 665px; height: 295px;" /></span></p> ', 'images' => '202305301610048b836b9276e806fc2f8458b2bc05f8fc.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy toàn đạc điện tử', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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Hà Nội cấp ngày 28-04-2009<br /> Điện thoại: <a href="javascript: void(0)" style="font-family: tahoma, geneva, sans-serif;font-size:11px;"><span style="color: rgb(255, 255, 255);"><strong style="font-family: arial, helvetica, sans-serif;">(</strong><strong style="font-family: arial, helvetica, sans-serif;">024) 3776 4930</strong></span></a></span></span></p> <div> <p> <strong style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><u>Cửa hàng</u></strong><span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">:</span></p> </div> <p> <span style="font-family: tahoma, geneva, sans-serif;">- <span style="font-size:12px;">Số <strong><span style="font-size:14px;">145 </span></strong></span></span><span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">Láng Hạ, Phường Láng Hạ, Hà Nội</span></span></p> <p> <span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></span><br /> <br /> </p> ', 'contactinfo_eng' => '', 'taikhoan' => '<strong><span style="color:#04529a;">Số Tài khoản các ngân hàng của công ty Tân Á</span></strong><br /> <br /> 1. 13022-0506-5430 - Nguyễn Văn Hiệu - Agribank - CN Trung Yên, HN<br /> 2. 0011-00404-0367 - Nguyễn Văn Hiệu - Vietcombank - CN Sở Giao dịch, HN<br /> 3. 711A-6202-9713 - Nguyễn Văn Hiệu - Vietinbank - CN Thanh Xuân, HN<br /> 4. 190-256-018-210-13 - Nguyễn Văn Hiệu - Techcombank, Hà Nội<br /> 5. 1231-0000-368-767 - Nguyễn Văn Hiệu - BIDV CN Quang Trung, Hà Nội', 'contactinfo' => '<div dir="rtl" style="text-align: left;"> <u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Văn Phòng</strong></u></div> <div style=""> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ: Số 157 Đặng Văn Ngữ, Phường Kim Liên, Hà Nội, Việt Nam<br /> Tel: (024) 3776 4930 <br /> Fax: (024) 3776 5908<br /> Email: thanhdatsurvey.JSC@gmail.com/ tracdiathanhdat@gmail.com<br /> Hotline: <strong>0913 051 734</strong><br /> <br /> <strong><u>C</u></strong><strong><u>ửa hàng</u></strong></span></span><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Số 145 Láng Hạ, Phường Láng Hạ, Hà Nội</span></span><br /> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0942 288 388</strong></span><br /> </div> <div style=""> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></div> <div style=""> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0949 322 456</strong></span></div> <div style=""> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>VPĐD tại Tp. Hồ Chí Minh</u></strong><br /> <br /> - 1/56 Nguyễn Thái Sơn, Phường Hạnh Thông, Hồ Chí Minh</span></span><br /> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0904 925 936</strong></span></div> ', 'telephone' => '01659 014592', 'hotline' => '0913051734', 'email' => 'tracdiathanhdat@yahoo.com', 'url' => '', 'meta_key' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax, Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GNSS RTK, máy thủy bình, máy toàn đạc, máy laser, máy GPS cầm tay, UAV, ống nhòm (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...). Uy tín, chất lượng, giá tốt hàng đầu tại Việt Nam!', 'created' => '2012-06-05', 'modified' => '1769758152', 'youtube' => 'http://youtube.com', 'twitter' => 'https://twitter.com/', 'myspace' => 'https://myspace.com/', 'facebook' => 'https://www.facebook.com/thanhdatsurvey.jsc/', 'email2' => 'duycuong7640', 'skype' => 'hothihuyen.hn', 'yahoo' => 'duycuong7640', 'yahoo1' => 'duycuong7640', 'content' => 'Thanks for your interest in Vn Discoverytours. For a fast response, please submit this basic Quick Enquiry form below by clicking “Submit”, and we’ll get back to you by e-mail within 12 to 24 hours (in working days). For urgent booking, call us at +84 974 839 873', 'video' => '<iframe width="1280" height="720" src="https://www.youtube.com/embed/mR4kOuAkEtY" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>', 'slogan' => 'trung tâm sửa chữa và bảo hành máy giặt electrolux', 'slogan_eng' => '', 'printer' => '', 'googleplus' => '', 'bando' => '<p> <iframe allowfullscreen="" frameborder="0" height="410" src="https://www.google.com/maps/embed?pb=!1m18!1m12!1m3!1d1680.2372398112452!2d105.81212934716025!3d21.01437303922492!2m3!1f0!2f0!3f0!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ab63b645b665%3A0xa6797ac6008687bf!2zQ-G7rWEgSMOgbmcgVHLhuq9jIMSQ4buLYQ!5e0!3m2!1svi!2s!4v1449908805279" style="border:0" width="600"></iframe></p> ', 'gioithieu' => '<p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/gioithieu.png" /></p> ', 'thongtincongty' => 'Sửa máy lạnh tại nhà Sửa máy lạnh tại HCM Sửa tủ lạnh Bơm ga máy lạnh ', 'trogiupkh' => 'Tai nghe Iphone Sua may tinh tai nha Máy Ozone Z755', 'dichvuft' => 'Sửa máy lạnh Bảo dưỡng máy lạnh Vệ sinh máy lạnh Lắp đặt máy lạnh', 'bb' => '', 'zing' => '', 'hotline2' => '0912 35 65 75', 'thelink' => '<script type='text/javascript'>window._sbzq||function(e){e._sbzq=[];var t=e._sbzq;t.push(["_setAccount",32506]);var n=e.location.protocol=="https:"?"https:":"http:";var r=document.createElement("script");r.type="text/javascript";r.async=true;r.src=n+"//static.subiz.com/public/js/loader.js";var i=document.getElementsByTagName("script")[0];i.parentNode.insertBefore(r,i)}(window);</script> <script> (function(i,s,o,g,r,a,m){i['GoogleAnalyticsObject']=r;i[r]=i[r]||function(){ (i[r].q=i[r].q||[]).push(arguments)},i[r].l=1*new Date();a=s.createElement(o), m=s.getElementsByTagName(o)[0];a.async=1;a.src=g;m.parentNode.insertBefore(a,m) })(window,document,'script','//www.google-analytics.com/analytics.js','ga'); ga('create', 'UA-72584674-1', 'auto'); ga('send', 'pageview'); </script> <!-- Global site tag (gtag.js) - Google Ads: 876059345 --> <script async src="https://www.googletagmanager.com/gtag/js?id=AW-876059345"></script> <script> window.dataLayer = window.dataLayer || []; function gtag(){dataLayer.push(arguments);} gtag('js', new Date()); gtag('config', 'AW-876059345'); </script> <script>!function(s,u,b,i,z){var o,t,r,y;s[i]||(s._sbzaccid=z,s[i]=function(){s[i].q.push(arguments)},s[i].q=[],s[i]("setAccount",z),r=["widget.subiz.net","storage.googleapis"+(t=".com"),"app.sbz.workers.dev",i+"a"+(o=function(k,t){var n=t<=6?5:o(k,t-1)+o(k,t-3);return k!==t?n:n.toString(32)})(20,20)+t,i+"b"+o(30,30)+t,i+"c"+o(40,40)+t],(y=function(k){var t,n;s._subiz_init_2094850928430||r[k]&&(t=u.createElement(b),n=u.getElementsByTagName(b)[0],t.async=1,t.src="https://"+r[k]+"/sbz/app.js?accid="+z,n.parentNode.insertBefore(t,n),setTimeout(y,2e3,k+1))})(0))}(window,document,"script","subiz","acqxaefflwedscstabut")</script>', 'theh1' => 'thanhdatsurvey.JSC', 'hanoi' => '<div> <strong>CÔNG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div> <div> <strong>Địa chỉ</strong> : Số 51 - Trần Duy Hưng, Trung Hòa, Cầu Giấy, Hà Nội</div> <div> <strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div> <div> <strong>Email </strong>: info@ifes.vn</div> ', 'tphcm' => '<div> <strong>CÔNG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div> <div> <strong>Địa chỉ</strong> : Số 51 - Trần Duy Hưng, Trung Hòa, Cầu Giấy, Hà Nội</div> <div> <strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div> <div> <strong>Email </strong>: info@ifes.vn</div> ', 'tt' => '', 'pp' => 'https://www.facebook.com/ruaxetudong.net', 'tphcm_eng' => '', 'hanoi_eng' => '', 'hotline_eng' => '', 'name_eng' => '', 'chinhsach' => null, 'bandohn' => '<iframe frameborder="0" height="450" src="https://www.google.com/maps/embed?pb=!1m14!1m8!1m3!1d3724.958946511035!2d105.8172709!3d20.9942827!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ac91e206c757%3A0xf0f7a088bc4c72a2!2zMTg2IEtoxrDGoW5nIFRydW5nLCBUaGFuaCBYdcOibiwgSMOgIE7hu5lpLCBWaeG7h3QgTmFt!5e0!3m2!1svi!2s!4v1419913280809" style="border:0" width="600"></iframe>', 'bandohaiphong' => '<iframe frameborder="0" height="450" src="https://www.google.com/maps/embed?pb=!1m14!1m8!1m3!1d3724.958946511035!2d105.8172709!3d20.9942827!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ac91e206c757%3A0xf0f7a088bc4c72a2!2zMTg2IEtoxrDGoW5nIFRydW5nLCBUaGFuaCBYdcOibiwgSMOgIE7hu5lpLCBWaeG7h3QgTmFt!5e0!3m2!1svi!2s!4v1419913280809" style="border:0" width="600"></iframe>', 'gt' => '<p style="text-align: justify;"> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Là công ty chuyên nhập khẩu, cung cấp và chuyển giao công nghệ các loại máy đo đạc, trắc địa phục vụ khảo sát thiết kế, xây dựng và đo vẽ bản đồ của các hãng nổi tiếng trên thế giới như: LEICA, TOPCON, NIKON, PENTAX, SOKKIA, GLUNZ, TRIMPLE, SPECTRA, GEOMAX, GARMIN..., chúng tôi cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! </span><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm cùng</span> <span style="font-family: tahoma, geneva, sans-serif;">đội ngũ nhân viên, kỹ thuật viên năng động, có trình độ cao chúng tôi tự hào và tin tưởng Quý khách hàng sẽ hài lòng khi sử dụng các sản phẩm và dịch vụ do chúng tôi cung cấp!</span></span><br /> </p> <div style="text-align: justify;"> <span style="color:#ff9966;"><span style="font-family:comic sans ms,cursive;"><span style="font-size:14px;"><strong style="font-family: tahoma, geneva, sans-serif;">Hỗ trợ 24/7:</strong> <strong>0942 288 388/</strong></span><span style="font-size: 14px;"><strong>0949 322 456</strong> (Zalo) </span></span></span></div> ', 'gt_eng' => '' ) $tin_ft = array( (int) 0 => array( 'Post' => array( 'id' => '588', 'name' => 'Hướng dẫn mua hàng', 'code' => null, 'alias' => 'huong-dan-mua-hang', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<p> <span style="color:#000000;"><b><span style="font-size: 10.5pt; line-height: 107%; font-family: Verdana, sans-serif;">Cảm ơn Quý khách đã tin tưởng lựa chọn sản phẩm và dịch vụ vủa chúng tôi!</span></b><br /> <span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"> </span></span><span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"><!--[if !supportLineBreakNewLine]--><!--[endif]--></span></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="line-height: 107%;"><!--[if !supportLineBreakNewLine]--><!--[endif]--></span></span></span> <p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;">Quý khách có thể mua hàng theo những cách sau:</span></span></span><br /> </p> <p> <span style="color: rgb(0, 0, 0); font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Cách 1: </strong>Đặt hàng trực tiếp tại mục ĐẶT HÀNG (Thêm vào giỏ hàng) trên website: </span></span><span style="font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://maytracdiasaoviet.vn/" target="_blank"><span style="color:#000000;">https://tracdiathanhdat.vn/</span></a></span></span><span style="color: rgb(0, 0, 0); font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;">.</span></span></p> <p> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngay sau khi tiếp nhận thông tin đặt hàng, nhân viên kinh doanh công ty sẽ gọi điện cho quý khách để xác nhận đơn hàng và tiến hành giao hàng cho quý khách ngay trong ngày.</span></span></span></p> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Cách 2: </strong>Đặt hàng trực tiếp qua số hotline của công ty <br /> <br /> – Tại trụ sở Hà Nội: <strong>0913 051 734 </strong></span></span></span><span style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Zalo/Call)</span><br /> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">– Tại VPGD Hồ Chí Minh:<strong> 0904 925 936 </strong></span></span></span><span style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Zalo/Call)</span><br /> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Cách 3: </strong>Quý khách mua hàng trực tiếp tại địa chỉ sau:<br /> <br /> <strong>CÔNG TY CP CÔNG NGHỆ VÀ THƯƠNG MẠI THÀNH ĐẠT</strong></span></span></span><br /> <div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;"> <br style="margin: 0px; padding: 0px;" /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- 145 Láng Hạ, Đống Đa, Hà Nội</span><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- 5/161 Nguyễn Tuân, Thanh Xuân, Hà Nội</span></div> <div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;"> </div> <div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">- 1/56 Nguyễn Thái Sơn, Phường 3, Quận Gò Vấp, Hồ Chí Minh</span></span><br style="margin: 0px; padding: 0px;" /> <br /> Rất mong được hợp tác với Quý khách hàng trên cả nước.<br /> <br /> Trân trọng!</span></span></span></div> ', 'images' => '202104071220058398ebc1b9cf669cf602eb8040be387a.jpg', 'images_multi' => '', 'pos' => '1', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2021-04-07', 'modified' => '2026-02-01', 'status' => '1', 'view' => '3641', 'slug' => 'huong-dan-mua-hang', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '143', 'rght' => '144', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '4', 'name' => 'Chính sách bán hàng', 'parent_id' => null, 'alias' => 'chinh-sach-ban-hang', 'images' => '', 'lft' => '47', 'rght' => '48', 'pos' => '3', 'status' => '0', 'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc', 'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...', 'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!', 'created' => '2015-12-02', 'modified' => '2025-10-29', 'slug' => 'chinh-sach-ban-hang-1', 'cate' => '4', 'link' => 'dich-vu', 'name_eng' => 'Sales Policy', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 1 => array( 'Post' => array( 'id' => '586', 'name' => 'Chính sách thanh toán', 'code' => null, 'alias' => 'chinh-sach-thanh-toan', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;"> <span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"><b><span style="font-size: 10.5pt; line-height: 107%; font-family: Verdana, sans-serif;">Cảm ơn Quý khách đã tin tưởng lựa chọn sản phẩm và dịch vụ vủa chúng tôi!</span></b><br /> <br /> <span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"> <!--[if !supportLineBreakNewLine]--><!--[endif]--></span> </span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;">Chúng tôi c</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">hấp nhận các hình thức thanh toán bằng tiền mặt, chuyển khoản theo đúng quy định pháp luật. </span></span></p> <p style="margin: 0px 0px 1.3em; padding: 0px; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;"> <img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (22).png" style="width: 320px; height: 183px;" /></p> <p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;"> <span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Quý khách có thể chọn các phương thức thanh toán sau đây:</span></span><br /> <br /> <strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">I. Thanh toán trực tiếp tại cửa hàng<br /> <br /> II. Thanh toán qua hình thức chuyển khoản</span></strong><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Thông tin tài khoản:</span></span></p> <p style="margin: 0px 0px 1.3em; padding: 0px; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;"> <strong style="color: rgb(0, 0, 0); margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"><em>Chủ tài khoản</em>: CÔNG TY CP CÔNG NGHỆ VÀ THƯƠNG MẠI THÀNH ĐẠT</strong></p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em style="margin: 0px; padding: 0px;"><strong>Số tài khoản</strong></em><em style="margin: 0px; padding: 0px;">: <strong>0611001648635</strong> tại Ngân hàng TMCP Ngoại thương Việt Nam, chi nhánh Ba Đình<br /> <br /> <strong>Nội dung chuyển khoản</strong>: Tên công ty - Thông tin sản phẩm đã mua – Số điện thoại người chuyển tiền</em></span></span></span><br /> <br /> <p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;"> <span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Sau khi chuyển khoản hãy thông báo lại cho chúng tôi để chúng tôi kiểm tra và xác nhận lại cho Quý khách.</span></span><br /> <br /> <strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">III. Thanh toán khi nhân viên đến giao nhận hàng</span></strong></span></p> <p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66);"> <span style="color:#000000;"><font face="tahoma, geneva, sans-serif"><span style="font-size: 14px;">Quý khách hàng thanh toán trực tiếp bằng tiền mặt cho nhân viên giao hàng của chúng tôi ngay khi kiểm tra và nhận hàng.<br /> <br /> Mọi phản hồi và thắc mắc về việc thanh toán, Quý khách liên hệ <strong>0942 288 388</strong> để được tư vấn.</span></font><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trân trọng!</span></span></span></p> ', 'images' => '20210407122232bf3e6d52a68ca60f97fc6048b14e4acc.jpg', 'images_multi' => '', 'pos' => '2', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2021-04-07', 'modified' => '2026-02-01', 'status' => '1', 'view' => '3306', 'slug' => 'chinh-sach-thanh-toan', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '139', 'rght' => '140', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '4', 'name' => 'Chính sách bán hàng', 'parent_id' => null, 'alias' => 'chinh-sach-ban-hang', 'images' => '', 'lft' => '47', 'rght' => '48', 'pos' => '3', 'status' => '0', 'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc', 'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...', 'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!', 'created' => '2015-12-02', 'modified' => '2025-10-29', 'slug' => 'chinh-sach-ban-hang-1', 'cate' => '4', 'link' => 'dich-vu', 'name_eng' => 'Sales Policy', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 2 => array( 'Post' => array( 'id' => '587', 'name' => 'Chính sách vận chuyển', 'code' => null, 'alias' => 'chinh-sach-van-chuyen', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><span style="font-family:verdana,geneva,sans-serif;">Cảm ơn Quý khách đã tin tưởng lựa chọn sản phẩm và dịch vụ vủa chúng tôi!</span></strong><br /> <br /> Chúng tôi hỗ trợ giao hàng toàn quốc cho Quý khách mua hàng tại hệ thống cửa hàng của chúng tôi.</span></span><br /> </div> <div> <p style="margin: 0in 0in 7.5pt; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"> <span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;">Sau khi nhận được thông tin đặt hàng chúng tôi sẽ lập tức xử lý đơn hàng và phản hồi lại thông tin cho khách hàng về việc thanh toán và giao nhận.<br /> <br /> <strong>> Thời gian giao hàng </strong><br /> <br /> - Trong vòng 24 giờ nếu địa điểm giao hàng <b style="color: rgb(74, 74, 74); box-sizing: border-box;">≤ 20 km</b> tính từ cửa hàng của chúng tôi.</span></span></p> <p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Trong vòng 1-2 ngày nếu địa điểm giao hàng nằm trong phạm vi <b style="box-sizing: border-box">50 - 100 km</b> </span></span><span style="font-family: Arial, sans-serif;"><o:p></o:p></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">tính từ cửa hàng của chúng tôi.<br /> <br /> - Trong vòng 3-5 ngày</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> nếu địa điểm giao hàng từ <strong>20</strong></span><b style="font-family: tahoma, geneva, sans-serif; font-size: 14px; box-sizing: border-box;">0 km</b><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> trở lên </span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">tính từ cửa hàng của chúng tôi.</span></p> <p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;"> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trước khi vận chuyển, bộ phận giao nhận sẽ liên lạc với Quý khách hàng để xác nhận khoảng thời gian và địa điểm giao hàng cụ thể.</span></p> <p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;"> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">> Phí vận chuyển</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"> sẽ được tính theo từng giá trị đơn hàng và được thoả thuận giữa hai bên ngay trước khi giao hàng. </span></p> <p style="margin: 0in 0in 7.5pt; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"> <span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px;">Mọi thắc mắc liên quan đến việc giao hàng, Quý khách hàng liên hệ số điện thoại <strong>0942 288 388</strong> để được giải đáp và giải quyết kịp thời.<br /> <br /> Trân trọng!</span></span></span></p> </div> ', 'images' => '20210407122135505ddef64809ce7ee5f9db7cfdfd3e2e.jpg', 'images_multi' => '', 'pos' => '3', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2021-04-07', 'modified' => '2026-02-01', 'status' => '1', 'view' => '3322', 'slug' => 'chinh-sach-van-chuyen', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '141', 'rght' => '142', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '4', 'name' => 'Chính sách bán hàng', 'parent_id' => null, 'alias' => 'chinh-sach-ban-hang', 'images' => '', 'lft' => '47', 'rght' => '48', 'pos' => '3', 'status' => '0', 'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc', 'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...', 'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!', 'created' => '2015-12-02', 'modified' => '2025-10-29', 'slug' => 'chinh-sach-ban-hang-1', 'cate' => '4', 'link' => 'dich-vu', 'name_eng' => 'Sales Policy', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 3 => array( 'Post' => array( 'id' => '585', 'name' => 'Chính sách đổi trả', 'code' => null, 'alias' => 'chinh-sach-doi-tra', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<span style="color:#000000;"><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Chúng tôi hỗ trợ đổi trả sản phẩm trong vòng 07 ngày nếu lỗi phát sinh do nhà sản xuất.<br /> <br /> Trong thời gian đổi trả, Công ty CP Công nghệ và Thương mại Thành Đạt sẽ hỗ trợ cung cấp máy móc thay thế kịp thời để công việc khảo sát, đo đạc của Quý khách không bị gián đoạn. Chi phí vận chuyển cho việc đổi trả do hai bên tự thoả thuận.</span><br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" /> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Điều kiện đổi trả: </span></span></strong></span><br /> <ul> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm phải còn nguyên tem mác.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm bị lỗi do nhà sản xuất.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm không đúng như đơn đặt hàng.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số lần đổi trả cho 1 sản phẩm là 1 lần</span></span></span></li> </ul> <br /> <div style="text-align: start;"> <span style="color:#000000;"><strong><span style="text-align: justify;"><font face="tahoma, geneva, sans-serif"><span style="font-size: 14px;">> </span></font><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Việc đổi trả sẽ không được chấp nhận nếu:</span> <span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"> </span></span></strong></span></div> <ul> <li> <span style="color:#000000;"><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Trong quá trình sử dụng sản phẩm Quý khách không tuân thủ các chỉ dẫn của Nhà sản xuất.</span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="text-align: justify;">S</span>ản phẩm bị trầy xước, không nguyên vẹn</span></span></span></li> </ul> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngoài ra, chúng tôi cũng hỗ trợ đổi trả sản phẩm vì lý do chủ quan của Quý khách hàng ( muốn đổi sang sản phẩm cùng chủng loại nhưng khác về màu sắc, hãng sản xuất hay thông số kỹ thuật). Chi phí cho việc đổi trả này do Quý khách hàng chịu.</span></span><br /> <br /> <span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;"><img alt="" src="https://tracdiathanhdat.vn/admin/webroot/upload/image/images/lien-he.jpg" style="margin: 0px; padding: 8px 0px; height: 36px; max-width: 100%; vertical-align: middle; border: 0px; opacity: 1; font-size: 13px; width: 38px;" /><span style="margin: 0px; padding: 0px; font-size: 13px;"> </span></strong></span></span><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;"> </strong></span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Liên hệ hotline <strong>0913 051 734</strong> để được tư vấn đổi trả theo đúng qui định.</span></span>', 'images' => '202104071223177d9b7f6e319f9fa90078c7c61ed9bd19.jpg', 'images_multi' => '', 'pos' => '4', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2021-04-07', 'modified' => '2026-02-02', 'status' => '1', 'view' => '3317', 'slug' => 'chinh-sach-doi-tra', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '137', 'rght' => '138', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '4', 'name' => 'Chính sách bán hàng', 'parent_id' => null, 'alias' => 'chinh-sach-ban-hang', 'images' => '', 'lft' => '47', 'rght' => '48', 'pos' => '3', 'status' => '0', 'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc', 'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...', 'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!', 'created' => '2015-12-02', 'modified' => '2025-10-29', 'slug' => 'chinh-sach-ban-hang-1', 'cate' => '4', 'link' => 'dich-vu', 'name_eng' => 'Sales Policy', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 4 => array( 'Post' => array( 'id' => '583', 'name' => 'Chính sách bảo hành', 'code' => null, 'alias' => 'chinh-sach-bao-hanh', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<div> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><span style="color: rgb(66, 66, 66); text-align: justify;">Tất cả các sản phẩm mua tại hệ thống cửa hàng của chúng tôi đều được bảo hành chính hãng theo quy định của nhà sản xuất. </span><br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" /> <br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" /> <span style="color: rgb(66, 66, 66); text-align: justify;">Chúng tôi hỗ trợ kỹ thuật 24/7 qua số hotline <strong>0913 051 734</strong> trong suốt quá trình Quý khách sử dụng sản phẩm.</span></span></span></div> <div> <br /> <strong><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">1. Sản phẩm được bảo hành miễn phí: </span></span></strong><br /> <br /> <ul> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm sẽ được bảo hành miễn phí nếu sản phẩm đó còn thời hạn bảo hành (được tính kể từ ngày mua hàng).</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Thời hạn bảo hành được ghi trên Tem Bảo Hành và theo quy định của từng Nhà sản xuất đối với tất cả các sự cố về mặt kỹ thuật.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Có Tem bảo hành trên sản phẩm.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Khi sản phẩm có sự cố kĩ thuật chúng tôi sẽ trực tiếp khắc phục sự cố tại cửa hàng hoặc thay mặt khách hàng mang sản phẩm tới Trung Tâm Bảo Hành của hãng.</span></span></li> </ul> <br /> <strong><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">2. Những trường hợp không được bảo hành (sửa chữa có tính phí): </span></span></strong><br /> <br /> <ul> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm đã quá thời hạn bảo hành hoặc không có Tem bảo hành trên máy.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm bị hư hỏng do tác động cơ học làm rơi, vỡ, va đập, trầy xước, móp méo, ẩm ướt, hoen rỉ, chảy nước hoặc do hỏa hoạn, thiên tai gây nên.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm bị hỏng do sử dụng không đúng cách, sử dụng sai điện áp quy định.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Tự ý tháo dỡ, sửa chữa sản phẩm</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trân trọng!</span></span><br /> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"> </span></span></div> ', 'images' => '20210407123801c4049edabae0c54e2347c82e21413ec3.jpg', 'images_multi' => '', 'pos' => '5', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2021-04-07', 'modified' => '2026-02-01', 'status' => '1', 'view' => '3071', 'slug' => 'chinh-sach-bao-hanh', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '133', 'rght' => '134', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '4', 'name' => 'Chính sách bán hàng', 'parent_id' => null, 'alias' => 'chinh-sach-ban-hang', 'images' => '', 'lft' => '47', 'rght' => '48', 'pos' => '3', 'status' => '0', 'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc', 'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...', 'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!', 'created' => '2015-12-02', 'modified' => '2025-10-29', 'slug' => 'chinh-sach-ban-hang-1', 'cate' => '4', 'link' => 'dich-vu', 'name_eng' => 'Sales Policy', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 5 => array( 'Post' => array( 'id' => '584', 'name' => 'Chính sách bảo mật thông tin', 'code' => null, 'alias' => 'chinh-sach-bao-mat-thong-tin', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<div> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">1. Mục đích thu nhập thông tin cá nhân</span></span></span></span></h2> <p style="text-align: justify;"> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(51, 51, 51);">Thông tin cá nhân mà chúng tôi thu thập bao gồm: họ tên, địa chỉ giao hàng, địa chỉ email, số điện thoại cố định, số điện thoại di động, cookies.</span></p> <ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Đối với các giao dịch thanh toán qua cổng thanh toán trực tuyến, Chúng tôi không lưu trữ thông tin số tài khoản, số thẻ ngân hàng của khách hàng, những thông tin này sẽ được cổng thanh toán lưu trữ để phục vụ việc đối soát giao dịch.</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Thông tin cá nhân khách hàng sẽ được sử dụng cho một hoặc tất cả các mục đích sau đây:</span></span></span></span> <ul style="margin: 0px; padding: 0px 0px 0px 15px;"> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Giao hàng cho quý khách đã mua hàng</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Thông báo về việc giao hàng và hỗ trợ khách hàng</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Cung cấp thông tin liên quan đến sản phẩm</span></span></span></span></li> </ul> </li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ngoài ra, chúng tôi sẽ sử dụng thông tin của quý khách cung cấp để hỗ trợ quản lý tài khoản khách hàng (nếu có); xác nhận và thực hiện các giao dịch tài chính liên quan đến các khoản thanh toán trực tuyến của quý khách;</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Chúng tôi không được phép thu nhập thông tin nếu khách hàng không tự nguyện, cũng không sử dụng phương thức thu thập thông tin khách hàng bằng các hình thức bất hợp pháp.</span></span></span></span></li> </ul> <p style="text-align: justify;"> </p> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">2. Phạm vi sử dụng thông tin</span></span></span></span></h2> <br /> <ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Thông tin cá nhân thu thập được sẽ chỉ được sử dụng trong nội bộ công ty.</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Chúng tôi có thể chia sẻ tên và địa chỉ của quý khách cho dịch vụ chuyển phát nhanh có uy tín để giao hàng cho quý khách theo cam kết.</span></span></span></span></li> </ul> <p style="text-align: justify;"> </p> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">3. Thời gian lưu trữ thông tin</span></span></span></span></h2> <p style="text-align: justify;"> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(51, 51, 51); text-align: justify;">Thông tin khách hàng được lưu trữ nội bộ cho đến khi có yêu cầu xóa thông tin từ phía khách hàng.</span></p> <div style="margin: 0px; padding: 0px; line-height: 20px;"> <div> <div style="text-align: justify;"> </div> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Những người hoặc tổ chức có thể được tiếp cận với thông tin </span></span></h2> <br /> <div style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đối tượng được tiếp cận với thông tin cá nhân của khách hàng thuộc một trong những trường hợp sau:</span></span><br /> </div> <div style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Nhân viên của Công ty Cổ phần Công nghệ và thương mại Thành Đạt</span></span></div> <div style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Các đối tác có ký hợp đồng thực hiện 1 phần dịch vụ của Công ty. Các đối tác này sẽ nhận được những thông tin theo thỏa thuận hợp đồng (có thể 1 phần hoặc toàn bộ thông tin tuy theo điều khoản hợp đồng) để tiến hành hỗ trợ người dùng sử dụng dịch vụ do Công ty cung cấp.</span></span></div> <div style="text-align: justify;"> </div> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Địa chỉ của đơn vị thu thập và quản lý thông tin</span></span></h2> <div style="text-align: justify;"> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">(bao gồm cách thức liên lạc để người tiêu dùng có thể hỏi về hoạt động thu thập, xử lý thông tin liên quan đến cá nhân mình)</span></span></em></div> <div style="text-align: justify;"> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ của đơn vị thu thập và quản lý thông tin:</span></span><br /> </div> <div style="text-align: justify;"> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Công ty Cổ phần Công nghệ và thương mại Thành Đạt </span></span></strong></div> <div style="text-align: justify;"> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Địa chỉ: số 157 phố Đặng Văn Ngữ, P. Phương Liên, Q. Đống Đa, Tp. Hà Nội</span></span></strong></div> <div style="text-align: justify;"> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Điện thoại: 0243 7764930</span></span></strong></div> <div style="text-align: justify;"> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Email: tracdiathanhdat@gmail.com<span style="white-space: pre;"> </span></span></span></strong></div> </div> </div> <p style="text-align: justify;"> <br /> <span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Người dùng có thể gọi điện tới tổng đài hỗ trợ và chăm sóc khách hàng </span><strong style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify; margin: 0px; padding: 0px;">0949 322 456</strong><span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"> để điều chỉnh hoặc xóa đi dữ liệu cá nhân của mình.</span><br /> </p> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">6. Cam kết bảo mật thông tin cá nhân khách hàng</span></span></span></span></h2> <br /> <ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Không bán, chia sẻ hay trao đổi thông tin cá nhân của khách hàng thu thập trên trang web cho một bên thứ ba nào khác.</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ngoại trừ các trường hợp về sử dụng thông tin cá nhân như đã nêu trong chính sách này,chúng tôi cam kết không tiết lộ thông tin cá nhân của bạn ra ngoài. Trong một số trường hợp, chúng tôi có thể thuê một đơn vị độc lập để tiến hành các dự án nghiên cứu thị trường và khi đó thông tin của bạn sẽ được cung cấp cho đơn vị này để tiến hành dự án. Bên thứ ba này sẽ bị ràng buộc bởi một thỏa thuận về bảo mật mà theo đó họ chỉ được phép sử dụng những thông tin được cung cấp cho mục đích hoàn thành dự án.</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Chúng tôi có thể tiết lộ hoặc cung cấp thông tin cá nhân của bạn trong các trường hợp thật sự cần thiết như sau: (a) khi có yêu cầu của các cơ quan pháp luật; (b) trong trường hợp mà chúng tôi tin rằng điều đó sẽ giúp chúng tôi bảo vệ quyền lợi chính đáng của mình trước pháp luật.</span></span></span></span></li> </ul> <p style="text-align: justify;"> </p> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">7. Thay đổi về chính sách</span></span></span></span></h2> <p style="text-align: justify;"> <br style="margin: 0px; padding: 0px;" /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">Nội dung của “Chính sách bảo mật” này có thể thay đổi để phù hợp với các nhu cầu của Công Ty CP Công nghệ và Thương Mại Thành Đạt cũng như nhu cầu và sự phản hồi từ khách hàng (nếu có). </span></span></span></span></p> </div> <div style="text-align: justify;"> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chúng tôi hiểu rằng quyền lợi của bạn trong việc bảo vệ thông tin cá nhân cũng chính là trách nhiệm của chúng tôi nên trong bất kỳ trường hợp có thắc mắc, góp ý nào liên quan đến chính sách bảo mật, việc thông tin cá nhân bị sử dụng sai mục đích vui lòng liên hệ qua số điện thoại <strong>0949 322 456</strong> hoặc gửi phản hồi về địa chỉ email: <em><strong>tracdiathanhdat@gmail.com.</strong></em><br /> <br /> Trân trọng!</span></span></div> ', 'images' => '202104071236589b665b2accf17da9077cea4c5dad8e94.jpg', 'images_multi' => '', 'pos' => '6', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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} .toc_cap3{ padding-left: 50px!important; } .ct-tt table.download{ width: 100%!important; } .ct-tt a.download{ background-color: #4a90e2;width: 90%;color: #fff;padding:10px;border-radius: 20px;display: block;text-align: center;text-transform: uppercase; } .ct-tt table.dangkythamgia{ width: 100%!important; } .ct-tt a.dangkythamgia{ padding:10px 20px; background-color: #00ffff; } .ct-tt div{max-width: 100%;} </style> <div class="bg-cat-danhmuc"> <div class="cat-title-danhmuc"> <a href="" title=""> <h1></h1> </a> </div> </div> <div class="box-content-detail"> <div class="clear-content"></div><div class="clear-content"></div> <div class="col-product"> <div class="box-new-content"> <div class="box-new-detail"> <div class="time-date"> 12:00:00 <span>30/05/2023</span> </div><!--end time-date--><div class="clear-content"></div> <div class="box-like-share"> <div class="like1"> <div class="fb-like" data-href="https://www.tracdiathanhdat.vn/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu.htm" data-layout="standard" data-action="like" data-show-faces="true" data-share="true"></div> </div> </div><!--end box-like-share--><div class="clear-content"></div> <div class="ct-tt"> <style> #row-2097407503{display: flex;flex-wrap: wrap;} #row-2097407503 p{ margin-bottom: 20px; } .large-4 { flex-basis: 33.3333333333%;text-align: center; max-width: 33.3333333333%;margin-bottom: 30px; } .large-4 a{ color: #fff;text-transform: uppercase;font-weight:bold; } .large-4 .col-inner{padding:0 15px;} .expand { display: block; max-width: 100%!important; padding-left: 0!important; padding-right: 0!important; width: 100%!important;padding:10px; } .button.success { background-color: #4a90e2; } .box-shadow-4-hover:hover, .box-shadow-5-hover:hover, .row-box-shadow-4-hover .col-inner:hover, .row-box-shadow-5-hover .col-inner:hover { transform: translateY(-6px);box-shadow: 0 30px 40px 0 rgb(0 0 0 / 20%); } .box-shadow-1, .box-shadow-1-hover, .box-shadow-2, .box-shadow-2-hover, .box-shadow-3, .box-shadow-3-hover, .box-shadow-4, .box-shadow-4-hover, .box-shadow-5, .box-shadow-5-hover, .row-box-shadow-1 .col-inner, .row-box-shadow-1-hover .col-inner, .row-box-shadow-2 .col-inner, .row-box-shadow-2-hover .col-inner, .row-box-shadow-3 .col-inner, .row-box-shadow-3-hover .col-inner, .row-box-shadow-4 .col-inner, .row-box-shadow-4-hover .col-inner, .row-box-shadow-5 .col-inner, .row-box-shadow-5-hover .col-inner { transition: transform .3s,box-shadow .3s,background-color .3s,color .3s,opacity .3s; } .box-shadow-3, .box-shadow-3-hover:hover, .row-box-shadow-3 .col-inner, .row-box-shadow-3-hover .col-inner:hover { box-shadow: 0 10px 20px rgb(0 0 0 / 19%), 0 6px 6px rgb(0 0 0 / 22%); } .button span { font-weight: 400; } .is-shade:after { box-shadow: inset 1px 1px 0 0 hsl(0deg 0% 100% / 10%), inset 0 2em 15px 0 hsl(0deg 0% 100% / 20%); } </style> <div class="" id="row-2097407503"> <p style="font-family:tahoma,geneva,sans-serif; font-size: 14px;"> Nếu bạn đang tìm kiếm phần mềm trắc địa, các thông tin liên quan về máy móc đo đạc, trắc địa cho dự án của mình bạn đã tìm đúng kho lưu trữ! Trong quá trình sử dụng máy và cài đặt phần mềm, nếu gặp bất cứ vấn đề gì hãy liên lạc với chúng tôi qua số Hotline <b><a href="tel:0913051734">0913. 051.734</a></b> để được hỗ trợ!</p> <div id="col-680915017" class="col medium-4 small-4 large-4"> <div class="col-inner"> <a rel="noopener noreferrer" href="tel:0913051734" target="_blank" class="button success is-shade box-shadow-3 box-shadow-5-hover expand" style="border-radius:20px;"> <span>Gọi Điện</span> </a> </div> </div> <div id="col-569433728" class="col medium-4 small-4 large-4"> <div class="col-inner"> <a rel="noopener noreferrer" href="sms:0913051734" target="_blank" class="button success is-shade box-shadow-3 box-shadow-5-hover expand" style="border-radius:20px;"> <span>Nhắn Tin</span> </a> </div> </div> <div id="col-272138532" class="col medium-4 small-4 large-4"> <div class="col-inner"> <a rel="noopener noreferrer nofollow" href="https://zalo.me/0913051734" target="_blank" class="button success box-shadow-3 box-shadow-5-hover expand" style="border-radius:20px;"> <span>chat zalo</span> </a> </div> </div> </div> <div class="clear-main"></div> </div><!--end ct-tt--> <!--<div class="fb-comments" data-href="https://www.tracdiathanhdat.vn/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu.htm" data-width="715" data-numposts="5" data-colorscheme="light"></div>--> <div class="clear-content"></div><div class="clear-content"></div> </div><!--end box-new-detail--> <div class="bar-new-detail"> <label>Private same category</label> <div class="clear-main"></div> <ul> <li> <a href="https://www.tracdiathanhdat.vn/vung-chieu-3-va-6-trong-he-toa-do-vn-2000-la-gi-vi-sao-viet-nam-chon-vung-chieu-3.htm" title=""> <h3> <span>(26-06-2025)</span></h3> </a> </li> <li> <a href="https://www.tracdiathanhdat.vn/quy-dinh-moi-ve-kinh-tuyen-truc-cua-he-toa-do-quoc-gia-vn-2000-cho-34-tinh-thanh-pho-da-sap-nhap.htm" title=""> <h3> <span>(26-06-2025)</span></h3> </a> </li> <li> <a href="https://www.tracdiathanhdat.vn/huong-dan-lam-thu-tuc-xin-cap-phep-bay-flycam-uav-tai-viet-nam.htm" title=""> <h3> <span>(16-06-2025)</span></h3> </a> </li> <li> <a href="https://www.tracdiathanhdat.vn/bim-building-information-modeling-xu-huong-tat-yeu-cua-nganh-xay-dung-hien-dai.htm" title=""> <h3> <span>(28-05-2025)</span></h3> </a> </li> <li> <a href="https://www.tracdiathanhdat.vn/leica-geo-office-giai-phap-phan-mem-trac-dia-toan-dien.htm" title=""> <h3> <span>(14-05-2025)</span></h3> </a> </li> <li> <a href="https://www.tracdiathanhdat.vn/pin-va-bo-sac-dam-bao-cung-cap-nguon-dien-dang-tin-cay.htm" title=""> <h3> <span>(09-05-2025)</span></h3> </a> </li> <li> <a href="https://www.tracdiathanhdat.vn/phan-mem-leica-captivate-v9-00.htm" title=""> <h3> <span>(08-05-2025)</span></h3> </a> </li> <li> <a href="https://www.tracdiathanhdat.vn/thuc-day-co-so-ha-tang-trac-dia-cua-viet-nam-voi-mang-luoi-tham-chieu-gnss-toan-quoc.htm" title=""> <h3> <span>(23-04-2025)</span></h3> </a> </li> <li> <a href="https://www.tracdiathanhdat.vn/pin-hat-nhan-bv100-cong-nghe-cua-tuong-lai.htm" title=""> <h3> <span>(09-04-2025)</span></h3> </a> </li> <li> <a href="https://www.tracdiathanhdat.vn/tim-hieu-tinh-nang-do-bu-nghieng-tren-may-dinh-vi-gnss-rtk.htm" title=""> <h3> <span>(17-02-2025)</span></h3> </a> </li> </ul> <div class="clear-main"></div> </div><!--end bar-new-detail--> <div class="clear-main"></div> <div class="pagination"> <span><a href="/Product/chitiet/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu/page:1/sms:0913051734" rel="first">« First</a></span><span class="prev"><a href="/Product/chitiet/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu/page:3/sms:0913051734" rel="prev">« Previous</a></span><span class="number"><a href="/Product/chitiet/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu/page:1/sms:0913051734">1</a></span><span class="number"><a href="/Product/chitiet/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu/page:2/sms:0913051734">2</a></span><span class="number"><a href="/Product/chitiet/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu/page:3/sms:0913051734">3</a></span><span class="current number">4</span><span class="number"><a href="/Product/chitiet/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu/page:5/sms:0913051734">5</a></span><span class="number"><a href="/Product/chitiet/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu/page:6/sms:0913051734">6</a></span><span class="number"><a href="/Product/chitiet/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu/page:7/sms:0913051734">7</a></span>...<span class="number"><a href="/Product/chitiet/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu/page:18/sms:0913051734">18</a></span><span class="number"><a href="/Product/chitiet/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu/page:19/sms:0913051734">19</a></span><span class="next"><a href="/Product/chitiet/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu/page:5/sms:0913051734" rel="next">Next »</a></span><span><a href="/Product/chitiet/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu/page:19/sms:0913051734" rel="last">End »</a></span>Page 4/19. View 10/181. </div> <div class="clear-main"></div> </div><!--end box-ctbar--> </div> </div> <script type="text/javascript"> var ToC = "<div id='ez-toc-container' class='ez-toc-v2_0_17 counter-hierarchy ez-toc-grey'><div class='ez-toc-title-container'><p class='ez-toc-title'></p><span class='ez-toc-title-toggle'><a class='ez-toc-pull-right ez-toc-btn ez-toc-btn-xs ez-toc-btn-default ez-toc-toggle' style='display: inline'><i class='ez-toc-glyphicon ez-toc-icon-toggle'></i></a></span></div><nav role='navigation' class='menu_danhmuc'>" + // "<div class='tile_mucluc'><span>Mục lục:</span></div>" + "<ul class='ez-toc-list ez-toc-list-level-1'>"; var newLine, el, title, link ,id; $(".ct-tt h2 ,.ct-tt h3 ,.ct-tt h4").each(function() { el = $(this); title = el.text(); id = title.toLowerCase().replace(/\s+/,'-').replace(/à|á|ạ|ả|ã|â|ầ|ấ|ậ|ẩ|ẫ|ă|ằ|ắ|ặ|ẳ|ẵ/g,"a").replace(/è|é|ẹ|ẻ|ẽ|ê|ề|ế|ệ|ể|ễ/g,"e").replace(/ì|í|ị|ỉ|ĩ/g,"i").replace(/ò|ó|ọ|ỏ|õ|ô|ồ|ố|ộ|ổ|ỗ|ơ|ờ|ớ|ợ|ở|ỡ/g,"o").replace(/ù|ú|ụ|ủ|ũ|ư|ừ|ứ|ự|ử|ữ/g,"u").replace(/ỳ|ý|ỵ|ỷ|ỹ/g,"y").replace(/đ/g,"d").replace(/!|@|\$|%|\^|\*|\(|\)|\+|\=|\<|\>|\?|\/|,|\.|\:|\'| |\"|\&|\#|\[|\]|~/g,"-").replace(/-+-/g,"-").replace(/^\-+|\-+$/g,""); $(this).attr('id', id); if($(this).is("h2")){ newLine = "<li>" + "<a href='#"+ id + "' >" + title + "</a>" + "</li>"; } if($(this).is("h3")){ newLine = "<li class='toc_cap2'>" + "<a href='#"+ id + "' >" + title + "</a>" + "</li>"; } if($(this).is("h4")){ newLine = "<li class='toc_cap3'>" + "<a href='#"+ id + "' >" + title + "</a>" + "</li>"; } ToC += newLine; }); ToC += "</ul>" + "</nav></div><div style='clear:both;'></div>"; $(".ct-tt").prepend(ToC); $( ".ez-toc-glyphicon" ).toggle( function() { $('#ez-toc-container').addClass( "selected" ); $('.menu_danhmuc').hide(); }, function() { $('#ez-toc-container').removeClass( "selected" ); $('.menu_danhmuc').show(); } ); </script> ' $scripts_for_layout = '' $count = (int) 0 $price = (int) 0 $sl = (int) 0 $cap1 = array( 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'slug' => 'blogs' ) ) $dm_c2 = array() $cap2 = array( 'Catproduct' => array( 'id' => '43', 'name' => 'Hãng Khác', 'parent_id' => '20', 'alias' => 'hang-khac', 'images' => null, 'lft' => '70', 'rght' => '71', 'pos' => '1', 'status' => '1', 'title_seo' => '', 'meta_key' => '', 'meta_des' => '', 'created' => '2015-12-23', 'modified' => '2015-12-23', 'slug' => 'hang-khac', 'cate' => '4', 'link' => 'hang-san-xuat', 'name_eng' => '', 'name_tq' => '', 'type' => 'product', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ) $dm_c3 = array()include - APP/View/Elements/menu.ctp, line 56 View::_evaluate() - CORE/Cake/View/View.php, line 920 View::_render() - CORE/Cake/View/View.php, line 883 View::element() - CORE/Cake/View/View.php, line 424 include - APP/View/Layouts/home.ctp, line 169 View::_evaluate() - CORE/Cake/View/View.php, line 920 View::_render() - CORE/Cake/View/View.php, line 883 View::renderLayout() - CORE/Cake/View/View.php, line 539 View::render() - CORE/Cake/View/View.php, line 483 Controller::render() - CORE/Cake/Controller/Controller.php, line 957 ProductController::chitiet() - APP/Controller/ProductController.php, line 135 ReflectionMethod::invokeArgs() - [internal], line ?? 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Notice (8): Undefined index: name_eng [APP/View/Elements/menu.ctp, line 56]Code Context<div class="accordion-heading"><a class="accordion-toggle" <?php if(!empty($dm_c2)){?>data-toggle="collapse" data-parent="#accordion2" href="#collapse<?php echo $cap1['Catproduct']['id'];?>" title="<?php echo $cap1['Catproduct']['name'.LANGUAGE];?>"<?php }else{?>href="<?php echo DOMAIN.$cap1['Catproduct']['slug'];?>"<?php }?>><?php echo $cap1['Catproduct']['name'.LANGUAGE];?>$viewFile = '/home/tracdiathanhda/domains/tracdiathanhdat.vn/public_html/app/View/Elements/menu.ctp' $dataForView = array( 'cat12' => array( 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), 'description_for_layout' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'keywords_for_layout' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'title_for_layout' => 'Máy toàn đạc điện tử', 'tinmoiup' => array( (int) 0 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 1 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 2 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 3 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 4 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 5 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 6 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 7 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 8 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 9 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ) ), 'tinlq' => array( (int) 0 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 1 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 2 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 3 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 4 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 5 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 6 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 7 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 8 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 9 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ) ), 'detailNews' => array( 'Post' => array( 'id' => '721', 'name' => 'Định vị công trình bằng máy toàn đạc điện tử', 'code' => null, 'alias' => 'dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<p style="margin: 0in 0in 15.6pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(51, 51, 51);">Định vị thi công công trình là công tác trắc địa nhằm xác định vị trí mặt <span style="box-sizing: border-box; touch-action: manipulation; color: rgb(51, 72, 98);">bằng</span> của các điểm, các đường thẳng, các điểm chi tiết của công trình xây dựng trên đất liền cũng như trên mặt nước theo đúng thiết kế.</span></span></span><span style="font-size:11.5pt; font-family:Montserrat;color:#333333"><o:p></o:p></span></p> ', 'content' => '<h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Tìm hiểu về định vị thi công công trình </strong></span></span></span></h2> <br /> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị thi công công trình là công tác trắc địa nhằm xác định vị trí mặt bằng của các điểm, các đường thẳng, các điểm chi tiết của công trình xây dựng trên đất liền cũng như trên mặt nước theo đúng thiết kế.<br /> <br /> Định vị công trình bằng máy toàn đạc có thể hiểu là thao tác sử dụng máy toàn đạc để khảo sát, xác định vị trí tọa độ công trình chi tiết, nhanh chóng và chính xác. Các kỹ sư sẽ nhập các tham số trên bản vẽ vào máy. Sau đó, các thuật toán của máy toàn đạc sẽ xử lý những số liệu này. Cuối cùng, máy toàn đạc sẽ khảo sát, xác định chi tiết và xác thực những vị trí điểm ra thực địa. <br /> <br /> Chỉ cần trích xuất những vị trí tọa độ chính xác điểm trên bản vẽ sang <strong><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">máy toàn đạc điện tử</a> , </strong> máy sẽ xử lý các thông số này. Sau đó, máy triển khai vị trí những tim trục trên bản đồ lên thực địa. Nhờ vậy, sẽ định vị được xác thực tim trục của nền móng cho những bước thi công tiếp theo.</span></span></span></p> <p style="text-align: center;"> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/dinh-vi-cong-trinh-bang-may-toan-dac.jpg" style="width: 620px; height: 360px;" /></span></span></span></p> <h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Phương pháp thực hiện định vị công trình bằng máy toàn đạc điện tử</strong></span></span></span></h2> <p style="text-align: center;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" 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tqi2VLHuoJglag7TzeneNZiTJxjndzSj3y0drOmi2c6s6RorflHqamspsU0LUyZ8tVfoBz5ncW6DMGLI63Y1BbQqg+wK5EKfbuqhnFOMU7/y7+UFyxRrkWOk7nYFOYU2+hrEX5eSszS13TZo58ZXaMuWdX7oHNPQcvJlFnQk+jnUfUv4QgVMJEoC2jNp9T5YpzWSCgm++VcZy1Zyi0K6ioO50eyeWp8SUfbg46TvOll9ipyR61p6PLi2c0k8iMt/i1S/3Z+UbEsPmtxIMJYHaNsiuGyjb+Fyxbd2YFMo3CgBRPLobQxg3DtkaQfL7I5IDeRtFihOdTFND/WNUIYxzBrdpF8Kpi97P5P2/UNRUTpR/r3ixy+200p41DfHC3KDSzXYZTimIna4qDmTuZotI1uWJOdFA9cUesigWK1KzIph7XDd7JJ4Fuergwq/1xpKLLW1Yab4h3ZIh3btpxGmlUeKQvIBuJ3gZZwt5ZohOjVynzNpRxTMVucYRsitSf7BpDnusiotq9z8cx2XLwRIxLRXUknWtDY0NUZjF+aU3RrzaLmSsYt5cw28hXbEpxPreimgmgDtZWq/1R6ISAsnjdBOqNbcmnO4fxXhfBC3BVfClxTmODfKMYxYq9TfDfLAaXgJppbpuMxUdD3VhvJsC/55GTj4tltU8cWJpQYayJhUuzOVio0adAr2Re5u+am+W6a+zn9Y5yT/wQn0Tmt4Ko/RXkNQM0sNrv4vtxHxR2Res0E1I6atyvlGcSUR2mDLmdajnGwx0lKhE2CGfIvK8xjkv8PYwxD9v8oP03xCF1yosucl0huctU0o1enR81a7EidJlMK3Gbq3CjNAVtgzVZr5P3Nzr4wUCu5d0s0ssUkvWwYg5RmnJ8kxQx5nmff8/zuAr8Xla2tdRlChU2EHSlaXzl/G8MZ2ifhjgL+6Re+cI6yKHOeSavEdbZPl/noQjh62DK9KzHFwMwEc9klAZowmc7wf3evmS0ImF1c+yaCyHW/TiS/K3OQHlVw2KzJj2ydCTMVbJOofF9XOMjfFmmFaVpkjLaZ4P+KCGP2eZLbJVOU9nGJzVrR7CkYu/x/TbCAkmVOR1cIb6NkUgJjK86URcWWJsgpxqyJxDT5dnFgjPIpsslKLpHhcSzkFnR1Cm2sdrSwuKSzafp8NcxtBhuPKeTjjoj9q9iNRjn+dVaJehVp5CimuWSTHsZEYJb+trCikWMXZPKV72yRU3HQxTW7asjsa02vknVH2WQtpTh6n0koQXYr/GpdfdHV+N9SZBmLUXqPFQbyIhXIGi8TJNlFs864edss99kNHDq7yT/nw0nEPlLJ9STaQh7t3ohSIB/wvr1K7MsVN26pSReiK/Wf5P8TJsME/WyU0W2QPjcajBwt4ag4Y6Ni1eI+P9gGnSFS3NcYTcPEVcJ3tXHx7MaOjlSBqUWNRVtQdwua4lkFzcIKoxlj2yJfZRVHKnTcvOMSZdlAjQcdJxOP8OS8Te8zA9lHXhwNEmZ3ZRA9hON4nuN4gfOp4q58SPPpFO2hHEcz6TjjnOKdi9QaQbSpbKs2KctWtD3oOC//5UhW05p2nM85D/Pk4q74nKack7TFFP1qyv4mSeOkUcozxmNm+O0Ixz6JBc/qfeh6UZy0BSnnj67nzMBacoIEjkdSF5p2+D5OnelqORU3imMu85wlz9PkXXmA3s1icpkyaT6ljK6gdqWnFgxU9LjFtCR9qs+tKINQczaW9J7/ac6IsmDWwpIuAdZJAd1yMkx79NHPhiwKTDMqSGJZ0alI+lmxqyh9bn61PuZgfPF/T/Z1b4vADgoGil3uBhKVyY7XyeBP8/0QudXs73IYt/inBcLpKI+N6PkObFj/2J5dOh+YwnutSO8cR4T2662nDMCuQF1kLNZtCmxTs6ByfJGqFnnVrMb2yjhlmOA2RWZ5mXzOL8zSFjpDbVcIsJEgHm5GLwSExfMmSGd0K2Q4SPXgIyVUSgNsQlmZx8TyOPriPWiPtaA52oCG6CU0xurQs9JJ9xuxwaVgZ2tRLGTskulgwGQS6fi2fkhr2xRoOEAtiVdIdetNVjQz2E7GGbAWKMtMB1pnO9Ey342OpQH0JyYxurLA8OAKNTvnaUWDEv8gunNi8VmGdZ1EmYTCim6t1C0+SmIsoHCSswdO6ZI46ZlDXFP94MoIWuJduBRrJjWhiTbqindgONHLQDDMI6d4rEKBkm3/x2KPkU2kBEl9SJ7NA1ig6PQ7N0WyvTzJ33RWQw8tisV18Zh8bQ4jiRF0xjvRFG9GQ7yFftZFvxvBABP/Sfavi2h129M8g3LUzpop4utaI3+jjnjMFAKZye+a3QP+fYKsy+KskJFWGZxjDMQkKzZZvIzStzomWtEwwnEz1kSfa0dfdBAT9MUZC+TyN01VSkiV+Ks/koyiItaTPpuhSBmUUf3p7nPdS74iHSpB16XyckCtRZjMHD0syCaXR9Cb6MDFpQuoXjiHC0s1aKSduhMDGGXyPM3xorvSZUt3Bt6RIomLKEo7Pf9JJP3KrTaiK0SynxnJx/mqRZq5uOKArBPFSHwcHfP0r8UOtC+Rop3ojzFpjs9ghsmALtiap41nmGDrMjXnbdQWEyGdzbWFwqthcCMoxlicoU4Cf1sl2Z37LL7xVZcB62oTlc0a3/P0tfFlxrbFXrSMc+wM16N1ogUDC/2YYWzTGTWlpAvL9DQroF1Bsz6ZcpS8Td7hEp1MQcs0KundAoW40AhmCLCFQk0dum5jhuN9ODGKnlg3bdOMxvk6NMzXoy2i2KYlNT08kcW2fd/NVjuteNYS5xz9XxF4jOOrb2UYzYk21EQvoGqhCrWRC+hmrJtIjNEyc/wuB5z6EKtaPZVSTB6dLZzlZl1mLP4zgzUL+3dJPkA/s9tJSPITzR/yeS2m2xInY/V4dBS9s91om2xF82gT2sdbMLTQR9tN8AhXJGgUae5VdFRPm9tA2/z+TEG9ytPEjx426Xxf43mOpHNPKrfm6G8TsVH0Mwa0LtWhfraaPleLHs6l4ytj9LcFxjfOuoz1MdPJmq42ou1hc5m1Nx3Jz6RTRy7X0XKGZJlkXBjj/DLIeN3CfODSUi3qYxfRyLytl/LMrEzwyAUrnleY7/HLzufEt7Wl7Ef+pnk1g7ZYY95N257Yt0Ke3s4xpo7HWcYwnlmhzNEzorgWH0BvrA/dkV50LnShg/lbL3O30fgwudUMqsVdR9KDRqI82nUYwPefjjIILQTqUTSmUpLigfxOelU+Nr4yxBytnblNE+pon7p4G+dRypRgWcoCWxcJm9ZZ+CXmKYkKaJvDKNNV+dgGUCdi0hP7cHFrkb7OUpl+P8XIpYWk3uUedJDn5ihzskgT2qJtZo/h5WFqXyUpRzrnRV1pI80LSpfjLDx124dTs/Nakd6tKt6byVMmoDaDy9AjNMY087RJ+oWWjoYoW0+c88oC55PZWrTOcWzMXzLZulYGmTXP2fyi2EB1uHaC8zKp+k+lFwLC4nkTpDO6L2aiTJx1n618T5cw9M73oLq/CoWt+TjU8Byern0CexueRl5vNs6On0IDJ5phOpzWoBS+lWLG6XCcl1ZXnDKFdHwbo+TXfWbQYeGse7L0wDIlaX51fGqZA2a2CxcHLuBsWykK6otwrDYfxy4VIa/pFM70nEf9TCcnHK1uxix5norPslDz9ztQKCVgoqA/JeR8a5RJaLwqTdJDAa1p/afMMq6zq6J5JsScUKK9OD9+AUfb8vDUpf14uv45HGg8hGPNR3Gmtxgdc3WcfkbZlhIH6UMTrS+fZWdaixHOzjCkBrBkMpiiSasbto1ke3lyZ50ZnJgt8yOT+gV0T3eitLsUWa1ZONx+FAfbsyjTYRxsLELFaBva5icYBFWc8Xj6qj2wQpd4Uh9rj6vMpNMFMovBwNCr/GtCtMUVTtV8dWfN5+1s3xITyynap3W0AZXtZ1HachIllCH3Yi5y6XcnO8pwcaIZfUyaWdbQOv5CaHd5vc1kyiaSi2eRtpmhRJmCpjE9AXWGlp3lR3oe9WpnnjW/0T661Hl8cZjF/0WcGTiOYx2H8VTDk3iq/ina6RhK+k/jPGXtXBjh2JEUa4Wzox1QPFN3UerOimHqeDQxjaaJVpxqO42cS9k4VHMQRy8cQX5dPk63VaBurJ2Jgc57UCv83gxlcOdwZaEIIsHtEFfF4EZYjS/USeBvaz6nxElJh0s+VMjoSgbFNhXOfXPduNBbjdLWUzglf6Of5dbkoaC2CFUdleid6bIzNVpOtAVFxje3oKYzaUrW1vSl99ribSbKFNSq9OeWi9xCxqLOppucLvZpsaJzsg9n2s4ivykfea05ONJ4kHQYRV0lqB65iNbZPgzGZjjqZQ/5VVLhLKIe0xfOoi1spt0bUQrINVtc05MR+9MtNvIVLcAMyteY8FdOnEdeXyGebn4Gj158DPsankVO0zFU9pRjcGEAizH9ogA7Ebs626GHWVJLakWPVrxRxbNe7aoavouymFni+I9wHNul2vybTkyhfaIdFR0VKL5YjDz6We75HBRcyGGsO4WWsQaMLPXTL5WC+shGn1tWrF6t1IyH9dA2b6NMgf7GeBxhwRizlFgLSAsc0xrPeprBMoYik6gbbsKJhmJk1x5ENufS7Pr9KGg9irN9J1E3WYee2AjGKcMsbavHIWru9+NlI9oeNpdZe9eT/py1FAd88ezyHHcVUw/j8KWJFpwZLMPhlsN4puEZPNeyD0daD+BkdxHappswHRvn3LlIf2O/fnjYONFZZ1fk6ZqJjNrCi6puRBrsIr4XG1HqTONlZkVXA87ZufLOKMfN8DkUtBQzV8ulfUR5ON58HOf6qtA4Xo/+xT4We7puUJfb+5MlbkFbmlrFekWupwzCFgApj/d0RVh30fA0RqI9tE01SnoKaJODeKb5IPa2HWOuU4ii3nLUjrdiJKIMlA3wyys6c0odZbR49jJ7O4jYljxKutNCns4168qLnpUO1C1cQOnwKeS2ZuMw87FjDceQU5+N/IZ8VA9WoSfSGRTQ+rb8UTHQmnRrvuLVLOF8VqSoswq99TyJMgG1yTRmeV5XM8XpSQlmwlF0sHyumqnD6f5TKO0qxOn2bBQ2H0Z+6zEU9pWgdLIG9bFeDHLm15WO4t8MKT/1smxCLwSExfMmuMzoGphM2HTGOa4kk442w4m8fbwLZUz0CxrzkN+ei5KhQpwcKkFhfx6Oth9EVvsRnOgvQf1sPcZYCGjwaNBr3lcBbY6XQcg3U8lGqSVeJPatRF1JrSucxdEiJpfH0TrVQlnOorihAIWk0p6zqGISdmagGoVMoLMbSlDMovrSZCuGWEDbujknWV0G5KZLrQZIqEAwkq3Oc49IrGQKMcqySPLntexeCxa6dmky5VmMj6NzogklTUU4cukY8rpYkA2zSBupQBGLm0MMyEfqnsPZbhbQM42YtDMbWpVV+ewKaCWc7swzA12gP9fZBmTRSGQfrgjrfE3k/U3644Q9G5lH53g3yjvLkduYS79iYB4uQtHEKRSMnEFW10kcbTqNkvYLaJ8eo12WbWFhkYmd7h9yT0aeoz0ym1ySWUeBj636GckXz9KkJmrdtjDP4kSFwRyTxsbRS5ZMZlcfxpn246gdPc8CswYnukvpa0XIYaJWymKnfbGfgV3Wkbe60switRIZLd0mk7ZZgpPJgaVpTDpMKp61SKOzXhI5Ecfk7CiaB+pRwOQll5PMqbHjOD5WQtsUoGCoGFkdBSwCilE91IAxLR5QB7q/yx7UsUOKZ/mZzoHr/F7H/DBKu6tR1HAcJ5iElfWeQcXAWb6W4kT7SSYGtE/9CdSMtWGARfIUv6NUcmpFharOAuqSRl0BIltdBYMbgX7tiG2m+JsVz+xZ+lQRojPIi/R5XWraN9+Nis6zLJRzUFiXizOdJ3F+uJoyVaGAfpZ/IR/lbWXomOzAVFxJprvHzsXr5ALa/blCfa3wdMVnZkBJbMwoLisizekSzWWm/xRX+clcIoruyUFUdtQg50IeCplUVkyUoWy8FCWDJchn8p/VmM84cQqXxrrosa541iXNq097Fq3yneRnq7SFzbR7I0qB5PG+vUrs1xXPWqhZwsXRFmQ3FuNIUw5ye/ORN5yP4yPHUTp6GgWducirz0VtzwUMTPRjST+fyErCbtOxe7+1ZOMu/M508eza8jZ2dl/94zb9afF4JqrZUNLEMBWdQONwI04xHhfWcd5hsVzZX2n+Vt59huOpGGfbT+FCL5PqmU7aUwVrUDxzLlV2cdmMuU7H/E+UMTAfSeghjWN8x1fyMssxrEitKxf6olOo7KtDzqUiKwZO078q6GeVzHPOsMApbqEPtpagfLgW7RHdsqbFJ+nHj8uNaXvQcd4vL4epZB3pT7FAnuZmct0CoXxHo3qE8pzr59zTfALZ5D2rMxsloyU2fop6mLc1HKTNStA23ISpOepEi/KCcgyL0+4MqS5w1XVEG/F1NRD/9p9zu1Wi2zGuqWyXt2upKEI9T6OLhWbVWDUK2oqQ3ZTPWMAx01eBc8Ms5rrPorCpAKfaT6B2qAZ9S720rrtNxRbl+KdsR5pahVPgeroOkFjK1ERuNtc4msXQfA9qBytR3JqHYyzYcgco09hJ5JGyB04gp+sUTnafY+7AEm+eM05MV3HS1zgP2ImGq/axFOhr3gZ6JWnsy5d0AkAX++t2ha5oK2PvGRwfYM7cnUt/ykJRZyEqRypxbqgKJ9uOc37Jw9ne02ifa8XUsq6xcTNKjPxqjDg4n9XfDS2elTLPx7EUS1CeFfQsz+D0xEUcbOf80ZKN0o58VHQXct5nHCPl9XDeH6ANpi6gMdZPH9SDD9mQTiSIUnSfjl4ICIvnTXCZ0YPBKbeW42ty6Z0bYALDwvISAxSLl6b5BvTbXx/aV1pRM12N430ldMJcDp4ydDKBm7YzIRo8TJDoR5l2JflmKnGEGpkc5F9SKG2xs0MMBVpD613s4cRejrxLOThDWZqnG9Gb6MUwA4TupuuKDnCirEL2pWKcYgHXSlkmOOEqDGtS0nqcm/Q5GjnB+CJGxbMuO1S6JlYyBV0WFqE8Prbp0mA9gdE/hGpwthtnm5jk12ThDBP/9uVOaF18iP93oxdNi42c/LXokY0TjYUYZIGmNHueiaqCm0+WbWWWRZniAwWyfxuScSKyD1eEjfxNPEjDXZO9ONV4xs76VQ1Xonu5h342hA7K0sF3DbEuFHaV4eCFYpR11WOYxbYuDtK5K02UWtWNs5jQTzw4HjMEL3vgY6t+RoW5B4DI15kW0jYLelAOx81MbArNo40o0SKNkuKhcxiIdtM6uk9oHAOU6+JkA5Ob48hm8lnFpGwwrvsenbfJJq6MUAGdRMnbMimjtSXf1u+DLvAjJwy7f1wJLr0tMo32gWacqClECX2pcaaOXjZMGmIk6EPHSjfOcbLJbS7iRHoCzRMdVmCqpNETUkU7pXjWJY3DK7NMhC/hUG0uihqPo3W6BRMrurdxjDINYiDRj0tTjchj8pnbegaVukIgrjuk4lY8z9LPdP+au8detrgKBjdCkp95WvM3pRtxxgZ6PPlwSeIChpb6UcmYlX+RRXPHCbTMNGAo3kdPk7dNoItJ5bmBahTVF+N0C5OcqTZGRJ2BVqKkGOmKIhcRAhvJ9qvECMfXzIHyWI9OAhXw7g7LFcwmIuidHkZ150UUXTyBsp5ytC+209P09INhjp1BtMe7cLLnLPYx9h3vqKSsLmFzDz4KXvnZ8ZzG14y2sJl2b0QpkDReb6vEvq3wXImgb3EIJS1ncPRSLipHqzliFNl0P63u3Z5AQ7QBuZyXcitzUNd1EZNz44z1WnziHEZb665pPTtBNxpodnb8ZwISRm3Jvs7GIicDZwjqUfOoFo/n9Du1fD+bmEXrWCuO159AcUMx6qcazMe0CKIrz2ShSxPnWUAXoqguF+dZQA8vDdpexWk3l8o+mjWT5EjVsShj4LjheF1mbqKlM3vAGXnRUykGE3OoHG7EsUslKGg9aZei6v7HCC2zwGjQl2jFucFyZNE+WS3HUTndjO74GBbMx4jUOJNC24OO8355Obw61kh/lxfPstUcY1PdEGMX85iTLC5bllppkQGWQrrbfppzaRtjXylzujwUV+ejc6jVrtwS7CnPcfoZY4t8zfmb+0WCTEH8G9SkhmdAyj9c8awYrUWNRfTHB3FhnHGgrQTHO0+icaGNltHtgYpbMWYGfcx9TiOnjnGgpQgNE/UYXR7lfllXHunOga72KawpcY2uAySWCmctr7qsMY7J6AQu9dWggHH6RHsxbdNED1NOMMmoNo5WSlQ+WYvchuM42VyG9rEuzETnbBHOYr/ytKv2sRToa94GemU7ilcan/6s8xi5qp0+Z4vlRd15uDhfg86VDotZ8jotVNRP1KG4VQvNx2zhuZ9zkeK5eSP5ViSRtxqv/HPR5UYWz+xzKYrFRNzOOlfPdmI/85Qj7UVonG2gLL2UdoC+Mkppu1E1V4PnOgqwt60ApZN16FseJ6fM93Udvp1MCGTZhF4ICIvnTXCZ0Zmk6SygzkpqkhxbnsLFoXqcaDqFit4KtM+3MfTqgQ2zNvErLdOjDTpY1JT1VdhxdcN0xmXdbq+ESMmQGyKZdCf5ZioxshgpwVQSYEk7ZXBnnZcwnhinLLVM/DmhdJ5A+RATsvl2hoBxu1+jc7LTBn3nUg+TtSommSdQM1CL4egIA4lW/HXmWZPIWvHskwzJ57ayf8diRuDOyLo0Rk9hjjCZsp9w4TCfjE2grr8WBefzcL6fhdlKn8nTONloE2X/ygBDgR5GM2SXQB+tOIqWkRbM2JMEmW6T9GREJ4FLyleZ1+tGxGPXotyVIZ2/qV+bVFZmUNZdiazaHFT2y9da0TTShNbJNkqgxzfpsQ7TaF7oRH7zKeRePI7G8Q5uYZhfcSvMutLA7t+irq6Gvw3hZQ98zPmZiJoLfM2eOL2sYsSdXekg30V1BfSjAjTN1KOXyX4Li7H6qYtoW2zBUExT5QSaKGdRy0kcbytF+2yX3ePlljZUaCYVyp742SWdIs16mZLTBAz6cP6ts3gawUpThmb7Ud5wBoU1efSxegzE+jnW6+xsU8dSB60zTyuNW2EgG+qM1PgiJx0mY65wjrK99cXzZYUNdWpsbERXiI38TUlZU7QbOV0nUNB2Aq1zreR+lt/QWFbkmsVYYgQtHE/naK9sxousrlNMHDpoMaUVrpiILs1jZYlJp91zn0Ek+ZmnVX8jj+LSXfKshzTN2aWK9cOXUFibjzPtp2gPpmDRLjRPNKBxusHO3AyvaElgCNXDNcirLUBlVxVG7UoUxWnFSV88O78TuWIqIG6Xz12VIdJC7SjucPTLP9i2ljqV6o5GJ1E7UMfxwwSy9QwGl4e4L2ILGudGznEuKkfPUi864j0o6jmJo415TLDrLbYpmqgAsDPQ4jnVx9bRFrJo90aUAlqHLfpoGlBgr+nYNGr6LqCouQSlfWdR3l3GcVSI/It5dqvAU2eexr3H7sOjBY+i4EIBzjaeQSdj2ywLPVlZl0krHsg2zj6ZGvdqw+vCL5A4cj7g5lAtaygVdvaJYHBxGGfbymifEibLFTjVeQZFLDxzqnNxrOYoHi56ALfv/yGya4+iqDEfJxpLOL+2c9zM0kZTFivla2rfxbAAyfr1lDGwsWXKmaBfsDhc0sNAyYeuJGmY70NOOwuwtpOomryE05QnryoLxVU5KK48hmfzHsU9+36C/RUHkN99GvkDZWiI9FAaXX7u4splsSaJtgcd521xObw6Vo9iHDP/IkmXRvR53aY2NDeA4otFKNbVNP3lON16yj4X0reOVR/Fj/b+CA9nPUi7FFv+UNlSZrfjuAVg6ob6kc+pPYsD/J+SsNdMwLVmJP14kUl6r3xHi2jytTnmOu2zHTjRcgqn28+gtOssi85inKg9g1MXy5B7rgB3HbgbPz70I2TVH2EBV4hzA5XoY7zTQ59m7fYUxTXNN0lIVuYqLttwzZDm9CsO89SlX6DsHO/C6cbTOEWbVPZV4mTTCeTRBrm1eThynmOneDfuOnIPsi7koKihBGfbyzG4NMzvBgubdpJjvX9t38dS4EW2ECl7uLlFObOuyVDxPIg+nB3g2GjMwum+kzjRWYJC5jQlNYxlNaV4JucZfPuBb5P3QyhmwVnYnI/6kUuY1lUe5FmeqSi4yqu64p/6EV334lm60U+4xnV10xLa46MoGKzGvqZCFPeX2YLz2fMsks/l4ExVNg6cfAp35dyDXef2YX9bIY52nEDjQgc1oqsvGDs4X8lRk3Wfjl4ICIvnTXCZ0TmA3GWNUU50C0xWhlHSfBL5lwrRtdTFoaQHOExbImZPCo2No3uql0XnINqmOlFSewKVred4jJ6MqnVm3XujoKGJ8jo4lJoMAq8Gv8gerb/sJhJ/1lmcDEYGbRIp4qC5OH0Rj5c+iR9wgj/F4NXIRG3P0Qex6/D9ON97Dh0z7TjDBOYMg9zg4gD0kB096EFh3W6gUOFsMinYuMtAVVZntnj2wrEHBl9dlqwJTdLoDr+O+W6caj6Nk41MlmfacLbpFO7fezf2Fj6NusFaZFdm4eCZA2iYaEIL5ck7X4iqlmqML+lxCXE7czYbl1wW2txEFpB1vREZTz7KXRnW+ZrIArYu0VpCV6IPRxqzUdhZDD1zsmm0Ebc98kN88yf/gqzSIxiY67WQroej1U/UM1gfw8kOJtYsctzZWnqZkmZd1pxpBL6VTE4G6U7EElMLEvaQjznMLE+jtr8GhXV5qB0+j46FNjxb9jT+5dGv43tPfQf3HPwJ7jt8NyehfLQvdaJqsAb5TES1UDWemGRBpLMz7tJteZW7ysEVAm7aUarkJiZyETB5jVAzzt3svSY19aJSURNp20QLcphInu+rRhv97eDpQ/jnO76Kr/zwH/CTp+5EVWcVRmKj6I53MZk+Tn/LRu9EN5ZiuhJAZ8rEqyZLJ4PJkvrTQdSp8bERXSN8fJtgDKucuoD9LUdQMX4OLVPNKL10Gs0dlzA7P8rYsYgzF09j3+n9uBRpwqnJChzuZlEzcx799E1Z2X7aZm4RywvkP9BZxpDia8n+pmLDpctKdReZpExgODaI8vazKGkoRMtcIwvmOtyffQ/+7q4v4Gu7vorb9t+OXSV77AxOD8fZiWYm0yxM+xYGaNkFuyTXkmXzOUUzX9is+Z6jDBbPaoakn6laidEv2L7OFOl84GB82BZjs+tycImydE53oXWsBccqjuKrP/knfOF7n8NP9t2ByuEq1C7W4UhrForaizESGabtlqDf8vSLnKazFKJCA9pCloDHtJQCjcNV3+b/RoxtuiplaHYAJXWFKOs5g9rRGjzIeeZ9n38fPvR3H8SHv/gh/PG7/wSve9+f4v4D96NpqgkFnG/PcZyNJkY5c7nbbGQVcZxZSBCvC+olsLOb2xz54lkLLJrHxU3XTA8KLxWjvLsCteN1+NG+H+NdX3kP3vzZt+AdX34H/udf/CZ+/z2/awl11UAF8mtzcan/ImY47saXxuhvuuVBxUBQnAXzQarPG2UKakruq6dMLmqB1V2UPEINl3E+ea61AKcnanB+tgG3PPJdvOOv344PfPw9+MBH3o03/8Xr8Jb3vwkHy46gauYSnm3KQjXH2TTzAt3ittFTkP227UHHeVtcDu31lGCb9lOiynN0NRr16IoRyhSdQVN/PbIqD+PSxAWcbC3BP93xD3jvZ9+DD37hA3jfZ96LX3v5r+KvPvM+VHZU4NLoJeRU56BhTGfgJmgjFT3OOvoFie3zvz24UeJmML0qnrkTHtwnufjZFV0x5ihzaBhqYJGcg9aJNlR3nsc/3PZP+MDnPoS/+eLH8YHPfhC/8upfwRs+/Xqc7j+JqrFK5ncFqBu7xBxiAlOJacY1VzxrRK7CK3IV+qAj0uv+6qC5RovqWuBUlNVppnlUtZ9Dfk0xGqfaUNlbjS/f/mX8xafegff/3fvw3s+9C3/0nlfhnZ/6M5R3lKKqvwpHao+hfqYJ43YpNO2sGMZx4X3M09XAfZcyqz3aWrfvKV65ZVndCDSN3mg3ipsLbGHi/Mg55i334mP/+FG866Pvwkc/8zG84e1vxG+95n/iseI9OD9VhfymHJxqOY6R6Ijxq+fAaEHE9ec07X1AdP2LZ+orodv53NPaL8y1IKvrNAoHK3F6oAp3PvljfIJj4WMfeyc++OG34a3v/RO86RNvwe7yvSidu4h9zEmrxmvs2TUrbGOFc6Xz2fX6T6UXAsLieRNcZnQOIhUzmix1Fql1sR259Xk40XLSCuYWDvji2uPIrsjF2cYyPJX1LL7+w2+ioKwYHWPdOF17FqculLLgHOHAU6hQeqeJX4PkOjiUmtSAM+KHIAioePaXmylwTa1Mom+pD6UMSGd6SlEzVYu//fFn8V/++L/iLz77Z3hw31344rc+hd957W/gG3f+E7on29E00ID8ylz0THawyJxgUNHlrCqedZmmTzBcCFAK4C/NSQoF1wgJx4TGCkIlGzpDpDJmjpPcHBpn25FfX4Jz/ecxGB3Al771efz2q38DP7jrFvzo/u/hzX/5evz2a/8nHjywi8noOE40nEV5QxWGWRzIHvpJgQUGAvGvgOwvB1rteiNaVbh9uCJs5G+SqT7ajCPd2UxkKm2R5nTDKbzrr9+B//hL/x6/+bu/jlvv+AbquqsxvUzPXB5EYUMuClry7KynflxAiR1bNNaCWJ05BL6VTE4Glyy7ZMAVM/opncGlARaZ55hcnkXbYjNOdJTgz774dvz2e34br37/H+A3Xvtr+E+//e/xinf8np196o33sfA5idLmcgZpTlm6VUCXGLJVKwACUk/6313WJr9T/xkEc2dzbzYapT9oScLOFnHSuThWi8MVh+yyuNKmUiYuH8LL//QVeOO73oyf/+8/j3f8zZ+xuM7C8HIfzg2exeGy/ege70A0od9HvjnFc6q/KcmVr4/Gx1DCZOtw91HURetwtPwQ3vvRd+NvPvpBPLfvGZRVnsZXvvUlfOqWT+P8XC2qoudxuC8bZ6aroJ8U0U91KL4wM3NP9PMPJcgUNvA3rzv5mxIcFZuKCMORIZxuPomznafRFW3HU6eewG+85dfx71/+M/hPr/yP+D//+/+JX379r+Jfdn0TLTNtuDBUS78rRNtEO2aYoE5GGFH0e5fmXa54lr/5YmqNZKsMQfpSMaOQyqZVmCtd02XmnbFOJjalKOooQjPHz4NHHsBnvvG3eOv734zfZIx7ywfehP/2il/ELY99Cy1oRcFgIQ5dOojBhX7j/2YWz/b8CL7qk87kaEFPi0jHKg6iTpdrRztw6NQ+fOW7f4+Pfu5v8MFPfggf+NQH8J27vo3Ktkr0RHqRp4fVdZ9BT0y/lKDE290CpROn22H7yqFGaYwkW0t3vnjWn2KBvG2axVX9cCOKG46jdkT3/3biueqD+Obj38K3n/42fnTwNnx9z9dw23M/QPVIlV1lc7L5OCo6yzGRGOd8rIcpKjPQdWnyty2KZ/7LCCSixqnG65J0qcdh6aLsWZweq8GzLZx75i5Z8fzdXT/Al775Rdx13+341re+hs/93adx92N3omWsDZeYfD/ZeAhFfaUYZ3Fmdr/hxbMWZVwsEHk96rLtqcUJ1PdyfNdkoWnmIpomL+KOx36Ij33pr3HrT76LH997O75661fxdNZTGIj0o2W2FQcrD6Jq+BxzPv20pa7LUdFDHw7cgo1nDCo8FL3cbQhuFrN4E4xNuxLFTnxEMRGbQA2LzZKaQvRO96J7ogsP7H0Qn/mnz+Lz//R3+MH9P8QtD92C3UWPoC/Rg4bFeuwtfxYnmk9gYnmS8YQloH421Rb9kuAVuQqzolHmoPZ0xZWuWtQyzRx5mkBZOwtM5tANE224ONSAHz9+Bz71jx/HF77+t/jGD/8B37njq3j04P3om+mgbZpQ1F2Ms+OVaF5ot2fvbHSlwxXDvhfkF9S74pblzNS9WyzTudY5tHO+yK3Nwen2U+hhIX2sIguf/8bn8b6Pvg9f+sqXcev3f4AHnnwIVQOV6FhpRWFrHk42lqwuwiwxFrv8krO/LntW10b6czpf1bu3y1WIkx5qSLZXzBllnjiGyrGLONhYgKrZRtTPtWFv3tO4557vY/eDP8b9fL3j3u/izmfvpt7P4txSI/L7TqJspAJ9kXZqZZyc6kbBtZi1Eb0QEBbPm+Ayo9PB5eg6i6czy21MxIrailGhSzMXOrEn+zG86xPvxqve+hq87h1vwG+96nfwij95NZ488AwGpoZxsb0eZy9WoHdmgBOLHjagid/dc6Ihkin48WWk/zT2jCSDgj4nfgVgFoj62SP9DTHBPNV6GiVtJ3B+6gI+cdun8d9e/yv4jy/7Wbz+Pa9mAvMO/Nf/92fx6X/+G7QM1uEiC7VjJw9heK6PCZAeL2SzLjtktsf2LcFQ0OEeJTbXpXhWP3FdFqr7jpYsIOlXTnWpcv1UG45dyEftcJ3dy/zuD70T/9tP/yu8491vwMt+/zfwv//f/yv+P//mJfiH276OgYQug2xCZdN59E8P0h7uzy1rMMFL0EIJFxB812nJ4JW9umHbSOdvep1emcW5hQvY33UIpdPlaJ5twV1P3In/30t/Gf/L//IS/Ot//RL8zH/4N3jfx/8cZxoK0R9vR0FzFko6OKly0tSNBJpuxZblfilz5TWDfKYjm+ypP5e+aMpx67X6fd36gUsoqi9kAlmNQvL5mo++Bi//wMvxhx94JX7hd/8DfvoXfwr/63/+X/BY/h7adApn28pRXHuC42aCgd5dNudKZY0dR87X3EKN1j/1KlHJTWagQoZuTrEQYUI4Sz6UTKlYrBqpxIGqA2iabsK+4ufwsj/6PfzOq34Pn/rcp/ELv/Kf8Su/+Yv4+1u/gOqeMjRMVuNoxT70THTYGNRilji9kcWz/ErJa3JSa8Uz/4ajQ8jtyMWx3qNojbegfbQZj+17BJ/61MfwZ299C97+52/Fr/7mL+NtH3sbahcvomb5Ap7rPIDS8TLoXvXR5RGan5m4knE93F2h4Qr52xRpfU2xZc3ffPGs/0cjI3ZZ5kkmjZ2c5B/Ivg8/93s/g//wBz+Hf/fb/xYv+emXsJD+OXzqB5/G+ZEa1E3U4XjjCTRR7gnGhnkWzrpywp15VtEku9CzLqPrUDxLd/I7tq+lJ91x3hxpsudoFHcXoSPWjqeLnsQf/flr8K//73+FX//tX8Onv/JJ/Oyv/ww+cevH0bjSgOLRQuw7/wyL5142S/5ZsLpo7PzL+5knKjQgMbEJtHsjugy0kaxDOTzFGVf1U2K9U104VvkcqvpPo3epDc/kPIY3vOO1+Nmf/1n8u5/5d/ilX/sl/P03/h4NA/Xoj/YjryEfJZ3H0cbCVPd3zll04dws1qWzbbB+ZVCDbNxs7Mhduu2LZ51DUnRbwDB9rZaxrbS9DLVjtehm/O2J96JjvhOdS51MsLtwdrAUWfVHmT+0oHe5CwWX8nGcxbZ+6tL77U0pnuVn+hU+TqmxSBTzLEZULp4aPYe9rcdQuVSH8rELeO/nP4hPffnTKKssxaO7d+Hd7/kL7N7LAi0ygAtzDdjfehTH+1k8x/UIQf7dhOLZzkDyWBcVtHhLSy0vYXJhHA19F1FYy+J5uoYFWhX+7lt/i7e85w3Yd3gvsnKO4Vvf+xYeO/AYhuMjaJ1vw/6K/TgzcBb6vWHdfqPLjJfobDZUpDPFuYxAY0Q+pcJZi3Xufuq1m96Ut8kn5G+LGFsaxoWOalQ0ldqDzWaWp5BfXoDXv+P1+NO3vR737rkPl4YuMb/pY9QYQluizZ7Kf66/2kaNleCM0zr7KT0FLKzRKsSX02XmQGlis4jExlmQMhNm4Ty2Moaq3hqcanPPaGgf68EnvvwpvO6tf4S/eO9b8KGPvBP/+LXP4Nmju9DPwq5xtg5H6Zclg6fQGxtgXrBktr/24lny+mzCLV74B3q657e4AlrjtG++F8frj6OiqxK9kT48mfMk/uTPX4uf/+X/jFe++g9x3/0PYow+p6sFu9GJnIZjzGMKOLpd3r/I/NX/ksvNKZ7lW/LqYWYxo6gevYijDQW4MNNMP7mAPXsfxr5ndqOftcsU7VFaUYg7n/oJChtPoSHSgezOIpwaOIPeaCvz7wEsLWvBTPPImu7T0QsBYfG8CS4zOh1cQVmhSw8CaF1qxbE6Fimtx9Ed7cGp+tO4+6l7cNtDt+P2h+7E9++5DbuefgwNHS0YnZtEZcN5lF2qxMjCmF0WrJU/d9GZErLMOZQfX0b8T0R/dvM/JzJ7QikTdvdQHcfFUGQYx5tOIr+hCBfn6nFnzr344v1fwVfu/BL+5u/fiz995yvw7o++FUdL9jEJ60FV61mUnMu34tk93VSziIpnziQqai0h09TpygKfromVzIAtxZWgc7ZP6Cykfh5DxbP7NcOmmQ5k1RaivKsa/Qt9eGz/bvzZu9+Mt/3F6/Du970NH/zke3HLHd9G8XkGgalOlLXV4FzLBQzNDGtKIc8qxkQJROORoHhe63qVLoMCnSjtzk2Rzt/0OrMyh/NLF/FE0zMoHjmB5sUWPLj3fvzxG16NN73xtfjExz6Id7zzTfibz72PgTkbbYt1Vjyf6TnBkDhoE6XOpOt3EFU8yw+ugr2NoSQuLdH+5gPuzLO7v37RLk2s7b2AwrpCnBs6h4szl/DVPV/Daz/5Ovzuu16G93/pXfjug/+Cv/v+51FwMd9++1mX0erBfJOcaDVeNPG45NIVTK4X52O+eLaEmuyRk8xASZJcnI1GErKL+6mQCf5VjVfhYPVBXBy7iKqOc/gik/0/fvNr8f6PvB+f+MxH8cCeu5F36ijqRijvWDkKao+if6aHk7HuC9T4dwX02pk5V9SIqEhH9AUTZiO6Asiv0hbP7H8sMYrSkdPI7jmK2tkaSjiNyRgTm5oKPP7EHnzj2//CZPPN+LvvfQEtiRZUzJfj6YanUD5y1pKEyRWtQNPRpC/dCkWdmQiZQhpfczK4RMOKZ+pVv72vv7H4KE42nMSJxuN2b31hYz7+/PNvw++953fwuo/9Md7w6Tfgk7d9Cs9WPMuY3oaz3WfpbyXome+jjXWmyV8fpOJZcSAoMtNRpiB7yvTzlGuOdmKsU3mm++xalppR2JWP3NYcFpAtaJ5swtNZT+LDn/4AXvvW1+ADjG0f+Px78fTJJ9CFDpycKMGhi/sxtNjHZrWo6RLx1OKZikwhMbEJtHsjSkbw2WxD/1ol9quHfmkc5F84hvL+EzjLovjz3/wU/uB1v4d/+OqX8b0f3Iq/YHH2+ne8AQ/uexCtM60obCnE8R49uKoD4xbdVG5wxEgE6UyvqTxcEwJ9JNnZ9MbOlFC7X63Qjzst2lUb9SONONl8GlVD1fbLAXsK9uDLP/kKPnbLx/G33/80/uwLb8fbP/t2zrW5aJptQOElzlPt5RxlU+av7iFOztcsFmjcp/F5I/7LCCRisDjIyQKxJcqzzFhN/ZaPX8DBtly7LaO46wxe/uevxn/85f+ErzMOPPb4Hrzvg3+Jv/zYe+ze1KZ4K7K78nB2qAKTiWmy6OLKjSyerU+LBfpz8cAVzxFML02ieVDPC8hGy3wt9p18HG/+q9fhrX/5Rnz/9u/iC1/6HH7t138NH/7Uh3FpsJ65QQMO1RxC+XA5C1DdksJsiTbX4ild2MU2zakZgfjVzKaFE11Nt1Y8u07c2NVtavK26fg4WocbcebSSTSRV/0O+pNHn8Cv/fav4j/9t5/Hq9/4h/j8dz+P7AtHWToPoJUFjq6UPNd3njFxDFP2U0/0YfawaodkRQZwWnR/SZuvEbSLznrHJ2iXSYa5KYwmRlDRXY3ixjNoGG1HbnkRXvWWP8RfffS9+OtP/BV+i3L97it+HR//wl/hQl85mufrWTwfxcmxUmY5I3Rddxb3WotnyWtzsY1BXzw7UvHsT6yoAO6b7UPRhWJUd5/HxcFL+OQ/fxKvfvOr8M73vxOvfM2r8dL/9zfxjR/8Cy4O16KNc+Xh8wdQcrGIvLq8f4m5pSueGbb0NLiAVb04PqRz58tJOzIEtSr5dO/7uD0QtHrkAnIbilEzVk+eWQc89CN85K/fja/+4+ewZ/fduPuBH+KDf/d+7D19AA0LbdhfewiVo5UYX9bixRjnXf1opeYTtr0JvRAQFs+b4DKjc1C64jliZ8M6Ip0snEtwvOU4emI6w6dznms/fi4o1M+wUG4dbMfJ82dQ03oBU3H3MzW6T8o9/Ehpf+Ycyo8v+agnRgEj+71grZoqMVcIYAGgFbSh6DDOdpQjj8Vzxeh5FHSU4GR3KXoWu1HWcAJ37v4+ck4fwtTyCAYivTjB5LK8qRRji0NsQ78CqVmEs+9q8ewmff1JH5Iw41LG2U+MfXJSVKbuHuSgxxktojsyiDOdFfZQnfaZdoxEB3DqfDH2Hn0cp8+V4FJ3jZ0x1BMpL441IruqABe76ji5TlloVGGmaVcUY+KakM6kSxlUQni6DH6CT7tzU2zkb0rKOpe7cajtMA43H0HTXCMa+i/icO5+FJ3IRUNrDS40l6Gq6TRlbUT9dC2KWvJR3ncWQ4lBTvh6wjVLyTh5SuY/U/CJXBqye4aoTVdAx+ws3sjiMBpHmphg6jcEz6CTBU3VYDXuOngPbnnkm8g/dxSDsW60zTXbw6rsHtT64+ic7bHnBbinoQeFDP/394TxnW1RAa3CWeWBes8YNIbocjQJk36dpNGvys6zdJ5Cw2wjcupycbqzFAN6AmpnLR564mHc8/DdOFFRQq/UKdgoi7c2nGorYPGchaH5ftqXkxcnZE3QbpK+ccXzRv6mazcaFy8hu/0QSnoL0RPvtqSeR9h3B2eHUVRZzBhwwp5YX9hVYL9tf2mqhmNPjwxzP4yk395USKBRnAiZQoqPiVZlMO0xUaZeVYSI78nlCVR3VaOISUvjRB3l6ULOuSzc/dydePLEE8hvKsCZ7jNMwAbRFe1Gdk2WFc8TTOjczSA6E6hLKbVYQw9Tgia/TkeZAsUyvbGQWZnj2GGck0SK1eLxeO8JZDVk4/zYOaY9etppFK0DTXhs/yP4yZ4foeh8LmNgGy5On0duVxbO9J/CRHyE2uHooL+50aFk3PnZ9SqeZRP/2WwTFM4+tiohHV3i3NN+Eqd7SlhQZuMDf/8+vPQ1/wN37/kJ9mU/iw9/5sN42Wt/x54hUNFTYXNu1Ug1+piwafHKbtqh7uUKbM4VNRlFIFSSnd3CsONfPzdnT9vmPK9Y2zev20yOM7aVonKgEl/f9XW8+q9fjd9852/h9//q9/DSt78Ub//M25FzKcceNKpCW/FwIqHftNAl227+ccWz+mLfKf6+SvyXEagd6U3TuC7bjidsztBidP1sKwq6T6Co5xQO1mbjj97/p/iFl/4i3viet+A9H3kP3viuN+DVb38Vnip6Eo0L9chtzcWF8VrMLs+SRUpwU4pnxQJ91syjDMsVPguJOXSOtyCv9hjODZ/F7vwH8EfvfiV+9fd+CS/7o/+J//bSX8JP/V8/hb/8xPtQ2lqGcvpbUXMR6mf0xPTxwD60u9xANa3im4ZORiCeNS5U0OgZMsH1eubUlrzZexXP7ja1WXRPdyCnIhu1LIiruirx13//Yfzrn/0pvOT/eAle8hLST70Ef/lP70YtY3NZ/1kcrjqCWuYOk/EpTLJ4tsvPXdeXUwBaybgSJW2+RrAtPQiR9tDvi+tpAdPL07jQcxF5NcU421mF/acO4nff9Lt42wffgj9++yvxK7/58/ijt/we3vCXr0Eh/bC87wzym/PRGtUvDegJ4pk58ywr+OJZcdXPy5ob3S0B2iILRDGxOInimuM42XAaZe0VeD8Lyz946yvw3k+8F69922vxi7/6C3jnR/4CecwNKkbLkVufg/O0lfzIFmQtF2d/8if5UcCqM4H+pHNHSTsyBC8nNce5bgpjzLk6cKLtDAobStA83YLT50vwrVv/Ee/90Nvw9ne/Dq98w+/g5W/7PTyct9t+V/xgzSE0zjUwZxjF4vIkostz1maq/lPphYCweN4ElxmdTu7veVahbJduz7WhjJNkaecZNEzV04VG6IQqyyYscZNLXhy6hJP1J1HWVG5PE1QxrZ/nUNkcsWCYfkK4WvjxJR/1xBESEOXQEj2DgX9qqAbxFANX40QLCptPIru+EGeHqzBAWSSDzjzpnIfO6eq+jlNtpzj55KN+oJ7bdb+K+2EEO9WUVDxrcvf9a55Pig2ZgVbqJIv6Mlm0JqiHsOls4BQLyS4UXSrG6dYzTCS7KYV+ikI/r6E7VaetKGiab7YnoubXFqBrost+Tklt6GyCFWakRIJJpiZ6mmnZrw6mEcRt9sEuzQFbIJ2/KWBroUVPbj8/Xo3DtQdR3FSI/qUes4lWoFWsuEeFjaNxutF+g/dkx2nUTzRiLK5LAbV6LR2Rsxhl0uVBV87ehvD8mpFTyXzb+Zoum5uNTVsJMBodQ0VnJXJqOakMnkN/QvfKalTpueEaPSNmn7rJesp7gknMOQwnxlg803YcPyqOnEwyivoy8Yz0Ub4m4tvMQe2zUV1epYfSKL3VBU+6LH4gOoiynkrk1xehaqAaQ8vDJqcWdFTwTDAy9C9349xQGbIvHGZidgITkRG2wKKZMcBN0FESdWX+o4Tz+hXPacE21LMuru+NtON4Zx6OXDxg92vpx0Lcc7aXbBTp9wLswVW9ZynPMVT1l2Ew1sutur9e99ExMYgw3RL7meIvwLoxkkKupHELNeJBY0cxrGOiAyUsiIvqCtGsB8ys6Nn0unVGUWHK5OvhmDrVfhq5F/XTabUsnnWLgJJlRWqXgK8Vz1JWGsoU1JRiTYwW4ZjVg4/EhxLEkeVxXJyss1tsjrcdRxuLG40YxWktFyge6EdUWheakNN4FEfqD6JloZl7Ztgk4xr9zRfP3seuV/GcXCB564hWfZzv9dTsBo7z3OZs5Lfk4c4Dd+AtH38T3v6Jt+HPP/FneP0HX49Pf+tv8XTJMyxKS3C67TTaZ9sprX6Sh0UE5YlQP2oxHmOrWiTMJLxMSXZ2vhYUzxzl9jvPccVhF4mr+6pRzFhwtrsUx9tLkN+Yz0S/gPbIQV5jLkr7Su3MtB42WtpWZg8Zm4hNShq25s5u3dDiWVCTUWYES4pJKh10N+oC+mPDjFs1yG0owrMVB/Hle/4Zdz53L+47+CDe9JG34G0ffzu+t+tWFF7KxfHmQpxsLUZ/RA+w1PMcaO+bUDwrp5I/yEqKA/5Mvm7oGFroJ5/FKGjOZXw7hC/++O/w8nf8Pt74kTfgfV/6K3zylk/jwWOP2FOsixtLcG7gPAZigxYv5jj/0OrsiH0s0j72u7ZBxxmBGlLQDEjjknry9tY8qtM3eq67nlcztDiAM7rdjjnB/tJ9+MS3PoGXvelleNU7Xo1X/fmr8bK3vgyf/OEnkd2YhaMXjuBsx1kMLg5Z/imNaNTbrwt51YpS5JEeM188a6xyjohqkUCR1S1A9U734WxLOco7K6j/E/jktz6GP/3Qn+CV7/xdfPJfPoJdWQ/glof/BYcrnkN27TGUtp+1RU5dkXY9zjz74tnFSfkxwzIpzjbtzvTlCGp76lBQW2i/537PgXvw3r/7S/zBO16Ov/7ih/D44T04znmngEV+VsMxVPRXcGzohIbu9Rav7FAkc8sYAavOBPqTzh1dD7geYlhgDJ5b0bL5DOrHG3G06ijOMIccZ142vTKKC53l9uyjD3zpPfSxj2FP4R7mOvlWC/RH9VNWk5iLTyCSUPHs5sfN6IWAsHjeBJcZnYNSQdmtOunM8aI9/OhM6ykcqNiPwtYC1C/UoSXWiMZoHdpjrWiYr0dJezEKG/Jxob8Gw0u6vESD0gWiWJwBXdErg3ADT/yvkQ1MI37QZMaiU0WhC1u6mJYFWmIS1UMXcfRiPoq7SlE/34JOJsS6t7sl2orWWCeKOk7iueqjTJYv2FN5dd+2W0Vz5/osW1ZBa/0k9cuxb3xkCmrLBx72tUI9Kil0K7KuoJ+KT6KyuxKHzx1BScdxXKRtGqPN6F7pQWe8E+enqnGs6RgOXziIC4NVmEy4Mzi6vEuFnmfckktN9Oxn2ReegSz+rciJ6iYZWTc4ZNtI529usWbRkv2xlRGc66ugPAdQ0lKAi1M16Ey0ozvRjb5Yn/3u7tFL+ThSk4uLY008XiWOFgKUDLlTMrGFeSZHWi7PHDy/foJfR5odOKHpNgE9HEuLE5q25TXdCz0M0GWc1LNxurcMdfONHDOUh0WmHopUM1GLIhaZefXFuDDcgFFOknOc9HVRm6Z9O/unPpL9zJmM+xxlGrrUNBIjB9SnkjFdGiz/133pemr7CcaCnLo8lA9XojnRgrblNnQud6A53oSy4VIcrT2EYiaY/dEeWnXWzlr5wtn9ZJUrniWEL2xMoFWh+HYjulawDfmbEjOtJDdPX0TOpaM4dvEoaiYv2u+8dyQG0J7oR/1cK0p7y5kw5OPEpWL37APqYUEF3IqKZ12SxhJACYdrOmNYN0ZSSL3JN3Qf3yLHsHxNZ9CmORaaxpssyck5n4Nz/efQvtRGX+tCD8dPMwvNItrlcNUh1A7X2v13o/EReyKtEs3UYka0zs89ZRCKabpcmw2z72UmyxF6jGyzhIHEGC6M1tGXTuBE+wlcnK61e2jbI63ojXezWG5Cef9ZFDFOlA+UMfnv47d0hdD6M8/ex65n8SwSvHVEzsf1v8576Gx6L050n8KhS4eR31mA433HcfDSQTxe9jiL/2M4w2LzdNcZnGg6gZreGoxHxsi9ln2dfVW86rdeYwnGBi2mZhJepiQ7r/ob9aY51P3Os1tq1iMEe5coD3k9WHEA5X1ljHVd6Ip1oTXBeTTahuqRGmTVZCP7PGP1QJ3dH+yW2jiTmr+lxLiNiP8yhxW7RWkuMmsFp11Wyj+dTe+c6bYz5FkX8ywHuDBbh7qlRpT0nURWUw4qR8pRUJ+DvJqj6Jxo5JjRJcHudqebcc+zzg66OZjxLKl4VkGkpb+2+TYc7z6BY81ZONV3GtXj53FmpBRlE+WomatF6ZDOEhbgJON5x1yn6cB+LYLFgSodjaHo4jwSMc6rwnbF2A5kc293P6cFxZXyEC3Y6Cf4ppivaOmvf7kPBS35eO7cfhR3FDHfPI7a8Vq0TLfg3Og55nLHkcf9BY2F6JnvtZ9KnYi5h4jG2EcsSi35q9I8BfJIh9Kalh30v/SZKehEhPrVX4Rxbjam0zMzaJ1oQQH97GjtERS25+NY4xHkdWSjZvY86hbqcbznBPdlobLvHMdZH4ajo5hh8Scr2+X6lCnV164M4kixXoWz4iXHIX3YXbXJvSSZRln82NIkBiMjtlh2gAW9nrpd3FaArLrDqOK4713sxIWJ88hpyrIFjObpZst9lDOoB3bkbKswLzsn6V5cSN+erhcUwyKcK+cSHBkct8OJYVwYOo8j5w/iNMdIV7wNfcyXWxcaUDNVhdKB0zhG2+TW5aJ1ssVul1RWZj+FSt9MniM3ohcCwuJ5E1xmdI4YBXydBVhUIbCyyIA6j775HlQwUclry0FW22Ec7TiIYz0HcaDtWTxV+ygONe1H5XgZ+uN9lmzrrJn9zIEGuQ1IOlMG/UlNGanZgGxgihQkVQBagElgiXLowSC6MFGF1mBsDOfH6lDQdhr7WCQfvMQJvr0IR1pycZSJ2EFOkCcHK9Ed1/PG56Dz7PppGk21CjSrxbP1w/40t4hSAkNG4OVSP+xvOcpAl9AkqURKZ/dn0LXQgYqRKuyvP4Sn6vchZ7gIOUMF2Nu4D09eeBzZnYdxcbYCIwmtlOvBZ7RNgoGApBU0Me2LZwX6hK7XVb+BHP6tZyXjxTP9xC4LpIXEX/d8O8o42RfQ1w41PoejnSxuunLw9KUDeKL2IHK6SlE11kI76pzBCnVAbcSZksXm2V6E+lk0Ha0KkAF4fm1GSUsyPFNB+r2KZyW7mjxGV8bRzqSyrK8Sh2uyWPgz+WIBU9BahKL2Ehypy+akX4KGyXaMxWcxwYRhnAF+kQF6NbHU2En2M0/aJoNwdyZACc2yusJClybZxEo+9NviunpESwLDHBN1U412P+axjiw81/oc9rXuw5HuwzjYdhDP1j6D4s5idEW6MMGkR8WMkjlLT4LiWbFF3kOlmd9dz+LZbJYC6VS8RJjEjC2zWNbTgPtO4ama/Xiq7hCO9hfjaG8xnms4hmOMBWUdZWgZbGKhrKSS+tHiSFza0O+QKqao7HTjIVNYHR9pSP1o/CnVswJeksRmMLUyhfHlcbROteJUyynkXshF3sVcuyRTZwIPMVFQQnBusIqxQD+BNG+/g6rYOEvfU3Ih+1sPQV98ezllDPQK+ZY9DFHl2TJ5kU51rckyrRNDn2L18CUc4zg5cPE55LQfQ3bbEb7fi+ymozjVdcIKt8bJJktwVMxoacQXzjejeE6+bDvYQk0vYZgjojs6iAoWMYcZ0/Zz7BzqOYysoWwc7jqC5+qeY4FQgEsjl9Az08P5d8G+L2trsXM+NstXXTXkHuy2jolrhZcpSTWr/ka9+YcIWSHPP529EfUt9ttl5tmXsiyxLmopQtlAOYoZ046ycNavdLRNt7Nw1pOPdZMB4yL9bY5jKaJfkZB85mebEP9lAhqh8jJdaeGTYX1WxBNNxabRMtaKqsHzLGSKcLD1KI70ZdE+ecjqy8bR1kMoas1B+0Q9bTGKuaUxzqGLtD0j9Y0untmu8ivTH/93CwG62FpLEu6xlXq2cOXoeWR35eNIxzEc6jyCrGHmb6QjvYxtndmM46c49zTaU6AVxeLKLeIRdqLxwlItOkMZ5IcZnWiciGpS85hcWaT33KacQItEytj0bIlhDNlfw1IDShibs9qykNuZZw8TPDN4BkWcb47V09e6TqKRc5Ou7tJtYHoGSjTB0bIkmdipV62nQBzp0BfP+pM+MwIvJ0lF9MISoxMLaJ38mIgNo55x4DTnGd1ycqjrEA73H8HRgWw8134U++qPoGzkHPPpIeYRGiucNxVXgliT6mfb9zEPHS9ZFSM5/2qcWY65RuyGexMcr3qM4wLn/iH6UwUL/UN4tuZJFPbl4PRQEY427MfBur2c9/NRNVppDzzU3DK/oijORtSVt7MPwevYdT7s9O7pSuXZGHpQ2dKSO4GnRSfNdSPRYfTHeu2Bs/tqn8aB5n04xHh8tPMQjo8Vo6An124Dal9st/vUZ+IztlgdiTIOxqSgy/WfSi8EhMXzJrjM6HQ0DU6tbEdVQGvgLM9ihonZaGII9XMXUdKXj+Mj+Sgey0P2wGEUj+ShZqYK3cssAFhqarDbCpkGpE/yMzserCkj/ufJ+tDgtKKWHzT6/cRvCRknfRYnE5jF8PIkGmbaGbyqGHxLUdRzFkW9Z3GCRXPNVDN6mFzquZMjDMS6WHCteKZA1A0VFPSj/pJI/YuXTEGysV09CEttr3AiQIwBTyv3iRnMJzhVcIIZWBnChek6FA+fQfZQMQ71ZiNnIA+nRzmhLNZwAuqiDKPkXj91QOuwcFYB7ZRGe+thYbJ9cvEcQG89SbyMFs8kJR86ayvdLsSnMRXXGbEhNM5cQn5XHvIGC1A4dhI5g8dROFKBi0s9lFcProlilnaw8K8rDFjQ2GNUmTw4x7tS7jaG53VdUpdMtl8TG9NaFVQ6QxOcsZ2gD/XFaJ+ROpztrsDx9tMobj2B091nUTVyAa1z3Rhk8qK705keY5ZFjFJkt2rLtm9Q8UxB2JxGrnuQi64HiOkMtM6ssBOd4dT9z2PktTXShvLpchSMFiJr8Biy+o+igHYqGytj4dzN45Rc6xLbRbYp23LyYrIcS9y44tn5lks0kiE7KUlc5IS4wCRanLZGO3B8+Cxyhk7gcF8BsgdLUDJUivOjtRhcHMR8bI7+pYUZtkd/1dl5pUFKwWUzLWdJR5mC97d0pH5E+qkat7DBZJlxWoWw/nQbTe9CL6q7q1HWdhZn20txqv0kyrvL0DbVxtinMo5RjbFwgYnxdGTGCjXFydWRHfTFt5dTxsBYo4SE/Ou3WBfpHxHJxO2L7HuOdtKj84Zik2iebkNpfymKewsYowtxgjY6O3ASTTMNGFgawDiPUXGmn1lRQugHh922E/jYjbpsW4WzfNyusAjmHxXPelTWEPXeoZ9ym72A/JEi5I7mIncsFwVD+UxET9ktKXog1wznXOnG9xPnuJlbojaWdTZHY+rGF89uHlXJqeJskb6v88+cI2MjjG21ONF6HCfaTqC08yypDNV9NfY74r6YUdE8zcTVbueireW/vg/TX7q4KsoQ5Nfs2WZzRWadFJC/WBAlL9L3TGKOSfUQ85la5PcXssjMQt4YfW76JE4NH0fzzEXKoocFMsdhsR3Xk4TtCjfFsrVx4yld/NkYOs4b4HJorxH/i7FPXYGgOOB8ztlG8rjimYUneeyhLM0LHShl0XO4Jws5o3lWpOUM5aFsugItjOPjzIW0rLFsiQb7ZnGwEqNe2Nay3d8pyqC/qRkNRQ1RDVU1LdJ7mYI2V6GoRRqdwdRznEeYwQzwry3WgXNj1cxBTzBfK0ZhZyFO9ZxC9eh5tMy1sNjWLWu63FsL2JxvGKtjUfkZ2/aqFZkiSfai5Sn9XYfimZRg7hZZ4Jyj21PIyEKM4yY2yryNWVm0CWcnTqFoogjZjAUH+48xzylB+VgtOhMaO5pdgjhgbur8zO53T6Erg46XrOmL51VXYKdaJtY4162agysDqJ1i0c+xcHwgH/ndx5ijHcHZEY6NhQYMkedp1gruVJXaZrv6JxGCobaq/1XoKHmyN85lB1wTpBrltEwRrdkY54Jpzv36xYzuxU5UT1ahcLiAOcwx5A3lWPF8evgkC+dWep9uWmP2z/lVM2Oc+tcChtpM1X8qvRAQFs+bIJ3RjfincxAqoOcZQN19cXry7iT6okz2V3rt/saeRCdLsmFu1w9qTJLcA8W0iql2VgdkZseDNWXE/zzZBht7fGMkJ3cTtJs4WZisLBipFNbdZCqkh+Lj6F0aRn90lINfpY5W2nTpk+7t0l2dWuvXpBQEVnWmflTU+GBgn4NX8ZEpsC3mkLZyaW1rUUBnvRndEiyydIZQD9lxdwHqNysn0brYhaa5NvQz0Ok+Qf1yqkiXm2pKUqFqK8yMJiok7Ewc27Timf3oErRkGfTWk1hwYc5R0mHbwjofC8gSDJsQOO0zeYnoklhKpfuvupe60R3vtd/WHaQMwyaJ7LOCafI/z0AoP3XtBBHaorSc7kq52xie1zXfSiH1T9KikyZhncVTUeDP1CixVxgei0+gf2EIvXMDdimUrmlYMFn1MBFN+yrKVG6qHbXLztW+fCsdySA6JiPQKJE+3RUWOuscj2sRTJbWRKq0zJ3pVJGmJ7P280+XBXdE2tGf6Kc8mjh1B7R78JPsaJc5mb9SM0z4VHjapWckt3AiQdQDSToO3qalK8Cqb6nNJJi/k4dIglFgRdZZJNezTNGmzMdaOH46ovS4lTGOn2lKq3KO37FLjMkr21ObmkxdbHAXPHNr0MO1w/tbOvLjTqvoug/WChvzG/e4Lcmjv8noBMaWmHgujmBkaQgzKypFtYgoX3SRbUlnNKMqIlxm4Vv3fVlHqZQxuP40XnQGXXONtCiX1nPY9IAsnUfW+TTFX92f3RfpxUC8j7YaZvIzZDFCZ9yUYCrJ0++J2yXbFvcpi+JK4GN+29qg2YZAyYelUgDTUwCTiH2o4PQ+rnsUPX+6DUgRWf42qCXNeCf9rcUuQ9dTRBTHNb7sWgbxy7FvNue4icR0q4D/bdwgE8wUkuUKyPuA6TGQw10ebOcoWQRr3tGygLvseYpFmBaa+uf6MRIZ5TzLWE7JJZO8coExUb+5K1/1PsyGXR+uwzVKiquZgxZaXTzWk+p1Nj9BnzO/oJ/wP+rVPbxSPwfZvzxoD0zVLUMDjHPKc/Qb/loKsQddURdalMls8ezpcqzu5X9K4O1ea27RiJF97MwkfV++oXGuOUc3dylzG6dvdSf67KGcWvjsXdYYUq7jbGS5DduwxpljrOjsmsaR5DTKoL+pGT9/+fxQFGyTz8sOkkKxV/OI5hs9t0FFnBZlB+P0s/gAehZ7MJzQaQ73p+PloTb3mi5kA9mCbSeT4F/5RjqU9UX6lBEEfemsdzTCN9YstRnjiIjrkn89mWaS86i8S7bpstsGe1lUKwdVTqDRJa70jwYO4pnii2RaT1cGHS9ZldNS+Rpr3iZmA24iaaRKo265yS07ae5QId3DsdE+14zBRI9Jodxfc4+W19xVEGqfbfE/DjEryE0O0Tp2yX/w53Z4yiDYnNIMySRofGixWbWKls8HaYMejo1+sK6hPFoE8PKsyeJ4Mu74X6r+U+mFgLB4vkrYAymCCcVW0xmMlOQw1Vkl++MkolVPm1jtOAVxJSwMwizGjAKnve4wz3YkB7ZAQxI/Iq12O3ISkFMjhVkFCntv+9x2bXMh1U1Tq0geG75PIXl7prGubd+pC/qSJLoqk5PLLLRqG7cqbYVMkEx63aTSZgPf9+ppO0gOKJuR8WS+Q/6TZHGe5kn2YRIkouRmH/mp8c4A54ntZRKpvG5E4sN8f9Xf1uRxHqU/50/i3cmj/Tp2jSzxDvreVNEZFVONidS3/MD5wirxz/gO5HH2SLaO+/MxQGRFhPmaaL2feVLbmcQ6njchd0bN8xqMF9kjeHUW0z5+MjnIK5NkJTDWhmnJ2VJ/mUQqr+lICZTFZ/LmycsjnxNnztsclyZN0n73yv3Bd9lq0PuNg/M46tPI/fm6SRxpqyQwn1qzSNIfraU5yeSRjZKJcqch6e5GQ3K5+TOI03rv+Q/I/jc5/LhJ4ZsyyW5uMepGTajr4W3l/7xPOU9b+/O+l+xrso/9mb+pnU3gHCPDEOcBD/wzOVJ9hbyJV9nBxQBnGRVyemdk8YA22sTHkinT/pYcA9aRk4jvnY28HMl5gV/6MImC/V4XasMGnl6N1I72uf0ZhZoTSTWegm1OFkkiWzh92+KakZPASeN4dzE7sBblsTjAP9dKoBu1vyl0tPvLKNic9R28Ol7IdSCXyWblqfuTZPI0ZzNJ52wZfDn4/ta0Xbg5XsTvWODlxtXu2Bb/NFZtfjR/kS2U5zsb+NnSPGt1m5t7vE+tY0fvkz/fIDh5PHnf8vLIBtK9960k4r7k8eHbeLEgLJ6vEukmApGthqdQuuOS6UoGdKagPtPxkkyWCKfh3w2U9bSTIf6cPM4ea3bZWgeplGlZk3W4GaXlJUWe1ZXXLUjtZRKpvG5E6XhJplR50h3jSe3dbKTKJ1rlL0WWreTZiNRmJpHK70aUjheRkyX9Pk/p2ssk0rWfjtLx5ulKbaP2bgZSZUpHxl+KPNuRKR2pvZuBy/i4BllulgzJNvGUlr9tyKPv3gxsh39Rqn22I1M6yrScqfxvROt4MOL2NPKk+246yiTStZ+OkmVIpnRyrNufpq2bhVQ+Unn1lCpL6veuhLaLdN9NpWQe14j7Ukjb031/JyAdX6kypcqyuj3Nd18sCIvnq0Q6p7kWuhlIx0c62mqwiHYy0vF7LZRJpGv/RlAmka796007Aen4uh6USaRrPx0lj/ntUrp2PGUS6dq/3nSzkI6X6003A+n4uBa6GUjHh+hKxomnm4VUPlJ53y7/V0KZRLr2bwRlEunavxbaju1uFtLxIkrmOZXSHX8ltF2k+26maScgHV+idLpPpXTfe7EgLJ6vEumc5lroZiAdH1dLOxnp+L0WyiTStX8j6GYgHR9XSzsF6XjLNGUS6dq/EZRJpGv/etPNQjperjftZKTjNx3dDKTjIx3tdKTjeauE+Vook0jX/o2gTCJd+9ebbhbS8XK1dDOQjo/t0k5BOt7S0VYx4MWGsHi+SqRznmuhm4F0fFwt7WSk4/daKJNI1/6NoJuBdHxcLe00pOMxU5RJpGv/RlAmka796003C+l4ud60k5GO33R0M5COj3T0fEE63sPiOT1lEunav950s5COl6ulm4F0fGyHdhLS8ZeOwqJ5PcLi+SqRzomuhW4G0vFxtbSTkY7fa6FMIl37N4JuBtLxcbW005COx0xRJpGu/RtBmUS69q833Syk4+V6005GOn7T0c1AOj7S0fMF6XgPi+f0lEmka/96081COl6ulm4G0vGxHdpJSMdfOgqL5/UIi+erRDonuha6GUjHRzpKxXaO2UlIx++1UCaRrv0bQTcD6fi4WtqpSMfrtVImka79dHQtyHR7qUjX/vWmm4V0vFxv2slIx286uhnYKXxkEulkyjRlEunavxGUSaRr/1ooFds55kbhavlI/d6VfDeTSMfHRrRTsV1et3vciwVh8RziihEOoswhnS7TUYgQmUA630pH14JMt5eKdO2noxcC0smVSi8EpJMrHe1kbJffdMel0k7BTuYtHdLxm462i3TfTUeZRLr209HVIpNtXSuulo/U713Jd0Osx3Z1ud3jXiwIi+cQV41wEF07knW4GYUIkQmk8610dK3IdHvJSG17I3ohIJ1cqfRCQDq50tFOxnb5TD5uI9pp2Mm8JSOZz81ou0j33XSUSaRrPx1dKzLZ1tXiWnhI/u7VfD+Ew3b1uJ1jXkwIi+cQIUKECBEiRIgQIUKECBFiC4TFc4gQIUKECBEiRIgQIUKECLEFwuI5RIgQIUKECBEiRIgQIUKE2AJh8RwiRIgQIUKECBEiRIgQIUJsgbB4DhEiRIgQIUKECBEiRIgQIbZAWDyHCBEiRIgQIUKECBEiRIgQWyAsnkOECBEiRIgQIUKECBEiRIgtEBbPIUKECBEiRIgQIUKECBEixBYIi+cQIUKECBEiRIgQIUKECBFiC4TFc4gQIUKECBEiRIgQIUKECLEFwuI5RIgQIUKECBHiRY6VlZUtKUSIECFe7AiL5xAhQoQIESJEiBc50hXLqRQiRIgQL3aExXOIECFChAgRIsSLHOmK5VQKESJEiBc7wuI5RIgQIUKECBHiRY50xXIqhQgRIsSLHWHxHCJEiBAhQoQI8SJHumI5lUKECBHixY6weA4RIkSIECFChHiRI12xnEohQoQI8WJHWDyHCBEiRIgQIUK8yJGuWE6lECFChHixIyyeQ4QIESJEiBAhXuRIVyynUogQIUK82BEWzyFChAgRIkSIEC9ypCuWUylEiBAhXuwIi+cQIUKECBEiRIgXOdIVy6kUIkSIEC92hMVziBAhQoQIESJEiBAhQoQIsQXC4jlEiBAhQoQIESJEiBAhQoTYAmHxHCJEiBAhQoQIESJEiBAhQmyBsHgOESJEiBAhQoQIESJEiBAhtkBYPIcIESJEiBAhQoQIESJEiBBbICyeQ4QIESJEiBAhQoQIESJEiC0QFs8hQoQIESJEiBAhQoQIESLEFgiL5xAhQoQIESJEiBAhQoQIEWILhMVziBAvCKwEFCJEiO3Dj5tUChHiWpHOr0QhQoTY2QjHbIjNERbPGUXqgEtHLwakk9vTzUY6njw9H+F5XyYlkj4/X+W5GiTLnEo3G+l48rSTkY5fTy8kaNzESRo7nrRtO9iJuknHk6edjHT8errZuFqefEwWycdE2/Wt5wvS6cbTTkY6fj3dbKTjydOLAenkTqXrjeSxeyVzQipuFL9bIVl3qZQO6Y5LpRc3wuI5o9AA24pe6E4n+dLJ7elmYifzdrXwvPsELTnYvxgCXOhv1wfp+PX0QvEryaGxEg0oRvJjaDsyJuvEj7ubidDfMg+vUx9TPW0F71u+aJZvef+6mfJkEqG/XR+IBx9Pdhpv1xtb+ZSn6wnxIN0nj1l9TqN7bdrQJMmy3Ewk85GO0iHdcam0oeAvCoTFc0aRzsFS6YXucFczUG8UdjJvW0Csp3Ud8Z2cpHnyE2/Sl9J+//mOnWzTnczbVkjHr6cXiiNJDo0TFc4RUnKitB05vT6Sx9/N1E3ob5lFsj6T/UK0FfRd7xc+Cff+dTN9JJMI/e36QDyk+ttO4e16Yyuf8nQ9IR6k++Qxqz6TdK+3qbQO2nCj+N0KqbykUjqkOy6VLhP6RYWweA5xnbGTgkgyknnaabylgdSYNlaJ7+Tk3ZOfeJO+9KKIdaG/ZQbPN36vBvKV1CRpg7GTFl4vyeNvpwwyz1sy7WTsRH6TY0myX2yHN+9b+l6yf2nbTvGRTMLrJZl2MnYyv56fF6KfPB+QPHZFaeyht6m0DtrgvyfaSdjJvD1/EBbPIV6kSA4ez5MgkjZIe96Tg/0GSdpl3w1x45DsZ552Mp5v/F4NNCA0TtIVz9sZLF4vyWNvpwyyZLt52snYifzKlp4X7xfb5S31u56261vPN3hZk2kn4/nGb4gbi3T+kTJu9THtUPbH78R5IUSmEBbPIV6k8JEvmZ6PSA7uCtae9DnEzsHzzd+eb/xeDSSTxoovnq907CSPu52WJCXbzdNOxk7kVzx4G/vC13/eCqnf9aQ2doJsmYa3WTLtZDzf+A1x43G1/uHH/U6cF0JkCmHxHCLE8xoKyj5YJ1MYrEOE2Bx+7CjJSS6Mtjt2/PE+SXqhFkYvVsiW3ke8fb3Nt4L/nvcPT/oc+kiIEC9cJI/7cF54oSIsnkNcJcJgsHMgW6SjFxJeaPKE2BlIHTOetoPUJEnvQ7zwILteafEsyI907NX4VogQIZ6f8DHiRs8LYWy5kQiL56uGHyBbOOymu7fZxo6D+PW8byKDNqVSiBBXDDlO6G8hdhpSfVIU4oWH0M4hbiC2NY9pY6pPpj1wByNZhk2woQ6EbbZxLbhitXp+kul6I1kPntIwrk2pZNjg+GRsunuTPl+gCIvnq8YVOqjoMjyfHU48e/6vQA8hQlwV5Dyhv4XYSUj2R08hXngI7RziBmJb85g2pvpk2gN3MJJlSAMveyqtgzZs0sa1YNN+t8JVfekaof68LkRp+vdsJZPhCo4XXYZN+nyBIiyerxIrK+4SrpUV0ZrDLHMzN9lrIu7ei3aiw4nvZN5T4fbxGHtvmwz+O5J9eTnOV385W0pb7uvr6SZgeXkFy+KZ/1btEvBitiIly7cTIR4TiTVf02siIfvZx1Xos6edBvHs+U8Ht2+9v2lbLBYz0j7nZ55S2nJfX083Acs0lpdTdpPPeV6WabNE/CYxdoWQCH68mAzBtucTkn3OvwrORiK9Xy+UjovTRtqu98n25N4kSvZFT9cH6v9y0nZHq/CskWKxBOn68ZRJmAj8T+PDdE9/k1waK+vkuylItbFITHkSr85PNkSSDDo2Hte8ubbR21RY7287D45X8clYFnPvZbNVW+1c1tfBfMybTPIEPmcf+SY1LtwweB0m0zpog3wkQR7lR85fvP9JBp8rbEU3F04OR0ngZrEm25h9Ut57iP9lGm0t/8ww1FcypUE6ffp5I5NI7UOv8fh6hWib9JHghH2lObn3Iw91Y13plZtXde8pgHxuzQZ6XWvjhY6weL5qyEkUoNYmOvlNLEoHVlHD9z7p1HvzqSSnc3BtpNlxQ5A8GFPh94lUpMWDSTIZkj0ej3LwxPg+zWDV21S6CTA59Mf+JYe3iyZ8+ywb3STetgvxJzv4CV2vSox9vmaJjCZMftaxO1Ee70/p4PeJ1vubSzQTMpLZ0AXqnexvq5On/pHFBOv+WHTZkkvFBvneToZYl1+JT0/iPS5/E/+BHM8HbFSIuETT+ZhkU0ww+9B2IiUm8kN/7FoTeqPvbkTXB8njw5PZKOgywTeyj/zN/Mvkks9xA9/b/LNDQVFM1xa7FMfMvygHbaI4oDjnbXFzIOVtRI4vySCbJEMfNU68bB7yJy0GOh90SPbT5Pc7ES6+ufkzuqSY4OdVbhTbekmSd6ciOba5+BzwLf4p4E2zQaDDVVoHbRCT8pG14tnPOWLZZAr8TiR/8j6VSjcXa7KsQptILhY48nZytuKrZNVh5F+Fm3Swro1MIuBnIyTrVq+C0629Dbavfb5auDYdqRuzbRDf1b47xvGTUMKxqldRUud6m0qEviNdGrjNRAm+6m3g47LZJfie48flY7LDahsvAoTF81XCJe9upUUOZNsCB5NzuQ3O6czZAkdcD21Mu+OGwA/GdHD79Ib/yKKXS9v8VyR7LBbhgLmZxfP2GhbPsoUf23rVQocmfdt2XXjLJJw9TA7ZQ5MiyUMBVAn/Ohut7d4R2Ja/6X3gb5Iz+XA/MaysbLCyqreplHFsr2HjPfA1Ha7kbHVBgLSTi0/xqDGxOjYI8RuNSChnmzjHTrJt0kMH3Fw5fWLjkdb/uCnOfEPyWZzjZ12pspaU6DWZ5Hep5PdlGq5dNz7Wk3zM/IwUiyfIu/hwn31Mc2OJr94XdyAoiul9XfHCVxsv9qp5Rhvd8RtDB2x50FXAtyvmUml9n842/r2TQX5lciUh2S+dLdd/vnlQ35v3L/Ykj/kf/cqTt52938H+Jlj8DeRQHhCNiGm3T7xLtq2hLwRfyiR8s2mb1wYxJwXrVXOi8lDnd3EVl4Hu9WqfGce8f6XSzYWXJUnZ2kSSXTwpNvtt0YhbEPCcu4UDnw9cBwT8bIRkvVqR7EVZZZCWEr+btLEdrNlsfTyPLCUsxng4PnjAql5FSZ3rbSoR6wpfblttIjhGcmm3+RT7s3MZARxf/oy3vvTiQFg8XwXkLD6Jl2fps9vhSM7lJ345m17Np4LD1qCB5wrwmwHn9JcxZXD7HN9+0Ih/vWqycQHBFzPa6SmlPX1MpoxCDUp3W+iPh4lvBR2RJk5vEy/bTTLBtuFWWOUvlIH86yyzyaVCJjgj6O3lKTVu3mxsx99WFwUCWcw2es//lCQoQDs/85TSnj4mU0ahBr1iN4b49r7mbOH8zfPjClGX8OxYkDUV/BrrTgYvk+zDVyY0et0cEjpJ8JuAZB3rvcaQh5IdXdq8HFyxoZjtZdLXdKjzS7XhZUlH10u+tX49H8kk/kTGN+2iw31sU8JpduJ22fAmmmB7IH/iORZ1fLsxosUM/5mHSBWbwunq+gmrdn0fqeT6lH9ZEh2w4PTv4rZeo1HF8TX+nB3XCqCbC/Xv5dkEPMz5Ft8Gsc3bSa++2Nmp8Lbw84yNI/OvNVn8+NkcXlcZFlbNJdM6aIMYI5NB/7oyy/md41sySDaNe93t9EIonhXjbPxoISqJbZ+DuoLxxkPj1s8p3o/Evxvrbl4RXSvWbBb0Yz66jMUFtyjvoWPWLtv2lKQwQR+TiUguntWHG9v64Eh9+Cub9GpzjmTjPud7vs+gwRcBwuL5KuAcdH3xLCcy8HV8bAb9fWOYnVkMgrIj74gernDeecWztlmw5fuZ6XkM9E/yNeJWZEm6VEuX0rnjPP8aONKHXtPIkyJ7ZqAG1dfm+hPPIgWE6al59HQPMOgs2T6xru2izPOXGUjPCohuktR76Z3EpH98dIq+Noq52UV3LOXxZGrZQTJt5m9+DIwMT9A+w3ZmU7zLLmY/7nYLNvq+jt25/uZ5jizFMTY6bTLFouKVYBMusVmfBOw4kDclLbbSHxRmiwtxdHcNYHJiZnXcbA6vq5srqPc5vfpER5ibYyzoGaB9xk0e2czcUIdL5OB4i4WrAyodXS/51K7rw42R9SRRRJY88d/szDz6eocZC5boX84+LvEMmtrJIH/e31yitmKxur9P8iy4Q6SKTeF0df2EVbu+j8tJNnHJNI/ToXrhLj//9PYM2twTidA4AZwdvY/5+HazkCzfJuBhso9i20D/CN+rEHX2U8HmY/dOhVScXDwL0Ugcw0PjJpPito0dxb1N4XWVYWHVXNom1RcVbfPe2tlW+Zsv/EXxaAL9vWOUh7IExWayfyXTzYX69zoMEMjuZTF56FeDAxOW56QuBCouu8JPOknacYPgx67g+RUbw0MTHO+jWJhnneB2XxPWbKb3wMTYPLo7GRtn6Ae+/WCf40fkfUWvaZjgsV5lycWzttnbYJ/aHxudQ2d7H8eGk8fmFTbtclH5lr6Q9KUXAcLi+SrhnEUOKedxBY38RkH50sVmFBWWoqWp213+oF081CjJt3Zi8bw2SN32xvp25GSfRHNjL5YWJIAbWNqtY1xBJ124gL5GN0Im8ah+kmm9PIKpl5s1yTc1tuPQwSwGtiHb5wudm2SCbUM+4s5OuMlQWFyI4sL5Szhx/Cy6OvtXA55kMXnSq+OmIdmvPPw2v73sbDUOPpeHsZF5439VDkKH6Di3yqmKYGf729TkDMrLqnHyRBnGx2Ztn2wkn7NjdiikZ/Hpx0VgGgwNjuGZpw/gfPUlk8/87TLoYK8bT0EDNwmpiaOg1+HhERwvOU0b1TAp0CIBjzW5XTz3cjukk8vT9ZJvrc/kucLLoRzJk9DU2IbDh7LR3tZtsU78y36rtrxebF4jxJedyRCf5Nd9XqYcPRarm5vagiPTYU1Ha3S9BE3XlyfX56p/cZPpPHhdnF9GQf4p87fZ2TnzSTuOx69+h6839wx0OvnS8MJNC/NRVJSfR3ZWgS1yaJvFCpJyHsm8kyE+VQBozIv30ZFpm0cVrxW3ZQI/rtZD+tCOZNK26w31I2Y9ScEuFgiSw2QhZqYWkZN1EuVnL2Ju1i3UJMeNZLq5SNZlAG0iyT5+t8ZOSXEZx89JW8D1ccIWDexAT9cTyf1s0F/At+xw/lw9SorKWOCq4A/2XwOS7aX2a6pbmCcVYGRobpUd7V7zWb2RQyTT6s4UaAEg5Z5nvQ3a01VmF863YN/eY7YoYIeoP5Fjia9aNExq40WAlyQPpM0ohId0IZIjugDmimfnmFo5P3miArsfeZbB64I5niCfon8FDiedBgkRnZrfdgfdYKTa1n/WxO4n99LTVbjvnidQXlqPuRkJYJsNOtZfMuR0kTxQ9dnr6nrB2yGZ0vQXbFJCdra0Et+79XY01LfbNtnDB4qdjPW6dtCVDfm5xXjyib22YCNZJIf5mN4Hn3cKvH95+M+SyW8/eCAbP/jevejtnjT+TZaU4eEuS0otnneevw0PjeC5/UfxxOPPYqB/1LbZim0QE3YqZApN0N6fPLo6e/H1r92CvNwityGN6G7jNnR0A+EvrUv2P33u6OjEY489TZ/LxdKik1ekQs7usV2HZHlS6XrJt6bLzYpn33152Tn88Ac/wfnqWsogA3J/MCyogh0LmURjwvwtgBahL9TUM1b/CGVnq4Kt6bCmozUKFJJxpOvL0/o+pXcrZrhZ8s3NLGPXw08zFjyDyckp80k7jgb0MV2vqTH+xiKdfOvlEkye2SUcOZyNu+68387Wuh2O/Dja0SCfKmp8LO7rHcHjjz3DeH3E4raQXgYJ6XXjSduuFwKlps2vnO8wGthZQMUtYWxkFnfdsRuHDxRhZjq4wi4pbiTTzYP6lu4khxsLhkBc032g2sW5ZezZ/SwefGAPi2fGQG7X4qYekqiYeP3sEDBj5PtIpqT+gsPEm/wqL+cUHt29H/WXOhGLuEOuBcn20gWvBbml+N5370VfD/OkpL7tqhd9NL0k+4tI24KD10F+pAf/6hgH0z8PU/0S4dxYmF+KW79zBzo7Bt0BhLOD18My7bG+jRc6wuL5KsC0hTqRIyryri+eNWmWFJ7BA/c9jrLS85sUz0EyxDZ2cvF85mQl7rvrCVSebcLCrJh3smjul9zuOJFkkLAiP1i1/Xr6jhu06+ny/iyBtNcVnDldgW9+47toauxwGyUPWbVjrier1wglW6mJ1cLcErKO5eGRhx/HpdpGt5EymI9trI6bhs38zW/f9+wRfO8792JowJ151sRjiTV3e9H9wtN6X9s5/mZXoRCDA0N4+qnnsHvXExgedAmZEuo4J1ezzw6G8UcxdAmmT8p02ek//sPXkZ9XbJ9N/MuwPR3dSPhx431N0Pumphbcd98j2Lf38GqcFqvu4VWOZxfj0smUTNdLvrV+V+cL830/brgnqfuK8nNWbFrxHHWXnmoxV01o/OxUiDc/P/oz0Lq3UVc4fPuWH6C8rDI40L2shzY6Ha3R9RI2XV8iP3kE/qV8gLq34jlAdGmFOcEePPTgboyNjbvjiHg8+Z5JXzxfL/63wvZ0KXvNc+45dPAY7vjxPZiacFfVWGzjOLL8+WaJsF2QP8VhnxsMDowwTj+OZ57ez/fDts3HgPXQtq11lDn4/qRUkQKVe86MzvKJLBZQDrsMnZgcn8Ft33sAB/YV7OAzz14uGSAwgqDNJJt/AtVGWf8/9OATuPMnDzAu6CDu4j4nu9ONFtMpkduZEXj+PHk+Pfnt7JUvxkbAu3LjrKNFHO9PoYHFs6Uq14h19uJLXnYp/uVrt6O/d8ptI8SD9KLDnG68zySTZzQZKcUzd3t5NEYWmYrlZJ3At795m91G44/Ryago5xlnA/qX/DLZli9wbFA8Uzcp20KsQYErkYjyVYHMFZruN9ccSopO4+EHn0J1Vb1Lyqg+BTcNIhtoplOXDC1r0GdidF0F1mzryAVYJ4+//KL0zHk8/MA+nD/XjqVFJ6NkskmSwdpN/CINPBfY196rDb//esDz7vtI35eNbUL3MOmy4O9/73a7fNvAr0v9Jq6a2qFwNnEToP1mNRGJRJCbW8RJ/ylcupimeNZhO0imNX9z8J+dXM5Iz+3Pxu237cL4KP2Hh2rV0z1ESEWcTwBkLFGyv/mJwQt+PeAV6vtJ35c/yzc0OIz9+w7jicf3YnjInXk2XyOrwfDasfD+k1w89/UO4ZvfvBXHi0/bZz+u1iNVP0FDNxzyE/durXh2xYlHc3ML7r9/Fw48d9RkcYUyd+h7JPma4vpa8Syjibxcnq6XfL5f8e7mCxej3bgRz3avY5A0nz9/Abfffg9qaurtwVS+eA4ezbGzQf40Jvy92roH9VzVRfzotrtQfa7GDvHFwXqs6WiNrpew6fryPuFsomJYNpEsIo13+aFstXv3k3j44ccwOjrmNhL2k1VJZ6F1xYDaWYPee7reUB+p8vl+1/MwO7OAw4dzWCDssmcgCLKbLXaqXrsR7F4LyJ/FYqd6i89PMk7rSqEhv9AZ7FsPCbaRjq4HfH9iRgPZzXkqjJZJ5is6hGSy8HV6chb33Pk4Dh08jpkZV22uixtJdPOgvr1cSYoOZNF48aqNMO987NF9eOB+nXmWDhxcziC54nbWkxK5HRmB58+T+vUUKDogi8N8a686lMjNLmHevB/NDX3mZ9eKZHvppaTwHL733QfQ2+0uoxZ8/zpu7da2jXIkkZdBOmQcslpE8rAEDnYrz19acGfSv3/rHRgbHecO14/mRot3/GCFuk00+uLzDU6vVwoWz1Iyizg6hChBBSuIQxOVjO517n2cu2S8wI4BpDDvUC8ESA7JtAHJ0RJL1IECk/sN2iidyKOg8CQeeugpJjGNtnrpJlM/yJyjrkCD3Tus2s0kPK+BPfSSTPafc3i6Pz+JyEtACW0PVqFOnz6He+97GpXnmrG45GQ0OUwWDjLKvlbMeGfR7KnLhaQfvdfgtY4zi1V5JKvvV6T32ubh+tbTD8vKavD97/8EFy422DYDd2fcBBnG2nhTYJO9lrHE4jmvoBiP7HoCNRfqg73cT2FEtLBtW4OEvJ7jVO2qD9+PyH+Wv4mkbH7Ui31mzDE/lI8Az+4/glt/8CCGR9ykr6eFKilbYWagwkeXbCtpuNzXRN7XrpOMAd9OHvWtvkR6v9afn+QGB0exb38WHnt8H/r63YqtCjH5miXW14HFTEB8SefGo/gNtnd2DOAb3/g+CgtO2Gf5oP5fs7Pee5uIkrdnENac2lX76cj5lRUlnMuWfUFDgWLxSMD3MlraW/DAw7ux98BRLDFOR1hwxi1jVgeUW+PI4pv77Np2sVLxO53tM4ukPlfnaPIufiiPZfcJzUXiZQVV1RfwvdsfwNlzjZiPkW9ulQ2XxaZE3smgTLoM05911YNpykovsHi+B1VVrnjWgvXl41uvyWMxeV+mISWqLz9niqRn15/MooUmjW+RFZNkSamBXnc/9iwe2vMkRibGg++o2I5YTNN7VzwrH5AMvi8vl5dN26+XfGpXfTgZjcSLhLHtngdgcmoG+w9k4Z5792BgcC2Bt4VBmel6spkBWDzgq8aHoAe8PvH4ARx4LhdDQ2O2zdlIB4i8MKk6St6XIai51Sb1xjgl+T49aRuPCI7XuqDkGRufw333P4PnDpVgfGrRtbAaPzy53E/vXTs8KmjHyOD7VSYhP3f9ZQbqjwwz/zUdJvdNsjggwUizMxE8/tg+PPzQY3armsOaDSyPNUPqy5mE2lvTgeszqR+9eNILd1nazNe8rFN45MFDaKzrdYtJBs0lIt+e4N677Wrb71tPa/v5iX2UFJ3DbT/cxTnZ+ap4sNzC2pZO1aknHz+cvi4jtUsdrqzo7LPiURRxdmJW566lyApyck/gVhbPeqieYEW28eTacPc7630y3zsQYmvVZvpPPKsWY15A+Z19Ce1KPtaLZINNuorhJcsrLAKZeC6zgRj/IlReJMbPumdK+at8VeRrIdogwYnZkgp+1IBKJNixRUx1rK3PFyRrJZkkh3OKy0lOKGXMkeads3Hg6goffVNH5BSdxn0PP4uq83UsqgOl2R61q8RLAW2Bx/O7KsTN4TMFhXxN6r5PMpYspplHwyJGntk/eYhTnjh5EiWMxLO+C5worcKdDzyB0qp6zOtnNuzbgX7Et9qzNtWv2pUjSj7pR5dz6VX64nfsuAxhnUz6IJ4XuFkkn5b8BHe5Aa7EGDhTdgnf/M6PUdNUF+ymNGzDJh4d676SGeJ/mSBbyyLvLq+U9jVe47THAvKLi/HgI4/hXM0l7bTt0ZUFjuN5xJZ5nAU4tSFFaYx6f7TGMgNrSv85v/DFhSfbpgnOkkTyoUPFFI/XsfI3yaR9Tzx3AN/64X3oG5M/akvgz/TVZYsz6kOyuO96X+MUy23yNQUr9cn29W+btCV0jLo10gf1IT9T/2vjRcdpFVxvBjjR7N2fx6R5P7qH+rmN1uEEY0+oVL/u8C1Jx25F25KBSJV7I1KbUQa1GB3PjXegt3ccX/3arcgJLtt2tpMvevlFei9b6CFC9DNrjB9l9qT2r5aMMRsM7EuTnU14KogduW3sV789r0JEVYu+Y5rUWNACYZx/ETR1NeK+PY/Q5w5jlsEhzg60XfIsy99Wq4A16LsuRirOyNckb3CMusgUjGUpTWPVLWrGTd8aC5TfKjPyFycPHO+S7VTlOXzrjj04UdOFCe6WNazw1+RkH+xfxihz0IIfZ6HEImOWGKXvxZZRVdmEH/7gQVRUVNs2m2/pW8vSveKAhQLpSDbwScrlNrtmrAqrduVnS+xaMUv2cCWF802+iv2ge1M93+s8xDRNdN/uvXjwiacxNDNutpQvafFcdpY8y3H6q3zbjKXY6eOLJ8kpf9AxbFT/2In62Yq2Azd/q2/1EYwl+ZnIdCw/03hfweTsEvYfKsSP7trD2DYlVghqg3bjtLPqb5mEmtuKfDzckHiMFpZjnPDj1Dk3Gbp6xvDonsPYt78Ig8NuMWDZ9O/zCRmXGy1Xk49JH94e1Aj3bUXbgo4zv+YbI7WtuKU4rPnOk2zCfUpedBz/yXXka33Ds/jR3Y9j35HjGJ+NchuPTrjYIYpSHpFinT7JDyWDyWbMihHJqe3yU7bBYxN8VRGdGVCjCfpSXLdnsR91FbChXCXBilO5tRbKZ+cXsXvPU3jwgd1YXAxySfLv/FF+ys/Gs3u5VlpFygZlIvozSD1iw/jmNsWjICZpqOQfLccjDxzFpdous4ugAjMSWUCM9ZUOlE8p/5ctY9RFJCZfU/7k9J6e1JfuQa7Ad2+9j34bPMCLG5XrubihWJhM6s/7qkjH+PmSOo7yvV0iK1+ZQ3R5mhwwFnO/jpxdiuNoThG+94OfoL/fXZWhdpaXF5g3a67n981H5avJitH7rShJwdcbYktiijXrVh8WycUMookJLMUnqEPpilbmLpt69R0SXdHFdh6tXDSRmMVLFBjiiTksUAkLK4tMvGlIOrMFcf1w/CJ7WSDN8r3aZQMJDlYNyBgpEudAZBK/wsQ22YmfHxCzqcakDKZdT17behUpcGrQymk4kTPBkj780dqbXVSGux96DmXVDVShJj0GX05EK9IrZ5YVOqgr9BjAqUPpMlNww1sDMLC8F1FiifTeAqRS4iiP1KLJIpZW5mnqOb5fsO3uQOBk2Xn85MFncaqqETMsnmXzOH1ExZAlMDxMTuVFUKtKLl0xo8u53OBygZlvMydqkkxqVMNcCxJKsNQ/5V/tz+lCvxZ08kwTvv7tu3GhuZG7dBQnFB5jz9fhq/9KRoj/ZYKkZrtM3j5zfHKcSs9zkSXkFZXgwV1Pojo48yzbRanzqGxJn9OZKrXhroCQHRRMZV9uzBRWm5LPON9TYqlJV+RGBvmwRFcC8YX8JHQmmeMnxvERoe1ki8dYPN/yowfRM7ZEn5TllDRoIqXMjDUrzEadv6lT7VMiO8s+9dAa+RvHph1gXbq++H4r2hI6Ru2Zz+mD5PJJrXxPHbljrLghhoYnsf/gSTz+VDb6R3XmWemPFq2CfrllOyS7b0XbkoFIlnkzUpsaLxElmRSaHzlRT+Kf/vmHyM0/ZW1JGhWaLqmXcnSU3ssOQVK0OkYv7+NqyBiz1S42qlOq5tOOB5cM0C4282m/jiOpf/k/3+uqjSiPX2TBWd/VgHse3Y3HDh7DDG2qw+SLcYshjM/WFr/n+zcxNPLkc4rfge19bOOLvWYC1h4blIyUxxX87Nv44U7Nz1Hus0SMuiZHZ87V4lt37kPJxWGMUfXyUDuDE2U7PFRtqtlMUaagOKx4EaNd4sHYkWjnq7txx48eR1WVWxjU4tgKfWvFfIvH6VBzfulIepDEJjUpg1gVVh3K5vN8p8U9zZ828p1/UOdab9GrNmhRXPOlvjXJsHvPrn144IlnrHhW1NNMmVDSqQ7o0yucX+3V4pfk0EKOilVHbpypcfYontTnNmk7EB/GiziWTuV7NtZIGme2OKn8YAUTczHsO3oSt939FLqH5+1bNhZ02bmmGPnbdTDDViR32JJ4ZJy2iVMxnsWu3gkWaHnYu+8k+gYm7ZgY5V02kv5lF/ZhypQNZGgJacYmZQhqSg5jJGZpEfKqqKMY4HM7u3rRxgC3KC+LcK/Mxq8NT83jzoeexlOHCjHE99pmvsi/xcQC5pjvL9JIMfNfFW/6ouuLnTgyOeUNKrf9CRbNc2IsA2DzJoPGreSgOmP0G51r0m0o7upM+T97jyXw+OP7ce89D9vtApZLkp9EYhpLC1OILPKLYtc1e820CtvA/4KNbnTojxALUgVpOcJiaoFzHotfA2XJPliG++89got1XXaoQXbk/KOfuY3FmKeRYrpySDrmmI9rwZfvnY7lV/KvJDJ/k26AvPxzuOU796G7z93zLH+1y/gtRmgAKh6K9FmxZH1bayc2+N7mUkml7aoBZvitWX57yY6e5/g/knsc3771DvQHV2Wo3RXlocuMhaxxFha0KODHgiQO4tSWFCj3ekPdSK0SSKwxrsVi89S5Fv4mOYwm+H6S7xnfaAf7jXSqzi520vFeHP5n8/4Ki2e1qAR2ng3NLi9wWuB7FngxGmpZl7jRMVgdU1fslcqxS4v4de/aEa1o2bVJbFkGuEG6yAy8oZMpGBGrJG3rVdrTexGd0lb7GVRpBOUxSoj9EdmFVbjr/qMoP9fKwREEPAYIJW/LTEatiNE2jgKzIylTelMzmhKCKX1NJO8AvkPu0jFKyFS0LHKyFlkxaV9yOF1Wh3seOoYzVR2YXuSxtLEejmarTLI327IxHbSp+3Gdh/jBy52WyLr9RpmC+lTflMlNMOLdr7CKP+4zUVznS1T7qdNd+NZ3dqGupZNbGD7Im+Yo5QgKSk5zm5MXY0tigxkhqU96ZqO6tFFnL7kV80tR5BecwSO7nsOF2hb2KJVICylnRfifFhbd5atyAFNK5pDcnPjlBvEh0p/TRvCij2RBSWacSb2uYNGfJnYd/8SBHHz39sfRO0KfpMwxymtnzyUzj7W8MnAp6UYThjv7mVTMBH5pxP4u02ca2hbUntQnkv+zb/WvxMTmHvUV9CkM9E3juf0VeOqp4xhgIS29LMY5xiQDj9d3Un3rakl/20E62S8j8u/rTiWY8iO+oKN9Gl/957tRWFhubdnTTgMO1iDlKD7SSAqKwfgUe2n7ukKyrswGfC8GFXwVW41L+Qn5EfNOuWvxQf4fc7ErRiMtcUNDVwfuffQZPHkwH/NqhocqnXQJpTpRO/zHtxp/5lbqlhtdKStSf9rBw0V8ux2kky2Z1K+TQQzIv8iRuuFHi2v6wITZFrh19pkdl1U345afHENJzRTGKa+lTRxjy/qJQemBX+G/zFEKz1dL8iBfzJivse0F1sdVZQP4yW37UF3ZxC1UA5M0N6doDuVxMpHpnC1IKaukFjKI1ebU4cbFs3iRr1gMIB/yD3mS9s/SGPfu2o8HHtuPoelpbld8ZB5Fh5JvmRxmYMolI8vubEjFtSKcm9EkJ49RgwHpY6o+r47YnOvefM36Fx8SWb4TnH1W5idWx2eXWTxX4vZ7DjJWSydih3s0JoNpXx/T97WetgsduRXJlzYl9ifVmbr1qg9EX+80Hn/0JJ7bW4n+fi3QKAKoaBRR+/oej5V7kWlrzW1QrxmEmhNzRvwgPzee/Ywqj6P3MIeMx3Qihl7B42IRxTb39b7hKdz54NN44rkC9I3Mrg6JRdpmgdXAIidfLf85HySpD5OLpFf1rVd7kR68D+qTDsoArBnpVIU/O1RsZk5geQo/xslTlAItxZYxx1iwa9ch3HPPY/a7yfpuPEH5GfdiEVHUviMZ1ey1kgPfaSC7wWzkopN0wE/6z3ZTf6z6l6PTjEdz5IkjnvbIyarAvQ8ewfmGDixRFl3ZqMu3NYwUI3SvsK5+0By6FEsgotqATXofdWODn2QY+ZknscWXvLxa3PLtR9Dd4550r7Frl207pjxz1qKROcEaOTn8Pvei25xUC7oTMPqTj6h4Bg4cPYWvf/MODI64M90xXRlgiT/nUwq1sMDjlV9yi/MR9e0+bU43CEF3XjUyYCKxRD/TlUwa71okYzGtCpg6UN6ptUyaxmKENCU5F6PcTzsryL1kRT86zj06eJ7KmFpZxGhimqmoVpo4xFbm2I87WCtwOpGvaUPTh9YgxYf+W1mkytTW8wriV2pJR4G2V98n76M32cowQ4+Uq8HAzdIF3yKn4DzuuS8XVZVdts/A/T7xtyYIDUB9xz6qiwzAc73anBpXJ+pXJH70mQf4/rVJ0jiJ1vNz5kwD7nsgH2UVvQxiCrTcH3x/te2gTbVnZLu101pyG3Sc/16moPYCuRQTktkxlrhhNfYRWkkqPT2A73z7STQ26zJabuM+zVHBPMU2fFjZmNTctojKyAhJDjYoMv1LUGJpIYaC3HLsfvgYLta4B6BJjhi/YLWFjtf3qANXPPN98N2MQm16Un/BW6ned2cyaENgIA2fZH70HeGZ54rw/dv2YmCIkyf3a/xI7lWlBg1rLNl8wm2adrQEpGneLKRjuN9I/Xo9bkLbgnj348jaDfoX6bP4CngT+ntmcfDZ83j6iVIMDLqELMLKWWuN4nG7/rYd0t92kE72yyjgTeLyrQM/d7XN4uv/+ACK891PB8k28kfvk6YDfVHfYjumf+lKr/yYtq8rJGNI7XkKmDT/8qRtIulZQY3HWewVaX+wu6V7APfvPoSn9hUxseQGgrmajZlV6DPbsQI62KdDRfxoerL+/Mbk726CdLIlk2ucFMhn/Yr4XnxYX6qOrUKWkoHKc2347o9zceLcHCa5SaIrqV6e5xd1CF/4L3OUhu+rIfmvZNMJcq/CeeaElaeH8ZPvH8T5crcwqMU/pxQewxezJzcZaXMyc5nEanviToWiMh9duq/0UvzzkMv6Nqm43/HL3BL3PcLiedcBDE/qCil3qF1RpGa1ISAvj9r0/maSa5uO0YeAdEw6nV4p2XgnaT4Urfajzo0BbuTEz//t49gUsPdQDX5891EWaLoSyrFv3wnGnOMvfX/JtF3oyK0oOSZuSDzQ2CTDwdDBYO8Mnnq0jPH6Agb7dbWc2lMpoqLR+aedoJNM/J7pR6SGTPAMQUKoTSN+ILPSkZvj1hfPCV2JpW10jASNZnzxa919k/jxPU/SPicxOh5Z9SfNp7KtTKNUXWtvinciiyn6sl59/9rOFx3vSYdkEnpGwNICZZCC9Y8dih+3Lsh9tM80zXH/A0dw153PIKKFGcIuu+fEI/40/2hB2mIxP18rOUhp7NwSdilDetfZWr3KJtxE0q1oy6yZtKAWX56x4kqjJEcn0B4+hIq6VsxTDhXPukhIZ9btYiIxribYxvxiAvMUWJtkB5ODr55W7RHYRPbMy7vE4vlRdHcHxbO+p332ISB9SH6fRKtv+Z/4UQzSzwMucUCoFpStNYz1Yw16YPuhY+fwnVsfxMjoJLfKl3QiLcgz+VnzkgpNZ0Zr2Y7bURCvtIV8x/EonbPoX3a3OaqyXWJsX+SkushP8xxnrpzWEtoyFhNR6mIOi3Z5fQIvWdbl2JRYdtG6rtZEhzGFMUxiIj6KsWgfxmK9mIwPYnp5nDX6vC4KxeRKBNM6Uyke+OXlOTISPI35+QOnwMtpK8NT4CAr06qfFc/8inQoymfx/MD9eaiu7HSn/QXtMC+j2UQKiOxK31OPW3a5TagZT/afGlffigEi8cBt1rd450E2OQS79Nm+q+/xzemSOtx7VzbKS3uwxOLZBpvaU1D3sxDJBjo/GtlfsEMNcdvqR73PFNRewLj6d9NLkjzsS3K6h9CQJ9qi4hSL5288job6Xm4L2OJuDXwddtlEm4Zca9sgKiMjFOhWK8u6/No/dXZpNob8rDLsvv8oLlW74lnyxmigKN9EKJBNjPoeSUF3NTJnEmrOk5p3L6bbYJPxpSLENmhHQOsSX+LZZwrx/VufwVA/5aQR9T3Jbv+JdKy2kcy2tklJBYtnTnS2WqtjkvwirU5TaFsQz0G7xgO/Z2cyxIN4CeQxHomRvnkc23cRex8/y4TMTXLqScdqMt2uv22H9LcdpMqdjsSXxNBVJjoD4NHbzuL5K/ehMLvCPss+SiiVuEgek8mO17dJeuE2e92mHbYitbPabtC22TgdiQUlKjreE7cLGkItHf2478EDeOrpQiYNbrvFRGZjbtXf9Xd58az4wmgjnoJ+bMFEJPG3gVS5UmlVTrXN94plmmutuFef6ssKZ25UVkycq2rD936Ug9NVs5gWz9ymxAi69UqvfOG/zFEavq+G5L+K25IvCG2IzAPnS0dx5/cOoeZss9tokFQ8SDqgbjTmbNwFm1cpkwjaczOLChb/bJCkq3t4zCrZFh3L/WYomoCJ8/0P7sMDD+7H6Kgus3fwvmVfCUiyWGxgY3a/qjar3WCfyep9w/pMr9crIbUv3ZuPqWm+WuwN+tEBdqsW/7RvdEIPd6zGj+86jP5h6cJJbN8hwzYm9D5NX6m0XejIrcjHw02JB0qn64rnHhbPu0rx3FPVGOB7gdzxeJ13pg30HR7vFwrtyge+Ot3Y4UQyJ+lom1B7AUk9a7y74lkJv3xLJEl0tlO/RKFxoG5GRudwx52P48ChUsxMsxHZgmS5KhvUYREKoocKKkewr4k93682iIL+pSvTAekKpNgSas2KGYqheUTP2IiI2InCcZSdK97NLQC7H8llHrofczSNxWHyreJtiXIsso3gHKDxd61k/5sDS78kG8N671YrpTHpRcfKJvEV3XI2TX+axgILsUXydjCnDD955BDONXdaXSWfswWCQK967on7JQfKSeYltx3Dz3pNN9b9d8XatRbPIr2oLz06QzaIUdmLURaOsQjjAKMceZpnQFjgvvyievzgtj0YtCvoeCz/i/OYKJ3Oe6KeJyx77USIZ/nbEifEuRjLYtpUY0oRfDG+hPm4ThdHWTpHWOPOWf07kBhFf2IEw6x7p1j1qqDWjYg6rbywHMFLeDQlliLAshgYX1lCx/IgLs43oXy4HGW9J1E1cBrVw2dRN1WLnvgAG57DOJuYYAG9QCcw35K361Vc7kiIMe9JyR51BXAWsP/sXg2qU5ed2ATO7b6HosIqPPJgFs5XtiGxxC3aIcennnVfUyJK9cdIHPgK4Jm951nkQq198kypf1GwWQlixAaJLtRe+3NP2uZBOo44U1yL+24/gsrTnYjq8r+gvZUEj2XQNtlJNtC5Sw4ql9RF/S7YaFitfS+jYJs+wLiJxV1y4iRxq2dGPoPmh2oWz7d+fQ8aajuDJtzqmZ3ltHa89jYmJ+c2iHbNDDnebJLhf+5BRtQuM+SiY2fx+P1HUHeuzbYJKiSjK1EGsziiHJ9mn4Apu/zZJgVtuD4IulpP/E9uZQg2yiQyTYIR152xBPY9lY8f3vIkRvv4Wcaz73A/Y42eKrwqB8kmGxpfdldIc4ktfU872LZIx6XX6XraFsSL2uWrPSDD/Fzhd+3sRCCGYaxvDtl7a7Bvz0kMdrunVOrLKkgXKbNdLse/ZN+6WtLfdpBO9lRSe1L9IqviJfmbzeDAUOcsvvmVu1F4zF22zQN5PFXC/fYcDH62S+xpBxv7SXZwx6bv70rJ2l0lcqs+SS4GiJxGBEso+NbHCdtMUtLW3NKNB+7fh2efKnC3DhO6jcA9AZkFASdadaHEzskmkn6SElg26ttebX8bSCdXMq3Kp/atR/XmoqlsY33ZBn7SJTVEZVkLvvf9IzhTPmGXCYuVBJlf1sqAhFBz3JYxSsP31ZBsphGkmUi2E3Ql+oUzw7jjlr04d8r/MoJ6dRrQGJdNaMbAJnIy7b8OCJq1pNnsrgQ6SKKD3fIzLVA6X5G19JwGzkcKcMQSk6uH7tuPRx44gImROfclkj/ro1hov8hBWeSD7unIbhbzfr32UB4ev0qX6/OqiH/yK3MpvldU03lzd4+9+hEPLr4Kk5PL2L+/EnfedQhDIzoTz+9xzpElZRctpNmYSO5jA9oudORW5EbL1iRp9Oq7H+qZxtOPnMTBJysw0OUKEhnFpcr0TB6o+G5k39U8yhYCGZQzbUXblVWHJZMPBTbH8M8WbXTiSs8BsZM43EnosmDpfHx0Frf/YA/2PXMCU6PklrEgwYpUP/+mXxMwL2aet5iIsFCVpaWJAHrDNtY26KO8T/2KA+3MBOhJZGxJl1/zk4rf6cUEZjkvKprpsvJ5jp15JshTU8Dju3Px8P2HMMf3+q1nezI/j1lUMcQ8J0JF+QhwreT+Z2sqbDyZ32uS0BiQLmQPbdVZyTlWApN8nbECa5r87T1agXsfz0Ft54A9MsoevhmhpuVA/Cc7LCws2qugnMDOpHOfrOHJfMY7gEj/aIK8/Issnnevv2zbdus/8a52bQBqY1pos8j5NvXHhpdYRC7oXmBKuBClbmkTTR+5eefxjW/eje7eCZM9Yn4kT9QTk2gnftaix6p3+MaTSfCvm0IHqaVM+Zog/9CS5xJmV3R2WXf8Mw+jzAuSm+8l9djyLHqW+lE/2YTqkRqcH7uAS1N1aJlrw3Bs3O4I10nj4cgMi2eNPWpDAXOEimuY7sGZ4RrkdZUgqyULOc1HkN96FPltx5DXlo0zg2fREunBKKtuPZNtnhaz1W2R84MdimSDeLrckuZr3LUp8aAVu+d5ng7LCUOf3dcNRYUV2PXAEVwob8WKnnrE79hIk65ZPK8wM0gkOOFwUCqQabf1mwFyg45Jn5EL8DaqZBsbTzqQR7HvGAOX3F/3btmT9Zb1EAZlXTyQhwnlJy5h14+zUFvag7iKZ0ETgb6rpyVywGuiXEsuFdSUWOjSBhHdUu3pq8HXt4N0sqUj16eXWSFXk50CsoZ1kHrYBEMm+a+WxfOPvv4YWi/2uH64UWpxkyLlWG3z2imV12sh2dV+r9YuZRDx/6kYTrKQ2f9IDlpq3GKAg6Sm/LKx2ZqbRGqFE5ae+pja/tWTxoJxdxk57a+Rm96cIyiZ0FP7l1U4S/EBjjxbiLu+8wym+9m4tkuR9oa+tCx/Yjvs03Ss3WxzQ3+TG/N1Pb+ZIMmriKmQqzGkBRuXWojciAZGu2aR+0w1DjxyAsPtetAGv6zjlrXaqQRIY8WJmAlKz+uVk7MmRxPHd5Tk9O/k+e4/3oeT2ZX22cQR8Vh9R9ZVPHEP7WN8pI35xihzdpC/KWp6bbtUfy3mOXL7lMhLEnoJJ3et9KsNQfx0tvXj8YeP0OeOu+dNBTu0ULOyIhlk31Qb6XPKYo2+k1EZPVlkMllckiZPcyPJ4roSL2XMyo6J6tIm/JjF87mKScyzWDNedZ1glJUoj9N3kv3lWik9z1dK0rDSGibyLAb00ByKB91Wdun0MO7+9j7UnPa/YS8Fc87RQhrfK1Zb4md/srv05bC+j/S0LehYdmsy84OLZd7PAn1qf2AOd/moxgvtoithtIOIzQKP3X8ETz2chdkxOps2iweLceqD3NNGuudQOYXzsTVyRbt8jdYnQ47kByJ+/1qJf04ylxEotXQk2zifV3rpFsSBWRYxRw5U46H7jmJqQufWKL9dvkq9sD0tImzXR7YLHboVmT02Je9vbk7iFhIwwiJk/65TyGa8Hu1zl23LOJpTNNadbpTm6lXxXhdyBvZgPNcVN94PNqJUuTckHc/XZBKnjsQ1bUTf0tPp47aQzgMIy8OJ2YkFPHz3QRx7phyzo4oR3GhpnYsbkt9ZWDdhulxJGpFm1D9frFM3NnW0yxHdGHPHbEVbQ2dbFzEfm2PL1DC/s8A+7ZVxb1YPoQoK6wXGgl30s/t+/CyigWkUG+McJ7qRdIZ56yzjnM5UB6xfE0luE8IMJ0fWyJfmZXNFYcYb7tZImGXNNJ9Q0TzNwmqa/ChG67lHF3HPwwWovNhlnwXlO9ElysSiVH3oJ+rcQ8JoU+YDOpkl/Urjjpy11bclSbbK5sZ7Xv4F3PKdh9eKZ5H28Xsag1aQ6SSJ5pB1scKT60nPmlAuIlriPLIYn8WSgpW1Y6Jjifo/cuAMvs3ieXTEXbYdYR5q8ZrSLdEOUxHZS15kLJoPb0bW+IawngPKFEzL5FY+E9x6TJ3qTmdFL0W2gcgkqvvrkF9XjCPVR3HswhHk1GUHlIszXeVom++z2neUPvcS2UTC6sKblul+FLSeZdFcYsVzxXgFLk2fR810Oc4OH0duazaONB7DyYFytEeGrHjWFWG6bNk8RK87FjKITCvyhrncgpsaXn5ovigndSrXRK7iWcPLoyivDLvueQ61ZS1uhKlLHa56WzfX6UEP3KFBoZb0zbT9XQWtFZIaiC5hsoiwKjrfKxjQ8GtTZYT/050sadRBwfFktbq4CU/eUYi6U/1IzLAtjUtbVtaxIg5zVs6mAzXNz+rbCUxSVso2vV6dsFuTjt2UeIxLnkQctFrEsElOa0oaHkzG+L+mCOnBAglHyKXiQdz99afRdbGfzLINBiyXigeiadsW5OTcmtLyfTWktsibe0BDMNC4YWl4CWcOV+DIIwXoqO5xE2SE0nBCdQWFplnaQ18WSVIrnpWAcVO6vq6U2I4L9D7B8+QCv/NFnwBqonCf9VuCenieGdH80vGY/fRxPPid/Zjt5mfaa2VJx6iyscFD4vfM3upVU4X60HgKimclcJzwjDe2u47XaySbSyUvG3YyuedAuPHjFmtEroxksdk+h8KnLyFnTwUm2pltqgH6qXEtGdiYic/Nm5H3p60oHc9XQxrLLoF2McQUSdcbaJzFrX//AEqzq9ghN9Mcy1oMVPIYSK14kuCUlGDx6R58xI1BuxkhycoevE+lklIXT0quVPzbIiV5VAFNNh3oVl2NA3jmoRzkP3vGPSBcQ0v3b0gwm07lV/IvF2ecPRTrqBce45/sr/FkvuF53Ab54zck2VMHWv8+1ZVFXKprZ/iteKZhNIkTtadb8NCP8tB0bgGLzKlsfKmwJr9WyLG9VJ+5akrl9xpID8VS8Ry3wpgycVt8Aqg/NYpdP8hGfUVwVQ1ts8Jk1R70QllkE0UUlc7yOxcRpDcS29iK3MFb0yqves/GpUdHnPO0XSzzVf5h7mONyy78wH96GxsHnrw3G/sfKcTCCDdoalTy5E/XWHv0YfmWxRWdVQwWCmwcyucoo+Zt+Zte5QPih9/filZl2IjIhnSqBVclmL6w0gwq/VqM5Zi2e58o09zwMouzc9hzdxbmRikMfS0anWI7isMurqXtJ4XEW7KuN6M0my6jdT66Acnb7Hk+JBs7lGewlcXzw6eQv/ciJvu18Md/zA1WHw5HRt3lxIoyegqxttMmNvY5rnQ829mMvC22JPGYhjTKzeftPflg34vRJcwvkh893YjbhaneOPY/dBLFey8h4p7vhMQsfS6AfhJpKSb+3UkTN3aUi8oHeQB5kKLMv7nXxqaR/G97/rZqkA1IL3H6s07Y6AFm05GonQEUl/MsKOd1gsmO0oHA0w8V4IEf7mW16jYJOlqeaoUQdaHvptr6asnpwX0wmSQ3+7HCWdriLmW5C+RVRecC/X6e857H6ZNdeOSBM6g9756t4xGNMDdd0vxiHWBxaR4xFc0cyyqk3SIF5y/lsyK+l8e5X+vRXOxiuCueH9ygeNZEpmNF1Aq/4wrmZHKW1VwSoXMuJugJlMN+/UQPj56i4+iyWIGClhyrwR3f3Y2BruB3nqV9zoF2oTPj1Ay/M8e5SHoxfYk28XkTf0M43TjKFFSfiD/p1C1E63oZzfLTfO1l4VzRdwlHzxegpOUkLg3XonWsAU3jdagaKkdxWxGy6nNR3FWKxjmdPI6weKYiF1jMTSRmUTPShIO1ecjrOImKqRoM8m+BWcUUhtGf6EL9dB2KOo8jq7kQ5UMX0cdgqVAphelJprqXd+dCvNGaVNyaYS7nN9m4q+8DMmcwh9D31I4mOyVmdFkNMm3mcacLzuGpB7KZxLizmwbl/yKbNOXcrlErdtV2hkjtKbWUg1gyIabEr0QX6b3xygHFIxQKtIrpUn81EhynyEB+LxZ2Y/8dpWg5zkGjBFPzjQoaDUp+ly2xOSeHurL+rAHt18DVsS4oiz+DDtmCdOymxGP8RKKzq0rAJI1bDHBJplsFZIgQr2KJ/DfkT+DBrx3GaINbQVumLEsxhqugLV+wbEaBCreky3i+CvImcUQhOEm4SzW5YQSoOHQBWQ+cQF/VmMVL+VeCE5E7OycPoJ74ny1wWaNqQ8wFH6+V2I78xnwtiZzBzTvss/aLbPKhPfRkR3N8MSi+JQ99Lmf3Gey55RiiXfysepm0ssQoY0/a1YGyJ1uyhMX5njsb4yaXFa3k0khXnLBsg2R7La4okdLtGtav+Zw8Tr7GolMym+zARGsUxx9vRsnuOkQ6aQCTlQlpTIUdtRK0uRUl+9RmlMrvVRHbUfG8xMlUsYEtu4FGOwxdiuHWzz2MyqwL3E64+tIuR7On8POj2dfSGY4+E4Abk9u/VhJ/gSd5n0om52GOdGniUoLJgMWGwC4SSb5GV+o4P4Sn78zD8afOM+N02yw+62wtndGuKuB3fZxxC2vyOcZW+ttqcUNf8LZKy3Ma8v65Iek49sl39mdJjpFbJjCJZHTdZKbEmf8uFndg13cL0VlJnpU0SwwOfP2Gpy4ftrmGX8kIbUeGbZLGs8UECaHGaZ9lxramkmk8SnnaKwaoDMoyz06pZP0esl0GyW1uBAb64J/xJd1tg6zNrYjwthVrsskqqR2ybCFVx3Cbbv9xzwlwX7J1GBGnm/33lOAwi5qEfrXOxzbVo/JHA6UwPSiZFrn8wsU3xhvJLmJnFgNJ8mkvz2aUTu/riMdIRluUIB8uI1BxorHEPsmX/XSbDuLLUi+QvbsGj/8wl/JQXvURmUVCRRkVYeF9GyTe0uo9DaXZdBmt+udmxCNVoFhRokHNf+NtcTx331kUPFGPOT0OhWMnNrtE/qQB6UHLBwp3+paKTrcoZ5dj8/uZJKrFYo4n+ZW3j97LXXwYW4rHsbDE+USXO8/FUV/egfu+tR9f+cCdOHxvOWoZE3KeyUXBgTyM9o1Y+xHOQUsRFacqnBTnXTR1I4jQf1SU+ZZtd3HVxhj3pfKbjqyNzYhwLTNG0xGmKMMihVxiBwv8rKuzpiZmkXv4OB6/5zC+/fkH8PB3D6G2qB2Hd2fhTMFpTLPAUxuLVIx0Ib1dZutrIcohMpn42WnDzXOyi6YLf3+2Fp3mWUc1N/dg7+NF+M5XnsXu20txNqsNuXuP4/Az2ejr6md7lC2q/EdKorxa+IhpCVB1lIvzIndCyJHdGqrxz1cxIl5UPH/rlodSLtsOOOSxThs63jFvtkwh6c7FT8rBBmRfoa2xEXf/4A48euduVJdcQFfNIPbeV4CPvfMr+M4/3o3sA8UYHRo1TUT0y0yyIeOD7KjpyPuA2Fh9n0L88ibQTh0kyhQoM/nT7aa6dVF+r+JZP37YF5vG2YFLyG44gcKW07gwdpGlguoD5XSzmGD927PUibP95Xju0jEU9JSineXzS2SqSVbdTWOtONVZgRO9Fayuz+CHB+7A/dn342RTMXpmWymGnkA2j7aFTuQ2FrMKL0bjdDeb1no4EyYmKe5eH2eYnQVvDDlUkBAapfCpj56uFEnfefqho/iHj/0YR3afQGtlJyf/LtQXt6P0QC1aKlhQazLdyaCaBprGcfK5C3jwq0dx12ezcPi2apx8qhb1pzowN7JegKtRVyaRrn9vbY/uxiGc2luPJ79xFt94z26cfPQcKo+ew4msMvT2KQg/j0DBRhvHcejeAtz5hcfwwJcOIOuechQ/UYnjh8oxGTwt9PmCFcb/moJGZD14Crd+bBd++NFncGp3C3IfKUXp0UqM9/r7hXc2vB/OTUdRUVyL3d85grs/k4U9Xy5G4X1lOHTfYZzMLcXMnCbLnQ1FSY+liSgqc5vx0DeO4W/+5Bt49vsFOH+kHsd2Hcf5442Y1o8Kp2AnjKcNojxm++Mo3FuB733lAfzT++/Cnq/l4+Rjl5D76Gm0MF7bShqx02yUVh5+6K7lnPxYPm77/G5864NP4+hdTTh4fyn2PXwUzTWtO0+QzUABey5O4MgDFbj7S9n45gceR9ZdZ5FPXzvCpHm0a9x+5k6QWMkxfidA9klGgrGt+/woSp6sxdc+eC/u/vJeVB5oQcGjZ5H7xGn01DG27TQhNgN5PV/Qise+V4BbPvw4vv/RJ1H29CUWnYUoPpyH4e71Z9p2Oljro6G8F7u/l42vf3A3HvjHQvraRey/NwclR9zv2QvyNUU5nz3uFCTzMjWwiF0/PIzX/8aH8Uf/9YP40aeexbc/ej/e+coP4gdf+TG66waDI/k9CqTvXh65bw40BLx+PfrbRvDxd38Jb/jND+F9f/AV/MsHHsJ3P/Yw3vJb78ePv3YvJgfdaXV952aFuGT9L3Jef2pXLt7+yi/h9b/+Rdz60f2483P78e6XfxIf/YvPofrMxeBI4lrGPDstKmzDj24/iIH+zBcTJUeK8YaXvR7v/cO/wgP//CRzyzJ86yP343/+3Jvwu7/0ZtzyxTvQ17rmS1cEGuqmFM9qUjqP8W2MRT/rVdWuEyzGaqfbcKzlOEr6ynF+ug73H3kAt+36HgrKj6FtuJ5V7wR9bAk9sR4cbcvH3rZjKF+uw0t0rf40xnGq5RSyLuWhbbmXFfY5/Pln34Vf+YNfxpve+zp8/55v4/T54+gYb8NEYgpnOipw6HwO6iZaML4yycanyYa7DMStlGj1Y22Fw9PNgzeGH6LeMCk88aNW8/VD7EMcmGOjUxgfncZA3yTJvZ8Ym8LQwBQG+6cwPDSDsRFqb3gGw71zGO+bwfTIHD7z/m/gpT/3Nnz2Hd/Btz9xJ777ybvxj++9De/8vb/F7V/Zg4muOYz1zGCwdxYj/O742DRG+To6rNdro5GRGQwFNEwaGZ7F2NAsJgYcjQ/qM/cNsv8B9jlGGUjWf/80Jvmd0c4p7L2/AO965efx+l/8ND79ivvwqT+4C3/x0s/jW5+4FxdOtmKK7Q6yjWHqqKeP79n2KPsZZfvj3D5BGpd+RHyv7SPaz8/p+L4aGiLPA0aztAXbVx+kIfbXz+29lGVglDqgnA/+cB/e+bIv4q/+x/fx3l/+Nr7ypjvxrt/+GD7y53+PgrxqDI2yDephcIjtJtEw+7laGrlSYn+pNDTItvg6Sj8bpmwTlHWa+t5/Vx5e+m9fhz/6D+/HZ17zI3z6j36IN/73j+KDr/8CKgobMDVOefjd/l7aYYQ2od77u6YwRl1MUtYR7kvLw5WSfCkgs6/sLz9jAa9XsztpmPYYpi1Gx3kc9SyZxsjD9MQces6P4HN//k286j+9G2/+xc/S3+7Cp191O17+7/8cH3vrl1BWUIvpSbZFX9N3+2XjgTm2S2IfY74/2n2M+0b5WdulrxFuS8t3CqXzr1SSvw2KJCvbVr/qa5g0wM/91PMg7VNxqhEf/4t/wEt/+i14z69+G597xYP48G/9Ez+/Ep/5q6+ipWkYI7SPxmo6v7laSifXZZTkWxvREI+TjKOjc5iemkNVQR0+8bZv4H/8f9+OV/67v8YXXncnPvSKr+IP/9u78c8f+zEuVQzS32gL2neQ9hkYYUzon6DfadxTxn6+SmepvFwFyY8GNK71Sn8bCsa9t7mNf26z/WO0Df2mj31rLE/we9NDc6jM7cLr/p/34+f/99/Bm375b/H5P7oH733pV/Gq//xO3PfNJzHYPkrep9HbN46RCbYluQL/9jHM4pqI/Sh2ahwolrvX9LyvoxSdpyc3rkSSp5/894noY/K3CfrbJOeQR3/4DP7wl9+G3/rpt+NvXnYXvvi6R/Gnv/xRvOKX3oh7bn3cxv7kBNtTDGHfmSDJkG6MpFI6uTT2VymIb5qrJieoy55Z7P5hLl71Cx/Gy/+vj+P9v/kD/N3r78Rrf+HdLAreiQOP5KO7eQpTE/PoZQzoYCwc0lgi9XP+lW3kd9uxQzp+U0m8DVFvomHSCH17dIhxlNsVv0Y1h5JkI825gzxmfHKK9hlmPJpCX/0QHrrlWbz51z+KV//c+/GpP74VX3zbbXj9r34Af0of3HtfCSb65jA5Nsccg20xx1idj4N5U3HGxxr5t3xwLeZmyN94jObpMcbRUZLyA2tfPk1/U1ydpr9NdczgC2+/Bb/6U3+K1/3M3+LTv/8TfOFPbscf/pc34/2v/xAL6BOY4rhTXmS8pekrnZ63Q5fJlIbS+Wo6UoxQvtJSM4yvffwe/Mq/fj3+5D9/Hn/7Jw/iAy//Jn7rZ96Az73vq5joYU6kmEb5e3l8D3WgMagYZPrh9kzmNBqjFn/5qrlG8c70qHmMr/qsfcPjPG58At0Dw9w2ianJGdSXt+P2Lz+JD736a/jgb38d//TmB/ARxun3vuIzePT7h9FWNcYc0Nl5gDbWPKq4MkSfs5yRn23OTPI1+Z/05GxJOfUqPjej7dhY8jGHHiI/48wJlL/1MIce4pw+QX3rrHPj2W585I3/gI//CefQ196Fj/7+9/EZ5jkfefU/Y++PczFQP4IJ8q55R3OB09fltr5ycvHWYm1g68Fg35qMgV3MD6bJ7zQ66/tw1zefwkdf93389e/8CF9+zYP4wit+gA/9Ngvpz96HyuMtmCSfk8pJOdb7uhXDOfYZuyxmyRYca6JhksadG3+OFBOUy/V2LWDv04249TtHUVM9yrg3T15YfyivY/tj+j5j0ojmXW/LZJKNZWvpjGR5GfU4zrpmrHMGuY8W4UOv+Rv8y1/eiif/KRvPfu0kvv6Oh/An/+Uj+MtX/D323nUcg02Mwexvgrpw9lQdQznYzij9cYQx0o13xkvGzDFun5qcx+KCzrq7Wmtj+Hotw8WzXapBirIKZJ06zZp1ULXvaBUOtubgQqQR9QvN+OKtX8Sv/NZ/xWte+/v49ne/hqzCA6jvv4DeaA/Kp8/huZ6jODZRgJewLGRdPYgTrcXIrs9BNz8PJSZQ0VWNt3/4rfg//u2/wr/5mZ/Gr/4/v4Lv3nELOia70DjVjsLmU7gwVofeeB8mMYwFTLEs1X06waUsz8fimYguJVBf14L9+45g966n8MRj+/H4owew+5G92LNrn9Guh/dy+xE88XgWHrr/IPY8lI1n9hTi8QeO4bndxfibt30db3rp3+Kf/+pefO9jD+CWD92Fr7zjdnzwVf+Mr//NPTi0qwTPPJSFp/bkYPfDh9nec+zjkPVzrfQY29nz6BHSUTz6aBYe25ONx3dn44lduUaP787BY7u5ffcxPLrnGHbvlpyHseeRo/ZQhsfuy8GT9xTgm59+AO/+/S/hAy+9Ff/wh88yCOzCX//et/Hlv/wxdt12EAefLuT3DuGe+57F7kdz8OhjBXh0Vz4e35XHfijbrqNGT+4+ym3sj30bL3v42WQ9uAWll2+NqHfK+chjWdjF/h8zGdk+6VHKt+vRY3joMcr02DHj57PvuwV/9t+/hM/89h589qW78C9v3IOPvfKf8fm//C4euS8bjz1GGfZQb3sO8PU5kl6lT08Hr5gul2lzekz9rSPysfv/z95/Rtd1ZGmCaM77M7PWrLfezI9ZM+t1z5u1etq8V1Xd1VVdJrMrjVzKpnxKylTKpGy6kklJKW8pem9BWIIEQMITJEESBD0JEiBB772BJwgChPfA974v4sS9515cGJEXJCRhX2ycc+LEidg79o4d8R2bQ5/LQUJcDpYvK0Bm8gYsn5ePr1+NwUP/7jW8/PcT8O4di/HOXYvx1oOz8Rn9a8WiDUhfUoCE2JU8Lh/JnHAmxuQjZl4GUmmTzBTZYSQ2GJ6XJufRz1axreg7tK98LI31LU8oNMtU43O0Cds2UflTV2Fp2hrEx1O2BSuRm7wD2Qu347kf/wVP/+17+BOB8wc/TcNH9yzDr//2L/jo+ZnIWLwO2WnrEB+Xjnj6XDLbITl5I22+ifbeyDoKWN86pNHuqaxLPrgsaQP3s+4o+ZvsKX9Lor8tWZJv/Cw1gfqSl3I9ifUmLOWSfXral4n49T1v4tH/9A7eoL/95Z/S8MndcfjDHZ/go1dmIJnxIiWVsjGGhPvMzXBkvUJ5oI8N5CVLcqnHKmRlbEZu2hZ89cYCPP73b9IeX+G1f5yLd++Kw1t3z8bv75mAr34Xh8y4HYxlm7E4lv2R/pC0LBux8emMB4xvseuRRB9MYTyKJM83ZflbEtstiX07KVl+xXZUzKG/LUsk0+7JtIH6f8IyxrgV6yjTasTG5iJh4Rpkxe9E0qRC3PN//xaP//Vb+ODeRHx41zK887MYvP7TLzD7vaVIj5dNs00sWEq/i2OcjKN/JbGOJQn0vQTGM8bLpQn0+0QxZWGMEY/c34Zh9U/TpxTDWTZ1SKTOCeR46p2YRB9fsgnLYzfi45em46m//wNe+Nsv8cFPMuhr2Xjjjll467EJmPVpMvvHOsYQ9lOWmcyyk+nPQ3Ek3xrIzJuk+DQ02/7jdOK6z89sfMvmciXH0jVYEs+2W1iAj34bg/v+77eoz1y8/ZMUfHjfEk6av8afHvoMsz5MQnrCRk4ei2iTTVhMuyxdXsC4QjvHrWYZ7FtmnMkL1nsTrPZKoqyJ5CQjbxZ9I4v+lo2UeOaJp4/FM8bSVsnLOPbS95emrkB8whKkL81BRsxqvP/sFDz8n/6Al/9pIj59OBHv3T+PIPprvPnoVCz4NAtZS7ZixTLGaNookXUsWSr/WY0UxTPGljT6nDjFxDXZXWMV66SPqz9Ekvub80rGzzVYHs/xX/7PcXup/I9ziGXJjOmM49kc37PnbcSL//gBHvl/s+/89yX4+t4cfHF/Mn730/fx2UsTsHROlon5CYvpa0mUjbHE2d3VlbLUMe1udPXLMThH9sNQjuTPoUz7MN9y9usVywoRMyUHL977Ke76v/6Af71jCT55aCVe/++z8MrPPsfUN+KRvpj+xHZJYlyJX1LIOcVaxC+lnSj3UsYFjW2mz5vx1I4VN8PqV0voN0nLON6wHvnBMlOPYgtjAbeXsu7EpZmIS05lPFiBZcty6Gv5WPBVKt55chreuncmvn4kFTOfWonPHonDhBcWY8kEljGTfjOXPhNLn+J8LS21gHFyNeI4piZRxyWcMyQv0bjpYqn8TWMo/YEyqO6R9Su2c1gciMTyuVSOM8maA5sxgvPi1K0cH1djeRz9cNZaPPNPb+BPP52G6U/nYfIj2ZhAvb76ZSISPsxF2iz2uUWyA/sC5+JLozSeaj6TwL61mHrHsq/FsfwE+vISzsWM7JqDMO6I05axbRJy2D947JxMvPvMZLz6oyl4/yfLMO/hdZj7QCa+uHc+pv0xibFtHZZrXrKY7cg5gMat5cs2mnEyIZZjCMeVJaxTnGzaXKz4z7Y3PiAuQOrSErzzZioeuPdjzJ7BefeSXbTZVsY9zcEV/xgTE5mX5aWwbDPvlz0Nc45OGVTOUto7iRzHfIsW0qcW5CKL/r7wgwS89tM/0ncmY/HLGUh6vQCzf52Nt++ag7cemIWEL9Yif+lupGt8X5TFMZ59SnN9zqGXJGQhbvEyyrSCfZuxckkG41oq43sGCjdsw4Xz5ejRiyGGpFEAzypKdyzpcRkCaN0G30LwXINabK0tQubpHBzoOIyq/mqU1V3EF1M+wr/9t/8b/pf/5/+Mf/8f/k+8/u5LKDq/HWf7zyP/Kuc0Z5cKPFcQe1dg+/nNWH10Dc52XSSYbsbphvP45UtP4Ac/+AH+x//xf8B//fv/jFkLZ+IiwfPxutMoPLGF4Pkoavqqmfsaxbhm7g83z+x8i8GzXiV/+tQF5GQTdC3LQm7OOuTlFiJzRT7Sl69BbnYhtzchO6sQGSsKkZ62CTnpu7A6qxir03dg9bKd+NMvv8arP/8KyydsweaYfciftQNz/rAcn/5qEeI+W4mNy/di7YodWJW5HRlphViRtp4T1YKocCY5PWOj4YyMLchM34qsFVuRvXy74awV26jLFmRnbqWO27BCedM3YWVOEVZlUIeUPciN323OYL7xi2n46N5lWPAktx/diA8fSMCcNzOwMmEb1uUWIX0FOx/BafbKncjK3sUJzU7WsQM5y7cYcC3OWbGRdVIO1UtZsjPYdpkchIfhSLqFc3omB4BsBtwslsvyVy7fxjq3ISudaZmbkZq1mfsoC/d98Yf5+N2/TMfEuwsw8WfrMeeJ1fjqiRjEfJxNXQ4jM7MIGWyHzPQNbMP1ph3FWZLlBjmSXiPhoI7WL9JXcPKSsh659JfVbN+Muesw8/dJePuOaZjxVBbm/2YdPv55EiY+uwyrFhShkP6Vy0Eoi+2dkyW9dnG9iACUdqY9VtLmORmR6/6mnEUbZKgvZNLOGVvZ1jtYxw7kcXIr1nYO09PZrstWcHKWzbZduYn+uQkZS7dgY/phFCQcxJ8foa/9IgYzHucg+fPVmPbIakz45RLkzNyKLVl76VM8XpOJtLXIzNmBzKzd9Kli+tdu2nwn69xOlq3pC+n0gQz6ZAZ9ngAwktzhHGzzyGz6FfVcnr2Zum5hvduQl8Y607bR57exjdmXstSftmPhjHS885vJ+Mt9sZj78A5Mu3MDZvyCk50/ZGH5dJa1lDLSlllZmwb4zM1wJL3COZJu4ZyRTn8jIFm1sggbsvdi9vtL8IefT8TEJ3Mw5bE1mPlL2uaxZMx8dQUKkw5hS/YxZKYU0T6MOdn0g5WcnK1YTfuwfTLoi7TFSPv9cCx/S2cMTmc9GYxhxsbpO40fiLPp50pLS9+IpemcIK/cjPQc2owxIYsyFqQdRfbsYjz3Tx/gw/tjkPjqdkx5MA9fP7QcS98twMakUqynz2Yz3mfRV1fI5rRrOv0tK3MPfbmYOu1EXjp1UwxlnMnJpL9l7WQMoSzczo5S3zJtxhieRX/LyGSfob8sJ6cy3i3nWJPNts1bVoKJf4rB+7+YgimPpGPmA5sx7f4CTPgFQfNn67BpxX7kZXCik6424DhG+w7HkXwrnDX+5dIGw3EkvYK+xvhGX1N75TKOp9N/Mhdvw+TfL8PrP5mFmU9vpk6FmPxoNma/SPt8thqF1LcwpxR5WfuQmlqMVPpYVi7HFh2fxrbiGJfDvpidURix7m/KWdQzK4fjAsf8LM4DNP6vZNoq2nlVBmNARhG3GYtop1T6zIps+k3eauTk5KEwbyvWJG3GhFcW4vc/mYTPHlyKuFcKMe2ZFfjqqQSsnb8f21ec4JjL41PZb0xdGxhD1hlb5bDMXOrnYulKcs4K+hl9TzEow8SP6Oip9srjeLGG7bcqjX7N/pPFcSLT9DHGdKZvSNuFDbF78Jefz8InP4lHynPFmHVvPr66k7Hg+XjkLyjAZvaP7GW0h8bhQfp8DvX0c6Q8kTiSH4ZzJH8O5fVsW/neJuSxLRdPysWbj03DG/cswLwXd2LmM9vwwT1JmP/7LBTGcZ6WstPMKdIZV9Iyd9m+l72BfVH9hH1fvqbYwvHNH0NvlCVfevY6MsdJ0zacq9HPcmhzseJBJsfaFZlrKQdj7Mp1yKVfrmbMWzJtNT56Zh7nBbMx78l8pL5SjC8fSsTE52OxeckBbErZj/yUEqxmnMxjvMri3Ch1xQaksi3SGcMyMjmuZmrc5FxB8wUTY1QnfYC6ZjEGZY/Q3yLFAj+vzNqIVexXq6hLZgrnwMs4ptJ3VmWXIGvZJrZ7EdYs3oHXf/YhPrs/Fste3om5HHumPLAcib9fiy0LD2B72n76q/oD9ViuOZutO5JffBNW+6Zn7cDy3N1YkVvM2ML5UzbbP5vzJyM755pmHNhDedmWjK3r6AcrFzNWvRSPv9wRi5n30ZbPHEDqI5uw4NEVyJq8GRsYs3LZj9KXbGTc2InVOSyDPpVGfdNSNlN+7mMf9HMGWfNmw5zbZK1gLMg5gc8/zsFjj3yJxQsJ/NIPce69h/s1B9eYJF/hknMU6ze0o7GnmGOx2aat2a/TafMVGp+zi7EhrxSFaTux6N1YvHnH24h7OQm7px7F/hnlyP1zCaY8mYqvf7UEK+fsRlHOcaxlPMpKKWBZ9AnaQFgmg3PVXPpvHv0yL5fxPXMVlqdlc5mH7dt2o7ysGr16z8CQNErgWe8A8d7T0tfbQxzdgqsEz9traesTy1HavIcolilt1fh0wgf4X/9f/zP+p//H/4B//+/+T7z54e9RerkYZ/pOY+3VtciqycIP2nAFNd3nsePCZqw/sR6n2s/iaP0pvDv1L/jRfT/Eb158CjExs7Fh4xqcunQSdV3XsL/sEAqObmK+Y6hj5W2E2x3kboJnvZzp2wyeRY3XW1F2uRoV5VWovUINa+pRVXEVleVXzS0JugWhqroO5RV1qKm+jprKZvNhfd3GdeVMAz5/bRbee3I6juWVo/FwO2p3NCH147WY8lISNieXov5CM+oqmLeyAdWV9eS6qHFVVR0qqq8Zrqyi3KaOBtRUWNa6qbOa21caTb4qbuvWnGtVragrbzW3ZGxMKcUkdp6Jj2Rg+YvHkfSbUnz6QCLyZrIDHFH+66auMnIVy6mk7rq1vaa8AVfK67m8xvrIlddMfZKjUnJwu6ZqeI6km59Vdzllv0zbVEgX6lZbxrrJ1RX1Rveyai5rbFr67HX44L4YzH1wB2IfKkHys1sx59fLkD+/CFcuttGelF/txbpVtuNqyXKDHEmvkXAkXSvoa5XS7zLb8eAVrJmxFe8SPMf8ZjVWv3sIHzFgf/rwApzdWIO6s42oKas3t81U0jcvXqKvVdPnqptQc5n6lV0dsR2GY+lZKV8jV1fJ9tfJanMuxdyuMba/hkuVtbikfnOFdpHNuK++sg0V+69h/p9SMevZ5Uh4bhPmPVSIGQ+twqznluPY6su4dqEJVZdq2d9qcbnyKiroe5VV8jfqqX7k6pSPy8coR1WV/FPb9MUwmSNxeJsPYNmAOpbR3yrpV/I3q6P0sP1KOlWRD+46ixl/TsQn98cj44WTWP70Ycy4Nx3pb6/DifWXUHme/Y+yVbOccJ+5GY6kVzhH1C2Mq8jljHfV1PEa40Lx6oOY8gInYQ8vx/SHVyHzT3sx9bFlmPPqMjScaEd9WTuqLjYwXrJtrjD2XLnCvnnFxIOrla3QYxPR9LeKGstqa2NvE3foC2Kuq23LmO8i/e2y8jJmVzNO17Iv1F9ux6kN1Xj7PoKZBxYj+19LMeO+lfjLDxegcNo+1B5qwjX5LO1dWVOH8/S5MvpbBdtBfammohm19LmrrKu2Uo/vSAb5WhP3q276RpR0Nb7L8qVPlWIZWTHtkpb0b3Ob5cVmZM1Zi4lPz8e8J3KQ8vR+JD9dgs/vXIyC6btx/QzHH+ZTW1VRLn9sG4zD/Soyq19R92F5oF7h/qa0K9Spqoxx5Gg9lk/cgnfuWoCkl/Zg/pPbMePRHCx4IR2bFhej6SL9rbIF1eVNKKMNytjmiv/lGmPU/+ULxiYD670RrlJs4xhSTtZSOmncvkofMT5QLp9oYXxuwKUK+n1NLSprr+BKbS0aOE+4VFqF1C/X4stHE/HVg6nIensvFj6Xi/d/Pg1lm+vQUtmDK+cZzy7WooaxpfoqfZc+V6m5hfRQbCtjjPNY+imuyRfEskUkub8xs70UP68yptUynmnb6C6/oa8pvl6jvnXHmzDjuSWYclcKVr96GPN/Tt3+JQ5xr6fi1PozaLisMYZtxPG0xvhIhLpukAf64ECO5M8DmD5n2pdtWbL2BGb+KQ2fPbYUsS+VYPFvivHVA6lY/peNKN9eh7qLGl/Y3sx7mWPOJbZHmRd/TB8wPkc7cK4T7tc3wpKvokZjHNfZ/qYNVYdikpjrmqdUcBytuMI5KeenNZSllvHt1M4KxL6dh9//3STMvDcX+X86jo9+Oh9f/HIm6g81o5FxuoHzu2v02SvqN2yvy6yzzPg3fZBlyNbmdupAPyLT36Sr7fMD7RKZ7XGDsfpQLfusWHPFKo6jFWxrfW+7hnHgWmUTzu8sw7v3f465Ty1Hxsu7MPlnKZh0RyLS3yhE9fZ6tFZ0Gl0qOe5cLq81bRfJJ74pq33L6b+XGPMv17BvVzF+0vZ6XLOWstdWyida2B9b2Wc0HnAew/1l+2qQNWELJj2QyTnmTuQ/cwpL7yjAvJ+nYP/ys7h2sdX4it5YrUc99Dilxo6Ky/RH6lDN8itYvp8ryZo7O65mPZXl7QTKR/DpJ8uxby9jTlkLuYk+SPux/Cvqr7KhsSPb29gyzKbclq0ryGXUp6q6DY1XOlF/vhFb4jbh4/veR+GnBWjd0IHOLcDeqecx5dElmP9qBk6tq6AvdaDusmISbcg+IXsKH8n21xjDrtbSBzQn5BhcWVFNua+g/tp1tLd1GfA8NB4cJfDsrjx39hM864VhzaCk2FO3CxnH07D72g6U95zH1Liv8ZN7foSnn3kcs6ZNRk5uBg6eKEVtZyVKr5cg60I6trRtxA/a+2txtesyjl07iK3ntmLH5V3kEnw47xNMXjgJh0/tpyq6UVz1tuBySzmKzpZg+/ndONt+gdC5lql1hKSNlK/9WwieI8g1jM38qlBT+yZjdwyNM/OdefjsN9NRubPOvBG563AX0j9Zhakvx6J05VGYF4YNU8etIL0XOYTcaxypw9GNZzHnT0sx8aEUrPjNQSz51W58cX8sticcQq8+WeuRyrhdqjirBmgQcyrTuvgt+PS+hYj9xU6kPFqKzBd2YP7TS7AlYZfV+dtEzQxmSw/hjX/+lJPLFSh4/yA++dl8fPXoHDQdZl/1XqgjkscH75Jh49wqY0Wwhaq2b8YNpY7yDqR8mIXFv03Hshc2IvbRQsx/hOD5V0ko31ZtlfCRNiOZ+VbQSPztysV6xHy0FJ/cPR85zx9H3rMnOIBmYNV7G9Fw0L4d81tBnm4X9lzC3JcT8eXdcZj68+VY984BzOZkc97rceYtwn772Hf0arzwWupWGSuCLbQpKUKS2Tdq9zTiwwcn4esHF2Ldn/dj1j2ZePtvp2DnvAPoqeQR5gBFdr1ZNzhijAUaoBOF25ZahNnPL8aixzOR8+uDWP3iIUy8YyF2LSy1bxEPaYAxTpQ3f84uvHfnHKS9uhexT27GrIeWY/HzqShZRn105SDMGKM9Brk2DyElOEP42lerenuxo9bL7Vg3ZzdmPr0CE36+DLlvlWDRr9Px9k8/xvXD7DxyLo27hvT+Wr10Nay2sDpuJQ2oluFrwavJmPjjeKx77RCWPrYZM+5egqTfpaCiSK+p/nbR5QM1SHh/pTm5Ef/8Tix9cQ++vm8JVn60CV2naEff3EBWuW1jzyA+4E9qvdCF7M+24w3GsoX3rkbRu5fxJcHzpGdn2DitzApougLnO9C58W2nMLe/dvwa/vLAR0h6MRurfrcbU3+ciJl3JyLjT/loPNRk86vvjILwrmiZP2LxShT7HKK9vBNrZxZjykPZSHq0BFteuIyUn27A3DuTcHZ1mX3eVnSTjqQvEBYUnMSMmdmoqFBAvDmSKHp7uJGL/nEq/wC+fOhdFE/ZDBzg3mPA8bkX8dV98xDzuzTU7r9mZVf+b6gDoaH5CsfQeFD7HEeJVJSMaQb0fnT3dRK36tvcDTjTdAQFZ1dj66VC7LuyGxNjv8BnUz7Gnn3FaOtq5WE9Zk5T11eDbeWbsPJMJg70lOAHHf11TG7ANVzBnsq9yNm/Gpsu7MTBa0dRz18nkVQr91/vqcOZulPYeb4YG09vx4G6Y6ghaG7QY9f91ymP/ebxt+u2bcdB2YyYHuurQPqMpvmUprKR9Hmc9g59E02fK+hCW0cHOrgdoNZuTP/zVHzyzGe4vJWDCef+rXsbCJ4zMeOV+diTewC0GAEqCzevoLfPiLs6b5a10GRCBhdM0UAcOhgrBwODXtXepZe1qz1IzNKn704S2Pc09WL/2kOY8dpCDvhxWP70Hix7egcm/yIOu5L2o7tW7ch6+jvQ2tNCH7HTBVOyqjKv1Feb2E++iO1L+OkHUnUEbAobgpXFfr7Ffn/QfkKDO7xvyujN75rG63X86jBrYtbh83vnYenDRUh9cDeyn92COY/FYHPCFpZkyXwKgqKHs8xzIxxJr+FYTRfOusulkwXqUwRSld0Oe5L24O1/+gCLn0pD/tu78OlPZmL60/PRcozBlE2uz1X19OjDGvIDekB/L7q7WqDvpFoBI9f/TVkyqaX15TzVRaegwJRRcoq5rU+t6G2FHXT8NsaLDv43eWVI/rWea0XyuymIeyEFSU+vQuwDa5D0xBrM+mUMyrbbCVkfg11nbxOPbUdbfxdNrfZQ+WQVJePpNbz6ZBUr1oc1TA1h8g7GkmNIJsnL5W96MaL1NybKvY372c8+SJyyU2WI/zQRX9+/EBlP7sWKB0sQc0861r67AVdLa03bm0/wchlNjqRXOEfyr3BWPlG/hOTfyU0nMev5BZjx0BLMuW8FVv1xJ+Y/moD4t5LQd52ZNSlgW3Sz/Vt66tHWW0sV9cZ39kOmu/gZDZa/WYAuO6gRaRzKLBsYlvzMqK9I2C+92+++m1M2cgh2j+qia/jg559hxiMLsendfVjw8xX47J9nYG/MAXRXMFM3c3c30seu83h5nL54a0qQSqxDdcopVKA+YuP73AuTw2W+cVbfYdRk/9G3OzW+2i+bSjvrlAzB2Jy8FYteimWfyUTGwzuQ/cROTP/ZfBxM4lhDMNqjmC6RWWak+BbOkXwrEgf6xhAcrlMkfxNrnzHnVYLnmVvw8T2zkPvHfUh8shBzHlyK5JdTcGD5Pvu5RDW78pPsZ1Ja+F+XFFiQFNV+r8ybZdlT3VxRReMXU22i6nDMuuQOCgX6PGI7Y6y+2SpqvtSC9bOKMP3xVEzgJDrr99sQ81QyPrrvM9Sfrrcn0iU6j+vpb+Z4Wked9AEV1kq7m4J9vi299Ykq6S02n6cJk/lG2JQd0Ec9S71HX1jRGscP7Sf31fVhwcsJmPQvMSh47SCWP07wfGcc4l+Jx6VdF1iYLU9fT9MnEp1tw9k1pcs/Eo7kg+Ec7suRWPlM3dT1Ykk5Et5bgQkPx2HZizuR/vJefP6TBch9bw36zzKjbMO2lx7yA33V335ZuI39kjtMLOAOV+ZNshYasRVPzHivsmUT64RmXW2hak0+HePtbzjaipxPtuDTHy3Aske2YO875ZhM8DzthelAPTPKh1rox5yj9nQyftJH5UOKkvq6sK2X+5nVxDHDikGaz3vMukfCfp0GZxmEsbmXstAwqs9PV4/V4qOHP0DySyuw4c3dmH93MubcHY/sN1ah4ZACG+XsYCzssTNQNYOZBtwkS39NJV2Ta9vIq0ZxGUxl3GSbSg3tb77YilUzOU9+JBNJj5Vg62/LkHnPVsQ/mIaLBQTPChDK2sH+286279Tn39S+bHOWq09EqijLNt5oTHHs5vE8DGvW7sPXkxJwqUwXLa1oElGzsT7TpvrMmiccy1bbhrItW2OJPg2m+Cbqa+vFwazNmPDIWyiZug7YT0VPAKcXnMdX987AgtcTUX1Y39ojGUfhHJuDUA/HJn1DubtH34nm/EuG8JEwjmysz9ip/ttBagrTHBRAn9gSeNYLs+u6KnD4yl5sPbUBm46vx+Gq/bjWqy8562vunbjaV4cLrRext7wYG07mY1fVNpTjHH7Q18dAT+DbzFHpYnsZdpbtwapjBdh8eTtOtpxARc8lnG87hX1VJdh2bgs2nNmM7eV7cLatjNW28SfH5cBuOgCXNMS3GTwb4qauJncTiGkZDApWDzl6B52z23yHUQGF6c5ZWMVnv/sc7/7iXVRtrzLgufdwG/K+XIWpL8xBUdYer1ey47C9TAA2MpAkxk2yFgojGlo1xKoz2S+5qQ7bAW23YR6d6NDETKzep2yUv6exB6Wr9mPmKwvx9V3xyPn1YeQ+fwAT712M3fEH0HtNFbHD9Qk4d6BTnYalqm4rhDqtIoVmBjozJrBkJ7smlzLeJEsbQSRNbg2YoU2M/EYH1aLa1LbMTJ0K4gsx4d6FSH2oGBn3l2LVs0WY+4tYbIzdzDyWwqq4aY6YeAMsi3WpX6kPSaWaXhTH7cK7//QxUl9YhS3vH8BnP5qBiQ/PQP0+TsjU9KYvcpA3QU0ntBgmu5tpZ525kVMHy78Zti2tEMxgLTuoo7hupqX6vrFEO3M0m2DVzljT09/OrMzLv9YLrVj2lxQkPJ+KxEdXYvFdq7D08bWY82QsyrYRPLOe7p4WNHde5bFtrEX+7fmb/pmRQzpJcTF1N95hp7vm380ySQN0wN/U32ULsaqmnkwxWctPXUbSZ8mY9lA8cp88hKz79yH+zkzkvJZHfTiIMpOZxHHpio8GR0y8EdZCo4z5QDgHzi2nsOC3sZj/cCoW3p+BVa9tx3zqlvjGEvTVU2tNMDuov5mMNZHraN96lqEBnAUaP4gOW2+SB9gTQ/IvU778TSwjMI+1lHyllfK0MSRwp/LRdPV7G/ARwfPMBxdi85v7EHtPBib+aA6K5+xBVxn9h0X2Ech09zfQm1p5NAE0j+9i2Tqhqk9dcHBgCKQvcPzsZj/TYNzFPqa+qr+bZkNSRkrJybzvThvd5dmW+jv7URi/ETHPxyLliVxk3LsNafdswpQfzsHB+IMGbOqcks4pOv+MBpuuSyGG4xFNpJmnXx8IlaoMX5vmFuHTu2cj+9USLHmcuj28HKkvp+FAyl5z141Rnqy5myb/PbRRvxlnaBP6rBmLw+u4QZY9BZhoYU6oO6kT/UMnldimCjUc+uyn9ylPG5UVEFGs04RSvtl8uRXrZ+zAxAcT8PUdSVj1x12Ie2oZPqb/1R+jstJZZfFfL5Xr7L9OWzWxXo2d3OnGZbHXljohLK0DUdCT9aZZ5ZugZCEVR3b6vnoa+5OXR/190WtLMO0nCdjw8iEsuW8tvvqHuYh5MRaXigmelY355LEqLqT8m+QISTfE5p/ak/Yr21ONJe9lY8ID8RxLdyP3lUP46l9ikEWA1nOcmRTbuJAf6xBZiXCDRcjfaDgp6y/8JlmjSHA8VQdiuir2xhklKc3O4nTyxMvD/dcONiLn/UJ88c8LON6sxZbfHsckxrU5z81E3wXKqqFfJzpZTq/5Vrpm79ZjbT+yMzSvCo+0phRVbixqk4ZgtVWkWOBne/VRSlFP9hX5tPUX7hST6k5exUe/+BCzH1mAvFc2YeFdyzDjx4uQ91Y+Gg83em2i9tKJUmlg5wQ3y5JD8bKTK2KN1QYI9LJP9tIhdDaYfwFsYI5i81a1IX/hLkx9IhNz7y1E9qMHkfazDVjyyApcXH8J/W3MZ/ozY5QqEfNfD8vTd/it7f2sn7WKtYzVUCdMCjYcIHiOw+VyeyebitI+zcH6zcflNQ9SA5lGIrsKHWtuxF7OMftaZxtaZBRSV0MrdqWsxdRfvoeC99NwLbsaHds6cXLOGUx+aK4Bz1WHa0xD9Sso0Ib9jFWKEoqPmmvaE75iyqP+QRImNBcJDdm0W036jnYnWb1L0a2dY7zmB52Mu1c7ynGobC+2ndiEvcTAx6+fxKnW8zjbdRmnO85jV0UJVu/Pw6YTBbjQdEpH4AddLa3oaOMEgU7RxEYv76nFrrr9yDqRh6wjmVh1PBs5h9Ox8mgmNl0uxJ6m/TjbXYYr/frEVTt/mpizMQRY1CHI32bwbM+Q0I2Z1dhau8g9HNw72hlwOgVirCHkyqKeTk7PGhlMTTsQPL/2Bf7yiw9Qs+0qcJlJB7qw8rM1mPjMbGxPK/Z8mm7eztbrYuDg6GtPOtw861NhCiMWYGib+lAu6SLWvMKc5aLs4i523PZ2BtB2aqPAStl66nuxb9URLPh9MibfnYLcp09i9fOn8OVPF2PHgv3opVq9PZ1o6Wg0wLmJQbidOpi+pDYzlbAgTijByaUmApJIV01MzcwUygPTIunm5x5NZvlT6Nc6K7CTELGqps7qJBJH24VxWzHhzlgsvXsP8u4/ifXPHsTCXyzD5oU7rD1kOsOUkPL42QZ2/y9SmvsF9wX1GZnO4ki6SiYTNk3bkq/2o3jxXvz57z7FsmdWY9eHpzHxJ4s5QZuNqyWckMmOsi8nes3tTWhqJRDoYSIn+zCBVYO+q3+kskXOL31lV2Nb7jPyqT09O2hbJ5jsdUDBEILg3gYCYYIs9ifZre1yG1Z8lI3kF7KQ+sQGJN29EYkPrsOCXy5FxZYqk0cn5jr7FOhUUr8FA649ZHtjPFWmk0ZuIiBbjEy/SO0ewvQx6Sh/M0BMuml8Ulvb5mRdXFKMyhOViPtLMibdnYD1v7qAjb+8TL9bh5yX1qJsU4XNSFK4sJ4y3I/1D/oL7gvqM7jOEXULYeWhvTppT6FF0rmd57H4hWTMuDMZc+/IwNrXSrDooRQk/j4FfTXM47WBHFR9vZvAub2rFl0dzejtpOeayyOhcoTyUGn+fZSP+jp/U7/gZtDfxDSNbMBew039BAE4sHczfwczM+/1A9fx8d1fYfrPY7DpjwcQf08evv6H+djy9Q60n+PkiMX2ayLAgVUjXAv7UQfrMvHN+BtXxGwnJ5O9aiP9v6l+kdjbJwcXq1IzKVFU10SXdTFZMUsTso2LN2PRM/FIeywf+Q8fRN6DezHnv8fh4PwjnFGzCLZJB1kiR4pv4SwdpEnkn92nid5AuYfnSD5nwK6LFwxfW+aU4oP/PgvJv9yGhIc2I+HRVUj7bSb2Ju4x++VvCmWdDAKdGneYYB4tU780cYB5jG3E39Qe/n3SVeOMmWpxjbFTg6QalH9GXi6ZldXq1IZik/K1cr7ASW1XN5rPt2LttK348p6FmMrJf+HbB5D0dAY+vWMC6nc12L7DcsxVwH6Cmf4WtHTVE4yrLvkZ9/t8W7pJRY2kGt/0C8oblHtkaY5ZqPE1lk9WmnRpI7cwQfjRfPpc+671IebVVEz+78lY/8IxpDywDVN+lITEV1JRtpeTHZLCsEKj7SK2/PA6A5WRh5PNrQd/skv4z6ZF8udQZi75h4ctqvbXYemfV+OLu+KR8qs9yH3xOGbevQL5725F92HKJ8DJtjchn5tqc3vijvZRQSqLBrHz3qBP3xBLPgpm/IfTc8441YC2Dvma528aOOSX3RzLO3tbzbGKBVcP1SPr3XX44h/mYe5/S8eaJ/Zg7j2JSPxdItoONQO6YKiTTyxHJzU1D1Qs0elg3Vlj79kKVGH82nLoPD7UPqE2+iYcVEx62/bt7ua6TtqSrp6oxdt3vYPPfjQJqU/mI/7ebCy+Lw3Zf1iLhuLr5sRgf7uFlNYubMMBv5GmuZ/2SR4bz8Wmf5iTYWy8flOpsYu6p+YC3eakPZu2thWrY3Zg8pPpmPyzlUi+ZxuSfrIacb9IxdGsE+i4yuOMHdW4XHpt3N1F2am3WkS7gqx5TpA1j1fLqF+tW38An32xGBcvXbfHcYfCqHxIF0qMwyq3kV324SKEVZZs348m6tLKbZXT19KDwyt3Y9pTn2Dh45Ox9o95KPmsFAVvb8f0R+Iw/9VlqNxHR2IV3Rx7eul7NkJqZFKJtr26uumbnZwLdNOz5J9GYbtPeMfaX6z00SfWTF3Vq7rYpTUr4NyANpXnUxP6XjOuNJfhRM1RbDhWiMz9ucg8thqZJ9cg5xTH1TMF2FuzF1XtZZy/XkNTbx1+0MtRtauNU0KCKE1Nr+A6LvRV4lDjMeys3ontNVtQVLsVJdeKcLz9GC6AwBkN/LUzZwfaNKirDYxV2RQMJGMPPIus8aygznCOg7LpjJi7tUBX+tz9+QJjAtB62F2BRaV0cLtH21w6IMBWxcK/LMK7D36MvUsOonVvKy6vvoyUd9Ix97U4lGYfMs8NqRP1stN0d7Hb66wTnd2yHN2tjyTNv0/Oa4OIOj33WA0pr2wk1rpl6iOdqF8Pg1Wvu0+FOgg871ml27YTOKgkIfmRvUh7Zj9mProcOxcfQkcFS+cI2dnThTaCmjbKb26j5eHmn2liVUYlOeFTeJNkJhCZnV7HDln3p0mnSDo7lmZ2GmnOOEoxBSX1A29QZBY7eJM1zm1O3GluQZ//k81IvpP6PLoNc3+xFDsSSkzVyq/go2Co6bltRbu0Q4xrUceUI2R7YJrVJVSvULb77HGeXmaSrHWxTkyxXralmRO6CRQnkHsTDuHP//g5pnFwzHm9CNPuX4L5zy/FlV3cqQmm2oDlddFGHZzEqQwF1F5OynRLjy1oeNmGS5Pczt/U1CZZ2WQPMbfZm5jUjXZODjUJ1VIfqe8TAuBf66VWJL6XhplPxCP5aYLnh7Zi/r0rsfi5DNRsvWpuXuhjX1H7s3U4wWTRZBNSnCgsxzq6ZLKWUqtaO/jlduuhugznb7K/ajfQhdtc2Imv2BurJI9csepENeLeT8bnP1uEFY8cxPJ7D2Dev2Qi/40tuLabg77GYWMfsuoOMOsKWUbaN3haJL1CmVaioI6tbn5/E2twI+vsuDoQ5Ty94QzmPBuHyXcmYvqdK5D12+1Y8OgypL6RBVxisWoD9rs+GqWXEwl9QbGntxG9BKwC4GouaTqcbCNJk87yJf03HueyOX/TuknWZNBeU1Ev7maMNo+lME9DaQPe1mcDfzwd+X8oQcLDazGDuu2atR8dZ6mIymEbCH53cKOdCsjv5GLG54yveaxtb1WiWDv45XbrA3UZNk2VmXq4pG0kk05ECaipO6vufvaNwtgtmPNMDCdpWfS1IqTfvxML7k7GAYHnKubRREeHM7/tqbbHuvgWXFq2/uSWfvalyVfMtj//wDSni0ljO/r9zT7ixXUFXmWVH9UwVs8rxUc/m4fFjxVi3r35WEC9kn+bjpL4veYdIga3UCeBNAOGaKfePsY1TtTs1RDmMU7na8sBHGnfwDTFfjvV0iNOuuJIKKkGtYOFtY9Z2Jy6U0FXkHu7OMhrTlXRjg1zt+OjO6bh858uRNbrW5DwqwzMfToeDUU0nmI1AVofZ789VEojWkcv6xJAlx4Sye/bFEtVyh81KtlR1y+3W/enhe+LkKbAZQOSqVaTYV11duBZ8dZku9aPBa+l4IO/n4/lz+xGyuM7MOOeNCz67VKc337BCKcL823Mq/DujysD6gzh4dMG+OAADvpwkIO+bcdx5lNxmiew+Et7qrD4j5n45M7FSHhqF+If24mJP01G/vvb0H6IjS6w6c0p1OfkEZpwC655CVyq0Viup2dQZ8dDpfn2mdIteO4lMtQVPSMsq5GshlUfbSXry0Ldfa2mDFHNoatY+dl6LHhsGZb8Ih+Frx1EzBMpWPLWUrQep5Np3mnOhLAYzvd0Z6WK1AzNztI8dcgyt1lxbBJEThjlFLv10DRnj8isfcpHPahLjze/0XDTpTm2LveS6s7W4ePHP8eCZ5KR+/o2rHi+ENmvb8bS3+Xg2j77voA+hWseZx8aU7vYsoP1+5eR9g2WJl+xsdJOjGkLoXXzEglNSJRXvqC5rxyEzVvXjJWxmzH71RzOXTYj95UDSHtqA+J/nYYT+WfR3SgnYkavqWhys60r2OYxLuoR3pJ+Nm7GpbrpunWH8Nnnsbh0udGkmakUWe2puwr6FT9MZSbRO9Bjj7QqzXR+SG4hG0i14wUHMPPFiVjzYTYuxJ9FTWoNNn5aivfvnI6Jv1mMKvqZDlbbayzSiYs2KqGruqpR7djLneaxQcY069+yNf1b7Wb81ZPNO2Jwjg7JMwSe9eCfHhzUuG7gvmTkHFkdXHdDXu+ux8mG0yip3YftdXuwsXYnNtXsxJHGE6jtq2NbNaGt57q56/YHkl2TWH00WrcmXe9vZuG6jbsN1xjZr/LXgDqzJsisZ5ybuF9AW8G1m40SaAO2iTbDQbPj20/hhvGzJYnpZNXSnQjwk7bkaKajewAg4OFNfYj7OBFv/PwDrJpcgJNZJ7ErvgjLv8hE4sfLcCD/oHFQ1xME1O3zAa4Qle62HZsaB0nz57fr9sc259ZgJJ3MiQG3zaL0mS4ldF3vQXHBPkx6Yx4+fnQh4l/ajqTXdmDac8nYllyK9mr2GlYnv+niDMbVbEgrpr0kmwsDVhabx+1zMjsd/GmuxPA0scuvwKXQpUkY05Ws6hxz24gh5qRsXWIBPn1sHgPxJix+ahsSXszHzN/EYlfGHmZgNh5j2kAdnAUEg6naUkHUDptKt4VqObhsQ6eJg2XYusgKMKrTLLXNejlhlq2ki85FSBc9F7h3+RG8d/8EfPHwfCT8YTWmP7cEMW+m4NzWyza+Sx8zY1YdXNCPVZY5UWMCq9KHl21gWnh+tYsFFob8u112rbJdOxhQ7U2nbEn6f6+ZkbE7VLdi/scJ+Or5uYh5NQ9xL2zE/F/nYs4rS3FFV9I5bvW2CGzLHvRPiq9uZzYM65+r0FbqUmwGvy5OKH+aOFKa2OV3dvKCv5pQMdfGXQOGTXamXz5yAckTkjHxqRjE0N9intiIhOfzkPfJOlzeUmb6vxlvmT9ge1e2+WkZTB+JbEOnif1laMmyw/3NrHMpn1E26UQ+teU0Zv4uBl8/GY9JjyUj7a1CLHqV4PnjTHSdZwa1AUff3jb6WK+mYZpyK8hZvzXm4frIZAtP8+e3aW5SY7xOSeFZyFYz/kx/phzaJzlpn4aj1/Gv9/0FHz4wBRnvbkbCy6sR81IG1s7YiuYzmhgxH+Oy2sX2eq9olhtwNV9dIpds1/y6OB0G08+fJnb5XYlkMytiusYMrfqy9bPdC5asx8xXZ2P+b1IQ/0whlj63BTMfj0dpwj57tUmgVLrzGBNTTNt59ubWjfib8ROxjnX+E0jT0pbrjvWnufzmJI7im8Y/TZiFFSjvhkU78MGDM7HoxbVY+Pw686bt2D8kY1dykbnrxujinbBhYSyHoLOrmfGRiWonlm5lDcobypH0c2n+/GodjTE6RaurFO4KNwVQHzEOYRdmlGB6BydVBmTr9m7ubK1tx8bEHfjsl9Px+aNzkfzGKnPlduHvk3F5ay31YTbNy81JpmB7GZIofnGsSF6SZHOJfl2cDoPp508Tu/wq2OuvTJO+ut6uU2EK02YYYfa+xn7MeSsB79w5FYmvb0Dsi+sx41dpmPFaDM7t8G7bphrdionM7/eLYF3S0227NC39condvuHSxLYM689aunXn4zZumLmcipAPUcbLpeWIe385Pn6Yc4PnChH32y344sEFyPl8FdpOs3N5YFN5dZwdi7Xh+YD6pqlfhQ4tW+Q0f36tq3/Kz4xT2PTwLGZFbejBXhMfgIpjVYj9OBlv3fcpJv8yDoWTCYJejcWfHnsDhemFaLrabHWgQXWnYWeH4qNaJiidKT4SBXZoxa+L0yE0LdjXnS2UpqXX/+Uc2uphb+mglzG2KUUXneU/otpLV/Dqw3/CZ89OR+K7uVj6l9VY8t5K/OuDH2LtskK0NOnEAWvjP80DZeHhZRNHShO7/HbdyW0nh+rPsgkdwlyFDuqmEzOia7UNiJ2Rijef+hpfPp+AvIl7kfJOPv715+8jdlISaqvU2UksUiearfvYsUl6qGaRate643BS2vqCQ/jyyziUe7dtm+PNASpXPiGZvJJMuo99pCl/cxe9jVk1vCimbs3djGd/9ivM5fz/wrpKtB8A8qbvxs//w/O4569+jbSYPNTXsV7m1yHd9D/hgG7PhrZetWWQAyeIjHFD9w3NYQLfILGV6SPmvjjDBjeIdYJfwcqrT1fRdYnnOucwdfxfzf9VZGFenUJt7+WyR6cbeix4VkBQIHZTBXuezscMFnq+t9ssbcXWVT3FtIiOjt8KkqrG0Ryr3TXCyBObejHljzPx9H99CTFvJ2PVzFVIn5iKmW/OxLvPvovsxHT0dKkTsgV1xddM0rgZ0ohufSRpbhlclzWtG7t0P1uSzfUAvyPFXzNAkpoaWpGftx6vPfcGfnPPW/jqtyn4/LlE/Paed5A6OxsN5URnyt/NeniMuaqjswmBKtRBfCOOEgP7RG7DnziSNMf6r583IAbqEHPV9V3XBFwmz03CI//4Al67Zzrefnghvn55MX7/0JuInRCHxhpdJbD5bGCXTWyAD123bEkFR2LRyNMi1+VfkhVgdSVQbcwm7ajpw+qEzXj0H1/E83e8hS9fWYC3n/oSrz70BhKmJHPQsS+lEnjuN89mMrAxSPToRIfKctX75Ahl0WBpbhlktxagkA1LqtMNkOo7XZwsd3XYtrzG9n/vXz/Hgz/+FZ67+118+ut4Dj7x+OU/v4Jl01egvqwefR2MOh2MQVwKdBszBCqW8TS4OZ9j2/G/2WXIbflTR5LmWKSlnEp1kd2VJ28z4Opcnt5/GJ//4UM8/g8v4s0H5uLLXy3Fx09Nx0t3voK0KSnoucZMXv6g7R3LPqFplvzy+Fn0TdNEqsfVZZf2li9u93AU6KC/6Uot6dCOQ3jrVx/g6R/9Eb/64duY8MoivPnER/jDY2+iaNVutNdxQqH5hJlT0E59TRxMG6kefyxCHF53KIsGS3NLt0752Hj2WomWzhHsf79biHVrovQzG56tLh2swOP/8izu+OtH8OfHv8Znz83Dn5/4Gu/++gsc3nLcTGyMLWUf01/I3Awp2CQMRpEyjiTNsUhLz9804TAzLaZ5ScZ/pGxHPzJiU/Gbu3+FX//od/j8V0sw+/Vc/PLvXsGHtNnpXSdst9CQw2M00Zadg/5lbT+Q/PL4WeSWIv96OPmP89oxxN+4roFHM+ZWCkc5e6/1In1WDvvOy/jjvZPx8TOx+Ow3s/Hbu1/FJ698gLN7jqGnmRmpj666m3s9ezrRR/CsCa5ubbfgxnmCKFQOS4OluaVdtzMjTbTslSjb+DKCF8vMmn7Si3Oj3nZbv2xFul7ViKWzV+CZO1/Gg//wa3z6wgx8+dIsPP/T1zHvQ05+D1V6sYBlMF6bq0YaVFniAGKSlUz/Xe1OTz+LRpLm2JK6icQ2V/I5edQVdN0dIPfT+QJRX1sf3n3pE/z4Pz6M3z3wOT741QJ8+ttF+DVjW/KMZWiorbciqZm4DPqZY2t7P1vyy+Nn0TdNE6keV5ddGr8Pi9kni07gk5e+wEN/8zz+wLnB9Ney8epd7+D1+1/GlswCe5JG5pCNzHE8Xic5dOuDuT1WDeMpO0AOx6LB0twyuC6AGVKm2x1g6cNYLdsYQCIBgbLzVZj+1QLc9Y+P4q6/+yU++dNsvP7sO/jxP/4Un7z/Mc6dPG/imcrQ7dECrmwdc6zIFT88uZz+I8K3Rf51R6Fpul1Zjw1qXmJE81hUWVaNXz78PO77yZN46oFX8fqv3sc7r32Fu//5UXz5wXRcPFNhLgDp1mGdiLNlh7NoJGmOI5HSZQu1s2NtW58yF29IV2saMHPqIvyCsfiuf34S770+Ce//bjJ+9J9/jmef+i0O7T9EPZmf46vmy9JTd4CapeKyYiHJSaGlW/eT2ml9wUF89VUsyst84Nkczn+KP6bTUk6zwyZHKlBldXbS47z9uhiYvzIfP/2nO/DoPc9g/qRUrEwuxgd/mI+/+v/cg//y7+/BVx/Po69Vs2jOvKmPuQinal0dgQodq72cT39T1vHRIfm6YxuvWbZpH7HaX1jXnHInnLP3t+m+Fcs2XfjYHfsDG1iGYTk2G8gZ2L/v+0rOR4yPysYmKNMY9Z2Y+sZsPPRXz+LL385C6qR0xH0Ri/eeew+/uf9ZJM5dhI4WfeupE13dnQbQRJ+c00ZiazPZzr7hkLZlsgVVdl9DQyOys3Px7NMv4Z5//hVe5CD5ykNfUH6CsxmpuHKe4ExZdSz1bm+jW2kSY4jl0NX0BJidtXkd2FUfNZIA6gZyZtfJyKrL7rJ91sjZh7S4pbjr7x/HD//9b3DnX7+Ct579Gs/e+wI+/t3HuHDggh0clZXHD8fRpEjl+5n/GAPZZTs5KTQRjuN5Yzdyl2zAnX/3JH78/3sEv334z3jl8Xfw+E9/zYnN+zi5x5sw61hNxvS8Zy8nf9zuZhl61OBWk3SRj4l0UpRi2WBLulLdgDff+Ah/+1c/xd/9u/vwwr0fE8jM4gTtIbz+5J9wbM9xk0+PObQ2thE8y6dMEok6UlmdqddVoQCgMna3OaJDKsw5FRUwYIasfq8k+Y+36+KJk/jzy3/A3/wfP8Iv/tu/4uX7J+Dhf3wRf/9v/xFT356EjkqCTXUPiSkbDcOjReH1WDDDpa5MtLJNdX886cCOA3j96Tfx0796An/7f9yH3z7wDp79+Wv4xY8eR9LMJbh6gfHA64K6Baqr+zq6evRSuF7z1l2dkY4eqb/L3vbWSdv/FQds84tlJW07vQI7xJTz1L7zePyu3+Df/G//CXf+zeN4+Rfv41d3/QnPPfBHbMwqQnejFOHxzK+7cQTw+J8HWzJl29UgRUy8GVJhnsABf2OalFOS+rfWucxNycD9P7wHf/2//wjP/PRDvP9cDO74m8fwk//vvyAnIcPmEwgwfc6zs8/upo1uAYXXaSaOGnwEnvXFCv71KLbFr8LDP3wB9/+XV/H4D9/C7x79CHf/7f144Ic/x/rMPLTrqoeaRm3QSft3t9FOur9WL3BrZ6wzwY8cDZLtdYJWccX5mt/ftKVtARHV69lKIIt0vbYRCXNScO8/PYZ/87/8Jzxz16v45NUpeODvnuD48xKK1+81tlEs1K3bne0C3yo5SCopyPrJoLZ2mxodojmMTaRHv7lfmSyA6PyN+3VC7d3XPsL/9b//F/zDv3uQOryHD16bg7v+2yN455V3cPbIGRVlj6GY4TaPxKNF4fUYv/eDZzbfsV1H8fbz7+Hv/s1duOs/vYw3npiNZ372Gn74H/4bpn3yFfo7PPkU381x3DbgWZ1J7STWjmjqIfuKfWWGFE9dOIj2MNaa22JNXqCu7jo2rN+G99/7Gj/+0SP45ROv4+23PsF7772PxKREXL58mfnlq2Ht4s3pbweZIZSs6ru7CU4oi5kn8K/2SgPmzUvAG//6Ee6841E8cN+vMOGLufjk4ynITF9N4FiDrk4CHM5vwvvM6JDayNnGck9PjwGPoibOTdav24IvP5+OBx94Go8S+L/15ufkjzBj+lycOH7CyKq3UYe3v9JU1khIbVWwPhJ4lnxqTPkmyxoMPDt25G0rFnd1deDo0cOYOWs2vvpyGhbOT8WieVn4w6sTcP89v8Xnn8zH7l2H0NzUTrl1UUa3ZqueYDn2X2g72Vgl1rrpSCNk5Y8++dvfb4fBOFL+kYFn8mAFfV/JuAf/9XCiaYAj28Ukcjtj8Rp89OJMpE7LR3HufpTk78W23B0ozC7EqUNH6NO67N9OrN3NufdotKEcbjAO1ufsJzDVaYKQnJXjJJdnz53H+jWbMOmjWHz0eiwSpqzHmpSdOHPwMjqb2Tl1MkX5WYQ6rQZ/lcY1/m4deLYd0nUyCSGBfLu05CBz/ugp5KVsxfQPsvH6E1ORvmgjNmRswb6Ne9F5lbMXAQUjatC3B+NoUqTyw1mOpltpze2NkpHbVy81ICO+AJ/8aRY+/QN9bW4eCjO2Y2d+EZqrGFDZ9H36HEUXJ5YcYM2zJqxP4NkF+1tJOlHT2UkAr06jP5lKzPWOti7sKjqIdauL8OW7i/HWs7OQsWAnJ/6bsLugFNevaIBQG1B2yq+r1r3e5JSp/GkCcYvBsxmYyNJHSQGmJI0N2LdjNxJmZGDCm6n44o8pSF1QgJVL8nFk22H06/NO9uaTAbaOxKNF4fVocmlOokk1gUZdgSU11DSgaN0+xE/Nw4sPfog5H6dgU+ZubMzcirP7zqBLVwKpSx/totug+vtb2Az6fFAfOlhOlyasUSPZQDPZYHyRvVWDn81LEb2Tg5rwGl3U3jy8raEdG1fuxMLJS/HxH6Zj8ntxyE3civzl21F1ui7wTj3lN65kJmYsw/wPsv3nUSAxWqTCVK+EkOBc9/uakr1lxflL2JK/EZM/iMHvn5yBhV8UYP2KEmzMKsTZg6dtPqMP20ljeJjdTRvdAgqv0wA1zSdMXKOtOhijaKuai1c51uzC9Pcz8cenZyBh2kqsz9iMwpwCVJy5RD+j0tJJc0QCTn2Cr72znja3nw8SkI2eMeRvamz5nMqVr/n9TT+1KSfRfYw/mrhqMunFud62XlScvIKCzB1466VP8fHvp2DN0q1Yu2wz1qQWovZynXHlnjbqrr6nOD+Iv1m29VlZoqknS2JREtvezaXL+j7wLPW1pKz7th9B6qI8fPqneXjzOY6lsVuxevlmnCw9ia4m9n/1NdtUxs7D8WhReD2B+EY9FKvM7cuNXThVeg6xU7Lwr8/MwdR3s5EeU4DVqbk4UlIaNLt0Fxu72pMpOslgTzRoRzT1kH3FvjJDitcG5Td+Qlmol5pRfamzswtnz1Rj5tQlSFm6Dpcu1qKhoQH19fUB0KalWPm17NQ8QQj2dpCnl+zS1qYXTKnBLWleXVfbjMry60iIzcDc2ckov9SIa1eb0dbSwXkr+4rsqaBu2mu0ybZ70CHU7qyfayJ7IakTNdWNWJ66CnPnJGNP8XHK24Dqqlq0turEmG3/rq4uA5b17iALwL2xagSkbJHBs1njnyeflmaHTQ5wBFLc0edA+/rbKF8LmlsaUHftGq7VNVP+FqzM3omP3p+JwwfP23Y3PqexXnMujcU6XvHcljeQ/JU7e42ER4eM3cLY4dtIHCn/TYNn8feNpLFiqFzUXHjiPz2PaZyVix35B7B0ZgH2FZ5DW3U72us60NnQia6WLoIZzWI00bffWNZb9FRWdCmSEzq2lclursOKBaC7ugSg1QmoBjtIR3sntrOTxk4pQOnGCjRf4WChF4txv/TVC4FUnHEBLc1Cv1sBnkWq0QsUrnBPFrOpXWpcgudeDhCdDT3YU1CBqZyUnSwuQycH+t4mHttOiQkAzOdSmN21yWAcTYpUfggzj/qc3srew4Gxt519UM3KHc21bdiUsxfL5qzB4a2nzbPqBsjILB3Uh8foW3+9PKCjiwMTy5G/sthbTtJFejjSGybbWjmIcBKj9zW0NLE30GXy0nZg+oeZOF/aig7aq1dn/rvom21t5qsAkl1vvO+55eBZpLrYZ+hvdsmfbKQBXFXK1QUE2OY6sVR26jqyEg5iyZwdKD9Vb54z02TadAtvUhZi60F4tChSXTbGUzv2hS7aR1f7pVd3Wx8uHmzApHeXoCCtFF0NtEELY4UelmIX6mnvpa3UCGqbZnR0N6CdBhVwNj7n1XnzxDpM47lG1LYlZ3LD1MVOCCUTF5KROnQ1q7/zr64HZw9UI2VBPnKTN6G1rhPtmvjrKmAn20HF8zhNKvTW0B59PcAmBdj+8yiQGC1SYRxrA/7m/aSOY+NvzKWXTtLf9u04jTlfrsXudZyoVTO9kf6m26EVHhnX5ZvGvmE2F98KCq9TbJ55phJ6Rq+zpRk9HQwCFKelthdF6yow+7OV2LflJLo76G/6IgTHKZm0q5Vxw/gbW6ivHW2d9LduHs8JHaOcaavoEOswDSiWPwXL1Zpl/aQH6zYTSsnFI+lHva1coQm66vuweGoKFk5MRdXpBnTSNu31nfbuDvpaZxPHp3ZdzelGe0cL9O3a0Dr8rP+SSxxdsiXL3zzwTH2M2saHyNpk27fWdKMg8yAWTVqJy0fqaTtmoDSc8RUAAP/0SURBVDiyUdv1NpufhUWyeTiPFkWqy8xfFa85fnQ0EzQaHwLKT9cjec4u5CYeRcXpRsa7DsZqBgqnu5YKZDqW/qrb+PV8pFjzOFNI1MjZ1ldmSPHa0DzcCmduN1Xflnyk5sZuxMdkY03ebvqUSQrM9QTa2jiWCjC79jBtwvVbTarXnchX9ZJRaWZbZpF6WudyecoaxC5KR6eeQfeIahtWe9gXUY22Drbdg04RtLvGzG7zSnpLO7btRVJCLo4fsW+g95PAstpfS8ns13skxKrMM88GPF/WC24oBdPUZkYezy9sok2KyB7Ro/lfMZNzxN7rZAHyUHm2bzmMGVPjUHfVA+uc3/f16yJgq1naO8GiGXdHl9Tu4ez6QjhHyiv6RuA5Uno4fx9Ikw9z+yuXcjE5szqvRpbONgLOgsNIXbwVh4vLbf8Scan5V695KYi+O0ow0ENQzd4/8m4zUjJSDcLWRrKnO/voSOvmGRIGYWfK0p1nkThnEw7u5GzMjufsm9zPQd4+b8MxlQOROaOrfeZ3K8GzClWw8AR2ScYoYm7oaoCIIh3ceo0TzNUcIPXaVpvWz6DXR0CmwTGST4dzNClS+eGs52r0abA+veyrm2lSh2Loha4lhcexJq0IFw/RPro1U4OlaXoFT/maBk2CVB6vl/vZkzXR1WFoUl3B+tzZSZ1VFgjWFWTFeifS6owiLJi0Co0V3GCasQ2BQY9OHuhkANPMs9PaZ7LoN/rg2dXFcMof5Tb/te2x2tXo5g1cpKrLbchbfgIZSw6gvtrOYuxgT/Lki2TvcB4tilSXYoBh9gULnIP1XznXiekfp6BozVErv7q3Tm7QH/s4CbXdTBPvJnRyEO7s0+uGAqpGidS5VZH8W45jEi1x3dVlPsPiPT8qm5jHjuhLPQL7kpuHV5ypZ5xehzUZWwNFBoql3qbf9epLFO0sT36lX7AO+8+jQGJ0yNZlfU1gRr5m/I11BJiqmBMd5jZl4OiBS5g7qQBHSzpAPGlI76XoaufERpNnz7aR7H4rKFK9Fjyr4QlGuvVIhnEixmPg2N4WxM4sxPH9eqU7zdZhb9HUidvONtrXe6xAJxe6+trI7ebNt9EFM/I3zzEC3hwkbVET2oMgxgBnPbZAQKWrM8xuTjYrEyf9KTErkZlYCH3FyhSr4jxfNDFOt0Dy+I7OVk5gFdNc+eGs/ypAHEXyKpCn2Tdl+cCz2JrJUFcTsC7zAOJnrUJrrZdI6tUJeH15hKJFsnckHi2KVJeJbRwHFR+6urrNSULR1epO5Cw7irUZZ1BbbvuTUUK7qbsBc64M00J6AvJ2gWfu5XzTfAaI9tF3gs37TLxYXVvTgvmzU5GdvhWNDZrgcFRkv5LsAmrmiqeCh0dKvx1k7SH2EjzStk6qt7XQPmzajrZ+LEnIwcJ5qWht8mTlwtw9b3RWTJODjjbZuoKdQfNfF08lD5eeLps37kJCbDaOHLxg4wDTO/TOFs8OLg6LtP5NALRiv3lh2IRYlJXdHHjWvEVA3nzeivOnnr4GtHfWmkevFFdFnWz/9fm7MG1yDGqqGhinetHJANDfr3ciNPEY5tVZZ5N/ZDq4+g2Fy+XnUSJrs1A2scHjSPvDaRw83wBJT71pW1fynLvYAUcDXxe2bDqExNiNKN55IXjmj+NJR7u+f0ZHRSsH+Wa0dXOQDMymo0mSaDC2NpIOrsNqXUHMkZ2Q2cF/9/YTiJu7gSC63E48mc0cp4mCCR78byaatD+P1f9bD559BQeSVKeYE8/eNgZZDnItQPGmakz9NAtnj+kbLpROt28x6PXqLOBt8PFI5Q9k+Ygm8t6tPp7TNV/twvrsXVgRX4Azh8rN7aY9Ldxhmp0BuaeDxwhUWjuoWTo4qeum/W4dOYPYdmMTGzaban/qokcfHGWlbcT0L1egroyZ2Gd6OgSwBciotybYnCiYl0Axr2X9bg14Vq1qRUliJbIsUCO2335X/WxvrleUNSN7+VGkJJTgSmWz6U/dmlxSHwMCboO/+SlSXW7wEOkzQAICPTISxag404IJf4nDjrX7rEnbeYxignVPA7YFgPoInhXj1Crd9EN9Ei96Wqgkr0LKG1Kwt2lyUPZuyq2+o7s27ElL7jNyKgNw7kQF4ubnIHfFRvToYhn7j8Fx2s38nV0CMQrgAgeysN/v3D+PAonRIbUYLcFaNTUXe/7GOjRfFOsirHyuW0iTtGf3acyclI+j+2gDg2f60N7RhrY2XRmQrwXjfTjfCopUr8CzTkwI+OrTYF2K1/I7zsUOljZi+sRclBSdMvZqayU47mxj12Ifo0+xG5lxuLNXn/fRFWddDWR8UGZqHB2So6s8OcbAcrVFTTjU2PikfPb7pt1m+DEvN2RyJ8Fm+pK1yEzZiCbGbZOVrDlrt0CcmbyqDMUF6SJr6+fq8LP+Sy5xFMlVYMqNAJ5dM3B3a30v8tJ2Y8GUdDRU28uBOkGjfiO7mu0wWw/Go0WR6nLxrZt+xhQbJ6jPxfMtSE85hDXZp1FVbvUxyioW8o+HcuGL9fwv+KxfdP1NpPYX+8oMKz7wzDPt09XVSf+hrMyj+FZZ3oyY+RlYnbsLTdflV0z36e4AdHjb3A5Stbrr0dWvOx57zDjSx/ky+xD1YQhDSvIqLF6YjpZGKWmyGrAo8OzmR6NPqlh2UV3qCOyvil86MavO7smlGzLzV29FYlw2Th6rMPM16aFb6tXuIunr7OFfHwmpKgeeL0cEz1Y2kyCZBmOS5u26G0F3vJirx8Ql3T2NxDHXTUxTvrbmfuTn7SR4jg2A5+4e3ZnCOZfy9wo8c37Nvi/fGhF59RvyyxTOo0TO5/3sbOBsEs7hNGLwPFL+vpCufunKs53Q0Jn6BYp1FhLYvO0Q4uIKUVx8Ca2cBHSxc+n2Rbm03lre1Xedbnqd67qiEQwc0SP1osE4WJezmZzFBQCJYtNtnj27TyAhZiP27alkMGNe7tD3KHv6OliaBSr+knkkf7Yj3n7wzBVdde1qZoenIWiA0qJqTPg4DUcOVJrsoj5NlBmh9fyJjnftMhhHkyKVP5A1XFMP8+F5LjuYRtV0W23Byp2Im5ONI3tP2wKlstG9m0Gck/9u3VajwdVOTC149rXXqJMziG036WP9zOqgW510ltllyUjbgKlfpqK2gjrTHOofdjLZQfnb0N7FCTR1MCqaQ/S7veDZcbfigIkBuiLQi8rKFuRmHkNKUjGqKhttzKAN2okMBGr0pkpTdoitB/JoUaS6zOBBw8jjzLf/29vMCT9R1cVmfPF+DLatKzUN0kO7me9v65Zgojp9s76ru4XHN7Is+V03OnVFTSgvmmQmBWIKoebxs0fUxthAvmCu0HhtrbtqutV/GAtOnyxD7KIs5GZvNL6mw80jOCxXt2l3dLVwYq2z8bKn9auQqnz1BROjQyoqsr+5aZvGErHir7aAkuKzmD97Aw7ta2I8Uxn0RMWMHp3QIEATwGM7RLL7raAB9bI/yNc0nrT1NKOD42Fbbxc6GIfbKH/p3jpM+GI5inYecyXwZ4Gm/FTz0PYu9ifdGWD6HX1NOrLM6GhkrWB9jZWZpZccUoHk4iSaPiLZeqiD5NN3dNv0aANBsj6tvyQ+G3H0tytVTUH35bKjgzZirO7t76CttLQnpm0v1C9YpWX954GGo0iuAlOuThq1cFvCc9WxdjFPR3Mf1ubsxcIZWbiqFyBqN/uM+lpPj16EattggM0j8GjRgLrkb5RJn03U23Q7qVsbZdV7GS6VNSN1WSlWZh1HTbW+5628utOJvY4i2vHGAWexvM2y+mh0ydnW1zYhzaQNta36suY3HN890KIwV1nehMULMgmed6LhGh2PJP0F3MQCSxYwaWyNtuzfjDQXsI8KWl8xbwEnGxXJejyrpakPyUm5WDgvBY317IeeyNJV70AR8LMRcbTJtrvtCKpPvqG5s+RmPPIuAujE36qVm5BA8HzqeJV5LM1ekAr2B+nr7KHtb0LyRb1t24Jnexu18U9TDP+pz0o+M6hRXpWvfY498m+atu/hWNfLcVt38HTr/RG2oTV1Xrd6DyZNWIyrV/Rheh0nXTSvbGXMtd8a1zjvbsMfkvyyDMejRM4Ofnb9IdK+SDQOnm+CpK0mWt0cNDp7NYDrDHgv1m4oxoKFq7F33yUOhv1obu9Bc0cvB3lO8Qlm2nrqmK+Rx3bSYe2Zq+iSyhuMrY1kK3N12WczrSoQBM6kkXYXHcfiRWuxe/clNDTqLH8fQYz01HcvNWHRmVsew+w6gl7A320Ezx5Zf9RQp0CiAYSTEcaTPTsJnj9NxfEjui9YJShwUw/qZAfKoC8PxtGkSOWHs84A9ihQmWDF9mez6k6GztYe7Nh4AEtjV+OQA89M76NPWV2kkyb+XZxEt9EPW2k/tYltuVtDzkZWF/mcBkjj89xlYruPM5dvwtwZGRwkFcyBNqKAHs48ezmx7iR47uSkzDy7zRLFDHX8jT54tqSSVbf+y3PcREoseKLrXuoTnJxQzrPn65CbdQQZK/bj4qVm9n1GCF0l4+AmVknhto7Eo0UD6mI/1uBhrsYY5oBo+pCV4fL5ZnxG8Lx1PcEzG7+tsZM+SLuQBaDVPrp9q4+xrbeviXFRwFMtFWVyzmJmDNomu6VH5gQAO4mApbEO+4MBVcyjQ9V/zp2tQlx8FjKz15urTwzPaO3kpJo+quMEYvQMbVs3QbTQj/Qz/72qzD+PAonRpEj+5qZtHnhmqmQUFRefwpRJ2di5vQqNzd6x0oF9o6u/zfqc7MF2C7f9raDwOq2/CXR2Ur5W9hrKSWl1N3ZDM/UpqcLUKRnYW3rSHC/w30P/au9sgV5wKbwgm8q26vfar7sN3Empmye1Cx1DDsOy7dJLDmsyxVv5iLnFX/JQv64ufYbHyqK3tscsSEFsTDrqrzEPk70QSN9TTLMnB1u7GrmuE/EOlrGdVH4I6z8PNhxFcsVSdjtmtnJdA4qXrv6mP7JuB85J3455szJwxbvybE5WUXe1QUt7k+l/OmCA3cN4tGhAXQF/ox/x19LL9qbNJEFFTSMS4rdh6ZJiXLqsz+zRD3uaqbZiiPpSOMs2lrUVXXIN7mubkGaSPhpD6fMaT4jO7EucbKYr1S2YOzPFjKVXr9j3hIh0ZVD9X+TyuuXtIs0DNB/wy2GBJluVrJNPTdd7aZccLJy/jEBakU9y81iuCjybuQ7tFNZIo0AqX+2nPu2isK1T8pqLACTJVrBOvrQK507XmLFG73hpb9cdUMHYJJ3do5Nad7YZjtQN1xfsJ3hejMv6bKzSTLpkYflmPFB7OFYaF1bUALkkMd2HcVVfAOJYzj6vR54cBpD8+av245MP56Gy/JpJU35dCFDMs32A5fCfPUL/R6ZLCJlCwniUSO0dzmp/Z4twjkTj4PkGydziK2c3EzIGUTqsJvEKp/nrdmJhzGqUHiznxEuDIzsJuUPA0wyuAs6cXHa12FtSo95spisNwsHKnL20UEcRa92xaMf2I1gUswZ795WjqY1BjemCCGZCxgG2S0CAZSq7Zf3GEniWDBZU6WrMrm2VmPhFGs6esVee1fnNtzmlhRn8ddzQHE2KVH44KzjpmmZ7D8GvghpFYDKaGrpQkF+MlKQ1OHLggr09iP6mFwOZ22g4GdPLdGQxXRFp1RUOBm9pEF0thiLVFPS7oF5MpTOZwY+7NRCKcrM2YfqUNFRXC7goQGuy082+o8ccGg0A6GRmB6B5NH+3DjxbXdS+qsXPlIeDuE6gGTmoVHllI7LS93MQLcJFTsg0uFkAoLsAdDLETrKH49GiAXWZGCA9dA9ND9ooZwfbW7qJLl9swofvzsPGdSWmKez3KmkfPcelwMDjzJnovgbu1vNQAqyqxxwePZLDqFBriiCrnkBd1MVMqsTdJu66lzCJKDLOX6xGbGIGlmeuMUBURbQrRstGPEYnrDiFpq0Us+VjsrSvmkBdpEBiNEkFWuVkH+NnTHIsO8mHOnv04pZ+7N17CjOm5OLwwSZ0atwRKGUM6CYw7ejVp8PsFfixBp51ZV/ydfa3yFJG41aaqmRPNSZPWoGSkhPmeHtCo422bDV+p+bRZFTgQTHOtpNzhCiS8Tcxy1XRfjakFY0dis30GwbhDg42eoRLdhI1EgDExmYieWku6uv1zhPZR1ITPFB/+ZhOSOtuNLOu+M1ynTZB1k+pin5ipUaJVJSpUCsCzwTF9C+lG9U9uylWNzX2In91CRbMzUZFha7UKluvkV0XCHRCwIJpz9ZD8GjRgLqMv9k+Iz/rVP9g/1Y7XyxrQHJyEXKyD6PSXHnWuEM/03gyqB5KF6vRokkqz1neo5Bm0oYm+ho/JF+f8bUOvWyPpLdRz5mRjJVZOwg87cAqvTs6guDN6RB+AeV2kKveySFArefR1ayaI7S39nMMzcXiRWnm+WcRp0GcP3OFm+pzOokw+nqofNlFbah21ckIzvjZtpJVMom0nr96M+Jjs8xt20qP1NZa97/pXOWMhBRT1hfsw5dfx/jAs8YGli9/NX1XvuDm4DY2WhZZPegBpiwBYVWtL//Yu3boW0w3kvJfRyuwJu8QJk1IQG1Ng1LNhQ3NZ8TKpzJoNuqkvfrn6gvnsUFq+3BW+xtbhqUPRj/wluP0TUjtqdFP3sLOo9sjnNMyNKNgYwliFq/Bnv2XCHhsVxPrNm9dCTTPEmlyyQmdeTuvyhvcRjdAfmcN59CKrINoaTmcdhYdxoKYVSjedwnNne46Tjd/As/2Srt0cyWzNP5XZ1WnVTTRXhVuF9GnCAWrOiojWwgG9Jnnt7pMsN21vQoTvkzF6TP2yrOZIPfrKrrsJ1nHBvk7r1pdz/R1cmKiW6+dto3Xu7EufxeSE1fjqF5MQSOI7T8NqvQv6mYBBDVkYJAPDvSC0STVpBoVlEJrVsDWhEZJZhcpJ3sjpkxeRuApm2iXpOckhxPrLgEz+R77mwn0Zr+Cve175pkds640U2z0ifVatgtXkbET5ZK/2Vse+1Fd1YLsFfuxLGkHKiqbmKZUC7AtGBs7/mbI6cEVXdHs4CRT4FnrUvPypWZ89P4CFKzbY/M7ot5mtNXAQ7DW168B3T7zbHxSB0eTvPY3DuBnpTnmP7W16Qe0iR4zsZ8G9GIx85+5UEHwnI70nHUEzbYIO93QdSfGC9nJsGKI2kA/jwL1jCaxArWt176yjdPVrMpW3NfTa6/8lZaexqypeTi4r8HcnaKJv26p6+FYIyBg+oYxiMl+S8jFsMFZEzWdKGtmKzdRQvVjwjbO/0qKqzB1cjr2FNsrz5Jfz9L3Ma6Z4CFVzAkczU7NDNXkMxRNHU2beY2ucrlqlgHWP+NVhnUbepeuBnJsN+eUmNrS0m/uckhMzkZdPe3h5dZJKp3kEGjWCWlz2soAZ8Fqtg/zhLJ+2iN/VClKjRKpKOmmvmx6gj3xasnt5BoXTU09WLV6N+bNy0JljXflmXm7DPh3V6Ns/jFDVMH4HGWzV5QV2RSHgUsEIcuW7kJeziHU1Oh5TskuEM2OFIhv4cw8hrnOv+iR6hb7Cg0pX/2G7Su52ObqQ3phmF5SJ9KnhebPTkFe9k6CZ4vopHckoBy+fXvJ6mxl5bonmt4blJyUg5iFqQTSJouZdpv5A/Oa53XV/0edJJBktO3u2l4yqBnVLwxx95pVmxC3OBOnjleaK7eDkQNropHaQk1TsKEUX09ejIuX641UYvvYiC4iqD+q7wpEu3m4lVc5bfywc0KzJdm5x5yMZVv6T3pLJ4Hn/FWHMWViEq5esWDdxDbJrlK4NO89MvqrJNtGOqlhHrkztlHdajceoRO4pt2CbI+7vWTtOHI5xsHzjVDQP+gTXDFByV396sXGLXsRE7MaJXvPoYt5gm4j0qCkiXQLy6BTqZyo+44rNBKHVhTo+B6HU9GuIwTPedi59yyaOi3E1FlbgWc7ubRDpCvZFiFt1WHEnubBnaNPqo7KaADXZKTXA886wbdrRzW+/CIVJ09b8CyNNIBqsizbjRVyHdnqIfDMCZZhe7JC1NzUjYL1xViSkIcjB896qSJZQ16nwCm9FCgV6IJecOsoWKsd7G3t8jWx2S32KCurEFOmLUVFlQXPnBpTZ00sW7mtkzWaVAYPs3rJKwWcRxE8ByscyEY9rkg/xgEHnqsqW5Cz4gDSkotQHQDPkk82Ud+4tZYYKUkltbIgo1pcPUiSXrrcjE8+Xoj16/cG8sk/7eSSOUwbCPw0k+1zUBoXjZ2jSaZisml3H7t0w+w7po1te1ttCEmY7qLS6XNlFjznrkcru4vSLHhWj9NJA2muLZVhJxoq2vxzPFrk6WBniWKtkyWkWPudz5lJEsHznjOYNWUlSndfQYdckBkN2DQnax0Q0oG3jvxxLDKrr6rPCOQ3ka0ubQzZJbsrMH1KOvaWnDJpNpbJr6iLZpBmYFW7cMWMpVpnmvOFqBELlCO7sl35AdY/+Yf1N/OMvNqeyXocQNk7uCs2IQNx9LfaBguexRpJFdsFnLs5TinGhftbKOunfYrpagCVHiVSURJKgpue4HxGpLRgXL3e1IXs3B2YOz8T1VcteBbgt2OUBf+Kw2OTJJfaWADa6ldR2YhlyTuRk7EP1VXqL8pDvRTPdfXdxTexOQPnY6XxL3qkusW+QkPKV7+hf8nvKb+ufvoz1NW2YMGcNORmbcf1etlRFFUBR4EkX1Bn06U8kS14zsaiBSloszfZBPbZq4Xqd2oLL3HUSOVLRrW3bXulSVa/vMqiK88JsVk4faJqSPB8I6TQt76wFBOnLMaFS3UmzUqmO3MUP9VvxeHgWXFDfdjFD/UBnby0x5vbsAm+zeOBJjYznXXpGe61aw7g6y9jUFNtn3lWXvNeA1On1lmqmsaUZNvH3onDmG3Ac1AGgWn7WGGQ7TEqQKwyHI9dGgfPN0KyqWxsfIQb9BqBZ+uwvdi8eQ8Wx6zCnj3n7O0NTA26gfJxIq1vpKlXOZ+Jqp84J4zEoRXZCYyWlsPJgecigudmfV+XaRoc7WCvgd6W6GerlDqLdNURTA3uHHWyuigsaPIYBM86MVsUBp413AsefBvBcxPB83qB50SB5zNeqkhWsZYS20Cp3y01g0eqzfreQPBsfc8vUCTwLF/rNSBAaQr89hDL+knHsQeeqx14XkLwXOG+jyj55GvKZ9tirJFUEnjW1NL2DPUjC54//ngBfc5eeTbqC/xo8AuAZ9lA4FkvHKGtmGxsHE0yzsOlaXcfG4Ecywec/zvwbE+9uGH8FMHzYoKZFT7wLKvYKbWNCxbIOJ+yfcj8cxxCAxJunFSU2nMw8Gx05rbxOQs49xE8zyZ43re71vvKg/qKrp5pxqkELxbfQvLHscisdlWr61ZmvRVc65SWIXuPAc8rCJ7tlWcBOr2IzoBn+ZvUMeOv/I9WNW3ENOcLUSO1s69sV36A9U9tbf1NdzloQilxAo8DUK3FBM+xSRkRwbM9MagrtvbEmt/fQlk/N/lVA6j0KJGKMr6lmgaCZ8nk1L/e1ImclR54rnXgWaeiHXiWjCpnLJI0cP3a6lfF+JzCOJ2TcSACeJZvcdv4F3kMgmf1JZfn2wme/TpLP2+VNDx4VsyIcl+ISKpUdaiT2LZ3svrlVZZRB88b92Hi5FiCZ/sMsq3exVKNweq7sr0b7SSzeqR+yqcxXcz/9F/5j0BzD8eKPh5rxz0pxhJY5Nr8Pfjqy/nsGw48M2+vxhY779Lt3gZw6wBT12Bs45bte0EOtqdfXrFr1LFH4+D5Rkj2DPQhboSB5y2b9iCO4HkvwXOP/ECkYwzLORicv2XgeRfBc4u+y8s0CzZ1NVAdh6R/fja5pKc6r9qF9Qb2jS6pCqupQsTw4NleedYERp1YR44NCk4urR4O4Gvyr9YVNTZ3Yx3BcxLB8+FDQfBs9XCBSOwd4WwwGnYYtFwlehYZDDz7KCtrI6ZMXWbAs3Ja7RXMddupvaJjKFCf/llfu2Xg2aoTlsZ/Ajk+8FxT0YLc5QewPKmI6xY8G1mZxw4Yti3GGkkd+Zll9YyhwLMFDRZEy56ygUAQ20ATzqDJo0gs0DgQVyOy/gXBzGDg+eT5MsQkBcGzxLT7NLXQ7fU6VjnFKtMjf10B0kYUFTXl8598SrfMmIk60/zsfI5gTbSf4HnO5JXYv+squgyekTx6/l73OsonpZ0KvnXkj2ORWX1VculFNTrhonV7q+DeXRWYMXkFSr3btk0fDwfP5sFhrpixVO3BNHG01VR5g7L+Bf1tMPAcQ/C82AeelW4firD+KQBty4jgb96CLcaf6rq94LmhuRPZeaHg2Y1TVicbg8cmSQPp5ZjgubwJqUm7kJt+EDVVQmjKEwaeHVj2H+oMGVVlVWBYoSHlq9+whb+T4NmyX5/O9n6C5yyC52UDwbNpB+mottCxo0mqVHXI6M4BZAv+98mkLKMKnllPwaaD+HpKAs5f0veYPanoBz29ArKMJyFzDCeYXQvkN8xeSz9SLNE8uRdNXNdcS3eQKQdnzuwC69buxtcT5qGmxoHndnT3NfJojfXKr1POiksqWfYLsq0tlMMBdLA9te7fVv6xSePg+UZJNnV9iN7sB89bN+5B/KJV2FdyznzHkd5h8xvPlWPozCZnB2ay7dLJUaOgkw7k0IrsBEZLy+EUuPK85zxaOuwkWlNQd3uZIR3nZ9Mw2jcWwLMGcguedYFCt21/9UUaTp2yLwzThNp2fMmrI8cGBSeXTg9NriKA54LdSEpaSfAcvG3bBjAXiLT0Gt7ZINp2GLJM7fAsMiLwXEjwnELwbO9q0PG6eVhnQ6WPjgnUZ1j/rK9Z8GzvIHC7o0aB+gbhAHiWLAIzDjwfwvLEXajh5MwS7aE8Jt/Y8Tc/SR15nAXPmhCrN40UPKv9dUaabaA2CZo8imT9yUrgLUJY/6xcxmfoE4OC58QMgucCA551lHlJnTnaDvAhdZmyw9iQVly+KJEpkv8MOCarHR27qrSuPmXGHoLnEoHnVQTP13zgWYBTfUexWAfcWnIxbGiWXJSToLPfAAIHnisJnjMInu1t2/bk2SBXnkcbPItUZkTWv6C/WfCsMYUp3CVxDHhOTLfgub4lYEbd/mhuY+RxmvBapbTHR149dqGf6ooyeFbhKsoIpo1Q8Cxd1Ce0W9zAsSd75U7MnZeJmisWPJsc1EWfglIJY5uorOk7tv0qyyKDZ3MlT7HaD57VAMb3yKa9yFFVWAWGFRpSvu0z4+CZOU07fL/Asy4CrdtwGF9PTiZ4bjISKQx293Bs6+aIbR4jFasdrWxyc7EZUshyY6sBIw/9R88593LMtnf/2Lv8dKpMefUeOoHnSRMX4Ir3qSpdee7SSyjNozZ6K73GfWYmqT696E1vgLdf7vFkMI1kycrm5PS3ZzhLu7FJ4+D5RknOIKdwwdMY2k5QDHheyElM8bkAdjQs3zH399srAeasjEkjR5VchZE4tDI7edHScjgVFR3FwkWrsWvPBbR2uDPPdHgz2DMq6JgBVShREUPtYRtAKRGKv2ly5frZimEHGCunwAyXFKl4WzW+/mw5zpy04NkCTdeBxw5Zu1gOngTQFfIgeNZt2wXrCZ4TCZ4P+595FimXbED9QhvGrkeTXPkRyVVsbeECog2e4tADDXiekoLKSjfoM7eZXHoDpNMhRBfpGgTPaiGlDCrSzZAKDWOpYPTw/M36PVBd0Yqc5Uc4KSvmugPP0nns+Vs4STVpY31PDQ2UXWrGpx8FXxhm1Dc+Kn1cHNFwrLPW7PduohmwU3RIUlnWL4ysUPzHihWfaI8geO61kwymygtPEzzrbdsZOQVoV6KXbn3H+qchU6aPnT5iQ5LDyhRdYgXyE7GK9tgMG27dtL1irG7bPovZk9dg3656dHrg2ejeL3+Ugjro1pL1i+FYLU47cUKml8mIOjhJ3ltURfCciT3eM882BtoXhpkvXSir2KyrjdheXruo6aJFztSOgyvekjr4/S0EPDNF4si/9Hx9HMHzVYJnpYnMd+w1J1CMM89uegqoTFePx3YhL9NE1wJumz8KpMJVlGlPbchnIoNnZbvOsSeH4HmeDzwb6WhL94mbMU1GX/7zRK26LPC8GzkZh1FdpfmZNNb30e0VPBMLjH+R1Qh+VoN45USHVGBYoSHlu3aWbb7D4NmjcfAcSvpSxNp1xwme03CJfisyrsj6FQoD7eNn26wBWcPd2PZv/YJjpTmE+Qx4XneA4DkWVdX2bds2Fmg+2kHWSU2V4JFWyGac8tZFpm6lBeRQ21nmlsemVh+PXRoHzzdAzsRmbsgV4wimI6kTEzxv2ouEhatxYPf5AeDZnjHWbQ56jtNOS1WeOHrkKozEoTVZ59XScjgJPC9atAbFJRfR2m47iJ1YKmhTZ1dssBd6BSlieAOP8iuZHG1y5frZiMQVA85Yv3k7q5YUqXhbDSZ+tgJnTljwbEn6SHgdPTbIH1jMQGkClX4KcpYsePZu2z7sf+ZZpFze5CqkYTyOpqqu/IjkKhYUkzx2kJNOkcBzdmYhpk1JRVWFBQQi+1IJbstGUsvP5nCtDATP0VZzMJIKxt9Yo72uaScs1ZUWPKcllqA6cOVZ+Z2/jW2y7SedtPZNwTPbwZ3ejqKqrIXS2KHbDtj6+cgKxX+sdBDw7EQ6fb4csQmZyMzegA7P3Yx3mgKlD1dMeUoMYy/dLvSTf6tUpUSH/OUG29fKZ+ObRHE+pxeGCTzn+8Czjlf8kz8qj7XjrSQr93CsdtN4wvHCzP4I28yV52pMn5KFEg8828maXiymW7yZz9lCxwh0m4bx0rgaDVIxgWq8bVO0WwlsBP2tl+BZJ/zknbryrL1+8FxH8GwOI9nPQ7Jk9RuNp2ade/2Veet2U/5vwbPsrq2okKtHpjAdQB1iKPDcRfBchHlzs3DFe9u2yNhTmVTEWCbbmAE5deU5ZcluZBM8V1Zb8KyvdAhM2Lam1rKLs41rK9cgXjnRIVeBr9CQ8m2fGQfPzGnaQTqayG3SRo9UqeqQ0W3bK825RaCJmWVUrzyz2nXrT+LrSRm4eEkNMgQ5uZxsPnLJrtXcutPQgXF94rVg/SmC52W4fNk9fmZJx9hWsMcF2kHsJ+50NwgpxGm/CXUeh9JghYwtGgfPN0CytRxGw4vepmmczKQMBM/mooAOEMthmM8+W9DhTel0RLTdxFUYiUNrspMXLS2H0y6C55hF+SgpvoS2Nh0vcsGbkrtiTW/z1k1BdiKhyZsGeKVEKP6miZJ4P1u+2IjEFaMb29t/5blkaw0mfZqOs8d94NkcZAQ3m2OBrF0ca9qiqy7yneB0aWjwrFz0SUUmp5qWjqOpqsoatDxXsSSXT6ifaHDUgB86SIpyMjdixpQ01FQER5wAeJa/6XDna2JzuFYGgufA7iiR1cR6s78p5WvmRBrT7U3O6tVA1aDgWTbVkd8GsvBMNCR4FghgNrNu7ED7jQp4lnUFomx/YK38+cgKxX+sdFjwrE9VZRnw3OnNMRUGnGlMMVqPxKYet9DPWt+mRIfkZ/ZqgH629IGsdNtXguC5wQPPkkbxb6yDZ8llwYD5dB1J4LlkVw2mTsnGbg882/eft5L1HWR6JbPaOG9biiuh9okCqRi1s/MZbZui3UpgQ/VbfxsKPMcTPF+rFzizZFQ35TB3+AkAP3vlsLW4acGzODga3CSpcBUlJY0NpMvw4Hn+nGzUVgfBc6AMFTGWyTZmQM5KxueUJcXIIniu8MBzD+dp8jj5naK62kAsm8nVArpqGVV9VWBYoSHlq8/Y/iL7jIPn7xd41hgl8PzRJ8uxb981XL3aS+5E7dV21Na149q1NvpAK+quiNs97sDVWvKVTrOsJV8x3Imami7U1fXg6rUuXLnKNJZTzWOqmX6lph+VZUDmimP49MM0HNxfz7ys71on6q+zrGsdzNuBums9LKsb1dUsu6qNMYF117ah/qqV5Up1C+tup/3oq1580NLwaJttlGgcPN8AydbqD+qyHXQC884SM7RYpLx1417EEzzrtm3zzLMOIKtvaRrkvpFsp/u2C0aXvAojsuvhluzkRUvLjtzq7p3HsHjhWuwpvox2B55NZnYCB57VGRybKnS0Wmi0rzzbqYS/fLHRlCtWN9rFe5YsIngOHKR/Y4es7I7lW5qMSRfpbMl9qioyeDZKqSCvQcghNiJHi1TWoOVphyoV0JFP2EHOgCxNGCWfj3IyN2HGZA88e7t0RcaCZwquw50eYpNHK/K10QPPKkdepkmU2JXv2A6l9tSYAzOVBM/ZK44iNakEVd5t264c67HfBpKN5DBAOcHzZwTPG9x3nqmC888geJZmtt+PNni2TzAH+4MhbRifYqWDgWeyRHLgOYvgucubYxodXP/QcjA29biFfmwDU6pSokPSzUIke5rA+lg4K9362969ZzFzSj727rqODg/PmL7AdrBHS/BbS6FxbHCWbAYEeHG4nZPk4l1XCJ5zsHvPaZPmB8/dNFLQlgI2XtvrcFtEVEhFqWTX3s70gXoCG0F/GxQ8J6xAQmKmmdw6YtexhUpv3cZm1iOwVw5bi5u3AjxrzAwFz2In7vXmLuTmFhGkhYFnZRCriLFOtkENVRA8L1tSgszMIx54Vo/RF0WC4Nn2NbYBj1ETeW47Crqq0LCCQ+pQn6HXf6fAs+RzetPTTONaGrvg2Tq6aXqfTMoymuBZda3MO4qXXpqHJUv2YOXK48jM2oPsnN3Iy9uF1auLkLdyO/JydmBVzi4y03OLLecwf24J+26xx3uQk70fq/IO89j9yF1ZzPJ2IyenhPkOYnXeOeRmXuC4vxIvPDuHfeQQyz6B7Ow9WLVqL+Uo5nox1qw+glUrDyMni8dlsf6cnVjF+LAqdwf9cCuX27Bz+xGUX65ne6jB+MfmM6wmde3n5zFO4+D5Bki2Vn9QlxVrmLHQxg40WzaWIs68MOysAWxyBDm8jtOwp8Ff0PnbA57XETyXjQw8mwO1YlvITqQ17AbLjB7ZqYS/fLHVVHp5g4wPPNvbttODt217QvmD9VggK3uQ5V2aIgYGbdKIwLOWbtXZyEu+NaSKVCmnHYqUpnINjhrwtQwVJCezkOA5NQw8Ky97ifIGi7D7DeufepFlN5UWe0XcNKkc+ZSdRAXLd+wmVt898Gz9T1R+qYmD6FyC5xKzLRW0y/qoW6etqL9Z0kYyeWBwjALZnqBWti2tdgwtWluqUBXLDrKK5NHS9h8Hns+cq0B8fBaysyKBZ2YynU3rg3BgVT9r1WiSSgwFz2Ln5Y6VZv1tD8Hz9Kn52LPbD57ZXkZ35faEvoXk4tdwbCRlP3fPyw4LnpnfgWfX41mSyRdNUomuj4sDrqx/jl2uEPDMNmeygJb26rGAOD94VqL2uUKldzh49vIE2JDtAa4PRNXnVIepWyvqEEHw7ERwogXA81yC55DbtsnSSZnHODmdROUEz0sNeD4aATz7+5/tSSY0GHb+G01yrewrN6QK1am+YiNAOHi++q0EzyKnNyOfT5+xC55tfdYPtGI2TbLAc/xoXXlm9VmZB/HMMxMwe04+4uLXY958ts+iDMTFZiIhPhPxcSsQF5NOZlpMJjkLsTHZhhcvzkJMgLN5XB5iY/OZnodF3G/TchG7eC0S47YgZsFW/OH1hXj8kY8xf04Byy7AvHnMF5ODmEVZWLgwm+PoWiTEUZaYXFNf/GJxOmIXLefxqUiMz8DaNdtw7kwFujvVfmwuLoLjbQQe4zQOnm+A7PBln0BVMNWt213WH0wn2rRxL+IWEzxzMqP7/F26/EHDvB6wt6x12wVvl6+44O84SHZ9Z9Exdo61KCkpQ1uHnfLreTMzIZX0SpDugQ6gf4oWCmj29k07sXQlRpNUoioWDyTVqqsu+tSRmdRQ3N3bq/H158txOvDCMP00CfcMOGZJAwr9hbNFBU9Ra3M3gcxuJMXn4rD/O8+Bhva1ulv1Jd06UoWSP1jxQH+zlJVZQACwFFeq9fyjTVM2fc/RAOiwckJJ6XZfcC2aJF+RV4mDdYhdqn0O0U5YdNt2rm7b1gvDArdtS2/XYcY2BXTTP1LZ5UZ8+slMFKzfZbaNXRxLL18rWFYmj6NIrsjIRSvFxgTXzgFf05K7zMSXe86dKzMTDYFnvRRFZPCL2e+3k1hHDEba5/JFj2yL2tjkb9VQ1j6dHARKzZXnNSjdXY92hTySHWPclH8oHW4nSROCwT5CYq/T67btPbuqMW1KFoq927Z1kqCb4Fl3bum2bWsrtYG0VL/TL/paujIHL1up8hUzG6DfUA8TrygPZZTr6VupCfHpxt/q64QALCmWa7+KMO7mrRsegkaQ5ZtToFD9k0/pcScJFdxldpOaGruxMncHwXOGDzzTFlTGvAfGSxmrJK+R11ntCJ4rmrAsebe5bbvSvDBMmuv72zpJobxB/UdfN9XmavTIW7X1237vTorpE0XmjjQvz5WrLZg/Nw052QTPDTawBWLgt4RsvLbrw3/n2Z4ktW02mqRKrW1kAcv6hYhk7LB6zWbExWXh1MnogGe//fTM85o1R/DRR7E4dKgKddeaUFNzHVdqyVcaUFN9DVev1OMq02qryVpqv8fKa/iKxzWNqK1VGY2oYn67n2lXmnhcMyrKmpG6bDM++MssnDhWgfp6rz5zrFs2sf4mXK1tZN3XA1xLecRXKVtDfQvaWrvR082W8+Le0Mx/Y5jGwfMNkc5y21sB1YF62J+61XdJmnhtKiwleF5tJjM9chKmG2fQkvntLYRhb6i7TeQ6pb9zWrLrRTsteC7eU27As0KH/RSFdGBUUDYbTyybMoLg2a5bPf2lR4f8lYeTbenefr3wIxQ8TyB4Dn6qSvnsmXwbBscqUVLOxAx49nwtAJ4Tcgie7dUZQwE1XPtoeft18/tXZJ/T27bXYfq0JQzG7B/cpb3SoJe66yyzO9EhW2mfOTqw4qeIiTdJKi+yv1ld5E3O94HqihbkrDhs3uIafNu28snX3Ex5bJJrPaOxJ2ZZWQPB8zQUFIwcPDu+daTarI2cb2lhVrXkLrHWI4Fnc1Va+fizfmYnqNr2ihiEtGegX9wcyVcog2Gth7Lim32cwwpfuvcMZk3luFMcCp7dTadDSX97Sb4SGTxPn5wVeNu2rsG7F4bZeMAjTTuMLni2JQ5VstIlt/xF4Jny+MCzdvXQRIlx6eTI4Fmsp1KC5OoT3yIKVCdB5FMEz0L0XnpgN6mpsYvgeTvBc3oAPKv1ZZduY5OxStZLXO+RxUQVjM/uhWFVHnhWv7J9fzBtXIu4VokWqT6xr1xv1dYmiQaCZyelwPO8eWnIJnhu+NaCZ/2z64OCZ3IoePYOGDVS+dY2am3L+nnieNUrLuWt2YRYgueTBM8CuzdLfvvpwwLrNxzBpCnJBLvBuz5GixSXNOZPnjQHdXWhLwy7ETIvSRR7Og3FY5nGwfMNkUKuwK+CK4MYnct1EHWcTYX7vrPgWVP+bw941gATGTyf9MCzNBF0/laBZxmBNHLwPFgb3Vry+1dknwuC52qCZ/NsGdPEoeDZTmh0pDk6sOInJURbZ1fmwHKtLpIvHDwfGgQ8j2UwYyVzrJgmKiur/xaBZ9rCIBcrp3EzLZlkkrn+7QfP6gsCz7pC6MDzqojgWfFtKOlvL8lXBgfPe8M+VaV4rnzW99QOow2eJZPnNBFJ6dpv+//Ng2dXnniwOkeBVJWpTvXKp4YDz9uwYN4K1HqfqjJWpMICz94QNQZJPmLjk37qQSIHnoOfqlLO4cDzaNkoQrneqrWB7ftDgee5BM9Z3zvwPNqkStXK6ufi0DHONa/GD4HnxQTPJwie3YW1myG//QyYLTyCiZOTUFZuwayTwcTF3i5ueG2izPzToaFspbds9dGx7s4rMf8Md7K4teu2YeKkWai5co0pXhlcqjXkj8IEKsemDk9On+F4LNM4eL4hkrONg2dNWEw29SDHpgwHIMRaDwaZ6JK/8nCyQWEcPPuNc3vJ71+RfW4cPI8Vck1qNPbE/PaBZzuYS07jZlpyl1jr4+B5rJB8ZRw8B8Gzd9CQdY4CqSpTneodB8/j4Pn2kRHVE3dsgme1vZY+cfSPdDvBs/L0me9BqVL1XWZ2goVR4BjqJDY+xIRguqUugud167Zj0qTZuBIGnh2b+ZlpG3fU0OT0GY7HMo2D5xsidZpx8KwJi8mmPuPYlOEAhFjrVk9/6dEhf+XhpJYeB8/B9onURreW/P4V2efGwfNYIdekRmNPzG8XeGb9mvibpZVVu8xcQru5Pg6exwrJV77H4Jn7jT1dRwvUJ46+NoOSqjLVqd7vPni2o750tS8MGwfPY4eMqJ64Yxc8h44LrnlHGzzb27YP4+tJSbhcNvDKc29vF/OqTdR3bYDRoeFse4H1JfOf8Uds4yrzqEz+02cc167dhokTZ6GmxoJnt98trQ+qHCvncPxdoHHwfEMkJxkHz5qwmGwu1otNGQ5AiLVu9fSXHh3yVx5ONiiMg2e/cW4v+f0rss+Ng+exQq5JjcaemOPg2Rw2CGnPQL+4OZKvUAbDWg9lyacYPA6ex8FzVEhVmepU7zh4HgfPt4+MqJ644+BZZQftJ/C8bv0hTJiYiEuXLXi2Y7Dqpk8z2EQDPBtmoR0d/cjP3zoOnsNoHDzfEMlJxsGzJiyG1GsdmzIcgBBr3eoZfV1Voqs4nGxQGAfPfuPcXvL7V2SfGwfPY4VckxqNPTG/3+BZ6/oNRtoz0C9ujuQrrNew1kNZ8ikGj4PnsQCe5WvykxsAzzzc2NN1tEB9Q9U5CqSqTHWq97sPnvVTDxKN37Y9tsiI6ok7Dp5VdtB+5spzgQXPA688s+/12hhkY9Lg/umOCfQHHqsQFEwn85+78hzN27a/CzQOnm+I1HnGwbMFCsypPuPYlDHWwLMGdy5po3HwfPvI71+Rfe67Ap418ewfB8/K4/GtI9VmbfT9Ac8WKWu8GQfPo6Gl9afBS1a6fE1+8n0Gz7QE8383wLPydZDtWBOZRstGEcr1Vq0NJNE4eBaNg+cI4LlPc3NVGsGPfGSP0c/rDzxWIciV5Y4ajWeevws0Dp5viNR5xsHzOHi+laTJ2Dh4lrXGwfPok2tSo7En5vcPPLsJkli21W8w0p6BfnFzJF9hvYa1HspB8GzByzh41m80tLT+NHjJSpevyU/0vOH3FTzTy6j7OHi+WYpQrrdqbSCJxsGz6PsKntetPxhy27aTQXGxt1e4RN9pVy8c3D9dP3A8HHjWbduDgmfjg94Y6ck6FH8XaBw83xDJSULBsxxaJL/4Tn7nuWQcPN9eYhuyob8v4LmqusMMQk7ycfB8a8k1qdHYE/P7BZ4VnQXI3CRJttVvMNKegX5xc+T5lGGth7Kd+o+D57EGnjWZDwHP3D0OnscKyUfkb+rftgeJxsHz2CIjqifuOHhW2UH7CW/oyvNXXyeEPPOsvSYu6soz5722TdQTPcFCyHqR7QfSh//Zlnrm2ZZjj1KV/heGhYNnl28cPI/TCElOIvDIgdI4q3UmRxsL9yI2ZhX2lZ41HUe7tN8szU8THguejfP5jr3VNLhT2/WiIoLnReuwu7gMre2SWOFDP50AsODZZLU7PGVuM3hmsnSxQ6MmXOPgeUAb3Qby+9dAf7OUnb0e06YlobKKE2RuK4cB0crPFBvoQwet4IqflBBtnV2Zg5WrdA1YQfCcS/CctqR4AHi2+QYIPWbINanR2BNzOPBs44L6nMfMcOvjmyqzNhoSPJMEnuPjM5CVGQqetdtqMw6eo01O9lCS93z7wbM9cUYZewWgZTMe5cXqboaExLgMJMWPg+dbSQP9TT4SGq1Eg4Fn278i979g37RlRI8i2N5btTbQz0pv+42NtS63wPO8+cvHwXPUSZXKLrbdLdMSTDbW8mTSfGXVms2IHSXwrPoKNhwx4Nndtu1ioR2nbByybaKe6AkWQkZyw/YkDOfAbMseCm/LskepykjPPLv9bjl+2/Y4jZDkoOPgWQOLIWW1OzxllD4OnqNLAgHfPfAc6nPfPfD8fbrybOOC+pzHzHDr45sqsza6OfBs40dwkqR163ORSXu8gqNG8hXWa1jroWzb+dsDngfq4O2gjGrj7wZ4ph7j4Jlrt5/C/c0KLx8JjVaicfA8tsiI6ok7Dp5VdtB+qq9gw2GC57gRgGdxpN5oJDc8Dp5vjMbB8w2RHHQcPGtgMaSsdoenjNLHEnjWTJJL2mIcPN8+8vtXZJ/7roBnO2EZB892IA4z8SiTKrM2+v6AZ4uUx/rbtgfq4O2gjGrjcfDsynf1DVXnKJCqMtWp3hsBz7QE8383wLNyao42Dp5vBxlRPXEHBc/kcfDsgWeTLmkkm9rDtYk4Um90eTn3jQZ4Nj6oerT1/aBx8HxDJKcbB88aWDyllGjZlKGOq6At1roGK1diNMlfsY+YLF3c5LLXTATGwfPtJr9/Rfa5cfA8Vsg1qdHYE/P7Ap7lb9bbnK+Jh4th2jOYX9woyVcog2Gth7JtZ40lim/j4JklGg2jr6X1p8FLVrr8TG18A+CZRRt7uo4WqG+oOkeBVJWpTvXeCHimFanMtwU821Ffug7+nWfbvyL3v3HwPHpkRPXEHQfPKjtoP9VXsEHPPEcGz9A3ns0zz65dIvVGG3ON/4wQPId/59mfbxw8j9MISZ1nHDxrYPGUUqJlU4Y6rYK2WOvqqK7EaJK/Yh8xWbq4yeU4eI7QRreB/P4V2efGwfNYIdekRmNPzO83ePb5W0TSnsH84kZJvkIZDGs9lG07j4PnsQOe5W/j4HkcPN8sRbC9t6oFa+YvOBaOg2cHEkebVKnsYtvdjQt2/ONe7dZeLscueFYZ4qAO4+D5xmgcPN8QyfHGwbMGFk8pJVo2ZajTKmiLta7BypUYTfJX7CMmSxc3uRwHzxHa6DaQ378i+9w4eB4r5JrUaOyJOQ6eTRGDkPYM5hc3SvIVymBY66Fs23kcPI+D5yiRqjLVqd5x8DwOnm8fGVE9ccfBs8oO2k/1DQ2eCZwHBc/Ot4I63Ax4NnMzlWJ8UPXoqO8HjYPnGyI53jh41sDiKaVEy6aMcfAcfdLkbBw8uwmDtrTPHB1Y8ZMSoq2zK3OwcpWuwcpOWMbBsx2Iw0w8yqTKrI0smNHSk0FL7nJz3W/2zLPP3yKS9ngFR43kK5TBsNZD2bbzOHj+1oNn5jP2dB0tUN9QdY4CqSpTner97oNnF61E4888jy0yonrijoNnlR20n+or2HCQ4DmW4Pm6TTPpkkb9VcBZdtdSlas3esKZZagONwKe9bks5RkHz+P0DUmONw6eNbB4Stn+KDZljIPn6JMmZ+Pg2U0YtKV95ujAip+UEG2dXZmDlat0DVZ2wjIOnu1AHGbiUSZVZm1kwYyWngxacpeb646D51tLA3XwdlBGtfE4eHblu/qGqnMUSFWZ6lTvOHgeB8+3j4yonrjj4FllB+2n+iKDZ/m15uSRwLPzKcdBHaIDnlWO6tFR3w8ieDZN5LFvNZxFkdJ8FCHpO0pyPIFnO9iHg+dCgufFBM+lpefQRd+VS+kIt7STAIFP/nic/9hbTbZTuuVAQSx4XkvwfNkHnjXkhIHnAOufOq03+Jp1dS+7O/oUoWRuShfTvqatNZMcCXgeyyT7eODZC8YB8ByfS/B8xiaGNIdWXLAU317yu5fzN3+aKCurAFOnJqOyUp8JsRoEwbP8ThYLO2hQGmm+kZLKc22p9XBWugZy+b3/U1W7fOBZ8muiLyPqmLFJIVp5Yg4Az2Qz0GrJLdvfHKAToLEDcbiNR5eMVGS2szeYq34jg5bc5ea6As9xBDOZmYWDgGc3QZLNzOGGB6eh994Iqc9blh5BXfzxLQiez2LWlNUo3R0KnnvMf7XF7aWgDkH29vAXCTzXEDxnEzzbE4M2lreRGRuYz/gey7C+NprgeSSlSh87wjvwrENCwXMmY3XWILdtc93zS2ka5OhrMygF1JTQciCxpwDTA7tJkcGz9TVZI6DKbSS1qfUzuzQrSjc/23tsz3bguRg56UcigGd//wuW5++b0SWVN5D1s6Sl6pVtKB0nBH4ZagmeFxA85/jBs+FgHlHIls0QyreCBtSlDduujjrZdyKCZ1IfgV9fnwOJ0SX5iFjyWFZ7i1WXW7d5tNepoX68evVWxMVl4+TJSs7ZvB03Qc73RIp79rZtgefw27Y1Xqk9xJqLiK2clq0fWd3k/YxXHnjW1eNuCh/UzHIHi8ofDDxzqflZNyfX+lzVd4ucRcNIyWSCZ39TkbwdgZZz68oSnu6RNYEJMV7Kd4WkTySWxhrIyXQYdRY38GmxcdMBxMTmo3jfObQzu9y4k0fYc0E60v5sUGaJKtKRW9fSv+5fikaSpuUwaaZTUuh+9gTTOf35SBY852N3yUW0dtggYScrujLIqGYOZqLJr39yFGmqAVWsiV1w8hkgf4J/GSnNUViaf1eAlGhYAcLKOvDK84ow8BwGyVwZIv8yUpqjkaRpGSnN0VBpJNnHf+W5heC5YF0xJ2QrCZ7P2kTlDxzjNkISQ8kl+7OEL0UjSdMyUpq3DMRWrcs+fn/zSEBmypQUTmZ0csbu7mU+e1ZV/mf7jNkRcuyAhFDy7/YvI6U5GpCmFUnlYqafNUKK1ds16ewjYG5G7ooDSEsqQnWlA8+a5CuP8noFaxFe12BpjkaSpmWkNEdDpGmhHmHa3DNcEDzvMNvKY8GLepCzjuxmY4OJE8bOJrslt24rsBS+FA2W5t8elGxGNwFT/c5nTLiyyR54zkJG5sZhwLMd2RyHbgxC/v3+ZaQ0RxHSnOyuv/i3JaeNxVb40j0Cz/kEzw0B8GxjW0h048Eei/zLSGmOIqV9QwrK7tjpY1u7lyAgFDzXEjyvJHi2Jwatrho3qRWPCYJn/ayOTAoV0W34d4QvRUOljYiki2SQHpSPEwLpZsAx91rwnIXE+BzUX7PgTBQJPAe1EA9DLos/+3BpjiLtM+uKTRq7hVQUq0iejaxsBM9NA8GzOQFCX9S8SHkDFCg3bBkpzdFI0rSMlOaR2tTvY3bF/JGNF5EtWfBcgpwVRxmrHXhWLJPP6VCV49hta2k5QG5dS/+6fykaKi1Akk7tbzk4bkgispynh23dS4CkM+reWfVrdc2YNzsZeTnbOUewaSq6R8CIwpo5j+Q3e7iPK6bbKUHs1kPI7fTIv+lfRkpzNCCNKzoB4AKyIa070Kd40IuWth4kJGZi4cJlQfBs8ik2c2bdz/hHAOjtiArZWaFOnnRwXfNHx4q1lC1geI2P9Pl+jXm0kenMwLr8nUiIzcHJY5fQ06W8tCYDlmKWIx3epyu9Yh1myvNIqz4OVEcSYC0oPIIJkxJx8bKdV2iXjYnyGdt25iR9v5gWp1yWJbG830VNFzsZWelPnWR5mbTUUiW1819+wU6C5zmorAoFz2JTI1fCfcrFtnBy/cjbisC3howIEatjohFcLFnZYlK4m+lqENu8+IECnQYks+VaQixf9JKNX4pdultneWoEO8XQEB2hpb61pFZ1DRjO1jG7+7vMbUpqZzmKSJ1g8+bDiIlbj137zqKVOQWc28iaz2hK2alj+ZMT6y/AIv8yUpqjkaRpOUyaHEjyGw7bJyoqOkrwvAa791zwgWfJ3mbYOggXJr/+yTkUZBTlNAhJa7WXL4tb+tfdMlKao7A0LQJ90JFJDK4qMNhwwEBM0Yq312DCZ+k4cdKCZ+fKnvks+coIWUZKczSSNC0jpTkaIk0LdU+dxXSTrOambqwneE5MyMPhQx54JinvcBwgt+HfEb4UjSRNy0hp3lI+Flj3OLDfo8zMTZg8eTnKK2w00W59O7RXg4B+Os6LPYEM5p+zoq1EKQP82b/ulpHSHA1I04rqkNeEs4uqGnbUL3oNYM5dsQ9pS3Zy3Z4hVp5vF3i2gEUUBM/bzbbdryim/u1+muQ1kxX5PJuZ3B756/Sv+5eiwdLI3mIYtpJp3Q3y/nWRvW07C5lZoeBZZ9Lt8ZpUSDctg2WHbgxC/v3+ZaQ0R2FpWjh5B2XKpkmbKAier6PD4hnTBjrBy6xB0oZL8C8jpTmKlPYNyfV5P+tWZQM0ud+ciPaChAHPRdcwfdKqAHgO+pnWh+YAuQ3/jvClaKi0cFK6x8FV6zGB6SgTZR83yeyif8UTPCfE56K+3jMOye1XGYGlV5rWh2P7z1v6190yUpqj8Hxku1A7q/82kdvJTiKlW/tY8Lyd4Dk9AJ4V0wQ2BKDV9wPkyhf5l5HSHI0kTctIaY4GSdOmNLI925IBz0klyA4Bz1Zf/+GGBiT4yO3T0r/uX4oGS3NsSGOEZo4tHqud1ddpA3aeft0P3E7H6mFaH+Nurw1i9XWNmDUjHjnZWwmerYb26iCtwuMECTs5iMpa9uIPy5JZHbthNCCHbC+/dq1F8svpX0ZKcxSezyBGyiyAEcin9qaEBKMCrX0c95vbupGQnI2Fi9PQqiYweeVf2hB7ZQQLuSmSthrz7F0u6gfyB8esT7eJqynIegSrt6+V3Mixo5ntKTsAG9YWIzk+D6eOXUSvQBf/ujm4yAbq8yb+cdmrbeYXfjCPbUgFsdo/jJVfx3Wx+vz1BzFh8hJc8MCzSOBZt0/bvmeX5hExHugAq6pQC6tIO7rJrsYT6Bvsucyr2btm7RavUGsWt3bDLkyeugDVNfVMYRmUV3JrvOxSvUwzzG2jDzd0scr4FdO0NDoaPa08ZoeRJJyVPhoky+rnbfmrc0zSCQj5ndWKrUSh+3uYsZMZ3PkTdrkfdHNN4MJklDOrl+kYtT8z6PZ580gBlTbs9qlhuK1GsMlaerV/J0i6uNYNZ2nLQUJnm9QITNLCHMLlto0HER+7BiV7T6ODO9QNTcDibnuzcydL0ACjA73jblPTyYf9HE4WPOdHuG3baRSmg/FIpSuoqftpXe1ld9t/0SMr98BClWIDxUjA89j3XadPj9xNTUyy4HkXwXMuwbN32zZJeYfj20F+Mzl/CzedBc8rCJ6tr2l3jwYoDrIm0ihRfU1Ll8EkeEHJrNsAacoOK//mSIWpfL8ATiDHkkE+389JmG7bPojUJbpt24FneZoLzFEVLqrkmk5trsFVVFbWQPA8k+C5yGzbgcgOxcH86uuacGjy4+v3UaRgXeHsZBHbyZ7STRwg+9dFIwfPYs+nbLYINPTeGyH5r5GX5Tq5B7DRU/HN3ba9BqW7wsGz9GDm20xuAudn+8yilU9yhoDnnfVh4Fn9RhoFW3swHlXyVRRc1U8xS/bgfyaaqZS37KSJ9IhAfEI2wbMFZ6LI4FntIXa+PLjOUSOvQLtQfeq/Amx2nhJMt9TU2E3wXIQFc7NQW+M5m+eLdj6pWDg2STrIRhYyWAqCZ/9t2+r3QZ1vCVnh7NJIpyufFsDZyy82FvfTqfo6uN7FPEIrBoDKZ4DaK02YNWcpMrJ027bGRQvcjE9y3c7cOAMlQOgk6DZ9zj+MqQotA3LY1orqexNUjCYyAv2cmJlVpqm9NdZ39bawNunbh3b2nSUp+VgUm4kWmkYAzJ4okN8RzVAP5YsW2Z4sfYWNhJZ8LLBvUCM3yX09As+66ix5Wxihukxfz1+1B0kJa3DmVJmRV6S+3kUgLVuYOZz09eJggLRq2ob/wrifBymrxqrVa/fhq0lJuOi7bbuHFXSzXfrMM8+egMaQPMgjrYmVX3tkU7W3+myPkb6HbGcwjlsJGtet34apU+ai7or3tm0eLHCskwGdbA+dlFF01nYPzaGbIYSJ5FqSWXPvHupuAHVAHCdJOAcyRJlslA6p3s+sWicadKFG7RG8sKwdXKjBtKlGoSv8QDvFNtgpk5dROjjWtiPfPmd0bXpHh2T97pCncIDlXq100mY2lzyFm/JT7eJm0YZ9WLpoJQ4UH2dM00Dibv9Rp1RbKxDqyqw8jC12GxvNdd4BndgTqqjoOBYuLMDu3RVobVMQda2giY56RyDBsjnMeVmw8xo1/cXfNKkwDhYaMLwJV5DUQdxERh1BgY9+TlGKd+i27TQfeBa4dgNDeDljgWwDG32oZw+DqAm8pObmLoLnnQTPWTh8OPjCMB1h2bZDKOt3e8jvX5F9TuB5I8FzGsGz+ovVo0fBzJyJZr+Tz7kdhvXPRTT1S61LT7t71ChQfxgbks/rhWGtyFl+FKmJe1Fd3mzSlCeS3mON/CrpjLao7HITPv14HgrWl5htfx5lMWzaXjFPcc76mjia5Mq0rJ/zbQd0xW5cc3HA+oSbi4jOnbtMMJOOzOwC81yXyEYslSn/c3qIVabdE0ralr11ZDRjiGqS3I6DWkqXYLr0VHzzvTBs9zUfeNZdG9IjurLZsr4Z21jtYwZkvexHkz3JJzntbYceeC66am/b3mNjmwVyQUATyv4WUko0SOX4dRhYrq3b2sr6jPU7nQgwKcxgwDPDUhx9LT4hg+BZY78lvaRH/Us/2Ur/rd86n3Mc1M3WGUmamyQWaPuwfqpfdpFMwfrEoqbrvViZswcL5uSittqBZ7USteA45fKNRXJtLLCgHiSyt23vQnb6IYJnax+/vw2kof3ihklFqQuITbVakR1cLLL21z4BaO1Wl9Fjd8J0SqqsacWcRTnIXFmKetpJ0yMDXLhP2nSxnC7+pL/W5HemUNXnwpiqNRXpn/VrgQlPqCiQrbCfaKq7iyCeAE0X0lWtuQLaRwDNcV+1tTK8xSetw7wFWWhski7M1y2ZFTsEXp2/KXe02La0aW11CjNwMF0IWO2jplB7s1ElZxeBfidZ9120cizJXVmMmMWrcfT4ZQJKT1vvcK0Htmm0XrZB6HyA+ig+hrF7tl0XQQs2HcWkqcsInnV3iI6gWCyrh+1mBXRG1J6BJL3UavYkgU7QyNcFGO28y39UT0c/1q/ehImfTsHVy1dtolPCLGzk6qKMuhNXJLDcTVFkq4BqvmMsacPV5ueQTFEjp/MAETwxdCK3h+OR7ijWBU7H8n0772RG2V3Dbbt55jm8ocVaV3O4AVoDgV3Tz4ng6hX7b7n67pFrF8cWPKO/kYpzXc2nRvV2FRWUImVhLg4XH2O68pLV+IaUUcGZk2mdIVIPMgf6W/PWsb2lI8jBfVbeoqITBM+FBM9VBM+yvGsFriu/S7AuYw815HbYBDMoB/Zp5WZZlblJhqs4uE+DnpzengnX4M5BgtmKdxI8f5FK8FzBNJnODgp2YJAh/eWMBZZuGvKoDwcKPbfkJv8GPK8neE7MJHi2b6QV2SP1k5XssUFW2/jLv3WsASC47nzObzuC56wNmDwlBeWVGtRtag/7SW+/TjgxanGgMg3gDjFOpT7mbjLSunS0uy0FMt8k+1YHY0N2pbq8DTlpJwie94WCZypm+4I7aKwx/3Ph2Plb2aVmfPrRAhSs22O2lRxg/rMs77L9T2su3csVFQ79ubrELh5YtuDXxQErj31GVuUQPJ+/RDCznOB5fRh4Vg75nyYVbuJqy7IR0C+PthU7HEcrhkgvye3Y/3M6iSWnBS+le08TPK9EafFVdKg7kJQneBtt9GSzZX0z9tvGsJn8Un5zVwnl5FLyitqp0p5dVwiecwiebWyzV0N1rLVl6E9pjsNtdKMcrqcr15H8RD/ng84eildqd1qK2VWKBc8rEJ+4AvUNwVst7XPeOl65rW7Wb33t5KVbVt7gb6DMN8P8z4VhSuHa0uw1aZb1r+l6H8FzKcFzXih45j4HECy5o8YOuzbWNTZ70lzguZHguYjg+YAHnpVP/d+2fXgZkf0iCqyFczszNCrB1mMsrk2SgHIXY1Y3/aqzi9CHjtZJMSRJzTWC55hVWJFzAHUNSrHFyJIdPR1o722j5h0sUY8dEiAQcAk4BOrWIWIzH7TCGJ9mHLGyKOPNsqmAf/QwOo0B/kxyLeo8XrlaGcsSEwuxaMFK88yzGT+1g/ttz3Ol6b8r4WbYNLz5M2ybwC7dusIU1+XvHdxo6xdw1ikJ2oNpeWv3YmHcWhw+WUYwxkSSK07kbKk5kMCzfTu/yyHN/X3fsj3JyJjCetdtOI6vJqbg3EVvXhFGxp7DkKtNKjnSdoC8DH2cVm1aswfTvliIKxfqbbrawJdZq3bm5ZFspA1fHq330k97qEAQa2gZzv6DoksqOVLpanshXF2oESYwfcPHxgZSSOJJL3LghWFyQQV8TVS72aHUubrYWSyzw9E5xB3c1vkqC6dtWSLjDPx9N8k1uWO5CQeMXjqunjdRRxKrMbi5s2Afli5chYMlpzjXZ6IcJTDhZ3v30xv7GBF0D4NOBxpH8ixyi9mGqCAH92ndD54rw64809mMXoEEy9LRkCvHJthAYVZJyuj23yhLPslsHTt8n3Sxk0vdkqLbsDhAcJe58izwfMqBZw0KfvDsL2cssNNTwZP900y2bENa8LyDA0sGwfNJkybSXoUCa9PwIKy0SPWMPvv9y8ph2abJJxx4XkbwrIm09GAO3VbUr1sII4Fn5dKgrgmcEIMd4N1u+z9Ujhtjn3O7wiOxIauLAc/LBZ5Lw648W45OP4g2W9mdOmI1t8heeZ6PgvVDgGfzc/a1I4LY/o9U3zdnW75j1eN8W7HAsfzHgjIbB7SfYxb9xcIBgeeLBM9pw4Bnx7asoL861rYbAKIZQ2zfsLJLFq07DupkH59RfOtHaelJgudcH3hWFLCTXskeTdmC7Nd9aA61j2UB51DwLEMQJgfAczbB8wmTZt8couOsLQf6gfOFaOvpdNC6iwNi+YnfB2Un63eRwfNyguflBM/uEQ7uGwCerU3dlaAg2322rqDeofLeDNs+Yfuxvw/b3mL7tsvlB88rhwDP+h+prtvL0isInmVXgudKgufknQTP+1FdrVgtve3dTmr3geX4fUPL8P03wl7DuaJNKA4m2HiqH7e4T19y0VXNTnIHG14vp1UpVQ0tmDYvF6lZB3D1GvMbl6XWvZy597Sji3PPbsY0xQUTHwTKHNJR4crvHWPrtj4ZBM/Ke/Ns5BFw5JartpN1tnGi1kGhTatzRxvdKzlhMxbPy0Nn8KYNc4x5hlu6cUvgx9rqZpnySXcJ5MT1q23NYdpVm23s602cn7SyfezpVmBVQSkWJazHkdPlJrsj6dzR2YaubvqWMYz8jNJrXhOowMaScDZxksfoREN+/gn8+d1l2Lq1CmfONOPMqXqcO11HvorTJ6tx8lg5Tp+owtlTVyyfvGr4zKlaw6dPX8Ep8umTtTh5nOkn63H6eANOHW3gcY1cbya34tyJdpw42ILkmF347J1l2L/zGi6c6MTJA404c7QZ50414+QJHnfqOk6fuY6TJ2u4fRnnzlTg0oVKXDxfjjOnL+D0qXO4fKkK1+mbAs/Wes7q4az00SXXj4JSKOK5ezEc/tVpEZ0QsY/Z2v5iPU1HEDzbFRlQl6s7aaAOAWUOVITMPFC3I7Txfys7ZwuXFkDbWz9UnRXi+0PSVt2BE/lu9mqd+nN9ztu1tfAg4mPWYm/J2eBtCxpVTFNryUza4UZWk0ErKtct/TxU2jfNH8rBQdlyaD7/bdvl3+C2ba24RrGJUtGoaShclpHLazm4zwWW0P1Kd5NMDRKKuHR8HjY8eA7nG5ftxtP8++y6bKMzj7qtxN3hMTx4DrWtZds24eWH8khlC983dFqwXjvIOXlcmigzq4DgeWkYeNb7BYYCz0w34FmsdZVvd9v/rg5/XSNJc6x9YltioPBIbP7pGAeejxE87wkDz+oPKk+yR6prJGmOR5p/qDT/Pq2HDSxex7Xgee4Ibtt2tg2WY/+H1+Wvc7C0gfuCE3vHrj7/ZMOCGKU7oKm83xw8awItttMilRcqj4tzjv37HI9UZ8d2n5GXZVrwHNQjlPUKSnulrLT0xAjAc+S6hk9zHL4vXP/BOdQ+locHz1kEz8dNmn3cyeYNtb/fH6wvDC7vcGn+fW7dr4fS1G8tB+uWPpLfvhJ0dMFzkEPldTzSNMfa5/VSLix4Vl2q1/YW27ddLgee9xI854SBZ2rC+Gx7/tiMb2q3wcHzPoJn3RkgvYP+Fjw+vDznF5H2jSTNv4/tpWZzSWo+88/WYX3NTt39R7ttNwsqv9qCKbNysCLrMOqvsUgmmtu6daHHVKC87Wjpvo72nmYer3SVwH3ObGIZ3ZQYPClkt8PZSTNcmmO7r6u3Ax09uhjHFmZVXayzva8PrewTmrVJawHFDppjacxGxMxYiXY9cqsimN9EacbzIHi2/dC2hI52y2/KrFS6h6ugbV+aph56wVYr52Wt/a1CSIzEvdALznPX7EVM/DocO1HhPZZOaZlXn7HrDIBnW2CvnjsPfG5L7PpeKAfAM7PkZB/Ds7+ejwVzi7EkSXhjJ5LitmFZ4lakJm9GStIGrheSN5G3YFkC95GXcr84OWkzj9tst3lcSvxuLI1lWTHkxfuRtPgQkuOPY1nSGSTEHMcbv1+Bpx6bbdZTl5xFzIL9WBJ/mPUcQvzi3Ujk8cuWsIwlG7E0KQ9pKXlYnpqHpckZiItLYV1pnDdsxoXzlwmZpLfI72x+Vvroko3c8hhhWMv2erNu1KZfci6ppbYskBYWVlob03TyqZ3g2bttWEXpC33C2QLIrXSDVjQxa6PHTUxtNoWqaHuHP3PTAcxb4jy9TZDlv6H42080Ph0Z7ADmQQ3+mQDFPRosCzcdwsLY9di19xzamVXdUelSXR3OtLlem6xELtgrbJlmw637WWnaFyktPP9QaeFleAM/hTc8IJ/A82AvDNObEBVMmV+HePa3CioQCMSIlUf12GyW/DIMJlukNLHLr3UTdg3b9GB+O0DayeU3B8/hdfnTxCORbag08VDl+vPbNKNPRPA81G3bOi7YRnbb2dmxv67QOiOnhecfKs1fBus1g4XdF5DFlyayV54HB8/G1gPAs3xMaMFdeVY8cyWKnAz+uvyyiSOliV1+1aNtK9XgLD+S33vfeV6u7zzvJnh2t2pqEJUt1EcGq+ubyjZcmniocv35pZ9rP/3sECMqu9xI8DyLg6D7znP4T2myqwOcfjvo/83KJlb5+nmxK4T9vq6+r0mHiwP2uFtz5dmfR+tD6edPE7v80k9yh7P0cTqJ/eBZV579t23LApHAc3hd4XIML5tdF7ty/eVHTrPtJ5u4pSaE3qSQaYODZ115VqoDM36bq53086e5OsVOXj8PpbM/v0vzs+0fwX4itrYaOXi+kdu27b5wHqifS9PSnx4pTezyk/VnFtJJPq8r/ao39CdqauwheN4V9sIw9i3OI6S79LFt5K/zRmUbLk08VLn+/NLAtvGg4LnKXXmW/tbfbDmufFduJL452cymmk2XXDVhMf3BzqVsn7FzMOcBeiFtY1cTWnslq6W6hh4sXlyI1StPoe26l+hRDwF0NwFrW08LrrfXo7mzwdxpaiq1xg+yFYSsetUOyuf0dDI7HQbTz58mdvmJN9j3u1i3sYSeHeYu6+X2vlbVruG9pxFYsWATEqbmoauWiWoSict/9lqh7Kmfjvb3Hbs+dGzy73dLyqm2cOI6lk2MXcjc1jReL10THuqmrwhkmdkm5cvL24tEYoBTx6vQ3UEpiKD1wq8gqQ1UDaWmTXr0+KevsqD8Th+NR1qnzhQzO+coXnhhHkFrCbKzDyB9+S5kZ+xEHvvkmrzdWJ1bhLzsHViZtZO8K8C52bvJu5CTU8Qyisz2qsxirMnei7yMvchZsRdZ6QeQmX6I5R5FTt4pLM86gT9/kIHHfjUZiakHkL3qJFIyDyAr7zBW5h1CRkYJMjNZZlYRVuXuoN9tQV5uIctej6zMVdy/Enkr12L3rj2oKGd7BD58rTZQm4SzbZvRJPVu+Zm9CKyfbGeRrdaFboWCLd5tIWtdF4+FidnfiIl/YJyBBhR01jkgZannjuq+apR1XMTFplO42HgSle0XcLWvinsaWESbVyyxeR8DkO4hMc5lpKJDMEANwd9+UudiIBF41sP+Up+srqcb6NZsO4A5CWuxbd85NFFdAyG51EBqcLLpfCzDgWe1W8CRRFr3s0j7IqWJ/OlDpYWXIXvQjXxsyeUTeD5C8JyH3SXn0dphp5X2LGQLWdpKa+Y3xek4BQENpprQiZVHnV4/R345wut0LApPE7v8WmdA0sTDADClB/PbQUbyaoCUPAw+zDbwhWHuvJMMEVpGsC5/mlgUniZ2+YdLE4sGK1cUmmb04cREH7J3MXj4F4bpODfMim05YltPeF2ORdoXKU3kTx8qzV8G6zV93+4L+pw/v/fCsCmpEZ559m7ZNPb2dhhWLvmgBnax9Ue321KoHJb8aS5neJrY5de6G9SGYoFG+X0vqqqazGQsJXkHqrxPVdkJtt7OKVmd34bXdSOyDZUmFg1Wrsif7tpPk3oLCETBT1VtM9tB0CDWuo7TJEufqhJr3fV7W64lV49j0TeVzfbxUPb7ugWXSrdxwB6n0GtiMMmCZz3zHO0Xhvl1cToMpp8/TezyqybJHc7u57bVTyx4sc88ryJ4vuZ75llgRnpEO75p3ent1v2sNNualtl+BiSyLc1S27TRgBeGqf+6Z571wrBIzzz7bW4tEpqmuh2L/DqIRdoXKU0UnubYpQXJ5rS2sj4ne+hEgAAAtWIGTbECzzwnpN/gC8PEoTqKLVkpLLs0J69jUXia2OW3ZFNVl05UuE9VSS6rn/aJmpo6sXLl1pDvPMvGim32BUTevCCkTldXuByi8DSxyz9cmlg0WLmiYJraTW1s33di9Qm+MEzPPAs8yyJWD9vOjv3lRmKRqytYp90XKU3kTyOZTfUZjRHBuZR7bEHS2+jUhaqGKqzftgbrNq/Cuctn0djYiIunryJ2Vj7S44tx6Vg9muqa0XS1CRUXK7Ft6zZs3LoRZVWX6ZsEDpzHCn5KW0NaOFVMkv7JH6xPhu50mUX+NLEoPE0czK+TekIcPf30GfN6ZmuXzv5WtPU2s29IfxKbYHXMVqRPWwPCD1uMIV11bkZrz3V09Lawn3Gs0ombwMUgrdvYE4xDYskQniZWmvaRNa9wg4VhpUlGyqSlt1uPlLX1ExP1X6W3qL9Y4basPYjlMZtx6fgVk9dPPQwGnR0cGz0spPdF2S8iBPu1je2ysnSxfU/zPx2jxyIKCk/gi6+W4/iJ62jjvLyjowddXcRwnVxv70VrC1u2pQftreJeb9mDNq63tfWglazvZ2u9g+nd7TyWy9Zmprf0oon5mlju9e5eXGF56YUH8eGMJBypvIYGYperXb1c9qCpuxtN7YSVDNitLbRbK2GnV04b6+9op67Ut6uTdfCYPnMF3uptDanGCWe3P8rkquNSq4rQAs+CzK2cr7CX8NeAxr561HbWoKKlDOWNl1DRWoa6nivcf535GtkTr5MbdOVZhcllu7mzDTV913C27RIOXj2EogvbsfnIWmw+vBbFZ7ficM0+XCSIrsU1FqHbFDqN+5srz84nua7GGYq//SRlGVh7CQw1+HNL30F3sHHN9oMEz+uxfd95tHCnQo7AtcCb6cvmDBZXzFksbqtJblOzyBx+DqcgeD7rgWf9NPnX7T4OPLugI+UU8BTsdXZdrIFIg5ACQPTJyj2wZKWYmMd63bM6ulvefqpqhQ88B6cGY5msPpy6sIkD4Nl8qmr3MJ+q8v+C6beD/GaydgtNE2VmbMbkyelh33nWxFpAjFbSMdrh2Bwvv/P7oU02ZZv90SINbJro27Pwlv0AS9uabMrnObGpvo7sjNII4FlXpyRvVIWLKtmmU6+QrBaJlZXVhYFnp7PY9SLp30jWRELp1u+iSc6sA9n93ARES1qN/8T+dZH9VFXmN/9UVWDFTxETb4rkvzaGURa3Hs6U0Z6IuV2fqhqqXP8+SkCF3Akztz78p6ryfJ+qkj9Zmw7Ho0IRKgqu6iePs2OkGeLJAfDMyYH9VFXWCD5VZSzusf/nr89ytMnWo5imk18NZAE22cf1dcUtgeeuCOBZwK6VuXWMYvHYJLWb2ljQRJqJ7KeqipG94rD3qSrXDtbfbi2pD6j91K+D4FnrDjxLps7eThTv34nnX/4l7r7vR3j/vT8jfk48FkxIwqu/+BjvPDMDMV+kY8nsNCTMXoLpX87CIw89jl8+9RQKNm5gCRo1CcLZ71w7mIWqFwcUt4lqi+gRPamfsKW/iTKovakv5WhouIKDR0uwY/dGnDhxGB3XOoCafqyauhErPlsJlDNbEz2xqRO1V6tx+vxh7DmwA0eP70d7h9qIdvPFFy2t/OE0TJo53sZ+c1sp2z1gC72zyCu2vbMRZy8dxq7SQhw6vBt1NQTL7X3YnLEPSyeux5kdFLiZZXX3o7WxFWdPnsOOLUUo3l2Kmuo6czu3yB8HxLa1vQjgi5VSR995Xrv+CL6ekopLZcFYcuMkGTSHGmhfpUrrvM3F+HDaPJyrbzC5dDrdXgLQi+ckg1j+Kukjk0K7bjnXIwR+TQfy4GXcFEkZmZJVqAYLnnUjdiuu9zfgWt9V1HRV40TNcRSf2oVth7dg0/5CbD+2DQfLD+BS63lc7a8m+r1KriV4NoZhuOtrw5WeazjacBrrTmxEwalCbD27CfvLduJAeRG2HVuHjUfXYcuZzTjZco5hNQiejQPoxVhEiP1ct0Z2Rg/yWKFIsvHPsCOdEOjhyGfGcqb3cQTspo56W5yavV9v/zXciS56RAf1dodv3HYQi+PWY3/pJehzdKZcjTnknrYedLXI9VxudhDzAL1ZHZKdjNHkoeoR7d51DDEx+QTPF9BibttWh1YAb+PEgMG8XydPrL3tgRpk7dU392F/G/B5nK/s4XikJPsYjlCG6hPg1BApmwk8l+y4QvCcGQDPes5GJz7Me91MyvAUXs+oM2Uz32nkUjqZt2ySW5p6sHXLISxbuh4H952zJ2e43+o9NA+o4xawGjiwrfYm+9NEAs+TJmaivNz6i7J09fZCn2Fgb6Sv0ZLsR2Y8k1lVDg+2A6XYlmWO9epwaTfP8iUz3fCWYnt22LLS7V0ZitK68pyRthfJCdtR6X3nWcfYK4GKIZHquL1s7MHG61KsUwNSXk2aRRXlDfjs05nYWGhv2+7qkb4es6FtX9O2TqzpzhSlW1uE13Mz7Mocjg2Akf0pazfHpk52doVabYvOnatAQsJKZGVvNuBZZWtiohOdIuNv1KubDmevENpyjU9F1a8GYdbh18ew0kLSJaUdP4p3n8PMSeuwb3czutptGeakLfcpb0jZt4MpSCRW3DInBZmn25s/SH7pMf3rtSjZfdbop6tKQb2H5oj13yxHkp3pjvWsbycdSL5mt6UP91H2duoTF5eLxMTVqCcg4G5D0j14vLf0tkfCEeW8Cbbl6gSA+u91sk6euZ/ine1Dzc19WLVyB2ZNT0F1pZ3AW8CsW9Y72AYE2iwsUh23m027UdIurmj8F5WVNSE5rgSZqUepjz0ZoGhm2yP0+NFmjXSa2Ct+Bm+fF3PdnGBiJlJHdyc2by3Ayy8/g9df/g2S5y3G2qR85Mxci08en4Upv0nCyhnbUbBkG7Lj8rBgchwefeApvPPnD3Di9BmWp+huI7ymtdKTlUoAy1z3yxXtdrCPibaxKm8+zMRd27bgueeewt/8zX/EQ/fej4lvT8SSD1Pxlzs+x3s//Qzpn+Qh5sNETP5wOj764CM89sTD+C9/+9d47fWXcPHiRZZDOT2bqkitm77qq3dkLOvbMd2eRJGMGtftxSCVLWpurseECZ/gv/zXv8KdP/oh/vLqX7B0Ug4+eGIO/viTr7Dgd8lI+GQZFk2Mx+QvZuDXTz6Hv/nr/4w7fnYfsjJXo71N5QbjtBmzfGxkcTooA7el0/rCQ/jsq3hcKr9ujtUt7z08oEexR4+CkM0VaxZg2Zbl/Fll69SAdNQaU8gk7ZQzKElqsmv3MnYVrt+DL76ai4or9Sabcisy2JdqNXP+fI3l62IZD5SszCA27USW7ALOBjwHZNJ8TTKGsxSNMkkOySXxjAxsM0qud3uJr/XU4Wj1YWw7vhWbDm7ErpM7se9iKUov7EUR19eV5mPziUKcaDyCKlSgGpX4Qb+5194+LH3s6hlk71uDtac3Yv+1wzjVchzVfRdwrf8yLl0/hlO1h5FXmoe8I/k43XgRTQyUenTavDhKFmRU/baCZzmkWA+z24f7uS0Pkx21jyr2dlsArXv2+/rbDXjsZPuZyT2drqW5DSePnkF60josm70eJ7eV24uv6h+63cRekDIRq7O1A4cPH8HxU6fQ0uqduWU9rpNEZM8ho8UGbJGdjqZ+L10s2rnjOObNW4uiXZfNC8NE6nIK76bjUbCAbGaTe7niXgRj170z8cznyh6SPQcfliMd62PVZ+r0erDk27ujFpM+X4njx6qNLho89bIKua9uBohYj5+Zx7XfcBwuTySOdFw4K58Coxs07XcOdXWmB1s2HkJy4gYc3H/e2EF5zU0NYk//SOyXYTCOJMvNsPzLlO1rT6W7+kSZ6Vsw8essTmakL/czTb5jNSdJfupu7qDS8Z5NXP91ZRn9vfJHwu64IVnlB362F4SyfvZ8JkvFlepW5KYfRVryXtSYWwGDx9MbI9cxyhxJ93A2JwrNICyJ1fJmBRWcYOqFYRs32BeG6YSG00e2Mmx+7uq6JnrfpN4RsrP1ECwf1yRfj1ep2zjwLL+QSlqeOlmBuNg8ZGZtQafAM3cJPBsAzQmE7XNcZ6VaNz6l+uVzjrXt40h6ReLw4wblML0GMOWT3KKSXecJnguxd2cLutyQwjzab/JGKj8CR5J3UFb5/mWkNC2HSFOdOjkoXczLpmiwbo6ZpUWtBM/rsaf4nNWFmgRiGI8JsEvz2OjM9OE4XO/BOET+MPbbQdxNp9O3X0V6l2i751cWPOchKXEtrl3tsn7E4xSjzLFcl686+c2+oZjHiyPJdKMsXW17anTX7de6iqyTfUwz7GxEGNHcj1W5JZgzIz3wwjB7Ak19XvMhjvs8yF/+zbCxhb/fDcZhx0Vita1IGKFbCpEqy1uQkngAuStOo6aSxiJJX9fezhcG40j1hHOk48JZdWn0EFyzpyrsPEsnJgywoLxO/m46WMnu3Zjy5RdYl52L6zV1aDzZgGPLzyLld/lY9V4ximNP49Cq07hYWo0DW0/ik3cmIC97vZmvsjpzWpRuauZAOtFjfIrtqKmdOEQ25gnXaTD2HxeJjZ+p3r5udHVRCk+njJQ0PPX4Y3jh2efw2TufI+6LJMS+vgxf/nQGvr5jLmKfX4G5ryYhedpy/OXtD3HnHXfj8ccfR3x8HKqqak3cVvmG5KueXwT6MDlclkhs/N20PtvcrMkiuiikE0W0kNyG3FjfgA/ffQ8//eef4PN//QBJE5OR+Od8fHRXPD758SLMfzIVc5+PR+JXaYifl4KH7n0c//wPP8Kkr6YyXu9nXGC5LEdtrxeL6SKOY81JTSxgumlXriuvfCS/4AA+/TI2CJ65X65sTqYys7t1XXf1CI/ZffZY6dbDfDKxtOvoaMf5s+dw/tR5tF2hfnpOXriFZVJlgHh5d/YhzP00AU0Vrag6fwUnjl5AXZ3enK026mJ5rZSjlXWwXtZhPkIks6oM1mdIS2/dyGRk8/w6hFlAtIn1mvajs8sf9D3qFsqrd3s19TXiXMNZbDm+GYWHN+BAxX5UtJajoa8eDf0NqGqvxMGq/dh6ZjM2ninA3qvFKMclged2dHS14HpnE3ZeKEVaSQ6Otp8hsr6KWv6vJ8puJtbuBDsmrqC0bB/yDhFMVewjsG5AIwFkV08bOxylYo8Y2+DZWi+SbMZJyd3dPVTDGk+NbTqSvMwjZjWTsE7qqhcddDOTSu1p78PBnUfx/quf4fV738GMF+KxfsJWnFh6AseWHsHB2GM4knoah1efQPGqUiTHpOPZZ1/H1FkxKK+u8wq/xSw1xZHSxKRdO09j4fxt2L37Ctr0tm2mm0mpWEFJncPPrjxXoFswXRzIMwSrzJFypOMdy1Ze9UbuTsaF4q3XzIRMr+cXKasZRFlWIEgNw4FCh2OfLINypOMisRZcSg+33d7ajfy8PYiZvwaHDpy3idxv2pp5huIBckRi5Ys2s9yQtvTXR8rJ2olpU1ehstLLzn/djPZd7Jc6caXAZ/LqWLfuL9/jgL9F2BeRlXc4Vr5vQFXl7Vi54hxWLD2KGg46fpIdjXy3msP1HoxFXJoJvefzZRdb8SUH0A3r9wfzOPIfZ1ZUmbc6Ug6XdTAeCbE8tbHpLxFIw9XpU9WIXbwa6ekWPIuUXeHffETBH/fJrjy//zo/u53+5rLtKynD3OnbUbytBa2NTGcZpq87Ci9/MHYyjoRF/mWkNEeDpZFNXOKqaWO2a1szULK9BbOnbsa+vZdMVsUCk93lH4RdmcNyuN6DsaNIZXgk2dzJFumgPqNbtXUiRtTZAU7wVxE8F6ChjpNGz3fM3MIrJ9xXI+kWzgPkuRlm/QFf5oZAA2dHwTTl8aixoQ85GfuxYHY+aqvs1TOR+k4gn7/sm2WV6/rcEGzsFel4P5NMPw5uoorxeXnyEeQSeFaWWX0Ch+ifyh2KA5mH4EjHhbH8x4Jnxh+yDguQK8MrT8+UHtp7DAumzEXpNvv5wM5zXSiecQhLn16LrJd2IePtLShYWIT6E+2oOdmMaZ/Ow6Z1O01euZ7CnurSuuZBqt/UobZ07enV+Y38zR03CMuftGpOCyjQevXlpuUibl4CrpYRsbXx7ziwY/IhpD61Fhm/3oj8N0pQGnMR4Pxgy9qdmDszFqdPBB9Zs3eGesTVgE/4SdtORr+83lJ6alOsw5Vs/2vL67Be3sbaZixdlILsxEwmkBqAY0n1SH/lENJ/vQf5r+1H0aRjqN/fgV7G5PkzCKQXLrV5SRpnTFuwPAFg1eBnyRDS7iS9P2H12oOYNG0pLlfq8Qovn5YsTG/v7unVXQqSVXvEllwx9vS9tfmJU5fw4fsT8ccX30PmvDwcXXkCp7PPoDRtL/YlluLQoiNY/kYWpv16HrYu3IlJr8/FtHfZ7gfK9NSqiXs97Pj2RAML1B+FN3M1VSLiUjHP9DsqdMvBMylwUoiydPV3oZEG0bPOFW3l2HF+OzadKMSxa0eIfK8yVQ8x2yeh6/qEfRtwtv00Vh3Lw+pTeTiLU/pUVSeut9ViX9khFJ7dgZK6IzjcehbpJVlYuj4JK8jpa5Ygs2AZ1pbk4kLrRRxpPINNl3bjWPMFFtyI9o4m9Ok+KzWEaZCxCJ5Vv3WkSLLJqGJl6+nmZL2zz17hY2N3dnBdD7vTw5nVAK1Wprdx6fpqa00v1sQW4tl/fAnP/cffY/JdCxFzfxJi741B7D2LMP+uWMx+IAkznk7A58/PxLMPvYH//J/vxQefL8Ql73nIgJ8PwnLIaPNQ9YiKiy5i8cI9KN51HS1Nahs6npgRVy+l0RUC9lPzHgUX8eWkgTq0zjR1MnHIviE4klyRONKxjjWBMTYlaVC/Xgds39CAWZM34fjRq8aWzGK+k6iAZPrsCDhSXaPJLgAp0KrN3cmcpoZ+5K/ah/jF63CglBNMTzYTpMTcHsDevvA6bgVHajt/mignaxemTl6Ny5fpa9RTZ1X1Mqe29m60scN16kwo04zh2B4KhuZ4leMry+ipfSP0t2H5G5RliDa7cKYL6ckXkBJ/AmXn1TksSU7ddm/ki3D87WRjD8qlq/vm7DFZ/qbtc6faMeWrLBSuOxFoi4Cvcduw1llGwNe89KjZgRxSxyBs2ln9W8eo/5DV7k5exbGL5+uxJKmA4HkHWlpsXu+8qTnGnTjQuvEtLVWW8gzCkeS9GY6kWzhLZvHe3RVYNHs3dm9tMbHO6EzW3NTpHamO28muzUxf51J6SM6maxx7trViwcydKC0uN5NLc1VJ+708IezSPQ6vZ7RYdcs3JL9OwJgl+0wHx0QzMaaKoiYO8XFx+ViavAnXGbeNP+k45nHy+301XJ8Ae3U6jiTTDTHl9o/TTiazdGmeHyl/3RUCnYzjiJm7DWXnlMmTm6uBq04q08sfDfb3s8E40nH/f/b+Oz6OI80SRfXP/b0/3nu/3bszb+fuXXPvnXt33O64nnbT0z3tp426W632Ru2NWlKr1ZJaUkuk6B1Igg4k4ekdQNCCIAjQgCRIAAS9BT1hCNCT8KZgzjsnIqMqq5AAKbJAglR9hYPMjIiM+OKLL8zJzMqKAtPIzmor3YFzUn2xA0uzjiJ3yWlcPBe5GODsHphXnGFsx7JUuqAlldaX0tnNd2ojy3SB5jvA/j2nMG9KGg5sP2DC2iq6sOWNCqR9nr729A7kvLALe7KOo7mqGw1HGzFjTBqKN5YaP+tQeTZbAz2FZ+52evoMJWRTc7dbPiMl6DMiyxsWFyDp3dnYv+M4Ouv6cHNPNza9Uo55H89D2ic2IPcHpTiddR2o4VouvxJTx2dg87rtuHOt0dpJonZVPZivyVvhghcepI8f0k3jkE41kI5EePxnGhfZfLULc8dnYfqI2Wisbkb3EeDQjDvIee4MMj+zF6u+VoajUy8jdJzpOcekTM3E6Lcm4ErDNXS0dJn1jPFJ5mveNs6toHYQzHjoQbqpDm08p2DLMcyYsxoXalrs05OMU/ouDihdXW0cg9ro5yHq6/Edna98uC94NBedLHPH7hP4/Gd+ik/+3bcNN5n7iwVY8KOlmPTRSUj6pySk/EsKpn90JqZ9ajaSvjAHX/1PP8S7301G/WFOMmw3PeUkncwNKObp7G36v/ZZkLaGTzGNtaPG8odLnm0fYrmhXkOeW/r0irA7OH7jCDYd24g9NfStlioUHijE4vWLsWTTEixctxApK1Kw6UA+jjcew66Gndhwbh32tZbhKT2G0EECvO1ECdYeK0RVXx3Wn96Gv/38P+BP/st/wH/88/+A//An/x7/+f/8M3zr519FWXU5Dt45hVUH81FWfwS3qUBvbweNQytyhH3cybMWilev3ELVqXO4eKEODfU3zfbEsdM4cfwMzp6txoXqa7h4uQVHq27i+IlGXLnUgXOV17AqKR+zf5WJDa/vxNbf7kfeNzZjy/eKUPrzPSj4wS4semYT1ryyC9vnHUPa+A34/cuzsGLNPpy91IpzZ6/j/Nkrg+LcmfgikvdVHyJx1ZeasHxJGd5+YzVWrajCqRNtqKluR11dGy7XNXPCaUT1uWZcqGrG+ZMtRBPOmx9rvxYp5/RVLrpv4SzTnK1qtD/k7uIGgMq+cO7qXWDTnTvT4IM/nwacPVPP9qrD5fpruHyZbXqiGauXnsNbv1+BjesP4wzre/ZCPQega6iuUzsz37uU7ezz8NBgyrx0if7B8s+cvsJ63cCl8804eewmVi7bhZRZa7A5/zBtS/ueoa3PXCdYt7O0QSyYpxBc1tBC/tU/LLJfffEOZibn4Xe/nY+SkgacPt2MSzV3UMe2u1x/HTU1V3Hp3HVUn2dbnblJX7uG87SHfpD/HPulwZlak5dsdPb0zWhffBConNO062nadzDQ9hcvUEf2nb07ryN1xhHMmlyBsl1sswutrGMTai61UNe794NHgfPE2aqrOHmctj3bjHr29Sv1bdS7HSXFtXjjlUysWFyOGi42LzA+XG/27bNVTdyn3dX32K6y/9nTd0y8GQdiyrpfOB+2UFnq58LlMM6fZ7++IB/SMccG4/sNXv9hXyZx3rP7FJKnL0Nq6iacOtVM3MKJk1dx8eJN+hr72/k6nl+NM2eqmQd97Fw9YftjNOrD6D8O3S/smGb7rVc/hocRDq/DxUt1qOYYtj5vP8a+vR5rV57H6ROtuH6tjWP1TVRVVXM+U9+QfkFlvVe48VZQnveP88RZ9t+TJy/RzrWorb3J+bcNZ062Yd2qi1xorsX6NQdQU6v2qGF9bXtG2UIw9oggWO/7gb+OXr7yZc+fXdnnz1+hz1wzOE+/u3D+KuvSxHZpZb2acGD/VUyauIz+thKHD9VwjNB8o77C/DQP0Y+sr7Ic+pnfl8N1FlyZHqJ1fQCYeZp9taqV4NbMH2qba17fJkxfv8M2a8exQ81YklWJ5EnFKNt5m2NBh5mTLl1o5Dx5G2c4Np+NY58X+ve7/gg6LxZn2Jan6XMXq9nXtZarvo3yvQ3mQk1mSiUq9l5GbR3H60sR2/fPR2F+xMa/d6g9T9MXTpy7aXCSc52Oz3FOOc+15vlTt3GO49RZoo7rsJpLd7AudzvG/GEytiwtQntVB+rX38amlyuQ+dmtyP36AewZfRFn1l7F5bJbKF93BGN+Pw2L01fT1+pw9uIVXOT69gzn1ZNcB1VxbDtNG/b3K/n+ZQ9xqivLOcU13AnW7/Spa7h2uhWNp9sxb9wCfOkT38Yffj0eO1YewdHlDdjx+glkfCwf8z6wETtfrELThg60HO3E0vlb8P1nf4fnvvUC2y4Lp45dwuXa2/QD9pPT9F0P1jc0blv0b7toqL3PELL96bPXrE3UF85x/Dlnx9Hzp2/j4ukWnD50Ba/+bAQ++ddfQuobi3Ewqw5l4+8g93sXkPqRvdjw9cO4mtWB5n0dqDt2DW++NAof/B8fx+svj8SWTXuMrS9V38Rp2uIky6ji1raDhfRwfV+6nT93jWPlLSxYtAtvj8xGya4LOHOe8y7XE+d57sWLDaituYL6y/TtC2yvszWE2s2OYXbOuIwz52rN2reK/XxL0Um8+tu5WDi9GHsXVSH1p6uw4ofrsf0Xu1H+y33Y9VwpNn5jC9aRy2x4fhfe+eRMrJ+4FU0nW3HpSAfX/W0sq5196hbHQa7TLnHdxbJOnbiEUyepH+fQSxfrOR/dRnsbeeKjIM+if0SP3kze0gl9rUTf177ZdxXldaUoOLERp9pP4Nido/jS976IP/mPf4I//b//FP/uv/47/K9//r/iQ1/9ENbsW4vT3aex4fw65NduxFPtXdfRGLqKXWd3I//sDpxALZYd3oD/39/+Gf7T//On+E9//if4f/9//hd85GP/E59/9hPYcXwnTnfVYe2pIuy9fAi3e5vQ1nkb3d36Tt/jQp4jjeR0c1eWurp6UbnvMGbOSMHIEeMwccJUTJk8A+PHTcXYMVMwbuxUjB6TjDHj52PU2AUY/e5iTBq5DGN+l4bnn/4jXvrUO5j5zaVIfXotZn9sCZZ8LhcrvrAOiz6zEdM+sgxTv7wUM3+dg1e+Nw3PfOk1vPKHuZgybSnGj00hZg6KcWNmxBUu3wnjZoXhL2/i+DT8/CeT8KXPj8Dzv5rP+JUYMyYDI0bMMC8OGv3uLEwck44pHPAmjc7GhFEZmDB6PsaPmRPJZ8xsYj7LyyTSuT83qowHh+qR7CEmbhxtNm4aRr47FqNGT8LkCUvx219l4hMffokELRlTpmawDafhXbbp2PHT2bYRmwyGIFsGIejcWASdF4vxwnjuj5uBsTxn7JgUTByXibGj0/GjH7yBr3zpV3jxefrq+Gzmmcp6pDDtLJN+3LjkGCgsWJdYBOlyv1B+zr9iw13YhHHz8Y2v/x7/9vlXMHr0CiITb4+YindHTcKEiUmYOHE6xo9mHd7lOaNTMIF2mKA2Y98cP26KhySCeY+da0H/85c3EJweg2Hc2Dn0/3nE/IHBNKPGTMfESWl4+82F+PbXZuDLnxuPN15bQL2yWae5mDCebaR+MTa6vz0MBNU9CqOZjnadMol9ekIWRo+azX4+k/sL8PYfsvAvH/4ZfvmTCUiatBQj3p5DH5xHzMdY9n0D9u+x7IvGTxU+Os2kGTea/hhUng9B+gZhLNs8ApU13QP7sYfx4+gr7NOjRiWxXRTHdCpHNh83m+P6fPz2xVH49Ke+j29+81VMmbKCadPwx7eVH8e1ibQVfWnM2Mk8nsxtErfTTD7ReuuYY8eYaR78cQMjqF6xGEdE189fb4epZnybPHkmfvvCJHzhk2/gxV+kYfSIbJ4/GyNGTqLPJWFqkvzOtkFQWX7E6jowXN0fAKPZTuyvSdRvHNts5IhJbK+ZGPPuQtYjA5/7xOt4+cXJmJI0i3UZwzS0sRnH1D5+KMxDvzYKRlDdgxDRV/nqWHYU1D4qe4ax8ciRE7k/FePodxNp60mTOO9xDh07luPyuKV49tnf4+kv/xxvvD6ZRHo+wb6j/LyxevRo+S7LMXWMhasfdffXO6Be9wX1z9Ecl0Yv4HE685ZOsuUce2ygcSuN4/RijB25BD/89jh88dNv4O3Xl3AsXoLRI1MwZrT6Vqqpn8Y3a6+A8h4h1G/Gj0/GxMmzMXYC5x2201tvpuJrXxiF7z4zCe+8NY/9P5nrvPG0gbV9f79waw6LoHJi0T+P/tDY8+64uRhBvDuO9mQf1nw/fhTt+S7bYBTXUaOymF8G/W0mfvXLN9hHvooXv/s7LHhnKRa/tAZpz67FjA+tx8wP5mPWl1Zj3gvLkPXucox9Pgmf+8ev4uc/eBkzZ3KtNmU23p0wDa+NGIs/cm07mmPeGLW72k3jZBjS/d7rKQTVzY+x9N2RwsQ5HJfSkPxuBlLpe7977k187O/+DZ/70Dfx+g+nYPIPFyLty+uQ/BfLMPMvVmH118uQ+5tdSHtjA7722Rfw93/zWc6v38OPv/8Cx4xpnKc033OsHM1243YC+4tgdbdwdRkYrAPrLbtbsA2MzpwDuMaQ/6ivTOD6ZNw7c/C5jzyDv/nTD+KFz7+B1Oc3IPP7ZZjwgUJM/5/FWP30QeT9ZCfmvUSu8PJEPP2pr+Mf/+KjXBf8BCPe0jgwh+sbrkGl15QUjB4/E6Mm0Pfon2OIsYTr+1a3OZg6eRV+8uPp+NCHf40/vL6Ac9dahi/GmJEc99kHx76rNbfWR1xrc+4dz347nvPw+NEZrL+Qzjqksi4ZHHOy8NILM/DZj7+I330vGVlvFmDKM9mY9C8k01/IRd7TBcj5t3ws+HQe5vzrMkz4ZBZ++jcj8OYzszD7zRxMemM5ksYux7Qpy5lvGt4dIRvP5PohBUmTZbsk/PGtMeQLE7AgeymOHD6OkPddlod+55nZdrf3oL2pg+RZv+/cgRu4gj11O1FQtRFne6pwvOkoPvTlD+F//6v/jL/64F/jqf/XU/jLj/w1/vJf/wpLipbgKj9brxZh3aU1eCrUcxN3ehqw42wJ1pwuwik0YHfDYXzg6/+MP/vrP8X/89f/Gf/nf/sPHPT/BROmjcCpa2dwrOU8NpzbYR7xrgs1oC10i0YQedYbFvUl9ceQPDPKog81l+qwbesubMrfwu0O7Nheiq3Fpdzfzf3d3N+FzZv3oHBzJbZu2Y/txfuxYWkJ3vzZFDz9P36M331iEqZ8cSkdMBPzP7cU2V9cjfmfXoOJH1mI5K+vQMarG/D7703B3/73p/GVr72ErAXrULJjD7axjK1FA2Nb0e74QnUaELtRsn0vZs9YQ6K5AHNmbcOmTQdQWLgXBZt3YMuWHSjesgvbtpRhe2GFxZZybC/ay3NZl63MQ9B+8V7arJwo84795QRjK/W7O5SW9WC7GMTmw/K3bmNbFRZT722mrdLn7MKvfjIHC7KKsX3nPhSwDgVbSrCleCeKA8voj0BbBiFWnyAEnRcDlbmlcCfrsJso5f4ebN9ajoL8PSQxC/DmH2YgM30t22sf61xGO+/BVtWdNglGgB5BiNHjgeDLN8qW5ljh6lt7SdTS8OJvZiMv7wj7WDnyN29H4Zat2LZ9B7axLYs278KW/F3YKhvQ17ab9qcfbiux2LrT5GVs4HzN6TAYfPoFwdqzFEX05S2DYese+tNObGVdVudWcNGzhaRzLXJW7uW55di0uRSFRXvok6p/KfUPLm/IEFR3H6x/78WObftRtKWCfZ5+t7mE41MFclfsxY9/MAbTJq/AzpJKxrMdWOetTL+Vfd9Ax56tTHgR/VFjwr2MX0H6BqCfP5v21j71cZCvFKnPlPCYPrHNpt22jTbfpvFpLxZmr8XvX5nChXQGSkoOMp7tU6DzbF5bikrYZvS77RwbthEc9wW//2ou8COwXkEIqFcQwnUz9fPBhMkW0nMbdu7cjfT5G/DyrzOROqsUmzaUczzjoqBgK7GD6bwxmecFlROFIH0HgsnvQUCbSa9t7Dv0p82bt9H+JSjYWIG0WXvw4i/TkZG6gfVTvyk27Wpt4PlYGD7bEIG6xiKo7oFQWneeL5z7ruwtnENk661bS7B9u3yIbVCwB/kF6vcVjD+EN9+czcXuVOTlcu7ZxnmTdVa6rfRJ+WdRka3bNp6vsc7U1cFXN3+9+9XpvqG81F8r6Ffss+wj0kt+Y4592L5tH/LXV3Jsy8HvX0zDupwKlDCsYNMu5Oern5RxvOBcH1f9WO97QNB5UWA7FrPtZOti2rxQ/ZZjdW7OLox8IwcT392IvBzVewfH6MKw7aP9gVCYH0FlxSI2jwCoTQs1h9D+mkvMHMb5YgfXXdsLaVONsWwjzTXrNu3A3NQleP6Xv0PK1FRUFFdid8o+LPjeJsz86AakfXI7Fn63COvHbsO+nMPIz9iKX37jt5g2fh5KS/djE8eHTZwzN7BfbaLfFu7g2oJtXux8y6/be6mn4D83ACpjE9fSG0rY77dVYOfmvdi7oQL5iwvx2m/ewe9+/hZ2rCrHttmHsOxbW5Dx92ux9KPU89uHUPR6FTbMOopfPjcav3t5LOcdjel2HNEaTutSjcXb2b4lXLtra8ZL9S8z3lC/wWD6Om1v+oOgdpBN5Auc22UfzmvbOZ/vYBuNeHUcfvPtV7Bp/lbsX3gGBW+cRdqXKjH3Izux5LOlyP8N58pZe/HOC6Px2q/fxMrM1dipNuV8s4Pr/vyC7dhYwH7DPlNIfTfTLoXEFqLIm7cErXV20B+2bz2CyZM248fPzcLypVxzbz2GosIDKCqgX2i84RpD6yP5yjbO4RZcGxaKrwj7aCceb6vkeFuJ6VPz8K8f+im+/KHnMeGnCzD5m1kY9c/TMe/fliD9cyuR8sllmP35lUj+8iqM+mIW/vnffw8/+ewYbFxQiZ0F+7Ft8wHqdpB2Y/lanxE7OL7t3lnOcYB14PqtmHPU/n0HcbmuAd3dIswP+c6zRI+Vd/ahu7MHoT69570Zt3Ad+6+WYf2JPBxq3I+LXefx7Ze/jf/4N3+G//6Pf4E//a//ER/87Efx/OgXUXaxAuc7zmNT7Ubk12/AUz3mR6duYE9tGVad2oSyliocab+EORuz8VbSW0iaPhozksYgc950nD13FA3d17Gjdh/WndmOA81VqOu+ihBaSJqboN89ftzJczjZexR993dj3nb86Ou/xY8++we89pWZGPF0CuZ8dzGynluNzO9twJxv5CD9V6uxYsw6TH5lJr78yW9jxB+noLr6qpfL8BP93FZmRikqK2+FX37yuAqbHJV7mjF7+jacP6/XCT7eou+h7io5gVUrSnCm6ooX+njL+nV7MTVpA648AdW5dq0XG9dWY/XKKty4oS/cPN5ytaEbkyYs5kR51At5vKWu7g6WLSvChg1lXsjjLUcOXUH6nL04so8DwxCtPx6acB4+WhnCfBLoo4ftLyM8zqLv+mVnb8KSJUVo996E/jiLvqtZsOEEslK3osn+es1jLTeu92DNiioUrK3BTfsu0WEvmlEOnjyJ5NmzcHD/QRPWcTyEja+WYc6/bkTuNw5i42/3Y8/cw+g82YOmU+2YMzYdu4v3m7TDYUUetaTUGpx9Y03OehL8Gbh9rgmNZT0o/s0+LP9oPtZ+qgTFPziEI1OvYMfC00iZkYOS3bbej1JOHqnCgtkLUJq7G6gCjqc1YdWPTyLzM7uw9As7cGD8BdQWX8PUd2YgJ3t1TKXvT7btqMWs2YVcJ3V7Ifcvp4434JVfj8GPv/wyJj0/F1N/Mh9TvzUXKd9ZgPTnViHlhyvxzpfn4JUvz8DY55fiKx9/GSPfzMS1Bn0r/72L+KHFQybPMpVsz+x137mJ3LcRN3Gq6Sg2Vq3B9kvFuBS6gLxdeXht/Ov44/h3MGXOdExNm4HSU2W43FuP7TXbsPzYMlS0luOpLhLnNmZwtu0cCmp3Y/X5rSi5dQj1zNa+zF4uLvSgp7cFRy4fR0HVTuxo2I+qrloy92aq0czJ4TZ6u0WiH2/ybL7Q7tqOp2g/qi2VzrzFQY+ot6O7p5OW6UUbmUzVpXNYvCIXr706GS/+ZDKmv7UMG+dtx+a5Jdg+fx+2z61EwZxt2JC2DnkZy7E0LRsVe/aiRW+robiyBkK4KeKEgfINh1P27DmBefM2o6y8Bq3ttBfD6Pascxd69JYwpYuC7Gl/F8/+LqFexc8zeKJ5NJ5p7ganx70g6HyHcJlGMWrDgXln8VWMG5mLqlN2QSYP1wsaOnvkCyZZ3BCkUyyCzguC25W4rqS3bRfklyF1Xh4nz9MmTHHOl139o+DFBekSC3/58YLy5ZhpLmT0K4+yauVWjB+/CrW1Vl+dpp8TCbFjalxRU5pz1XAezPleP3Z5maSK5zZWhyC48waC0YXgLou0L9zwqeBBYfr1Sr3upQ/VtU1YtrgSmem7UFtnL9Z0U/FuplJPUn5BZQ0lWOw9QRuJ+rre4Cmpqb6Dd95JxuaCUnNs7K2t2fdgaub1fX28cO7eFbG6Dgil9SMgO+fveuGKjrU1L3DSgY7ZYKdP1yIlZTkWLspHi/cydCYzMOd457s8HKIOwoGeBMUFILBesVA6/2k6dvCFW42Bsj3nMH1yIfaVNqKTY53SyQZOAssIQFTmDwue6OeB5Fe6GK16TJu4CeXeT1XJn1y7RoE6+49V76i8B0BQ3YPQ71yFeeHhIP6Tv+gngMzLewSmERSvn6qam7IKaWlrcOtWR3gcVjqjs5eHtg467ged59uPOuEBobravNWL9VNzbQTXcybMgn8Gzc09WJ2zC9OmLMUV9zvPWlN5hlEe4cTDDG5Xa2n3wtfq6iZkpe7F8oWHUVej9ZjqwHGa8aberFYgFKc87gGB58dAZbm5JDzDqADGeaZ1oWgMtWPbvhKMThqFXbtLGEKpJ3nLrMaS725H/q+OY8eo4yjPPITmY1zlH72D5JFzULB2G33H5q5Rmq5pZixB7+0yL8jy6eSHyr8XBJ3rh/qKvKuRNKZNa2nTWRjHsOPHD2P29FlYkboaF7c04FhSFdZ8oQBrP78ZB/5wChVTz2Dcr+chPTUHtVeu8hwVakmkaQ9mZYI80TrA/1b7WF2CYGztDK19ivm5MFpIfcJFqZ1CXZ3YuDoPE14dg8ulV3Bh9W3k/KYCS761C7tfq8Kh5DNYk7QBk96ajIod9mcelad+JVgvQTTzDIOkouwviOMJCjP+J909vdQ2BUVHMHZiBmovi6fxfFM3m0hr7p5e9t8+EVMd2zFV8L8wTDO19m/duIXNazdj8ZwlyEtdiw3z81GYWoy1yZtQlFaKouxyjHopFd/+yh8wZ/YGcpwibNxegfNXr6Gjl2XRg7pC12ln/cYVNaZ+Wp+RChq7y/6uDczaTzqwEo+MPFMHR55v4zoJ8znsvrIDm6o2oPJqBdnwTXTyEzKtYqUJrTh+8zjWnliLjRc24jQ/T+mH8NuZ+AYzOdB4AuuqilFwYSeONJ3G1Z6raO4muQ7dRHPndZy9chKbDhai+Fyp+d7zFRZ9h+7fyaz7SKDR107He9zJM4/prVJXr70P6S3b1jNNFqZzKU1fB7o6dTe2kSbu4qeTg087WntDKC45yAWzfm/zInqaSTRb6SiNxE067e0eHpNwkzDrDeXdHAD1Vjyj3nCCJ6WlxzBnzgbsLbuItg4tpeV7XVwUtHKRoBWaegMDw1AKDcOaUHWJXfsadGx0dNqBYex8DzDpJTHnC263mx1cA586bvmuKyTPK3HieL2J62Kjq0+pmwTlH4Rwxg8JKlM/ByA31KJfby2UdLSHULSlHJkZa3H4oCXPEvmu7/RABAY+alDW5O1AUtJqkk22i+pKiDxbz1Pf5HEX+5SM4TsvVowNXHw8YER66AcZ5M/0p5iPwno07PZoPAzhytVWrF99DMuWlKOhwf7Oc0d3G7rYb3rNKE4JKusRw/ibJjfu9LB/hzg+ye9qam7h3XenQY89S/SbtrKIhTudCyGOgxaKt+HhnTggIOiu0CKls4stpI6uMAbqBVXp6auRu3qredOpJPz7mkygWrnztYBxkH36QeFKGGcEBPWDHb1INsvPYUYSF5hlTebOYA8brdO0EesSdGI8IPFvg8KcDBRGeBu2EXsXddbbmveX38T0KetQuc+7MGg+kbQRuE8kLOpgCOE/NCOAFoTGEezY1c7pT/6ku80LstZh8aKNuH2bfcMmsf7kbXWRJuxjDLsXBAY+AOxGNWkjWgjNnQrTx/Zz1auVa5qCTeVImb0S168yLSO6ujtIvLRoD7HOWhSHM4wLAvtdDILOi4Xb7WL/6DD9Q0+hNGPpgkqsXXUSV+rbWYdudIZkA5s2vBMLJ0Fx9wG7MZ7EPc0R3mrfpaG4at7pasbGknz89o0XMT8tBXXnanCnuhG1W69j5WvbsfGdgzifdwO3DnKdfuYOjpacwGu/eIPrn0k4d+6iyUelqIVdSeG1EBEucwigTSc1aO7rREtPK9fC7PDsKF2dbejoaMLWLUV486V3cGF3LXAU2P3mPmz//W70bgdOrKzB+Fdmo6SkkrloDSefE+X0xJUj4VY/PWvW9b6wqK3EH+YgA/l9ylhHF5UsrbLQf+DY4YNIHjsNhUu2mZeZVWZdQMGoQ7i+oRu1+RzHXpuN3IW5aLwmgsns2MnFKzo6u9HBSUcXLJSTSnBtILjijYR39LbtfXh3zCxUX75t0vSIvHj6qd/Ssty69befjmt+FtTqnQYmrKsDPR0kwm1cw7RwDGsTb2Ht7lC3W70o2nQEY8al48SFm+igIVvZ2W51teBWxw3qLgJ/g/rdJh2gfdiOWi8wMAz1TUuceawg7jxU8qxylS1NoF8W6OYYpd94vkXeewV1ON1xHDsubMXm45tw4HIlLnfU4aZ+57nnDm6Q/564dhKFx7Zg+8XtOBE6jtN9VXiqr6+ZjdRCE7bgSugKDlw5jKIqdryjBSg8UYTSi6XYdW4XCg4XYMvxLSg5vxtH7pxEQ981Nk+zOU9XKDk9WM2Mlk+GmLE/3ONiJcQOazttN1tDrz53dd+x8yiyMopxeH+d7QFOwlkZd7e7lAGLeEhi6xmsx+7dxzB3bj7KKmoMeZbWPaxvL1u+R3XWSaqOzjXQP9nCXc/Uvp2ghIcpmoK0+O82v6NlyXPZrgaMG7UcJ09dNmm6qS+7sMFwEtceFnbgF/RTKOYqKqWtheR5cxmyM9bgyCHvtw6Z5qEb+h5F+jtx9YmV1auLSJ6X4vJlPdnANiTs1i7e1KZmcRlw7tCLCjUaeFsnVjcbxomoT77fh4b6FqxZdQTLF5ah4bK986xFmZ3ovUYcpmLtbWtm7wYCtbW3MXJkErZssXeee9gQNo2DSU24CToSPyRyl8zd2K2N1hZmAve2knNcbGZk5CInt9j8vJBEixhLXtSiqott7351iToYOrF9X9C+H04zjVyad0GSeRYzpuRjf9kdc6dTabpYWc1PSjmcRaa0d/ltfTva+7CvrBZTJy/HvvKTJo1q0MP6+EmmLvCo/kK/NhoqCSxEelt/6eEArRenqp00VmurX/LMzlhNAp2HWzftk2YSs6BkfZTGrH/vRQLLj4OE89U/zd1a13njFINctHRtbgph/brdmEvyfO2K0qlt9NQN10PGJ5VyeIqtB9vJ9A2rZ11dE5YuLOd4fZzjti78MwXHadu/gvufH/EVOYLxdrs1BXI3ppjWUCs2FK7DZ7/wKfzzxz6Cd94ahex5yzF33GL8/Mtv4dXvTkba+GVYMnc5FqRkY+zb4/DBv/0wPvLhf8aqnDyTh7J0pbkiYooZMtG8Yscnls5O3afvwnqLmyOHj+CNV/+IvEUbcarkAhaNysWaaYWo3n0FE1+bg1mTMlB9ya7hzEUb87vGA2h+v5Vy54XPl5U01kpHO/racZXU8foNrF29AWP+OBk7Nx7AmowdWDK1AMeLL6No+R68+JPfY9WyXLS3amAGOjtC5iKheQKAemvc6z+fWkisn9l9jRObSZ7HjZ+Las7JEnumiGg74zW+CLHkWXoL2hcU7tYiOl91cfs+YZLiwgPmBYhXbtif1bWW6ECoVyS9mce6YcDy9BSBT9e7yz0nfHCR0l6X0g0Q3e60v+R8G1d7L+PErSPYdX471lasRuHhfFTWlKHiUhm2HitC/v4N2HpiC040HsVV1OMaKfdT6NFVQ90l6OCnBddDV3H2zlnsq9+PkupSbL+0E9uqS7C9eifKr1XiVNtZ1Pdeoanu0Kat1ENXUTvp+Nzq56oepjEeochZ7UeDAKdu/RAiRRN6cdEBpM0vRGX5JfM7qUojZ7LpdcVHVzRld078bMh7d7ShETcBRA8+dn/37uMkz5tInmt95FmLBE0srLOSySkdTB6yhQirvaqlCIX6c4+PuFyDctawpglSFzdEZkJmIbN3pyXPp6rswKua6OqhvYIYfw3vV/xtYtvFbs1vnUpVSmtzyLwgIjszj+Q5cuc5Ug1nG4dHK7YeVqLrFpHc1ZtJnrNxWVf/eazYaPIsX1Kr6ePVKrzjl8DABxTl5xw9VlycJh+Ng0BDXQvyVhzG0uy93HffsZfeIjMBk9QwElnZWdDV1pDnEUnmpXUSjXUujYU+kUWFP+7hiU8bz7e0MbvasjKCxJLnVcjJ2YIODVUUQ565tTWRn9m2snUzWQwgg8fen6gOtKOBrY8ftjeIOFrlKytJnpM2kDzfNuRZosucXVzQcIlqA4apyHKOFEva23tRUXYeU6cswr6KEyZM7WLIs+rOdBYiNxortIaJ+Fx8xeU6UM4KVxuZ2ZHkmXOjYcX888ZqPYaelb6KBDoHt27EkGelI6LJs/J0eEgSLk6KaNFNqAJeeDia0tTYhTV5JUiZFSHPsr6+lhIyvjlchX3HfGzvkfdIRJ6XLNiLvFVHPPKslHaNY+Yc1qk/FG4RX1F+BMugEtEwYg90IfbchTNInjkdb7z1JtdpGchdVYCstNX4xY/fxFuvTsXCzFysWJqDFcuWY+GChZg4YSJSUubixMmTpg6dnZ0IhUh47vnKTfzEVUlF6+6wqa8nLS2t9K+N+MLnv4a//x8fwT/8zcfxk+//Fm+8Mhb/9T/9Ff7mLz+AxYuWc5zQDSxSoR5yEN/5cRGnoIPVNgp6+ZWe8JH+Z85ewK9//Tt84B8+ib/67/8Tz3z5R3jj1Un48D99Fv/h3/8ZXnzxJZw8dZL1pd8xvSHOPFf2F5EeTH3ncxLZq7CwEuMnpKKmxt7JtiJfpM/2iKC7/qs1Osd+0495vslDumtgsrD+a4l3X5/GJp2r85SeMTzcvLEME8fNwbWr9gUHWoPZ9b0mmja2gcZft6ZRftr6Ye31KMU8UazFJP/U87vIWzuodwf1b0EjrvU04HzrGVTU7sWeSyXmJ6xKL5Zgx+lilFfvwbnG07jZe8087t2IWyLPNJIea2VGPcymi8bQ7ezrfbdwKVSHE62niTO41HMZl/uu4jpPajJ3nNtMemNA/b5zN53XXGa1ij7pYt2BjcGtuYKpB/wVxoCtRQeRPn9LNHk20Bl6VEJ361uZVh2I4Yp8hOI6ZvTgY/eHP3l2BceKrM1BzZBnTe6PO3m2k/R7J8/+xnm04vev6LpFZPVdybMjNPp4VQ3v+EUB8a6zy3OgfBWuccCSmQHJs7kT6Caa4SlubDM19tR8fMiz2sEtChjCIONm2jLICw6T59y4kWcv47gJy9RYa6D9aEg/u7jXPDw4edaV9uEssl5/8nyO5HlhAHnmOMB0Fg+DPKtk6xXBonCWrQUq7ezIM5soPFa/N/Js87PQ/kMSFWWKU7nyKUJ18sLD0RSR57VrSJ5nr+CC2k+e6ZGsjFftYSjsO0ZTzSW2B0mCybMeLFb/Cu5/kb4Zbrg4idf2LINKRMOIdhRP7bn2vn7jGi5V16C6ugFXrtzGqVM1mJKUiaysdeb30+sbGoh6zqmXceXqFbS12faSWOIm4hTO/KFLLzu+dNK7fxwZlTrXrt3EO++Mxdee+S4++9mv4fvf/xXeHZmEV155B79/5Y/YlF+E1lbVRePBENy4U3Z+mH9e2xgPZ7nstNYXgOaWTuRv2opf/fr3+OeP/Su+8Y2fYtTomXjppbfwi1/+BlmZWWyjapveZmjOV521HUycz0k0ZhRuPkzynIHaansn2In8sddwOo738kvlGx4smUBQNsrLg3Ffbs2TFuZGk2yp+inejl2b8/dj4tj5uNZg73Sbc82corTsI954Z8UV5IciwwkeifjJs/6FyHvbe9vQTn4gPqu3b4sYiyA3hGpxoe0MzjSdwsW2c7je3UDG1sTatnFUbDX7T1kD0gFobBGNUF+HYeOtTNTIzK7rK9V9+mJ1szluJvFjcTRXB80rw9GApoEEp9iTL6qmhmBtE+TZB5NHgjw/qPjbxLaLBukEeTYLGY45OlKcOTu84xcFxLvOLs+B8lW4xoEEebaIxD08UWlqB03mtk/LxYybacsoQZIgz8NHZL0EefYCw+UNVuYQiIoyxancBHkezuRZ3xUN0al6zNOeVlzfaWnqwPx5q7A6dyfu3I7ES6S3xN79tK3kwh6V6A6s7oA3NzcbMh8KdaO1hRyjsxu3bjah+tJVZKSu4FiQihPHanD7Zhf0FenODjIQptF82tOrATzO7eBs7mD+qQzZTeOpbXvpr3fShDh5yJR37rRjxfKNmJG8AHtKT7AOnbh9q4V1ag1fqIi1eVCYX/zxGjMKNx/H+HELIuTZq7qS6GKEOVZybWOhcB+M+3IrnzBPzJhEnvAwxO69ecNRTByTiWv1jjy7f9aHzDgWPk3hrjAv8+EgUlXN5qmk74l3dHegraeVI51YrVhvM9HCTyPu9N00aCFRNvG95L49zYYfhzg2PGUy9DLToxuhnk509DKbPmWkDHWaHuhuM1nrowe89d0WPTZCa0ds5OXzfhDrHnRobhPk2QeTR4I8P6j428S2C20oP0uQZ25jyEx4xy8KiHedXZ4D5atwjQOWiSXIcyTu4YlKs21kyYy2DPUU0QTvJvmByLO9OK0aOF+L8bdAUcxAfnG/wjLDC3TtR0P6JcjzE0CembVpT1f5cHmDlTkEoqJMcSr3ySfPmvPVPyS1tY8TeWYs15tddKrOrjb2B+rghUtu3WzGnFlLsX7dHjTekT9afSUizCJwXV1dhrA6Eu3iH7ao2G7zgqmIjfUIc0dHF9rb7KCsG6mLFqxB6rylaGfTdHBsk8nVd7pDbEX2N/ud5zi3g0zih/mnMuTdGk9lW0v23feVnWzevAsZ6bk4TrKvdafEvAgxpLu0Vk9tnd21deFB4mwj0TWPzZuPkjwvjCbPjDZ2sW+8jKjrh8JiYMzGrSXPUlYBNkxVjZDnjAHIM3XnJmJ+hbsCvcyHg6hqupYklamWhrYetUlvJzr79Lpn0uY+kedWQ6QF3ZHu4jioF0K3dTOmqwUdPe0c50J4yrxLSfzGy1D11GChH5HWCXqldzf/x8JMDlplWB9yNhw2dhpqUTU1BGubIM8+mDwS5PlBxd8mtl000CbIs9q0H5kJ7/hFAfGus8tzoHwVrnHATvoJ8hyJe3ii0mwbWTKjLUM9RTTBu0k+QZ6Hj8h6CfLs8nflDVbmEIiKMsWp3AR5Hs53nhUv3+9T3+ZWNTLJeVptTSNmTF+M/I1lbKcekmRLlh1Zc3BEejDSNtQinTs7Q+FHtgVLML3+wD8R5vTUFZiXstA+jcww12+6mbZLb+MbivGN5UTB/JOt5N0qj/MClRApNt9ZZohE+m1YX4z581bi1Mm68HyjcNldIpurTRyZdm0ykPjjDXkuPIxxE7JQzbY24p2qNOaxbd3YVKDCB0B4V/pxx77MVBOhzvWU5iZE827e6B7b9n7U3egiO2h9Lx+ift4pw1ZULUdJpLpgdKbu3NFo4Oe82rpjMwbow3qq36jtnjIZydYiec5mxrD6cHjpZUZk5vYtsuqsyoCJ5NhKa30o/J3094vIdcyAxe37mjxL5AcOJg+Fy0udp6reLsd4inJ0BceKNz0myLMPj1b8/hVdt4gkyPPwEDe2mRp7ar5fyLOibU2crwnatzYJFsV4GcdNWJ6ZcwXtR0P6JcjzcCHP8g/NdfdBnpnOtKerfLi8wcocAlFRpjiV++STZzubqK6P32PbplzjXDFzIaWhXneeV2Dd2lK2kyWijjxr4e+/0/woibMjyELsnecuEurODvYlDlsddK9F2XmYP3cJ1zxsEY7V7fopJQ7WSq/vfav/+QwUH3FGdTD/ZC9rd6Gry75wTesTqs16MJhSXLQbaak5OHTwnKmDzK071N3d9m3UEkeaJcpDbTSQONtINE5a8pwRJs82xqZLkOcAkbrST+oK4mU+M0nsmCAmoFlTIwP36FshtRnr5yWyd6w7e0memaEyCHWyg7WzcfUdAs8BZCB10F5NBnohmH5gVt6hx0DMipZpYvE+EdsWtAO371fybBcLTOlvf5OHwtUJBe2r3i7HeIpydAXHiqzNjmDIsybDrgR5fsTi96/oukXkySDPWnj2JcizL+7hiUqzbaQFpt0y1FNEY5UZryhPDnm2TDlBniM+F19RydYrgkXh8g/Nde9n8sz5iemfDPKsdPY3fc04wDr1h+ubNo/4idf2LINKRMOILbu7m36m9Q3Xnt3sPI4H6/u181JWImfVDu7bgcARNZFUETVtJS5M24ctKtLdtZXoMXLdgda2R49yE+ofIs8LSZ7npSxBWwv15VCmdVB7Wwfa2tq530k7qO/FuQ7O5g7mn4wsfTWeqq/rTrlIMVeQXpN1kkutX7cV8+Yux+FD5+0YwHD7hm3bDs7uzvbuwsZA4s6RKJke2x43Xi8g85Fn/pMrRj227SC1BV9YOMrTW+t6/dycei9LM3E6Rzf2CzYewoSxabjqvTBM6W0/smnDY7fDcBPp5GygpiMv6+2i3iFCvsZGUt3Nz+2RMGurk0zbMN64l6Am8pr/KVVYi1M5Y6iLjhyiMRRpZiZZlVADs8OZt2lrn3FmvPCMpI3D+0VUV7mOtgnyzH8OJg+FJ8jzg4i/TWy70IbyswR55jZBnoda3Nhmauyp+f4jz444xywoAkUxXsZxE5ansdZA+9FQX7CLe0teEuQ54nPxFZVsvSJYFC7/0Fz3fibP9DKObQny/KDitT3LoBLRMKIdaqXv2+r7l9zq5UeOe92+1YyZyYs4rpWYdpLEkjY9Hu0nbto+ClHZ5jvD1EWkubW11ZB79YWQuAjN0MmxLIv9JmX2IkOkVX2F63vReku3Xpz2qMiz2l6kWN/bNnefGdzR0YcN67d533muNS83c6L6OqjODjoeTFzbSZjcI8/ZEfLs6Si7mDvyys4LC6sdExaO8vbt2EqbM6GL0zmGPOcfxoRx6THkWbBpHxvyrKbzoBvAvQast48895DL6S682tbYXWnlXn6wnZ8i+Tb7yi9cZ2MAhmhkN2Cpao0wmMD+GX2sG9n994vYutOw3L4vyHN5gjw/TPG3iW0XdeQEeVabJsjz0Isb20yNPTXfX+RZvhbi1rZVgjwPrch6TwZ51l29BHn2qj0MhX2Hmtr+bXuQ5HEkz5pH9KIsLfwljn9dv9aE6VMXYE3eLrS22DhH0qS3OxZJfZTiqWJE+vhFZLSjXY84s+9wbF6QlYu5cxajjV1HLmmeTGacJa+6QDAE45v088Ozu/q6LY+jq+nnJpJjkQi/bYfiolIsWrie5Pmy+c62Oz+2HSQiznf77rnzOYlMVbjlECZMykJ1bYQ8G3/mWG8fY5d+TKiIAeA++t18u9UdV/ETre2pIz/66+IwsCl/H8aPnYur4d95Vh9S3+jkOR2G/4SHr0gRw0ukk7qVZ2Zba33seBANthMdTRelTHoHmVbuxu1T2nr7NLdOc6lofHbOfvAaRSk18OjIna+z3i8iv5CJtfWTZx0b8jzv8SDP/k4ZLTZM5HnevALsLatBKxc01jv04QLBtDpFSZ3bmLwU/gjJM4NVJ+uhWjhqcr8bebaEbPgKbSg/e8LIc6w8GeRZzKXXkOc1JM/LFpQ9duTZmdTU2FOzpuaWR573mGM1X5jEMKUdF9TnPDCB4gKaeQhFhdk2GpQ8c1/kOZNkZnVu0AvDVJfHjDzvO4vkKetRWXYrijzrFZ+WPA+s/aMWafa+IM+Zubh9U6tpK4o3/siz1aZmz/it9d2ByxwCUVGmOJX7ZJBn11ciwmNqavu37UGSx/GxbftmZN0ts2OtkkuuX2vBnFnLkLdaP1VlBzan8+MiRlVPXd15Xpi92nts2wv34uxdXPU72SLO4soJl6d/aht5t7W9F2HE7Un3jRvtneeqU/WG6D+o+NtPT7lvLtpH8pyKi9U3PPXY50h8u3vlu21M20poElD72xtdDnZei+zrMWXdubfjaDPDxU/aCM57zFxz46b8XZgwfqb57W1JN/Pu6WsmmtDVc4c68Vz1BX14jsY1M/ZxX91DTyvrLq9XhUck0s72fUFz4kAwfd5LFxbp7nVN4SmZVnTOvhrBkQjnGD6EibOFDKtJWRRK5yoPxbxfxNpRjWEn9Mf1zvNAg6qbEBLkebgIbSg/S9x55ta2leLM2eEdvygg3nV2eQ6Ur8I1DiTIswETKC6miYdYVJhtI0tCtPV00JZRZmjj/uDk2Y4f1tcEb2FgkwWIYgbyi/sV+QrLNdB+NKydtehJkOfhQ55p6wR5Nto/aontL1Z57lNTwY1WkgR5Hl5iVPXUfWzIs7er7cYNW5GeNjTkOcRiN2wqxaixs3D6XL3RSDGWDOsnu1rR1X2b41ATxxaS4F76cS9ZGqHfwzYk2wc9nalztU7uQRPzICkmP+lRGDPv4DCwuWAPkqbMZV+3j213drcQt3leM9O3cNuJECvazQHNcJqIUmbd3dXZg452jg+hiJ8+TGGp1NOu8/2wLDYaLs70e/53sBWKCMmzJc40oznVnmyvSljiEw2FW0Pbgrr4X+eyCfj/EVjlEYlqKpNqmyDPJtDC5KXw4USetZLklk2UIM+PTvx+5vwu1veetMe2E+TZpnt4osJsG1kSoq2ng7aMMkMb958c8myZcuW+MwnyzDReFnEUlew5TaAoXP6huY62ft+SZ85PTP9kkGeltLeUzDgQk5eF65s2j/iJ8iNYhtHZDyO27Pc9eSbej+RZ89OWbYcxMSkLFzknO7FjoZ4DJhnuU//VvnT0/ImI9X2BOTNO/8XtbL+3PEXnMAfqv6WgEhPGzcXlOkuezZ1qc2fblSMOxH7vBnCKm2cF+91iluHCBhXvpLsnvGdR7VRbzYOOJN8L3DmWH1hbuQ/Jcw/NpDvINrn+O/LsYAlQ5NhOxxb6b89XIfGr7HAX1dS53fuaPLvK2QivMvKX4USe1cET5PlRi9/PnN/F+t6TQZ7l9wny/GSR57uNYYoZyC/uV+QrWpwL2o+GtbPmY41vCfJ89za6X1HJntMEisLlZ7Lx+5k8s6ewMo8LebazvjH+Y/c7zyo3QZ5ppffpnefNW05h8tQVqGuwY/+QCovdsfUsx+KluNoQGbvuRzTedXWy17mBPlAU5/WBOAmtx9zU3yPc9V6gM/wwYwH/C09FJ7Hk2SYQUXaLPCESxiW8l9qe5863U9f7Q2zzqknshJ4gzx5MXgnyHH+hDeVnCfLMrW0rxZmzwzt+UUC86+zyHChfhWscSJBnAyZQXEwTD7GoMNtGloRo6+mgLaPM0Mb990aeff4WKIoZyC/uV+Qr1MFA+9Gwdk6Q5+FDnu2iOkGeE+T5wUT5ESzD6OyHEVt2gjzTSu9D8txFTpGbewzP/2Y+1q8/ibKyC9i56xR2lpzE7pJT2MP9PTtPWuwSdFyFvSVVKN1lsZvYtdtC+3tLT3N7Ajt3HuGa/xh26Zzdp1FWeh4lW89j6qTNeP4Xs5C/7hgqK85iT+lxww1KdhzFjh1HUF52Gnt3n8Lunce4PcT4SpTu3sdtBVHOMfwAThw/iysNN9DepvExYreIKMzB6wNxElqPH/Vky3hd7/dDYY4Na38guPHjKbvg8X8UqU8kkUX/sMjHHQUZ5MkU27yyiZ3QE+TZg8krQZ7jL7Sh/CxBnrlNkOehFmdSU2NPzQR5NqcNIIoZyC/uV+Qr1MFA+9Gwdk6Q5wR5jpOoKFOcyk2Q5wR5fnRiVPXUTZBn5RlpPzV7zqpjePbrMzBx3HbMmL4bkydtwvSpGzFr+kbMnr4eM6bkGcxMWouZUzYQ+QYzphRgRlI+konpwtR8TON2ZnIBkqevw7RpOUhOXs399Zg1oxBzZuzG1Im78ZPvp+KLnxmNyeO2YVbydkyZnMc0azAjeQ2mTV3NtAWYybJnTV+BlFkLMTclA7NnpWFq0hxMmjid6ebSHzfidNU583PIweL5fRTiKbQh87Tzutu3Hzsm2FHBHvs/Lj4aT9lMpWTECSQ6GggR0VG8K/h4iK25DGsn9AR59mDySpDn+AttKD9LkGduE+R5qMWZ1NTYUzNBns1pA4hiBvKL+xX5ihbngvajYe2cIM8J8hwnUVGmOJX75JNnN1pJEt95Hl5iVPXUTZBn5em1n/5Y/MYNVXjppaXI39CAA5WdOLC/GUcONxF3cPjAdewvu4yD+67gcOV1HN53g7iFQ5XEvjvc3sZB7h/wUFlxEwcPcP/ANVTuv8xtPfPjeQeZ38EuVO7twvxZlXj9lZXYXnyT4W3YX3kNR4/exJGj17Fv32UeX+c5N3BgXzXzPIWjR07jxPFzOHb0DPM+xrgjJM7nceP6HY55EZtFi+f3UXj04saLWDxFmAbph8EkNm1sHu8DsdWmQ3ObIM8m0PMDHSTIc/yFNpSfJcgztwnyPNTiTGpq7KmZIM/mtAFEMQP5xf2KfMUt0LUfDWvnBHlOkOc4iYoyxancBHlOkOdHJ0ZVT90EeVaekfbTOFlYdApjx6/A6TPN6CDHaGNXbWE31Fa/Nd3V1Wce79ZvZAtdPnQyXOcI7Txu5XnatvGc1s4etHf1mnw0JwotzcD6tScxauRCnD/XZF4g1kXou9cdoT40tobQ1NpnzunqZLkd3WyzHnR2kCV0cs0a6iEP6iY4C4XY92TCiNl84vl9FOIsKve9YgCx5NmPgU50+7HxQee/D4SuzOrqv5yZk4b3I++a0LduOUDyvBmVFSTPdDJnKqW2CzESZ/2OmrcIcJ3uUchAg2qCPA83oQ3ZJgnyrBaLITPhHb8oIN51dnkOlK/CNaHK7xPk+dGSZ7uw1bHKNzpoyyg3eSfI8/ARaRZFntsceV5E8nzShMnHRBQcWbC+JxtorNAbYvUZilqqXT2nCRSFa3y2i+r7I8/cetnbfITByhwCUVGmOJUrnyKkixcejqYkyLPg+qbXgHET5UewDKOzQ1hs2QnyTCs9UvIc7eXOvNoO6QvDWOymooOYkJSFS3V3TJhi6InUzvpERD/Pl8KVsPB/1AfsnuY5/WyVzlXvsKlFtvM37cO4cSm4ctW+3VvfDe42b/RW/9C7sJQyIuF5NlacCoHidPUjzuLKV9Zu69+PDXMIkAR5vi/xXI6LYDeJu1e0607y1iKR500kz+djyLMgR9XvB3Jgpnc9/MVltAw0qCbI83AT2pBt8qSR51h5v5Bnm66f0sNGnElNjT01Hz/ybNtJ5RsdtGWQCeZ+gjwPH2GNzBzqfK29tY/kuZrkeRnJ8ykTZryrr4tgndmI1vdkA82nWvTpMxS1VLt6ThMoCtf4bBfVD06eXXmDlTkEoqJMcSpXPkWoTl54OJqSIM+C65s2j/iJ1/Ysw+jsEBZb9kDk+RrJ8+wEeX5w8ZVjYP6pbeTdgm33cBKThqHcbhhC8tzNojcV7se4Sem4VGt/OsrqoPFT46OewtHFREuEbW+kn1LfiN/bj/ZCHE/NkTnX/ra5XRUrPz0FJPK8G5MmzMK165Y8d7FSXT3yLTc/EkwbhtxX5okJ0/HAoshYxFlctk4Xbf37sWEOAfJUVIIBEg0qD3r+YylyQjpabwedTY7DEK/uIs/bth5ARmo+9pWfMY83SIzzaMtz7URvJ3tLDGyaRyWuY0YPrna/tPQ45j5u5NmILO0NCNBKcniSZ7/tB4OxIUefBHlWi9m2UpzJIbzjFwXEu84uz4HyVbgmcbtgeb+RZ7VPNCJ5PDxRabaNnH9pY3a1ZZSZxCkizxkZq5CbE02eFW1r43wtxt8CRTFexnETl6etix8ij5p7IuPb40yeZVuOwSQD6ueSdvKXir31mDo5h/NolQnTXZUetBFc4LH+1vc0JojgPCbkOSMHt26IAVgx5JnpTNoo97F5DlzmEIiKMsWp3HshzzuRMmslrl0ZnuQ5WOQj0tSuYu5Gnm3fj2oYnyh8KNooIN+oIuzYZNee9Dc6kblQ6cVevd6CWbOXcS5NkOf4igp1bWN9yHiT9FCsoilar6zfuA1p6bk4RfKsx5wfVPztpyd0NhcexviJmaiubTRhihF0Q6+nh8SZ84K1iXqi0Y6wYkdJp7/GUevj8qNuLpL9dVHSTg4DmzbtxMTxM3D16s1wuBNjAzPe+QKHu/jqF7Xvtm5/EPFeGJaQ9yZaVHWyk+gqjSZ8uqI8jqJ9S543Yl8FybPXp+VXtk00ZCfIc3zEX3CsmOHAt7hMkOdHLbYeVqLrFpEnjTznkTwvzd7bjzyrDgFKDxtxJjU19tRMkGeTxQCiGC/juInL09bFjyeLPMtXRALsHWWJIc97GjB1Uq6PPOsOSaupb4Q8q51sLe/eRvcrtg0GzlnhaiMNzFq8JsizV+1hKPIRaWpXMY8bebZtII3uTp5zSZ5vJ8hzHEWF2rZxPmTaQnooVtEUP3k+SfKs7wY/qPjbL4o819wLefYUixJfPzBPMNCHaMseKq9izDBsMgS6OAwU5JeQPCfjmp88O1B0rn0Cwwt4H0iCPN+XJMhzgjzHR/y2HwzGhhycEuQ5QZ4fhjiTmhp7aj5e5FnkxXYU6WncTFtGmTmekiDPw0XkKyIBCfJsxZU3WJlDICrKFKdy74U8D+/HtoNFPiJN7SomQZ6HpxhVPXWHH3l284L8iCHSQ7E6oCTI8/tDEuT5vkSdJ0GeE+T5wcVv+8FgbMjBKUGe3cSlj1fV8I5fFBDvOrs8B8pX4erwCfJsEcnj4YlKs21kyYy2VldFaX43czxlIPIsf7O1cb4W42+BopiB/OJ+xeWpOshvIkiQZ44FrM4TQZ6ZtWnT8ELAlTdYmUMgKsoUp3KffPJsZ33VdeDfebZ936bpL0PVRgH5eru2DTztE+TZkLZHR57tvGDnP8YqWrHcDh/yLAT1xkg/SJDn+5MEeb4vUedJkOcEeX5w8dt+MBgbcnBKkGc3cenjVTW84xcFxLvOLs+B8lW4OnyCPFtE8nh4otJsGyXIs7wxQZ4fXGwbDJyzwp2/afGaIM9etYehyEekqVkdGM+RJMjz8BKjqqdugjwr70j7Jcjz8JAEeb4vUedJkOcEeX5w8dt+MBgbcnBKkGc3cenjVTW84xcFxLvOLs+B8lW4OnyCPFtE8nh4otJsG8WXPEfqEyyKGcgv7ldcnqqD/CaCBHnmWMDqDC/yLBtr8Zogz161h6HIR6SpWR0Yz5EkyPPwEqOqp26CPCvvSPslyPPwkAR5vi9R50mQZ0OeJUpqI5QZ/yXI872K3/aDwdiQg1OCPLuJSx+vquEdvygg3nV2eQ6Ur8LV4RPk2SKSx8MTlWbb6H7Js6JtbfyLJO1bnwsWxXgZx01cnqqD/CaCBHnmWKC2ki28Wrr2iX8tbRsMnLPC5R92EX9/33lmPcILAVfeYGUOgagoU5zKffLJs51NVNfEd56HmxhVPXUT5Fl5R9ovQZ6HhyTI832JOk+CPD8+5FmTO7dsiwR5fnRi62Elum4ReTLIsxae9neeE+TZ4uGJSrNt9P4hz5a8VO47myDPTBf/Wto2GDhnhcs/3u/kmV5Gn3wyyLPSkYSwPZU2WIaqjQLy9XZtG0ijBHmWJMhzgjw/KkmQ5/sSdZ4EeU6Q5wcXv+0Hg7EhB6cEeXYTlz5eVcM7flFAvOvs8hwoX4WrwyfIs0Ukj4cnKs220YORZ/maCJlbJMnvrM8Fi2K8jOMmLk/VQX4TQYI8s33UVrKFV0vXPvGvpW2DgXNWuPxDcx11TJBn7g1XkY/I3+wqJkGeh6cYVT11E+RZeUfaL0Geh4ckyPN9iTpPJ/1Kj/VwEKPP9Hj+KcfbWrwf6akbzGJGHcf4GP+ZrflwkWDO50fhinhE4jqlv3NasfvDmTyrs7oFcpCYgUGLmWFMngeS/u1iB6cnjTzHyuNKnm19pJv8PUKe15A8L1tQ1o8820mtn9LDRpxJTY09NYPIsz+dbRM7IVtE4h6eqDTbRk8CeTY+ZaD9aNilv+aS9wd5tvNmG9Fh0tEEshA/AWNCXEU6Wa8IFoW7vp8gz08Sebb9K7j/RfqmzSN+EtD23q5tA9v3E+SZVnofkmeVJ/I8dnw6yfOdcJhdI8kXRJydTYSg3mi9yEB9nFuNP+ExSBsPIbrQ5k07E+Q5RhLk+b5EnSeaPHd7HUT+vbUoQZ4fJnm2nT9abHnSM0GeI3i04vevSL2iJUGeh4c4k5oae2q+v8izauAWSILaVp+BRDH9/eLBhOV545vrL37YpX+CPNu2iRkT4irSyXpFsCjc9X3WI0GeuTdcRT4if7OrmAR5Hp5iVPXUTZBn5R1pP5Un8jxmXFogeXYX8axNhKDeaL3IQH2c2wR5fm+SIM/3JXLQYPIs30uQZ4UPPXlWjm4CixVZ2S0u7Qt1EuT5UYvfv6LrFpEnjTw/6Y9t+9PZNvEmZINI3MMTlWbbyC0KjJ6eIprf3Vr3cfjOsxvf/P3FwY1vveEXhiXIs2oY/1pKJ+sVwaJw6WAXrO9f8sz5iekT5PlBJaDtvV3bBrbvJ8gzrZQgz+GwBHl+uJIgz/clctAEeX58yLMWAtyyLRLk+dGJ37+i6xaRJ4M82wVLgjxH4h6eqDTbRm5RYPT0FNH87ta6Tw551vgm8vxkv207QZ6HWFSUKU7l3g95ZiuwXZ4M8qyUWqMlyPOjEKOqp+6A5JlIkOcEeX5UkiDP9yVy0AR51sTiVUqBFiYPdVwN2oL21UldjvEU6WwnsFiRld3iMkGeHR6t+P0rum4RSZDn4SHOpKbGnprvF/Isf7M1cb4W42+Bopj+fvFgwjK98c3fXxzc+JYgzwFjQlzF+tPAOSvc+dt9kGdmbdrTdbRweYOVOQSiokxxKvfJJ8921lddB/6dZ9u/gvtfpG/aPOInAW3v7do28LRPkGdD2hLk2YY58ow+2cPZRAjqjdaLDMy4JTvyyI1B2nhIkOdgSZDn+xJ1ngR51sTiVUqBFiYPRyAE7auTuhzjKdLZTmCxIiu7xWWCPDs8WvH7V3TdIpIgz8NDnElNjT01E+TZZDGAKKa/XzyYsExvfPP3Fwc3viXIc8CYEFex/jRwzgp3/pYgzwny/KAS0Pberm0DT/sEeTakLUGebViCPD9cSZDn+xJ1ngR51sTiVUqBFiYPRyAE7auTuhzjKdLZTmCxIiu7xWWCPDs8WvH7V3TdIpIgz8NDnElNjT0139+PbetjshhAFNPfLx5MWKY3vvn7i4Mb3xLkOWBMiKtIJ+sVwaJw52/3QZ6ZzrSn62jh8gYrcwhERZniVO6TT57tbKK6Jh7bHm5iVPXUTZBn5R1pP5WXIM+PXhLk+b5EnSdBnjWxeJVSoIXJwxEIQfvqpC7HeIp0thNYrMjKbnGZIM8Oj1b8/hVdt4gkyPPwEGdSU2NPzQR5NlkMIIrp7xcPJizTG9/8/cXBjW8J8hwwJsRVpJP1imBRuPO3BHlOkOcHlYC293ZtG9i+nyDPtFKCPIfDEuT54UqCPN+XqPPcG3nuYrhcSuHW1/Sx5Nk6LsMeob+5TunvnFbs/pNKnqseK/JsjZsgz/K7yKSlOHN2eMcvCoh3nV2e/fO1dZE3Od9PkGd/3MMTlWbbyC0KjJ6eIupKbq17d/LsfC3G3wJFMf394sGEZXrjm7+/OLwX8qy6DKb9oxX5ynAlz65drVcEi01j/S1BnkWelcPwFPmINFXfedzJs/0d+gR51tjmdbQhFRUqK7vxxo456ramtRStWG4teV49jMizp1xYrBcZmHFLduSRG4O08fCkked71dClGyi9Ic/+yKAT/GF3w/tD5GwivxqYOHDxMEye6T9FRQeRmroJ5fvOoUNxDHcuLHfVIqCP5NMkfsT+5jqlv3NasfsPTp71g+0abFyO8RTpbCew/mLjpGMseR5P8nz6lCXPGv5EnU1dTAWGh0TaJDK4BZLnzaUkz6ufHPKcOxh5lh+5SUFGiD43IgofijoPnK+ti9PPLlgGJ8/Dy99iRTV1cPNpTfVtjzyXmmM1nT+dWihCZOzCwsU9HHFtYxHpN7I5dwnN726te+5cNcnzSuTmkjxrmKJEyLPGOLs4tVC9bH36i0JdufEU6W3HN39/cbhX8tzt1SH++sVLNCsGkOe9dZg6eaWPPKu+JM6CGRdtO2kutdDHtkZ8xN+uwkA5K9z1fdWDpEt9nMF3Jc/M1tRD7amDqPL8eAiiapgqqjyPPLNeRqSj3Rix5HknUmatxLUr0eS5m3Vx6YanWH8zBNTTdLiTZ2d7lsqPW9doDUr9vH5DlYzEhzw7HWIRL5Eu8i07RofFVVRB3r4hz1lrSJ6XRZNnbdhnenX3yjseelFB8prIvGDXw2oXKzLzxo3bkZG2BlUnG8LcQPEOA8oAkf72s+T5kEeeG8Nhg5Nnf9spH2nswZsnHXlWrIH+UUKcGzdv2kPyPJt93SPPvvbRpof+p9yGq3iqGksIA2kamy4wvZfoKQ0MHO7DH+1HwsywYRCUoYNrImfPJ078lTL7qjUH1t4O9ImRqe8qSDHcbik+grlpW7Bn/wVoGHbTkNxZNjXEuY/QSi3s214mDxNO8dgwA+0De0pPkDxvInm+5CPPmnjsxGLsIbjTmIcmnT60eaCNVGumEaInnYERyfAuUFrBFeCH8qKOfeZ3UDnBUN2ykgaMe3cZBzVLnuXZ1sOdBw9fiHT10MHcXN3S1IXCgt0kzzk4etguMCPC+ps2dL1zGNTP366u3cLx0hfIzSkgeV6AhivqXyaI9WYKTZKsv+lF6jtebzLn6dQo6J/LN76I+Kj8OBbW32xvt7/zvIbkedmCsn7keVi0RyBkO+5xY82pPq9woLamieR5evjOs+lmJgWhfXOsscEjOPooH2Vkcost637hF3++zq7WT9wFCtc+SquN1ceS58yMVVidWxRFnnWxxtbb5mERIdD9RWGur/n1fHAM5m+ane3i3jLl/ZVnkZy0wZDnNvIZaaXYkHeHKij/4QJTm176jukbJM/tfajgnDN18jKS55MmTC0iwiAY3zJn6SKu7ka3myPV2baQ/geXdT+weetjc45AH9vvpYu23VwX6JFa+b7W9ZIucpjMjJXIzlqFWzfJAHQyhc3obZmLxna2dbQfO/j18U6SmF3988ffD5iHsjEbfTRva/6W34ejDCRNjSGS590kzzlh8qw+oPbrMeNgUBkPAbLfXWDH6ej+fLm2CUujyLO1ge1fdtXWH157CTyKGzTBm0newpYk6CPS3EXo4rLsznbq5XpLV2mUnHL9GsnzrJUkz6Ukz3Zgc+NIuIxBYGvnyGEMvHweGCY/9V27jpT/s1LRkDoM7mRzLMhcj7lzlqMlct2JwjZiB+sLMZGX1v6Lrs97hnQxeUWLgmzfcPrbucHNE/Z8u8nfsAOZqetx5vg19CjKBOvMyMgVLs9Bba52pH38cDaTBzDAjCkiz+MmZITJc1g3jvW9PVx/9LkbVxo7dJ6vHA+unXvNeoq+xTVWiJOfoSWCQrnt4PSyaWMFJo6dh2uXbzGU4mXrmq2L+skKpiSGGROymPDW7Xt42KIaqxlUU1nGjahUOQKK9Penc1CYSaJ/SkSQPKszChEK7bqp3YsMMd45/SBFnDKeDk+GqDJBMLXW1W9OLuoZPPTmfOP7RcVHDXnevf881Ne1tBFso8lhuTcQeQ5vPcSGaRsV5m398XfLI5wPy3cd1sQLqqC3T9lj7jzHkmd5xkDk2dbvvZFnnhMTFsnUFeDgCzO6O/C4HxhuFo4iM7Q81S3b0YDxI/3k2Q0iKlN56xyeG7aDb2v2Y+PeQ5i2/v33kgdhyHM3tzqkRJNn353nsCih652uh8bAlaWtf98fd69h2kaF+eO4r/ZwYe7YpfMkQp716KMNU5J+5FlXV+UnJi8lioH55/InTDp/mLf1x/vTB4apDRzkx7FguBlm1dN157kVecuPYGl2LHl2Ps68o/RwZfnDYuPeQ5i2/v17yoMb7XnB6hu213vk+Z2ZKNy81xybLmZSENo30AjXSmhxZ/u9zV7/HlQ3F+4XHUs/we/rWpBZn7dtw12KyUJJuY0veVamvjY1YS7cv/XjbmHS3cH5WAS2ZbR4c+T5HJKnbETl3ljybHW3eRM818DtR4XFxg0SZsCwqGM/guKC0+u/ffxUbSby3EvyfJ7keamPPLMW7PuWPGsO0kcEp4XwkefwP5++2vr3/XF3CzP5ClbPaOgjv5Cl70aeV5E855A8N9uTKaYIs2UuA5LnWL/yiTn09Hb6+rdmPzYuKMwTBZuPm8PlOyY4DElTYzfJ8x6S51wfeWZ7qH3MnMt8w3Bnun1/WGzcAGHSMbYO4TC3VRzRb83jbc2+s7HazLarpD95ZnJvjWP9zKX2Qx/lp/xd+T59+unmHQ8WZvT3oH2mUUnydj1BEiHPumA0GHleRfK8B7fvaD6SMB8zjsgOXll+PZwOSmegdg8Az+8Pm+/dwxxc/uq7qof0Z9n9XF76sYZsjuzMDUiZswJN3Lea6j8TGfKstCbQ7oTr5+1HhcXGBYS54BhxwRH7yM/lI4L6vpSmMBtLnjeQPF9Hj5YrDLZtaM/Wfxvq003tbdpebal2snB2s15I8zBJMHkmwuRZE5oMI0gvlSe4lMrL1qPXEG36FssMsXyZX2eZZmBSQ57zSZ7HzY8mz8xOait3kWdnAdNsiguC4lT8QxYWbeokJmBr6+mhCMHTydSFUDrNqraH2XNNEqXVycRT4U7B06wx/bAu6urq9l15QXiiJKjyRmRiLg77Woyz6tCb8812W/FBpKXlo6zyNNrpMbq+ZqdV2Vy2VrOwSfRdDXmaMR7/GWhfYX64+KCw2PSDhWnrC+df1LELMx7OLWXPbpLnuXpsuzrmsW0OGIbAMEBQhMzC+tqJV4sZQftaFHnZGzANdyy0HxumDCVu6xdfmNJZhQJhBmSzcFR3oQ5U15Ln5QHkWScovWAifPv+sNi4+wlz4L97DeOOBtAeru5pKiMtzR55zliNo4fO2EB3jhHtqFEcXCRhyhGigyPgvwcOc1tvX3q7MOcQLsyT3JzNSJqyEA0NnAS8eppTeRAhzw7qeIzU6Q5REhNn4MLcNihuoDC1gRcUCMVLR8vELHk+hqVZJM9cnFmx7Sh4JynIg9v3h8XG3U+YA//dS5g2rjvwo94hqa0WeZ5F8lxmjsNNGAWR58j3UhWmfGzeOnD7seC/ewoj+omLkI/LaQS7SFN4eEzRn+plgz3ynGPJs73eEUOeNXb4ybOzRKwo1JWrfX8qtx905t3CpDf/DwA7asne1t8sed5E8nw74M6zp5s52e5G9v1hsXGDhBkJ7wRIUFxweoX20FnCj20b8nzBu/N8yoQpRqRUBLqX/Sc8D5mLNbpIG7GXyTCwDg78dy9h5p+bI/Tpn8TG2Xaw5LnT6CnfjybPOSQBudF3nsPN4sizqSWhrUOkpH5igpVB7L4/LDZugDCJOdRHdbEXvl20P1lTYw/JcxlSZub5yLPaj+SOdY+2lBO37w9zcpcw7RrwX3g/FvxnTKat2+e/qDBqZmzs2lT7HnnOLkPeyqNouOzIs1ZualfVKyqLCEwsd/h3V93uNcxlbuJNoClFmthbWurV8nst69lOvQLroaSUa+7Oc14pboXJs+qt7Gx9w2LO8U40YsuzPqi2d/DsxfMtlJ+1pcs3EhYpKzpMcOnl66qDLrJKf69ITZ+C6QLSgytlQ57XY06KJc9KatuNiThYayngBSpjb+vf94fFxg0S5sQfFg5XgXZ+sCt8jbFS2kaJPGeQPFeduI5uDs82Nb2J54f9hlvZw0QK2jf1VphLGLGbPY/58J8lz5kB5Jn+0cPBxhjFGdNk7sEKc+RH4dS7z1LKXvpRNxfJam2dLVUEzY2bNpVi4vg5uFbvPbbty1b56LwQy9a5Rl/Gmfq5bcz+wxYVKZU1UwpS3QRqR/B0klVc77IMRkyNfU/xggwi4zCTpyJnB8HL8R7lvaV+nEUDWBsN2syt7RlaCxthC5UUVSJ7/hrsrzjBCdF2LHvtUEm1r8leA7Sa0bOa6xkGA+2743sN8x/HgvH8i6TT1gtzoOzZfYLkuZDkuTaGPLMehsAwQFCEbMAeYhebIs1yO03CrDvTmOzvCfx3L6Jk4fr0hx101J1lZ+pAdS15Xhnz2Lb96G/YQhvWpz95LiV5zhuEPAvOKD5xUQ8TUiG8z38G3rEnuTmFJM+LSZ7ZXp7KcgdLnr3h3PgdO1p4NFYiD7Hij4sDTHEDgm1jdNTo6ifPFTHkWROndDeHww/ahE1rl02SeyPPGud0R0EEh+cyTPmE844HBhR/pOxsj227cF9/qpf8ivt6YVhmxmqS5+IA8qx6q+YaPwRrBaG/uJjg2AcRo/YAkEZ2XrH+FiHPjQF3nnVE0SZeiKMoO0ue7XHkse3lMeSZCzT2f3NhhmfZhau9WKM6OtuYDOMBIyZn79M/iYX0kZ177AJU/YAR/cnzapJn7/YZxfmiGdt1F82Ee5H3IkoaZ9h6ujlcvh+dRGLI8+qKAPKs9rF9Je4Sq0gQZE87EHn7/cOcjdVmtkUdea4geT7uI89u3Wb9MhAmHXf4N2TwxJbl9nRxRoMW24n+5ifPV0meZ8xejpy8XSTPWvtQWGnV29b9XkQJVTP38UK8PAYH0/c7DgqTfUVT6GOqkje9W3gJKRrLMrPWYVYUeVYcW6YfeY4jnAwUzgPX752fKFp+sWHjDqSlr8OJU1fRyaWKbTH2JsZZv1H9mYP+hevOfW11bGAT23TeIYMteT5C8pwdQJ6pkbnVLaM4httfbHr9p1aGPLdzjcVxtFeU0ZJg1xQdoT6S5+32hWENHnl2eioLpSfxdhfN+rd1fzwKkbquTkakhwINnGJqT/t8hzxTMAzGpZVZ1aXY9Z6yXkto6983W2XI3feCJ17kHnp8poM2bOXWXjUza2YJ/XXXln1YNG81Dpcf47G9qmMdWeeqWVp51GLOdR3Oa7eHi6AyXTsKlGDyrCFDgzc9yeXhvNJ0dnUiuVwAeWZa14EGwz2J0jm9A2DzkrZ+8nwF40esQtWJeobZLByiDoYbtOFW36l3vtbSFELhpr0kz2tw9HAQeXaiABnFJy7dw4RU8O876NgTS56XkDzT11RPxqne5mUW4XFJfidDKNKm6QcnQXEPAOtTPkgdBxMmHTXC+snzPpLnZhMmsZOLEutgeCJcH37UgySWPM8meS43x65PGzC9vWCuMcJOOUNGnmMxgBgbmy2hZvG2Zp9y7lwtCU0eVudsDSDPrAv/29rbPYUJ4R1zMLRidPfD018wdjcf62/794k8F6ByTxPaPH4WYkI9iqd9I9qJF+Ioyk5EU3WStLeRPO+tIXleESHPjBMxs3d11SqqvxbgQ02eg6OiIX3sRZbuXt0dZ7swQuO1pIvLgMx0kec8kmfvygZF7ah9PSXVIyLghd9VbKHxhdPFfO6VPK/hgtpHnmUFVsKli6vEKhIE6xSDwtnYtpk9qKtpxpLsfcHkmUkGQ1z9LQgStzXCA85/Is2G/Hjk2dXryvUWJM9ZhlV5JbjlvTDMnBKD+5HYPB4IxrcIHaifaImsrWkntYz1vdZ2ICPbkudGNo23LDD/zbpAZtA5CownnAwWxwPpafyeR1JD1ViXvx3zMtfgWNUV89LgqOrxfOc3gjlJEX4YG1i4dOY8BhnyvPkYxo0fiDyzJN1cUEbmZKWIFpdeaaLJs76qYf3eqdIR6sWmgmKS56kR8ixFbIHmQHet7Y0D2oNhFop2W/++znm4ohL9MP9UB1NJHpjJRwHW79wXJASxGc03Jr18TXSCeMqcYGZiD25f2zB4ogqLBaP6QeGPvbgKSlQpiQujA9Cc3bRiJz8yrnFq6zfGuKWF+7Bk7moc2UvyrFlTVwhlR4qcspuOGuKE32ly8UrQuc6GDwtBZdoqWlCiyHObhggl06RzL+RZHYr79B9jI6YLu9NdcE+idFahMPq5Lf+pvaScBtm9JVcwbiTJ88kngDw3ijyXkTyvw9FDZ21gzDkDij/dw4LayL/voGNPckiepyQtQf0V9hS1IcNU7/dCnl2wEV94PBDlX7FQvP6ZjkDyXBtAnk0aL52SDlOE68ND7hrpR54ZYfq1oH1zrDFCFwU98qx8lIEyGioMIKYpvK3TwdTL2z93dpiTZ+bv9A2CsTsTaSyW7N93NoA8cynEhGFVtRMvxFGUXX/yXEvyvAr7yuzLEBWnNJaYqt6q/+NEnleTPK8leSYb0EkUtaP274k824KGDtag1EG1uQt5vkPynBdLniNt5NLFVfxKDASvDoPB2di2mT0IJs8iRUzDJIMhrv42EJz+4WNq7w2u+lk01x8UVX+jGdNTlmDFmu24eUfEiMkZaZIzQSz6icIGQND59wf5OneMEZm3hjBxPjOtm15E62t1zXUOq5CRvYbkeXk/8qynVcwLuVzl4wm/6Fhl+MsxIi+KkGdB3GpNwVakZOfiyJl6tPMcswLlOc5nBGeLcL4DwKULm4r/+pFnpTFb2s4sEpXSBSqFt/X2I7vs3yS+0rpXvxLQo3HUkmfFK5d2kuf8zUWYMDEJV723bbvsnY7oZpnhiZO9Rhd3qIt7ys7ChdmSH4moaKe3azA/eTbcxdJmsTPBtKwcU2n0cjqhq4/kWYYW8xsMOlGluYIdpEAsFP5Yy0AVi8B27V500iFMv2WwzGSEvcSS5zyS5+NAJ1Pou82mcZS7zhHt7uR0r3s0tmMZf4oU8XAQVKbCHChh8lw+wJ1niQJVf+Mm6hw+8szaKrXp+EynTqe63g33JEpnFQrD5O9g8pK20tOR5waS5xW+x7YjMOIPGC7wRPXpT55153ktjh5+D+RZcZ69BoU/r8EQdO5ACDpHx574ybMmCZOE8eYnFEzFNcOyIbVvGphBAXC7RnzhA8KvTwCcX4ahsFiYOO6YHu2785xdHnls26TxJhA3G8YLzC4uoEg1d6isJYM+ts1EBqx/1J1nL9yYJV5wijkMIDKx25ryva3ZpzxWd549vf2w7qOPHYftnedNJM93ou88E9q3PsedeEAZxlGUnZkivXwjd54jP1WlOLNYZt8flDwzQvASDAyVdTdQnAcYew8E89GC817I8wPceVb8EMLYz3zukzzrDM/f4i6xigQhto0DYMZf7jpI7GPb5R55tvWx3zK+S7sT/LOinQeFX/zhsfWQr2hgNbv0OYH7Slp/k+R57iKsWLuV5Fnf2mQ4k9qxmDVS/ZnQv40SHTq48gSTNj6weXJHcNM6t/ZQN5i6CL1Zv5fkuS9MnmO/86w3RHe7AVuibVygf67ilH7xHszG9n7ZXyOxppLczcWYtWAlDp2rA4cyE+eq6xBti/5w8Q7mPEYNdudZ42JPj25YyaguE6XwxNt36ZWmT/xEluZWj3xrDaN8FK/y2rt6sbGgGOMmTkWD9zvPytZEqhhBFTeVFORjIsoDI1qphyhO77DuDDAcWA6oCljyHL4BYMZBrTcJpdFFAiHUI/LMAAWGoYx4AhM72OfnVZJKJryNgVPEQWGPnQRVSPUNhu0spIZMposQZtJXlITbnUWVWDhvHQ7v5aTfyQTyejUS02mg0kCnZtE1QT95ttCAFoSguPcaFh0n8R+7MCt23/7O8+aBv/MsUVJnHtYtMvE6aLFjzaAiLFyZbt8fxoN7lMi5A4DWlbWlnPmd5xjyLG0FfYa3aBJnbWhEb85Ec2MXNheUIitzDY4c8R7bpqgmFkEfL47/LBgWCCa6Rwk6N3obgZOgMIklz4tJnvXdQdNlLMyArJ5CGL/TvmcIZRGdTVDQoGJ1cVs/+ocZfRjeDwr3Bl9J/eVWrF5xDEu4KKv33rbNHJjGfvrn/970iA2Lp6g+ypE5S1MTFnnb9nv7zrNgdY3WNxpBccFhA4s/MpJWW52raC0iBe3H7zvPksFj71dcnYPg/M2Ob/rOs+4856NyL8mzx8+0DHDfeY7kFbvvD4uNGzgsnqLcgr/z7HtsmxBRsI9t29YZjDzH6hsNk+U9ieuvtjzrz2GYMEF+Lztr3ApRRzvnaW0gsd95zkVWVh5u3mplOitKo307tqsMHetjw++GuImXoexiy3dzuHw/HG0gMY9tG/Ic+51ntY8951FIUDv3DyPCHytR5Dn8U1XyLdsmUW0uuLCoXOIlys/LUxsV5tZXgle4fqZJCbppb3ORzIuy5HkhVq4t9pFnto2B/NL5sqBztOcTV7yN7Aeaz2dLt+8Pi43rH2aMZ4gL8/SgPqsg3e3Tk5ndhGh0S0cvyXMeZqcsMz9VxSSEfIz9jH2tO7z4jpeoBFXWW2+YY2/jooRwsPq+NLUzvyHPhUWYtXA5yXMNa+GtVniObQMLtYkBK22gfZ+N/LBF2q0hzwN859mQZz1CbUp0zhIs9hx+WK4OeqmD+zUXE6Qwpmnr6sOGgh0YO3EGLnvkWa6ndIYHC5qCVHntM0LlB0JjgzlJOVsNHqqoOBUtGN0ZYO5IubaWnrrzrOeCBUui+/T2ct19647gKf3UkvmRdRJnu9UXv7vYIXmiB/sScmUqh1XlVbInrv5OqcdS/BZ1kGUjBo2G0jMFk8nubmty4b9tW/cjY/56HKg4Y9f5Ljsva6VRsCCfU47WWel0vg4TjaC49xoWHSfxH7swWxO7b8mzfqoq9m3b9qqMS2ciVEeVYSZd97ZtLWrsQsJ1yGg9BtYtnHeU+MP8ebi8/ZAu0lPDmZ88L8dpH3nWlU4NfjzDgxO37w9z8iBhTt5LHrKhFmYcQL0kzc0iz7tJnlcPQp69PhuGauxsJmg/CGrQWAnWLejc6G0ELo+gMElOzmaS54Ukz5oUrVsZ1zKTvvyNjRgmz6bn2NMjWRixQS7CH+n2o8OsLkH26B9m/T+iWwT6aNFpyUw9F2GrVxwheS6LIc8iPJpIlLc/f7d/b3rEhlnx1ytWguKC05u+yi1zpq42jf2d5xkoLHxvb9sWgvSNxr3W2RQdIwoUfIOsfJ3nmxp4+UgU5AV75DnmbduEHQlsO0Umftd3gsSW5860cOL2g868W5irs/TnUQycv9nxzSPPSRtRWRb7tm2NgdYe0TZ1+/6w2LiBw6y4bZAExQWnV2j027ZFnt3btt1PVTEN/Svytm21iJ5y6P+2bWUTXAcHW060BOvr+qslyNKRujiYeIUrXn2/m+PWQG/bXkXynEvy3BIuSWm0b8mz8lCOztcc/B+b3sFKZC+y7w9zMkiYNgTV4EYfN4dLl3C0gcS+bbscKbNiybPaR/0l9gyJ2/eHOXmQMCcsNaqNBdovKMzUS7D5Rb1tO0ye5Vu2TaLanHmEw0w6m8fddOsvwWHWn7yxTEmM4xNucNIxC+8zjzVQQ9pb/VzRSi7yPCNlAXLXFOG2R57NCzc1h5p1vs0/ArWXMtXZBOsXLteVHS5X0X6buv0B7DxAmDGeIS6R/BnFjXqRvg6pdwLpIlM32kneshesQQrJc1vU7zyrr3UgRM7CXHns4MTt+8OcDBamraypeVyQggxTsODsYpKrZPmIvsppW02rkzVbijGb5Pkw5xjdJDOn8p9tB9mA4OCgNrRb2z5+GzmE/Y25qFhLnu3bti/1I8+6G6++G7NGCqdwwry9jxujdA3CfF2ax2oeiTZtHLs2FOwkeZ6FOo88m5/WJgwPFmQmFWlMJU01FgaAJ0TIs9PrIYqK8xdN2wYR55D5aq3QwVBxYK1naFfZVl/Dpc891cPO1M3FqH7OwmwZ2d7bjs4+OiUt0sFte58y0fPf9pqQrrH436por6JYZVyDP14ineWwArsvbWLvcjnPEJyBjXcY4/d0srOwY6u65o4FY9ppiy0lB5CauQF7K06hS6dIZB8mULZy0m6e1B7qRpe72uyVbe3ndHFQmOKCwmLTDxYWnYetd2yYxKsjpbT0KObO3YCy8kto67C6qv2NM9GpbFqKkpssmR/DI7/zrAlY/sJoor8eA+kmUd7a98MrzzuOziMW0kUDqyYQTi88tWx3A8a+uxQnjl9mnNpBdbGwefvL1L5S+cMESWyYoDDJ3cIEicvfhbmyosM0yZtFMnXVVVYtMpWipbULW7boznMODh2yjzZKFGeh+mtA8ENhspf18Yj9/FCY7OF0ECTB9bO2dm3hbw+Xl0Okfv3DrOSsLsDkKVm43MBBi1GRkpTWTmb2BRe+0drkITiRfZje5OsQ0deKP8zq0V9fwV+/yGKDR0TsR+HyfTtd1tc3Y03OESxbVGYWZ6amHGPtexxVD+XtL9OVFavHvegWW79I3SwkinO2cvZycf4whjJf5krYOkvqWId33p6KgoLd5jiShuCpFrJB9O88237fX98IBquzP732paMf0l/6CZE+bN7k2qvJ2vm5y0u6MAlx9twlZGauRN5q+zvPCtZ3hO0Lj1ge/cuMH5wsLTFiHqY8LwMDHatcB6eLwp1uEn+YIIkNE1x6u2/1lv5+O1g4f7PjG1C57wySp6wneb6JVu+xbV0YDJkL4JGFSyQP7Stff5gQFCa49Pa4v75+SBTnbCRYjWLDlKe5o6zFo5effqqqfO85TJuylCTa3nlWGl1As3WWX+qjeUi/eqG5hnoxnUG4DhF9I7BxER0ESWxdJCpHZQqytz6ezxvoo3DddBCB15b6qR9QEY3Vkk4OCRnpIs+rSJ7tWCCxvsZ8qE+3IQFsawPZwr/voFIjn4hNnc6uDgPVzx8muPRWbI76qC6WvLhSBCeNjSH2m92YPWMVroYf26Yt5Gscp207OsSW5Q8TJLFhgkt/tzBB4tpbW7dP/YPCfLaV1NWQPC/Yg7xVh0mexdBkZ41hanf5QGybuzD73+owuG7BYZJImPRx6xHpZ8Kps0nqhhclVT04voV6dHfMpbYtdI3kedasLOTlbsHtG2xD+qCpN9e1riz1I/mpxjg7tvnHLkJlOrVcsCvX2JH1NnA29YcJQWGCTc9/zI8ZSjdXpA6NNm3sRY0MskxZ5G5R1jpkzF1lbRAWO/6FRKDNBTXbnuGyzD7z94XZSkhchfxQmERbrS20vhU82+h8pzv/tDV21HeFjS4KtJJfVIK0xbk4dfGKFxIRPVYdCnHc6qa+4l+hLsKNz/3tZj/O36gN/4k8T5iUgbr6RlOqrkNoa/XRmlt6qw6O0bo6SswZ/G/HUK2z9F6MEHcMeVZeTNrNY227mIXI86jx01F33ZLnDp1DmCZUOplI56oIozf9yoOdR70EYT0cpMvDEWNbjccqUrrTzk4/jd8hjt9d7PMizJ0c+wQdt/e1cL/NhOtGssh0FznxU53sQDyNSUiUlZRO2NjTzH0dhXh6G6emVnNk+bjSc5+dtl0dlwp10LrdunrCT+TKipwgGsNFgnRzeuu3Fru7OQF6byGQI0c1tnEMhtFbQ20ctjrUAHIkSxkbef7mPQcwb+F67Kg4jlY5JBPIweQ7ItvG2ZhHcwsbqEskQLZROc65tO+HwhQXFBabfrCw2DxcnP/Ynw7YXXoYKSnrUFF5ybx1T5ra76O00gTugRSGKoI2sMciD7p6KyiNHNQm6a+H9oN0G0xfxQWFRcNOJ5rMtQjg4Mrgsj31GDt6KY4eqzOpOjnw2fpowvc6uplwda72Ncj4wwbS16/H3cIEm4fN3+YbKSs6TNOJFmZ2y4G32/pce3sIxcW7DQE4sN/enZFYW+ujPLw6heHl645dWb76OT2C9L23+rkwbf3hg4VpC6zOK8CkKZmorW9TF/NyZp8xOtmLMj29+n11EQb1HXeuPd/WO2I/G+8v06X3h/n18IcJLr3N006SbkEVC4WrneTzPbhc14S1uYexYgnJcx0X+OwfXT3tpi1FoG3e/jJdWbF63F23wcMEl4cfCnftHAmjtWljXRwVtChRGnBR2UjynISCTTvNsSZepbVwfie7686ayIz2bZtEyhhMt6Awf3rtx0LhTnfpaff18pNu2VpXitUu5qkqpY3ImbMXSGZWYO2aYo5tNrdOzmN6fFb52qdruDDr0VinfFSfWD10rHIdnC4Kd7opnT9MCAoTXHruh/uk109j4PxNd2hk5cp9VZiRtA77y2+gqdnmJr+045vVP266DRom2DyMrtqG931jjhemi9WhHs653kVrzcdtbT0oLzuLmcnLUeF957lbd2l0vhmrtS9ooagFpMb4iB/a/4PrFhzmT+/VwZTpoDL9fm/roj4tP+n1CLTGCft9TOXBsZpDQibJ84IFK3HjZqMZv42GWndwTaHHT0M9doy35fjL1b5DdPn96+LqMFD9/GGCS2+tJr3sWKYLYE2EiIErzdpc0tTUhdU5JZg5fTmucKyWKE7pXV+xefvLdGX5w4S76Xa3MMHmcS/+pjBz8dJs1WeB2tomLFu0B2tWHUL9Zb3cUensm4ftuREruDaP7DsdBtctOMyfXvnZW1SCyjbhYiQumbZqJB7oKdGOLv3iiyXPipLcudmGtFlLkJ+7HU03OE/apo0SjY+dXS1eW7mypI8Dc9N5pjwfzD9/XVwd/GFO0dgwwaUn1BbsH2Y9zEOtk0PsB119zdSmmWPxLRw/cQglRXsw9o0ZmDk2HZdPXcOxshMMK0Z1TRXPIdHmON/Ro3WBLlppneeN92afc4EvzHwN9a66aau1hdaxgrON0ni6e+m62WdDIfkJW4FlXbl6FXvLKjFhcjImTJyLnSVHcHD/GZTuKsOJo4fQ3HSb3II8q72ZhJljBce7ri7WoUvrGZu/9S3rVxE4f2Op/FeweT/GT0xFw9U7bENqqH9KYepKfTgOifjrLqluOriv4Br/N2Msx1szL8jTetFOIt/J9b1xLaKPhXRyDKbJiD7kb9qBkWOmkDzfYAKu6ll9vQhNpLszJF/kSTzuZXvq4oB9wsHCXbSwZTuwze8B8RTH79xF/072n3b6jnn/FO3U3NPEUU/ct42fZqKJswv3ehv5v4XhJNL8tJL3NPc246k73UxEQ7b0tpP4tTJ5G27zxGYmuNF1C1e7ruNObxMayb6FVp4s+iwi3cHzutgQLZ1k6jIYFTRXh6nkUBviQSRIN0ee7bFtbBk6FCJh4TYsjDfPvLO+fSGCTqMJsJWEu52OqG9pbCzZgxlZq7DrwEk6GZfS7Rzk5Ihmrc/8SX70hjt9OV/Oro5hO+fDgwZLW7YdOP0wHZCQ7C49innz1mPf/mp06pIXxU48GjC8u8pa1JheJ1H+mkx11XAw8jwUsO3mYAccTf7Sg77KZtu18zImjFuB02fs27a7WM8ODcD0f/v1hP72iEVw2feHoPxjIXvr8STbXhogeSqlo7MLmwt3IC1tKQ4ePGEDKdbWbJOAvKxNgnUZagTp4w+X5K3ZjKTpC1DXoIWkrUuIfa2zu90uTtmW8j07qUWTZzskCqp7/Oup/CxhcWCfjoLC7B0b6VNX24ic5ZVYurCUxNM+tm2vdFo/CypjqCEfMr/JGAYXu1HHhMY289FVabsYltTV3sH4cXOwdat9bFutY+0smzu/0/Fg5Dke8Pdzf76yaQTud1AVZxcM1FOqeHL+gu48L0du7ubwnWctTKSvnhDo4oIs1GvvolsfVX1iF1A69pfr1/PB4fqGQdTiI9bfgEMHz2J28kYcqrxtvhsYYhotjXTX2X31KqiMoUSU/oPAPurLGumCfE8I7R192L/vIubMXIGDByx5NnOzSe8W/DrnbuT5weHX044tbpwR3FijOVNtoRsKXAmwH2ncMi8zouix7QXZuVi4cBVu3Y78bJ1y0Mc+VaS5ypZjL9z4oTBBY1BkzOnfB+4X1IFZaYrXd7a7uQbsxh2vLvQjA40PbCumaW3lgnpDOebOzsXN65Y8q8+4se1R+JoQ3VbBMPMp20pb25+Bq1ebsHzxXuSRPOuip/LqNeOYvRAQ3eaCwiKI1eN+obwceVZ7m7bVelSNI8ML6vu0tfylI9SOS3WXcObiBdy804Sezh5cOXcHi2fmoXjlHjQ2tKK7Szd5utHR2oYr9ZdZv2o0Nt5gHyM56Go247uzi7UJy2UZLMRCJhLMwoPle7o+ONh3tOZmnTQud3Jd3NJJktKtR5F7cfXaJXzr68/gr/7L3+ETf/1l/Orrr+ONn43GR/77v+Av/+ufI33+LDS3X0Mb06s9jd6B5bxXKB+tLTR/ROYQzwgsJ2IDEdIejlmSxjt3kJmahY9+4F/xp3/6H/GFT30Hb7+chC9+4pv4+7/6R/z0uR+grLTEniciz/6kr6DZn3mSb0b8aWBobgI2FezDyFFzcLHa3glW09iRhPkY4kz/5rq2RxeQSfClYzRI+rnm7eK60txA5fgjUinpI1nubWXbcAzWPYpQcw+25Jdg4sSZqPF+qkp3nu0KjCVqPqJuqpcuDIRCqg/P9SDRmkI3JcWnhIE4YiziLbpQ2UU9umh/w11po2ZCv32kG8Wt/NzqvombPTdwi7gRum5Itf004hbHxBu9d7jfgqeaabxGTkBNNPgtsumbPOLUi6rrZ7H7zF6UVO1G2bl92F99CEfrT6C+/Yrh5CqM5ud/dspeggbUSwvM99wGMMyjFZVvEaSbI88iyjqW6GpKNzt0Dzt3N2eVLg5CXV0ceDva0N1yB32dHGRpPy0w20XAaBHd9F9ZUIhpaYtRefSsuZqjc3s6WY76YxfLaWtFZ9MN9HTdoTpaZOqKGR3KOPDDgSa6yGSoxYsH7itckOzaddTced5TdhEt7awHbWMfy9KiRd2H9mJv1lirMV6L1F7WyT5K12L3TRlMSVg7M82QwPM/M7mojgRt20Nv1QDYTnW3FlVj7OhlOFVlv/PcxQmoLdRi2jCyOLkLPBvGBUH5x0D21l0JuzixXizRY9sbNmzD3LmLw+TZzHWyNW1g25RtHAWFMd9HAOdffn/zh0tW5mzCuEnpuFjHNuGx6qqLU13dHOS7uRAgmbGPFKrPeP3Ga3v7MiHVWwsQ+4nV4UFg/Mno7bbRZRoY3eRvfaitaeSCrAKLMnfiSoP9bpJrT+Nr2no2eGjoZxPbV6Kgu86mL2mZYCdtLRfOnrmKMaNnm68KOAnX24wL3jH7vfqc2Tf9nvkElXO/MGOIA/N1/d/Y00JX1mVbWZwaeOnsWC5orDp3/hLS0pZg+fJ8NJN/2pTO57QwbeYCQ+OzzdO2ueoh23gw+bq29KDj8Jj0AGBdLel30LzqwHJNu2jcsuSlovwUkibkYX/5TbRz0aOWsF/H0pNiHD9EzmS/eCFI5xhE6x8MtVNXt2xIit/N8ZrHnZwnK8rOI2nyQpTrVyso8kczhmlMN21ByM+4ZjE+x7ysD8bL32y7Ro+d6uuu37u+z3Tsz/K5UI/uhOlJBabXmCSnoujOc1racmRlrsDNW81Ma/1MeZh60Y9Udzsnq37+cgWvvuHytQ3S+X4he8lu6gf6uDlc/qVxQB+m40dfRWtp6cPG9WXmzvP1qxqT1c81YstmXCCzLnHrBw6BesfA6DgY1Fbso9yaOZ+6SuovN3Kc3oVVS/ejzpDnHsZrHFNbyK8Ef9u7MItAXe4D+ujJTnoSy7f9A6w7F5EWurBJu9JjSDLbsLu8FD/4yY/w+S8+jfFjpmFTzjasTt2CV781EhN/PRPLZ69GzsIcbMxZjyXpC/GDb30Pz/3gB9i+rdi0ly6WtpOwikSpZPmaazeRWiaQk2owMRDZ7dcu94lQiKStS23A9SOzN09vitixfJG7ChLNZz/3VTzzz9/Bc5/6Ld78ziSM+cUM/NN//mf8/Nkfo7xkB9fXjTxPLxdTPhp/mfcDQ33Z3bW1+erxakGXI+26whvrCfmK5PSRKrz449/iO//2I3zlY9/EL776Okb9cha+8fEf4d/+5YtImTEDVy7XMKVsatsx1NmOzg6ua3QjjfnIl/wflRfla6blgaLiwxg7Pg1nL9g7wRI9maN1Ug/bMsS5q4djUeSus/UlCx2rn+oiknxNt0I19tD21Ke3lWuYDuqorsFxq7exDzsLdmP65NmovXxN2qOV+rbojj8/+uld3dTo7m1i2Vrvy0dIqkNslU6RZdYrPF9bxPKvaETmufiKbKd+04HWUBs5a4i8tw23+1o5e+iLAq1o6LqKE1dP4kDNIey/uB97T+9B5YX9OHXjNC53N5AfkzyTOl8jS36qmSfdpoV0s1o3py+21qDsfCW2nijBxsObUVy1DXsulWHrye3YcqQYFZf2o6b1MtO28CPT0TgyHQfLDjJ6MwAPYJxHKypfjRGsm2twLay05SGdm+Bp2uotdF1ddE5dxWOn72m/jb7QbUay49L4HX36HpO9AlW4qxRzM1ahsrKK3JoZKFg3YvVkBkl0bzvP79AA7e6eiYxqMfSQP6xYGAFhkj17TmDevILwC8PsIpkd0Ois3sX6WbNa8Dx7tdbdmdYApImZ0bKlsXekc8QXmuQd3EcDjvTRYylAybZajH53GU54LwzTFahOM3BFzqSGg34ieT/4x5/vQB83qNr0xuJGmptD2FK4F1lZq3Ho0GkToThja++8yKJB+4/Ax2I/bKcof3MfhklWri7A2IkZuFDb4ryLsZq/qb0mdU5mts9oASE/ZE1j2t5f66H9RMqMhKlU9ete8+IZvTBs2cJyXLti7zzrpUB6RNWe8fDbw9rRbdWXfVu3T+iOmW0RtYC8ELhw7gbefWcWCgr2mBhJOGfZ3/id6qS7Olx0mHCGmXC/jR7s48bsCBSmEuzSIgIzIBkY/6AibpxX8IULNew7OcjJ2cKxzS6BzPe4VC/2N/viJ3mhzc8r3VeuQ0zZTp84wOlv4Xbtsf04f+NYXXoSk8asxoHyO5ynrM31yw5623aHIaXx7RFB+sYiovvAULoQiYHxO5JItVuIDVFZcRETxy/Ant3HmM6mtv6lFYdrD/lZC6EFHD9MZHzR5BKPj8px0Mfl7Yf7T/rBRb/8Rj4jXRx57qB/paWtQGbmKtyKemGY2pBbr+4iaIbI8vwon/LKcK1uP1aj+HxYCnXQQ3Z2PNDF2lbuk1CxDnZcoFbc51rYvNBt47oKTE9agpvXLHlWXdRKGsu7RQ58fhAP3MvHb53gj9JYvzR32AlJXU0jFmaUcrw+jCsN9smhHuNT/j7jzhaG5qPSdEnIebhZfGoxKsPTP+xXOazOLaF2rNmcj099/gv4xL/+G6aMnYeNC3dh2aRNeP5f38CY7yYjZ+p6LJ+7CgtSFmLqqCR8+G8/hG9+7VvYX7Hf5KE7gl0hruKZp4ia8TvP3vynRrXQ4Chw398mDwJzN5JgSQjxn576cXLmxDEkj56EnDkrcbzgJFaO3ozcUYU4vKoKE34xHVsWF6LjluZU5sM1QVu3boDIag/+sf4hW1uY/kd9jV8zzlpJ60qNWbYtuju7sXPjLrz+s7dQsmYXirL3UOcilC04i7XJ2/DuS6Nx4tARk7ang4S1jetjtmd3d8jckDM37UxJkTJsORG97Mfaatv240ieudy8MKyTY735vjL9RP5sv7JEEtvDda8h/TyP7RaBjkUjyWdInltpO80jVjmmb2OdxFd0vd/bluSWYOLbU3C1/ppSGT0s5db3gvX1jka2wx3mYzmQXKebA4UItLgTI4zIlXUz0XJEpZM/xUJxsrkcLo6iNmSd5eutHKfbuL1DnnKLuNnbijPNF1FWU4ntJ3ei8HARio8WY9epndh+aofBnupyXGirJXluQT1p9FM0PU9uZSatuNhci63Hd2B9ZT4O1B/B+ZZLZNjXmOwWzrScQUXtPhQd3YqKC5W43N7Ac/RtaN2DDqFdd4bYWGZhbAzT3yiPVlS+mtx2XIuIbtapbKML3Zy8OztoavscnwH9ysAekxjqSku3JphOdPa2oaXjNmrra1FctBe5i7fh1L4am1bFygkF5w9dIdRXn8fN63Xo7dbVIUYx3XCBbCEp3XMKqfPZ5hWX0d5JmzFM/3XVMqS7Bboa6QfrZ68s0hc48dp9pY/kO5Tw18Giz1xp0hsZdbx39xWMGrECJ09Z8qyrnV1M00WyoHjuRvJz+zHb6PwfDOF8g8ry7csNzV0V7xxJc1MI27YdxNKlm3H48Plw+nD+5hzWy8AXTvQrKyDMnz4eUL7+fb++2kpy8ooweeoS1DToyju7Cf2pnWO5Fmw8pNiB35Egk48Hl7fGak0wgguLC2STu6LP+BpHFZJnLm5WnSJ53o+Gy81Gf703oJMTCrMbEhvfGzyfMFuOce7YhRH8M2NSiMYUJFfqmzHy7dnYUlhujv02N4tugYHhu2QmL1+aOMHf5gOB1TL6a9/o5Y1NagSFC+fO1iI7ay3WrtluvtLBIHOBTb5m6q86MqGInb67Gi5f8Q46HkKYevjBMg24b9JQP5FiSUXZGUyfVIDD+9rNY8JdVLaDnaibabTv9I8XYnUNQj/9AxBOL/t3aV7hoo76H9pfj2lTVoVfGKY2sWV7Pmv2uTjjXKwFtAmjbawfPgpwMayxifZWfbSo7dDFc4q+6bUgKw/Z2Wtx/abu0tg6a8zgxmyVh+po6ukdP1TQjcwNThYuIqJHYXWxj81hwwxsWr0ArWDjEcxKzkHjLZJN6tvFsU2LeOnPv3D/ixf66RsAk1blurL9W9++0ob4T5BofF6WXYl1OadwtUF3OVhXEpGhGsMGguYs/QSqoGONMaZ7m/HLzn325oXIcxd2lJdjxJjJWJC9BjUnruPawTYcXFaN2T9cipzXtuDIyrM4vOUkDpUcw44Nu/H6b97EykW56GznHKXy9NVDfrSm0zghyPfUdqZ/qnwf4jnmqQ7MznwdUHxN751wsrNgB9755Vu4tKMaYPffPvkwNo8uR92GO9g0dScWjF2MUxUnzPeldQOkjWs8vXxXuofLcPsxW7+9g6A0qrtRzquvwnVhtcuDLtnpSVv3ToNLVZxLpi3FqhnrcftYK/YtrkL+iApcXUf1c69i7G8mYcv6QrQ2kS+wol0dzMEO20ZEKDu42HHrFgeNE37dBD35saXoOKZNX476BnKwNqDNG2f0v8+QFCZkg5lH4mkUu1byQ7ZSHbrR1NmKK9ev4nr9dfS0q9IUdQHxFXFh4uiGY0gZmY6m+lY03WrDlau30cYBjqM1OsiDuvsaqSshDsgs5CtGGQm3ChOnEnQnWjoYH+O/CMTJHIaGPBub0DZ6skO0XzeOb7Oy1R1Xse3Mbmw6WoT9dYdw5vYZ1HZWQ89hN3Rext6Le7DhUD5KLuzF6fYa1JFCP6WvROsucl1nA3af3Yv8/fk4fPUwarpqcbzhOLYeK8a209txsukkanpqUF5dhqJD7JS1h3EjRA7e12zexi0jmisxVG74k2fbMH4CrQ5iBgY6mmws0tzR3s1JnGl0mucAeo+YdXpOKl1t5pELnd8V6iTBLMfEMVMw8rdTkDlmDXYtPoiLOy/hYuklVBfV4nLxFdTurcO58nMoWb0FI197C0sWLcL167dMGWaSYt7hrX/fv73XMG3vNUzbmH3Jzp2nkDJ7K8r21purzRKZQ4NGVydtoDvpsonudAg83z4aSX9gJ7b77DTKV3Fxhst3QLAerZ2dHKB1dY/kedcVjPzjqgh5JjqoX2uHBkLrB1ELsICtyze8vdcwbWPCwvkGleXbN5Mq97Wwp5pG7jSGzHdfMrM24dDhC8bDFa90BjrHDy/c5CEwLGobEzZgHbQdKG6QMOXrwvxluTDJylVFmDhlOequ2EWLvova3KqXErJf2iQ8R4tk+hX7aJAvcD0Qrqsr28WF9wcL0zYojPrETm79QCW7OFBI1+pLbVix5CQWZB5ATbUjz330RQ3ftv7h/GPLGihM23sN0zYmTP4tPQz4L2rr9n3o6OxBewdPplzjRP3HN2Zhi/c7z+H8/VBf14JbYD2j42K2QWHaDhZG+Nt8IJgJnHXVPteYHKt5rDAfTp+qQ+q8NVi1cisndFMlQ6IFZyctnvXomYiB0yO2rKGEnZN8UJgXHu5DaijK/ooLmDllO/bvaTd3Oju4ympjJ2ASLm6s7n47hvcHC9N2gLAgfWPRT/8B4FWB/qZHtrvRTj5WWd6A5Kl6AZr9GT61iS2bbeF8S/uceMxdRIWx7QxMXMw2KMzkd5ewWCjcIRzOsjUmeYtC1b2N41Zbq6xPH+QCNCt9LbIy83H1RqdZALuxWm3DjRk/TDsR2ndj2GAI6+DX525h2gakk87qM6bvUx+NuHZ95IU5ME1rM7Bx7VHMmbEOt29w9c7w9o4e9hXZwFTZtKvfFx4U/eoQEBbuE4LbDwjTHCHIpyRX61tIng8jb9lpXK6x5DnExFHlBEHxLk3sNihM20HC1KYccg0Upnr3aWwi+jgBad7T/MJgNHKgKqk4gCnJ6di1/bAhPF1VfTiS3YAlPynC2hd2IX/MbmxdWI76Y3dw4VADpoyYg53e1256NC4yX9lEpFk3EiysjUy/VPk+xLbJ/UJ1ZVdBB+vUxHV2u5kXjVq4VncTG5cUIDc5D9Wbr+BYxmUs/MkWZP6gENvGnMLm8fsw4rvjkDMvF+2NaisrMpMhm7Kb4Gtv/3Yg24e3hGyuJ7IF6au+StcmUaSZ5evsBJ10Hp2jzrtjQxmmvjYHZwrrcWntHax8aTuyv1eInW+dx5bRh5D00lxMeHsyjh/wvZuG+crG6juaY1raOC7weCA4HeWzBZsOY8SINDQ0NJq5SxfqmA3z45qIg4d5QTHTmcCB4Eldww2kzMnC5HemY8fqnag+UIP68nrUldbhwpaLOFd4Advn7Ebqa0uxb10VMqbnYt7MFThTVcexgP6iR8X72mijZnR1dZi5VnOUK9/Ow+RINKD8zZUfHmv4z8LxsgjiKeJ7hjwTXJ2Q9baTGrfiKkn/wesnseHAZuyt3kfSXIfT109h14ntKD++G1UNJ3Cp7SL21x/A+qObUHxxFy6gXneem5lJG47WHcO249tRdacKl7ouIrcsBz8f9VN88BsfwGd+8ilMWDwO++rKcLHtHDPdge2HinG5sYZO1EqHamWH06N63mNHbN2IQSJ4tKLy1ZoB5JkOICcWQmQZIV1a8qsbs29exB0jrezEi9NX4osffhZf+dsf4bUvJGHMl2ZjypdmYeoXZiP5CxmY983lmPeThRj/48n46Zd+gX/8y4/ijddHo7raErnhKHv3nsf8lFKUl91gB/cCg0Q28ttpGIrat2zXTYwflY9TpyLfFVEX1eA03EWkWR7spLm5Dxs27ENaWgEOH672Qh9vycndjomTc1Dv+4UHTbKs1nlkAAD/9ElEQVT+ej8uUlPdhdwVF7B80Slcrhus8zwecrm6HW+/MR9Fm+0jf4+l+Maoi+dvIiNtM3JWlpgF0uMu+yvqMDtpN8p2tBny7JdhPjT3kw6S5/LdVzFz6iaS54te6GMmPqO3twAZ8zdi0cKtaLTf4DCicW1Ytc09KtPSCKzLPY65MwpxvZ6r5cdMYpejV+o6sHzBSeQtv8BxbnjXx/lMI9ng1rJDmJCUhfJS+0hw66EubHr7MFK/nI8l3yxG9s/XY+2M7bhyrAXVB29h6jsk2pvtk0OGgTMzQ5JtyEMXWbqF6+nw8ov6bFhRjPG/S8KpjWyLjU1Y+0o5pn46F7O/sBF5z1egZMJRLH97HRZPWYmj+06gta0dbXoJlZdF3ERG8RlG+ctkDq682gvXsXDGamSPXYXGinbsn30eq362G8u/sRtLv7ILeb/ZjQ0zduCdl8Zg7Yp8tFHfzhbWXDziPtedmwuO4q0301BvflbNiki1+KE9IO6xUSvLT+NLn34On/rbZ/D29yZgwnenY/5z2Uh5NhMTPz0Loz4+HW/88xS89umpePd7afjMXz+Hn33jHRzce87LIUBUttPFCcOMr3l6qg9GII4YIc0OcRPpo3LI6vXCNH2/v43k+Q7Z79mWGmyt2omtp3aiuqMOJSTNr035HT71rX/BJ77+Ebw4+nkcuLQfV0NXsfXCDqw7WYBjXWfxlN4v1shP2dlyFB7agnMtZ1F2qRRPP/9FfPQ7H8avJ/4S33vzW/jUDz+GUenv4OytKpysP4qiygKcaThF8mxfqqBHfMx3Emmd4Uue1Rjd1MU1Tn/yrEZtbwuhqbELXfoqGU/TtkNfnPd6jB5Z0gtmdPVYhEbxtWdbkZe5HUkvZWDBq4VY8NNipD69Bpt+shvFPy3Huu/swfJvlSD/9xXYOn0/0kbm4Pe/nIiCjXvR0dFl7o4I+q7aQwPX84NBV7r27rmEzLQDKCXpvHWTtmFdda7ipC/9EPqKVw/Du7lg6+a+q4sfLk9dgY8nBquLyL6uyKnV1U4tXLSUbr+N6ZN24uCBW+YOkx4VamW6Vuqv9EbX4QjpSR9s5ljZQT1l/+vXekieDyErcxv27as1Lwkyjwo6ePULwwtXPYPs1Q9MG3cE5e2FqU45OaVImroBF6utr5k7BGxAXdwwdVMdFc79KD/wQfVzdY0q5wERZduBQDtrXFDac2dDXGA2YPXyalRf7DDtpnDF6zu2Rl8dP0QYu1HHgaArw0rTJj+jv5mryLI/bX7qWCvGj1qJwvxj5jjcVzy7h+vDPAz84S4uDvC3+6CQjoR+BUQIyXc4bnewbto/f+YmFmWXYE1uGVqaGc6wNsa7/qFjlaf6yy7vufwhhrOpa7uKPQ2Yl1yJXcUtaLzNQY+ivtPOdFyvxbUNhCCd7gtsI91pFmRrzbl3bnCs3nENKcnbSKJrjL8ZBOgR5W8unfaD0sYDytvBC9OYJH8xd6m8Y1MXrhekz/UGIDutGEuX7Ma1a31mLFCbaDzXVmOdxndt1V79xhWFBSBu9WQ+agvN3+rz5i6XQLsaKIzQjQOluVrfi7U5J5E2Zycunub6j3ES1VnzUKv6GOti1gNxQqDe9wG1jV7gJl3VVvK781XtWLnwDNatrMelc1rHMl5t585T+UFw8XFA7Pyi/E17CNTZ+BXt38bFDE2MW5wct5YdxdiJ2VzXHOIJJNS7OlHw2gks+9oebPj+QewccxYXim8gdLkH1fsbMfWPC1Cwci96WWfDXGkD+azKbheYv8rWfriOKtuBx/GC7hLr546aWFYn+7x8//zpG3jjN+PwjX/+EcoWHMOllY0ofPUE5n62CKmf24GS186jaX07rhTewYxXU/GbH7+CiZNnYdW6Aty8027aTO07EO6lzaRbDw3cRx8RdCz7mK8C014tLKOF+rZJZ4bPm7kUX//4T7Fw1Gq0V3bidNoNrPvxAeQ8vR+lP7uEW4ub0HyoFalJC/D6i6Mw4d2ZWJy+GpfP3zbrZz0B0On1fX/7x8LoRmiO2pR/GhPG5+FMVYvhJaqX5rBOOQZ11J1zPQlq7qBrPwbqx6Jkmgf376nDH19MRerIjdgy8zBSfrACC76zDqu+U4yCn1Yi/2cHkfnNrZj+tXVI+v56vPTFOVg8dSea6mRQ5sey21l2O9fXqod00PpB/crYkmVpfDD+rHJpP0tkrQ4W4ogeLxNHg15qxorES1iGARXoZaVDffqBqk4y31YcajiBgkNFOHL9OGpCdfjF2z/Dh774D3jhnZ/jJ699Dx9/9sN4ccyvUHJ6O461nsC22l3Ydb0CT+l3rG70XCfbLsF2Mu66UA3yynLwf/zLf8GvJ/zCEOT8g+vwrd8/g49/5yMoOlyAyx3V2HNyJw5f2I9rLfXeXWe9qe9xIM+OOPvIs6CGJLpDvajcdxizZqZi0oQZmDMrHTOT05E0OQXJ0+Zj9ox0TJ06HxOT0pA0MwtJ07ORPHUZJrydjZe+MxqvfW0SUn68DqnPFmL2v+Zi2ZcKsO4bO5Hz1V2Y9Yk1SHkmD1m/3YB3fjwbz339bYwamY5585Zj+rRMIuOhI3l6ZhQicemYkbwAL784A9/8+nj89sU0TJm8nHVfgGnT0pA8I5X2SMesqVmYPW0BZjJ8RlIWZkxlntMYN32eBW2WzLDpU7MNkqeyHKWJEyL6SvdoTGP41Olsu+kpmE59pyatxG9/vRBf+izb6ZVUzJqzlHHpmDB5HqYl23ymTU2/KyJlPjiC8u8H2lk2n8r0U5OykTQli8cLuV2K3zw/GT/43tv4w2uzMH36Uua5gOkUz7xZt2nT08z5ssO06QxTuFf2w4bfv5Kpi45nJEfCZiRn4QfffwtPP/06xo1fhcmTl2AyJ5zkGQsxYzbrxTpMmcK2kv+xXsm0jfUBf5s7DE09ledUY0d/WZEypePU6XMxPTkNo0YsxM9+kIbnvj0bY99dzL6Tbdpw1iy2IccPtW1QGUMLlTkIqH/y9CzMnL6YY14mkibN5/iXidnJSzHizSw88+XX8NLzUzFj2hL254jdXf+2ecy3iAoP0uX+YMeQWNjxQGNSsvxD4PEM6jCTY/TM6RyfpmVjGvvOdGLe7GXm+9vffvZ1/PoXEzFn9lpMmrgI48czj+SFHP/ZVlPms7+p/hoLVbbqmsV8Y6HyvXKdHvFCEvM10H40pst/pnJcmJqClDkL8M6bGfjuM9Px+ksrGb4aM2YswCSObVOYZuYs9iP1P+YZZNP7QaC+sQjrPxDSOGewjZKzaf/5HNPmYdYMttPkpXjjlSx862uj8Pbr6eYnqybTF6dPTyXSPB1YHx0nc3yXvzGf6ZyHrL+prfrr/GBQnh7Y7gb0Bx1PZV2msi6zZ9MXNAZwfybtPzN5EaZOWoQpE1bgR99/F9//zpsYM5p1nrmY5y3kGJfFMYH1pY8mUX+NI1PZTmas9sbs6TxWmMqa5sGWa8sO1vW9I5n5JdN+ydpP5tydPNeOswpnOSac+7M4NkyZsBS//lkyvv/NCZgwahXDlrKPyB/VhmofuxYw64E4IUjnWPSbOwPBPsP2Up+ZyTknedoijHt3GX76vRQ8/5MsTBq7jGM089M4bsZF5e1r+zCiy44HTPvTH4QoG3JsmZ5M285IweTZczBpzhyMnT4TL70+Fl/60i/w6i+nYPGkzVjy8lbMeXoTkv4uFykf3YCsHxZiwdvrkTWB8+mrGXj2k7/Gyz8ag4wZKzCb/jZl0hzOr8yb69ok9qGkZK6T2OaCrbvdBrXHg0BjV/JMrqFncS3NMpPnLKS/LcULvxyFD/7Fp/Gx//Y5jP7mVCz45Xpkf7MYSR9ch4n/sAYLvl6CTa+WIfftLfjpZ17C3/wfH8LffeAT+Mo3n8PYCbMwcyb7DvMXouwaEDYYZnItO3tKNmZPtmtW9cPJtNHEWakEdZ49n+1AJM3DZ//lWfzf/99/wm8+90csfmUdcp/fjZkfW4tZf7sJqz9/CPm/2IuVozbgjy+MxSc++AX8xX/5AL7y2e9h0qgUti3nFjNnsd2pn9YWSTFQmFlzCMbvluO1V1Px3A/HYcyoRZhN8p7MsUTj3gy227QpKZjJdfcstt1MDyrDD/XrmZzTpk3Kwpu/nY2ffW0sxvx0ARa+vhWzv5OLiR/PxNzPrMaKb+zGsm/uRdpXtmHqFzfg9x/Pwg//aRImvpCLRcmFSB67GCnkP7OmLjbr/2mcM4WZHK9mkx9p/T9l4ixMS0rBiuVrcfzYaYR090CMLEyeHUd0vEw3OO1NzriJIc/8R37apxeq9XaQsZI89zWj4uIBFB3bjktdNdh7aS8+/LUP4plffRkHLpZh/7m9GDH7TfzPz/8F0tfNRwOukjzvxIYzhXhKv1h1s/cWth8vwdbj23AF9VhdkYv/9NH/Db9NfpHZt6GypgJf+NVn8VfMYEPlGtR1VmNvVSmO1RzC9bZ68+i2ed15r14QNZzJs4UlzT4dFe5Fd3X24NjRU1i6dCXmz81EZsZSZBFpqQuRnrYYGWlLMT91MeakLsHsNA5A83KwKGsTB6Mc/OKrr+AT//vT+NU/jcLkL6zA+I9xEPwEnfDfliH500vw6t/qUe45yHx9JV7+1gj845//G77+5RfoWIuRnZHHvFeyjAdHRvo9QmljEQ5fQZ3WkWTOwbPPvIvXX8vC/Hn5SE9fi7T05UjPWGx+5iUzdRWyUvOINcicv5rHOncJMjIWWshmqSuQzjTpTJORmkMwTbzg6Z2etiqC9BzPFsuRmr4U81Kzqe8yptuM119egc998k2MGrkIi5bkY376Csydz7pksk6sc7rRNU4wOtwFQefFgvXISKf+mSvoj7kMo53ZNqnz1uOVl6fixz94C6NHpiI7K591XMd2Wc1zVrGdVhDLuE//pR3UpgYM7+cLAQjU9wGgdspMX2VgyvAfcz87cw1+8uM/4itf+R0XnuuRmroR89Pobxn0m0zWO2MFUtMW0a9YF9Oeqo/yVrurzVlnA+Vt62ra1KC/Pu8VtqyVtKX2bVnO57Sv8mTntPQFyMpegamTV+EXP0jBD781nZMU+0gm68I0WZnKZykhn4suIxBBPhGLqLoOBpU5MPRzOqqnXkCTnpbLPi+fW41FC/I5Ka7A0194nmPCNCxeuJFtyD7t2d1uBfpb+mILo798kW3nr88Dwo4hAm3uwLoZcGwyfUVgXTLZVtnsM1npFhnUJSM1F4tZn/FjUkmeX8bzv5zIvrON/rYec1LkZ6vZRjm0xWKGqS6qk+yj8lWuzcPCG89kN5UZOz4NgMA2HBQ6R6CtDeiHpr2svy1fthZjRy3At782EaPeWsv4ImRkrUXKfM5XTJO9kHqy/5g8Yux5f/DsfRekp9Jug2IZ22gFFmbnYN68xZg7dyn9jfrPz8eYd5bj28+MxNh3F2HZkgLMZ12ifUt+xTzSOTenL/LC6G9sF2srv/0CEFWfICiNHwqj7TW/cAy25cvnV9JP2A6c97KymE5jAOuWyXErPXUdsZ7zYgF++twIkufXSNwWMh1JAceDVPqP8ssgNG5lZrAMtpPG6PQM1i28r63KtuVnyJe1b/qeX+f7BfPRHD1fvqMyZNMshtPmxp5WvzTWOTtzA9LmbsBLz4s8j0bKjE1YwLknnbqncl2UyjbJzuK4zvRBvn+/CNY7BkHtHIM0M0ZxXUefy8jKwcJF6zEreR1+8VwKXvxFBmYnk6QtWMW6LDDpbNs7W/sRUP4DQOOunVdWhyH/kt1TOd/NyyJRyV6AOQuyMXfhQsyYl4E33pyA7z7zAsb9dh42pOzGuhGlmPe1DUj6wAqk/Os6zP3OaqS+noPlJDpzRi7Bdz7zK4z47RTkLCxA2mymme2tfbKWYT7XdPMz2H4ebN21fqDvBbTHg0DtkJm9HPPoZ9NnZXCMysGKZRvx/E9fxTOf/B6mvTIbeWM3Iu/1YmR8cxOmfGQ1kj7Kdnm2BBtfOYjNk3dh/PNJ+MHXf44XXv4Die1crhM0lrBdmH+a2nk+13/zlxno2Nk41u79wPOz2Aey5ueY9a3C5rMvzs1cijnZXPtnL2I7LGJ7LCFZT8f3n/k5fvjZX2PpyLVYP6IEa37DNvj0Bsz+u41Y9q8VWP3DSiwbUYDlXP/+4Js/w+c+/hXMmpKGpdl5SE2hjalnVgbbXTpzvpofg1T1K0H7rF9m5nqmz2f6ddzfwHmNW/pKVgb15Rw0by79lmvaDLZdBsdXod+4yzhTZkoO3v7ddPzLXz6Lp//+Z5jwozRM/nYmXv/IZIz82BxM/dxSTPv8Ckz70ipM+NJS/PhvR+ND/+47+NnnxiJzUgEWzdmIhRzfsjjHZtL+6akchzlnZmct55igtQTH9JQsjlWLkL9xC86cOQ/9YpGhW6JdBh4Pi+VlYtfxEq9Am7/ezaVXhnXhTvcd7K8meT6u93pVoaKuHB/42j/i6d98ydxI1svCXp3xe/y3T/w3LNi4wLw+e/P5rcg/W4SnbqERN/puY++Ffdh8pAinWqqwp24PvvHGt/CrpF/jWNMxbDq0EZ/52Sfx2+kv4eSN4zh25Qg279+MczfPohXNaNenT7fC9VNVw5U835u4n6qStvryfahLr1t3LyficagH+u3m1lAfWrqBti57XtuNTiydtRxf/ftv4scffBV//Pw8vPmp2Zj6bDZmf38Rkr6Vjtc/Ox5TfjYbOdNzMOqFMfjk3z+Nd15JwsWqa6Zx3eMNDwzlcy9gWvcIjYM/H+m0Y9spJCcXYGdJnfmulnvRht7Aq5/u0iNF5tETB1O+XuaiFwYRtJXK0uMmgj//eEA2M3bz6mOg8gj7OJ9e5qbOwv12YGfxNbzz5gocO3rdtJseB9bLtPSyCvPYqi/vgRBrs4EQdO59gXrpETPzog0eq75qm8ZbQP76crPgObjvgnkJkuzv7Owe5zT20LnevoGX5mFCNgm3l3esrQtTnZYvK8S4sdmoqdYL51hvtRvTCDruUh90PshzYtvMX+ehqqsr01+2K9Pqxn+UmgudWLHwKLLnV3C/w4QZ/XSOl96dPxj8PjUglNblGQeY+sifPL9T21y62IK33piGTfne27YZZ+oTi5j2EYLqFVeojBiEbcKtbOT8TPsKO3WiDvPmrMLyJcVoaWEc66jH4/SInnS2Y4fnbzrPQ1S5DgofKC4A0u1eEHSug9GHuunt05LyPRcwhQvO8p1N5isqbB4ztulRzPcyvt0zXJ0fFKYOsnevsb38qpX6V5TexNQJ61Cx94Kpn9KpbxnwPGMjbU245mbvWPD3jQEQWKdY+PP0g3H+Y41PnVwbSA/VwdSJ0KOKGpf1He7UeXmYPzcPV+rbTb6qp3sUUzBjnOrCOH+5bl/6hMO4H3fIJs4uLLSbB2Yu9+JN2dRP7qavBeSurMCMKWvQUGsXw0xqXnSlr67o6wLhfIcZVA/1a/PyRuopqa3pxKKM/chZcgK11TQCxfqaTR+Uz1DB7w+yZTt10Hvn9KiwfpRNX5RkFJraQthTcgBzJy3EseKTTMi/si7kv1KO1C+tx9LvFmPxCwUonL8Xt091onr/dUz74xyUrC9jI7IMPbrOvM3aiBNtBzuh0OnBP+4F6fmgECXQS/aamzvMI9WSvBXrkTE1G20XqRzHgFtb27Du5VJM/3Qu5vzbRqz5VQVOpl4xb+Cu3LAfC+YuwcEjJ4z/ScwY7+WvPu6+xqFjxam+fh0GgstDfc/4NNFGG7WyM7eSfOnX5TtZgWvXbiNz1kLkzF3HBFTgPHB8Ti1yfrALCz+zFWu+dgAV79ageustdN3uw4L0xZg/I50FWH3d14pMv/Nsbb72NQi0rjVt4rY+vRV2r5AP6OuWR/acwXc/9zM8+88/xIRfz8SIb0/BH78yGeO+kYIZP1iC6d9ZhBFfnIFXPjUeL356NL74F8/h3V/MRPUhrqGlN/Xv4kTTZfqLXrKnFzdafiD+pDHE8WC1ucaPR0IHWabIs/kZSlJnkefb3bdw/MoxbNPLwS6X40L3ebyQ9Bt8/Q/PYvuFEpRe2otnXnsW3x/1I+w4txsnms5g0+li7L5Sod95bkNDz3WcvHMaJWdLsfNCKU60nMCWM1uwvGwFKm9UYu/lPUgvSsX+a5Wo6ajG9uPbUHyoCFda69lf9VNVnVSji/7ABe9jTp79onrE3knXcTeP5Xv01fCLprpaO7F/+z7MfzcVf3h2Al76zGSM/nY6FvxhDZaNXIsVYzYgc8QKzBuRjrmjZ2PiH8Zj7OuTsX7FVtxsaLaZqHHlWA8ITcr3An/a2Dxcc5XursLcucXYu7fefCdLwYymA9o3HtMP7UCgreCdG3kEQ3ZjMMOFfuU8IIxCHmLjRLyoormgowQaPPeWXMO4d1fh1KkGhlnVnfqx5w8rePVz7SVpbepB0eZ9WJi1EUcP2gWmsT/jw+f44fJ6RDB6Uw/XVs7vXJgkN6cIU7gYqKvTz96Z6phJ3LxlkscamG2bRuAvIwyFDxQ3lDDl2ga6UtuBNStOmp9AaaglO6MojekHj0K39wDZWIsq2VcEWlJb04KRI5KxpdC+bVttZvq1l24wBJUx1PCPN8bXqIfzPTnWuTOXkZm+Bqtztpnvj0rM21qV3qd7LFyejxphnbyVWGXFeSRPKkDlnibzvThGmbc269cERGyC8hgWkG7SlYY3b6/lgV6wtb/sNmYk5WN/hX0xjfkJKM68qq+pN88dyP8Cy7lP9MtfYQ5emOkv3NG+G6tUL5Fo1UcL+KyMPGIdbl3napPpJVFleXWPCnuYUB8RtE8793GFY+ZvL8zVVdLU2Ie1eZVImbEWV+tZOYqq6gj0cPY31UFtFRK8+ly+3IJlCw6Y8bq+ju1DMb+LznghKJ8hBW2oco09qYssLK0sOAdqy8XngbKjJM+ZOFh8xDRA6HgP9iYdw9xnc5D1w3ws/N16rJ1ZiNqDV1B/9AZmjp6HojUlLIAZELpYo10WaVpc0KUQwdV9qOofKyJ0i7KWY+ybY1G+ZQ+unLiC6sIGrHl1ByZ+eiGSPrsCad/dgNV/2IrrpbdQzLXz2BHjsXzVSlysr+P4oUdymZEqNIjE6nE3yNbGtwn9RFUnQ7q4ZRRu3ryDGZNnY8Jbk1B7og7NR1qwe/oRzHs2D3M+txaZTxdh4U8KsWvxAdSevozZ02dj9B/H4Pypi2i+xUGOGfeykbU2lag82bs7AEoif3DzsuoZq+t7gRFW7mbNHWROX4gxv52I6X+Yg6TfzcG8txZiyag1WDlmE7LfWI3XvjwOP/jQC0h+OQMz3sjA2vRCXD51HV1NVneOEsyK47KxlhXLn8SdLH8aHiI9u9HVa7/z3NLbhEt3LqD8YhnKqktx9M4RlJLv5uzPwdZL21B+bR/Sd2RhV/0eHGk5iYLTW7G5ajuON58VeW7Hrb47aOi9ar4wXXS8GDvObMex20dxuqMKdd01qAvVknEfw/HbR1B0ZDOKDxfiws1z5mVhbWihCh3o6OswP7j9uN959stAOuunQdo46rSynq26A8vZ0ryyva0LrXWt2JJVjsVjduDI2jq0nGxFy5k2tJ6lpWpa0dTQhNu1t3Cj+ioarzaivZFd0b3dezjBk7K9VUidvx3l5fVo13v6KfpvkumfDvww5+qfhhvBZqa0Jv1DRGRXHZodmepU7LqKiaNzcfp0PcPswOjgO2H4wS/ecVtLCNuKKrFk4SYcP3LeBg50Tqz40w0HeJK3ughTkxbjcr3GEhtlyAyhfRfmR78AE+hJUNxQwoidQK7Vt2P9qtNYuegA9y15jpKg84cJog71j3K5rgmjR80wv2PvxPRrbe+CwMB4YyAJSsft+XOXkZ25Hmvy7O88S8zCxEYPiMBAQRIUPkSI7Fp/O1B5HjOnFHJB3RJ+27b5HXtiWI9v3ia8KKToxTMHym9j5tSN2L/vrAnTAi28vGedjO8JJi4agYH3iYCgQcsOj1H8p3FLortCC7LWYGH2ety5xcZxiYMwkASljSekq3F+HXh0way0FRbeGGnhonn92oOYN2s9rl+xzqZTzSKfGM7+5nalr+05Gtuaze/xr111ElfqdQtRabiuM1vv38MGxdiU0I0aEWgHhbeHQti9qxx/fGUU1mUXInSrG91XenCzpBnrR+zBpjEHcGb9Fdw50YSOK52oP3EDo34/ARmzFqLpJucjZtLRbn/L2trC1lg2EYwK+qdIB79+DwKKLoZ1sQ4delSDIrfLyMjGP/7tP+LDf/0BvPGTP6BgTjE2jtmDmd9ahTnfykPuq7uxdvROktFyTHxjIj764Y/i7z70D3jl7ddQe8XeENE6z5VhxCszTBq940ERU19tZBN7SUmX8DQWsR+0teLll36HP/2TP8OPv/JLrJyyHpuSSjHrueVI+upSLP/VLqwfVY6NaVuxakEOnnn6Gfxf/+XP8eKvXsKOohJ0NHeazKNuLHDj2sAPVUtwarn0DwRm1tvZi8aGFty6dAeNNY24c6kRzXUtaL1A3nKuHc1VrdiaUYnpv09HzeHLaLnaivZrHeY3oXXzTO0m2tzW3YpOvWnNZDxMharZG6Ah2tLefb7VdQPHrx7DzjM7sI3k+GTzSZwPnceF0EXUhupwsr0K53ursbOmDHkHN6Di8kHc6GvCUze676CJJLiVNPh69w0cZMS68rXYcnQzjt44hKrGEzh2/TD2X96HwiObULB/I6qunkBj7200desnpluNAh09HTRcBzvE402e3dUSh34iR2EP7GB92glt9ciL7sI6p9nBSWXF9N2oreAA5d5qKJ+S5weIrv65u3CPAio7qHxJ6e6TmJtShD176tDSSpvI+Qx6OehyEeP1bHN12uXBf319HF4MmEaDM8MFl/fDgNWTbSM9qKS983wF40auwKmT9ufB7IDE5RjTBeUxXCCRd1FNA0lrcwjFhRVYnL0Rx47YuzNR56lOUbDnGvjTPSTE+ljUsVen1blbkDRlIeouayxhOMN0J0fdizUwF67oXV7bWvjztPDVuV/cEMOUKybWh4a6NqxZcQLLsvehodY+XWLjvfEx6PxhAr993TBYV3sHo96dhi2Fe8wxq2D7dTit2sXBH94//yGByjHw2t4dB6Ulzp2tM3eec3O2mjvPTGru1FoSJ1/TeHcv/uZhsLghgNVH+tmJpbLiHGZMLsD+vY3mbcKMJpHxfo+UR7HnDxvIbtTV+Y7E/M7z3ptI5mJ0n/udZybu1dKV/UtfrXJzij3Paytjk5j8HxAuzygoPCaOFjb1CI9RjDdPbTDQ3XnWex1ueb+LLImMgdLd+ay2bt8Hk24IIV2MPipbd507uK8bAzY+XE+iubEX69ZUYu7MtbjWYMmmqmou1jCRPDIq72EEUwfpS13VLyS1NU1Ykl2OvJXH0XBZizal0Z1n61NB+QwVVKBpA0Lla23C1iBp7uEy0kK2vt3egtw16/D5z3wZ3/vqT7F4Tg625ZRjW/Z+jHkuDckvrEBhWjn2sp325JcxfgU++j/+Bd/+yvdwaJ/9aSvzu8B01G42fDdzZY1NecaHXb2dXxjfiBOUN6GnOLs4uTPIyJ6Kcox49x288PNfYdTLI5E5ZiFyxhZj5NPz8OZnZmDNqD0onFWBvJR8TBs7DS/97iW88MZLmLc4DQ03b9g+aaffKATqMAiMgR28MD2VpHYQedZztnr4t7O7E8uXLcePf/hT/OE3IzBvzCIsnbwRY380F29+ZQbSXspH7qQSrEhZh8XpSzD+3XH4zS9ewLRJ01Gll2d1eP1L5Xh6yu6ag/rdefbgLjI6XR8Evbr5p9eIq3y/MH/okQd1bXaHsvWnMOOddDRf9m4C8NywbfkRFe3keKG3WGssjoxhwXgkojqznipfd8htC3azei2obrmE8ovlKDq2BfkHN6K8rhwnm07h4NVDqLyyH8VV27HpyBbsvliG822XcAskz029os3tdIZOZtGC2rYaHKw7iLLze7Gzage2ntiCHaeKUXp6J/aeKcWFG2dxp/sWGntuo5nEW+d1kTSHevRzVex69F4h1ljC4yDSvYcznqtDrCism87RznhdAVQ/NQRMs6C55AVs3bgPC2cW4+Seq+jVmlnBdMQeks/uDtqoh12P6KbjijhrgjWny5njAH/nGAwmPctV+UYHfzgh2b3rBFLmbEbpnmo0U38mMwOrHmnqFhs1AYQxgonkuRqC7RDT6z2NYB5rUxleOfFCv/o4sBxTJsvu7u1k96a+XRycdzRg7DvLcfJENHnWIjPq/EGgAeNeEHTu/UIi3zPfx/eOW5tCKNpchkVZ63H0sL07o7aI2Fh1ki872POjFp4PEWr/cFupfTw9wzaj5OZswZTJC3C5vj08PmvSMpMFP5pm9Z+nmklEbWzq66Bjg0dVT9lZs04f6mtbkbf8KJZmlaO+xpJnq5Pa5d51M0a4BwSde7+wFyssZHtJbU0j3h05FYWbLXmWmD4maEww7eJ9dOziiKAy4gfX1g7O790x09A3/L6n7dkzNdALeXJWbTE/E6Jq6ms48jezsGZCfeRz5o4ME5i6OF8TdByGV9Y9IGzcuyDoXAdjW/Oxd272VZwl2cwn6byDNstnzFzVxcRUNTCP4QH1bNrO/LeinzrZt+c6pk9ei4qy0ybMLu9FITh/8hwzb/F8XeQwcQrjsdrWZHQXBOvSH6aMu8FkaWtgLrroiOHusW39fEumXlqXkYub11k56UBxF85NOXQwO8bLd90YEYto3eIG6RAGy+GChascxlEXL9zVU9J0pwdr88qRMiMPV707teojZuannkoXWM4wgOoh85t532uIGpLnxVllWL3iGOrrHXkOsR78xJw/tKA+ZlFI7XRzQvbXGoZ6cMXIVulmD9A9s140h9pQsmc3fvX8C/jOt3+M0X+cjvTkPMwZvxLf/twr+N0PJ2Ph9PVYnpKH7BmLMXVkMn74zHMY985EnD5+Fq0tXPm3k4qzDH1EgAx5Zs3NxSjqw2AZKgyRj/463w+8DkDR2qupswNt3SHcbmtCdcNFnD1/ijqewsnKUzhbXoN5r63E5J9l4uL2Blw+dB3nj1zCiaPHcfz0MZyuO4Oa23Vo7eq0bUtEiYryIVifCEyd/fXmvqu3IbDMRG2hm4bCtZvXcObMOZw5dR5VR7k9dBE5qZsxZ2Quti47jDPltTh7+ALOnjiH6rOXcPH0RdReqEWnXpjEPHu6aPOQJdEqw/mb5htDmqmCH0YlL82DwJTHQro72eKqo467OAbpQrLIjbbs2t2N5DTr92Ha6Hm4WXeLgUrHeKbXvsa79m5ySBFnGsv/1d1hJVJHOlOkc6iXrUd+oienxWdrWqtx6tYp7D67CyVndmIXt1uOFaGE3Lf0wl4caThKflyH23130CjyrO7S3N2CNpLo5p4m3Oi6xuAm80XqU1dPYH9NJU5ePY5Lt8/jesdVDqctTNeIxtAdNiRJc3cHWtoaubUTuB30reFi8TjIYLq6OC1I9Nh2m5yG6DSDm7oUrckBb+eOg1iQWojK0vPobucQ3EmHYq+znaSLTtrGdB3mcW+9HMB0eBapUh86+E/jmGB0ELw4ye7dJM8phdhbVoPWdi0K5Hiyg17CpdGUASbQAzMyd5s5qESgBaivDO7HDfwXq7cB/9l62QWXaRuOPHtKSJ5HkjyfipBnaWfvMsXkMQDuVYLOvS/oH/fke27Qk1jyvBeLstdGyDPTKt6ep37IQTkMm4eBTfpQ4fcx1UPHsZJr7jyLPOvn7+x5mkRs22hJqiWaWsz6oj/PaLi6ct/LZ8jBf9bOljw31LViDRdjy7Irgu88K71JOTjuVYLOvW/wn9t3UlfXaO88b4mQZ9cGahnbJqY32WOFe1A+QwZjSz9kXwfPzuoTbuvtnztbg4wMkuecojB51p1ne7HGW0CaumhJqa1XFz/COggsyx3fBfcqQec6WLtLL/kbULnvHGZM2YT9ZXfMb+1KNFdZCuDZgWHDDsZu8hhrP4nuPO/be5XkOQ+VFZY8W2pmfxYz7F8Mt37HOObj2udexJR9N/CfKecusPrbscksHhUiX9IEw3g/eb51w0eevUW5jkUoZAutZCO+GwObNP6gDszeQnrQp/RrwnY8s/GmrkwraWrqwbq8MsydlYdrV6LJs33Oy8tL22EG2152FtFKRVJb6+48H0ODjzyb/mXSPyQYo3GhwkW9eWTR7EtL9WFLotWf9cBpJ+eZ6403ULZ/H7bs4AJ/7wHsrzzJ8bkSr/1+GpKnrEDZjiocKavC/tKD2L/7ACp3VqLuwmVD3ESeW1tbzdpdaznlr55kvIx6SBUe2nVdeH3HKG4eGMw8xLVwFwmvbro1kzy3cIGmnq1WsYV5whPWZ+zE0qR8QL9fLwYZFjsCdvAjQqu2cqIy1KfMu3lcfRR+F6iOUXX26q1I5e/8XNypg+t42S1WdmyrxLKFW3Hu1A0vhBKTLNQZQjcJQA+Jcw8nHelndPDK0dYQaIY5hFVRvLYPAv2jiK91h+hVIvAsRHfuDTlmYTrWi+WKuc5MTpqLG9fUANSFcWZdpn2OES1dLfbJY57kv/M8rMRVnKK5orOHxJkVtQ9vdxhu20Lue7PnJs7ePIODtQdw5PJhnL5RhRvdN3AjdB23QjeZrsM8cf2UrhbcbruDllAzOvraSKQbSQpbSaabTUbNIMvuu43WviYOp3o9WDNaSbI7e9u50OhEWxvTtTZzkmAHlzHZEE8ieXb1kmOo8+jxpA7ut5Ist5kG0GsE2tHe04odpQeQlr4BpaXHzUtQWto6zZs4JeYV6b1NPL+VnYGdvpt5yQuHVFz+weWougM1TynJ89y5Is+1hjwrmR1gNcypO1NsoIXJSKObLl25e/P2vEgRkb2hFFumsfL/n73/iq4jSbZEwVxr1nzMx5s1H/3Rb968ed39Wsy9fW/3u3VL3NJaZGWJzEpVqbXWOpMiqbUmQUIDlNCK0CRBCRKgVqACQS0AEiShtdqzt3v4OQHgUB8wkZmwA0NEeES4m5mbm9uOiBOHawwOFHfbpmpM/HIVjhy14Fl9aaclrd0OhTp6KPXSmJIP0j9lZ5Ie215TVErwnEHwbB9tNBQQQyuuY8TywaGU8cbk97HrjbP09EKC5/h+d54teObxpo+USNhkQiWhtTFnkT1D3VPSmLDgueZCK7KYjK1KKEfN+Uaz18rm+uN2KJSmobUPB6lmx47Ona/Hl1/ORJH32LYoeJw+Gud+HlzH0JL63PW7fz1oa+NynkAnqs4hLjYNaWlrgy8M4z75m9XnVv3tTilUbf6yG7emvcH45u4855oXbQk8a7/2KqlUgjl8yW9rK6cFz9WYOS2N4PmoKZM2fcxA7AVZ2xd26c51ZY6Ca4PpRvv6k6vz+mxlsLCRtmbGqTmS6UIQPLOLdKEmnv5Wd9WCM5GOcWHQxkPpL3b+63iIKaiMJ5AGhO+7Zixyu0WNjd3IztxG8JyOS95j2xrxAhS6g3kPJL5jsnoojxMYtf5mwXMZwfMBDzyrT3UBwcaxe0eynJCL7K+l8ieVWS/TR77VrTtmBrhZDfxeUlPXhiXxmcjJL8fVWgJjL7bx1GB1ZkO16QaOfvfW5nPaDsRLHeKvXOvGGOGxSIfuNnOgSyNdtOxgtbqzLpzRyXGuNT2N0V7Xi1WRa5A4Jwc9+pEU6iNQp++tCrMI8rTyI78zeQLr0VhSvq7ze5j42fxd+25Bdh3iWDo7vT12xYo6+rqqALTgV2efJGBe1tmD1JwiLIxOxoEj502ZqIuTTI9ej03q7elBRxtxQRsBZy9rMnKrVkuuOde8n8NN3bRPezvt12UfuTaP0nMiNHkX9+vXhfIL12Pi5BmorrEXAzRP6l0aesRf4Lm9W3jQ3iizkocmq+f19w8lmSdovHgs0pNlunCjj1543dEnWNxiUG5d1zWCZd1IJjYmCy43dFxDQyfnVh1F/HZfWzedr4PAmUt9N1RgurmnCXUdV9DKpV4Kdq2jFvUdV+mz9pEp80iPQCAN1trajF4BQ1q5l0DRgUxnJD9/HUhyOvkd2UHIUEvWANRVIcPcp+9rdLBc5u+hgdto/JKtOxEVT/C8/QgHlr5Iz47R+ey1tt5mNHZcIsiu5znqPFtPcKiItO5nkfaFKhP5y53ttXTsBqeWwXId79+2ZSLXFsFzaQUWReRj67YzaG5V2NZeJQp6RMMGgn7NG7sp6GviFStys27+F1ty9YsHtuk/cmCZ2B3v1v3sEXeZfuSKZOzmoHDg2dx5HrvSd+fZXsnVANLRtp6BbfUvC2VLy8EgKO5fhzvfschfr79M1L9MdetxeOuDtrS5sRPFhVuQGJeG/Xvt3Zkg6VwFMkULP7tZ0LHItdW/zdBlIn/5jcr8dUiH4L6gzfzH685zPqZPi8V5Ak93djcHmx7JVGB2CarWVaL9/Uklfr1VS385LPnLxKKBZWJ3vFv3cyiSbAIzAs8tBM/7B4Fn9WX/ega21b/s5v5mOZzE2oMSeFWfPXsNY8ZMR2FhqdlWuTvG9od0d6wagvvtf6eff4/da/eFKhP5ywaSynWc2O/n8hPvwp1nO5HM5ExVVXXG/K5uamrwsW0/eLaXSZ0+Wrc2GUwqdTI4VpkrF/Uvu3mf2vVgfa6eINnaBNYU34Dt5ccwe1oOdm67Zh7b1v4u1qGr6xbOuHqCcljyl4lFA8vE7vjwk9VDuYXktI9tl5eex4ypydTriCnTvNLH+dUPamyfqG/s/c6AtINs6Wdre+9Ij0VOv/5lti2xPv3Psmx9RfIbPZjUm6cWuFN3aEQCz/oN2rjYFFy7ap9CEemxSfmj5FISbVNy67/9/VmyOVarfnJlYqeDv8wdP7BM7I4nuSLzTzFMoFhti6yW7pCG+i5kZpRi4dw084ItlSk6mzSUdtC6rdvfpmvLXyYWDSwTu+NvViYWXa9eUbBMeqi/LNC3HXTWgOdtBM/7cNG83FG66r3WNpYNJpWFYpFfBtum3ReqTOQvl72VMznwrG2Wu1MMacNaW/aWpPJ++3wdcL6uGbMjE5Gcsw51jepHEk/RW517CYS6u3geQZzyCY0Z5f3+edXIpSacStYt7bqRw624g0T+MnMQaWCZ2B1Pf/LybOXUrR32q5CEYPS6Zi6buCZQ2ourtR1YGlWApYvzCKR5JmXRmJH+rcynm4hT2mkvxTjbV8G2+sdZVy66sWyB/f7dfvYWespEmKmlpwVN3Xr/E3uO7WSuWYdFy5Kw5/hpM4p0bCeDgJ487WUiqrvuBi9xXbL19DBPNU/v2gYGf9TLbm94SRcc9P6iLt2JJYBuo2yt3bqrbjP8xs5OpOXlY/SkKThz8ZI5x3gpc9FOXZjg+Xp6Qf4USjrbB5b9+PBek35qWD+b5YxonqA1dqWejFltPa3mxrHewN3W28KR5S7iEC5zu4Nsbn6yv9u6CZ7NyzdYoO+F6rvLupqlnZ29BMadBM9dzejieqceM6aDypy93N/Tw3UaSw5gMg7Zjcs+D0D7Deb460CSMxR4diyraxf9i9tUmTp36rvLJoi10UJtKNq4FYtj01G66yhaGBg0pbZxkHX0MdT1tdLGBM59+rU+XeVRJ6oV/VP995ZtYAly//0CzwcJnlcTPJ/qB56VwOieRoAkvmH9uxl41pq/nXCybUkDQnLKX3VRQzIFwfMKgufzLNOcYKdQcWDiuAkPtNn1ONS5d84aYKqX+nmGbGnuwtrirViakIGD+64HnhX+HJtBSg63bLfGfpsMtpFVKj29ANOnx+DCxZZAqbkCqsmPslsOTvTq6SDpDNXp9JTOrv6hYrUvdtuSS/7W4wPPZT7wbOW38vnruT47W92YdWz4yGnlWHTu3FWMHTsNxcVbzHYQPLu+Ub+4vhHb3rH/B+t15+zIX6/r8yD77Swb2SXP0mkkgecYgmd9VUC/7ywKgueBOtHGpsw7OUDaVvvO75w8N+bB/ReaB5+r9mybTkYb34AdOyrNC7Z2ll0NPrZN2ZXcKc4NrutueKAd7oZk1VDg+QJmTkvBjsCdZweeBWqkuz2zfx95ZSFsOZBD6zWYg/7s2hzI/mMcELHHaoyIlC/ornNCfFp/8Owl9RY8B303NDuZvEoN9Zf1zpl1WmW8fwJdugPr5nhZ1eokamjoRFbGFiyal4pLgce2BWfsQ5Dh97fwsfRQHwl4Sl7RecbnFYnbkJmy37vzrONCgWdZYHCd4WPrQ0Hw7Pmp6xt3GEk+3NGp7ywrx9HtDCtpdUMjZkREIymnCNeaBKl5LPNy+yI4gWfqTTbjgO1Zf3U+5hsXrj0VuWKVBXbcHfcRfPXp6hI3ze+0s1rBZYHndoJnQlKz3dTWyxynAFEL09FE8KyX7xnAR/so324XmOFaFwGouXCliwLeGLfvD9Cd5yD7ZQjNUtbZwlPcGNFjHeKtmwsRape5vfJ79YEyl9SiIsxNWIqdx06Y34fWz2jpDngXhe8iiJYcPQScLg5p262L7Vi7Hqvx8JB8ooPgWOBZo0J3ke0vNPRSbj1PyyhA/XLWFWHC7Jk4XVNjzpOUeqpWv+us+KVH0PXo+XAmzfsmTSILC3TpcXmD6VQkbEYfkk/16RKO5kxuE/sKwfX0ERt3tfAcvUSR46e7DfcFO0sVyQk0YDWA6RQE1D3mVrwdYGZyc0yDyvDmdPmZxrv63kwE4evcr4IGym8nN59eUpv66tER+bt5Y2GfApC9wFBQsgURMenYtucYWniOLGq/qaUpRXfv9VP3bWbiVN/ZavXP9sW9ZBdkHAf3ad2C54jFq7Gt7HTgO89yNPvdMw0tjyS+Yf2TxvcCPEtGx75y2lW6WPBMR++zSYAGjH1se6XvsW0ln5b71THMWBOqmcjN6LfU3NRpHttOjE/HgW8IeNad5xkzYnCxmkkBi9xe8z1CM8bke4pJWmcd3nmWzJFkp6d0djWEg1W341D7xWpTft+L6vPNyEjag5Xx27geBM9BDnX+nbDk8dvh7km1OXYA4OzZKxgzZiqKiix4Dh4j/7RJX8BPDdvesf9DyX2n7Fr2l/n73LJkUZnf1xSeXBi34DmJPlcUBM9k24JNsIM6ydekp3dygJwcqj+cfSpWm54tPR00/i27+CawZsHLTgOesweAZwOfeWS4ZRtoh7shWVWJr55okx05ghiyt2/1wHO5Bc/2gq3mTqan0p8imDmU+tmYIHvZ2gbLe+cc9GetW837c/AYJ4uRT3t4gPxN4DkuNnnwnWfTl5RYepjE3nHQj4Nlfrlc6/6yu2EJahd2Ww6kO7DewOAOp7+osaELWZkEz/NTA995lj8KkH4dwLP6yj1zJhJ4Xp6wFRkp+wiepbf01VeHNL40/tRPjr2xqHLDN5oPbo9Vl82vbMwJdIo7REWO6Vy9BC96BNj4D4tENXUNmEXwnJJdgGuNtm/04jGLHHQs6yZr3eqntpyPmYotO3/wNg0bBxhYeAcsn6f8febuEYvIyoXNrwOYTyvZgudmppCJ8blYvDCFOQ8PlSo6n/vkb/I2aSEA6/rGtRPoKx8HZLgO2zgimwTjitE5hD30tuo+e7U1sEuXK9IL1mB+3CrsrTwD/cKr7q7rCAvgZXueZ8a7r7LrsPVXP6uuMBGr6pYP0fiyqXnpIoslob6Wquy9lXKuXrcGE2bOxLnLem7edpnpPy9JMy8akzpWzeFLko3yyg36P8YvywbHntjcECXWlS/o3QPmhnEP4yHt0UcwEQDPQZZZZAU7uLRuKhJgNld1NPB4srnt6h3qWId/G0j2lq4yEfVWR+hxWhVoMBeu24olMZko23PcpDW6GmUvQehwDXV79ZzGtHWZ/vN69R7z9QOL7UwLnnOHMXh2zucr9ya4bx541tjTtiX32HZCXNrXFjwHy6x3pKXlYeaMWFTXtIcAz3YU2QlN9uD53nmWzJFkp2e4+9Rfd6j9YtlZft+Li+eakL5qN1bEb/WB51up43bZb4PwkOxqP2zBq374gOdQ7Gwa9HfJojLrZzqGklAUN18GwXPh8ATPJo557fvGi2MX3/qD56x7BJ7DSbLqzcGz5pweNJGHP3gOvDSMB8jfBJ5j6Wv6mkB/8Ox88nbBc7hZQtiF3ZZPfbPBs/IYK6cfPO8dAJ7Vn6HHn30xqsZn+HSVbD1GKv23nhzoEg0Nx84tuK67yhw83oHA5SuNmL8oFmmZ+airV+7DXZLXnBBka4NbAM9iFbn1QMFdsHF6b1PNevpYWCHYohtR4l40tfUhLi4HEYtS0GrV8cje8NNLEY1YAQF97dwBK44ot9U7jHSzy9qH+5zM/n7QKW7dCmGKsvNLsDguHQcrL6JD+wzdmWzWX/0cXjIwhJWat+yLue4ij0Z/C7HN6qI1GD9lBi5evqpTKAXJqeP6T6ztcAsYTnIyh5RRhXacOLbKyTHJHEMe2ON2TyjwLFZvB9lUpEmcJ1hmByqz7X+YPfXbQLKxbCrPosPoIp4JYDSCwl7xujIsic5G+e4qc9VJPqWusCZSwPKBZ51mOlL/7j3bK6lBDu7T+lCC57tlK0nQ+Xz7jC7B5PL2wLOvnmHDsp8CONn0kaU7B89fjZ5+/wrtc/bO88wZcWEGz67+u+GAJB6H2ieWnf3gec9NwLO/nrvh8JKdpK11wwOeh4L9dnc2Dfq7ZFGZTXR1DM/iaSZEkYbuzrPK7pZZjxkfni1948Ul76HB883uPIdq6044nCSrhhs8h4vV586ftR7qqOAxTpZbB892v/r1zu48h5HdqqlfDjQQPAe9/9bBs6t0+LDrr9DgeeCdZ/XnwPEntmPQ9vvA+eDOWR9Xq/U4u8esqBnHcgt1jXEN7nR3cElXLzdh0YJ4ZKYXor7e9o27CKcTgrXLBn7w7CpXY2QnlrcZ2A6s3AXL6VWnmlPTTheWaUTLjxS5VNRMV4yNDwWe2Q/CI0oUAuRr4w5ZPaDctptxVd931X1t08dmoPIQJ7MzmX/ds1Xu6g2IJgY4cuSSfWmgof7t3CoP/oSRWJl57wJllh3Fikm+BwLQxo28wnWYNGUmqi9Z8GzmUOnq9Ff/yb1UFlYBw0xObi1Dykkb+Ma5NQzZYDWPvYtV9wV2ul6/HpsK2Fo/HnBYSGG+gSQ9/Q5jYpIMoAm9B2vWliMyajW27zphfjfUOaE1kYKWApr54sZXbjf7yFiQg2TXQ4NnBRcfeNahAdY/GUaTrzgUeA4HqTYrjWUfGV0ko1hXJm8HPA9Hkv0YwM1jSUEr3hl4Vll4e+JWyS97aJ8bKvAcDlI7TpqBdfr3qU35vcBzM8Hz3puA5+FJNsG01lWYEg0CzyzXLnusP+VzbM/3Th8CUs1+u/fnQLJoEl1rayOzJ1DI7zyTdaR0unPwHA5SvZLbMVsOMOXwxbcgeNbbtgd+53kgeB6OZONb+MBzOEmyOX/Wuq2/PwePcbKEBs/J5IGPbdv96tP+4DkUq/+sdw4JqVpTtf4N/M6zbzfJgufSAeBZoGfgd56HH7n+GgyetxE8u+88a6Tbu44aZ/3Hn9g/NsOnp+w7sMeNzbWioeFYoU1do4PMjw+TrSqou9SExfOXISttHRrqbCCwzz66HCDILr7ZStWIj9XwQA4XufrUrESRLk4Mz77248Dz6hDgmRUoSdD5rr6wkHr8FsGzWHI703r7CrI3In5JLioratGjfcOVqE8QPGudS65raWITD+mkbxUUrMfkybNwqcYDz85NnC1c/6lMJw1Xkmw3Yzux3JRvETzzYP7dkL9NJH3lNG6wawALmXFDk/q6NeWIiszDzp2nzFWn/iZSwFIEYETod+f5q6GBk0KQ7Lreth2xOD8EeNb3z2gAp1zAVbShkaSgLR4q8CzyN+wjFksXk7xQRv/btgf/VJXVRjycKThRB614a+BZfuk40Enke09+2Z2/+ctEQfDcMQA80/e8u3AW1NAWXGMN5rwgaduvdzj7VXU7ia5HalM+3+cDz/7vPN9KHV89OdsaaT0Tu7dtFxXZt22r67TLsj7qE9tH9vzg/qEj1e7s6fpc7JJCyhHwMy353xMoAJ5TCZ6964DBF4ZJA78+WtcnFKl0KPpU8mrMi7Xen118E6gU2TvPAs/XfODZREBKP5z9TZrcKXiWDdwFNfWR7Y1wkrM0rW7qHsz6WF+x/UF7K16xRDJSxOuDZyWu5hgeq3yAZ/X3Yz+7/Wp1CMgq4/2TTwkUq11Lgd2kxoZugudtBM/pA8Cz7jyzL42cw5OsHhrdgs5WTvNTVbcFnsVubIZPV8k2cPYyNtc/bTjWTpd/GuAs5jqprqYZS+auRHbqBjRcs4HNfs/ZxjJ7km3F6dC/co/Vpp/DSf561ZxT2InGgWMuEnK1he4VG5dL8Jw8GDxrgIUZtLFlVqeo2U62L1tUSaABLbRpTWjbFzv5uV6UtQmJi/NQdbDW/mbycCX6sfnOvOxN2QPfYda6p3InXagwfxOmTpqDy9UWPNs+8paezkZ/2cYz07AkJ18Y+DqPbXtMwwYOHqH+JJt4DmQeYzcjhIGWAWpd8XbELMnHrh2n7VWnfjbUQGwmt5jg0H/fvaeBE0KQ7LoFzwUEz2d94FkfXWGnck5+z2VYCf9JaQVtsdZtELQ13gNiQ9LFJC9s/5sDnuVn2rBlzY1dBM+lBM96YVio33nWwYpojgOdRL735Pev0D4n8FxA8Jxwi+BZn4GkEg1Mv873ktSm/F7guQXpK/djRdzXETwHWfmJ6NbAs9iOvOC+oSTV7uzpZ40XG6CDfqYl/2s3l1VVZwmeUwme1wxT8MyaPdmDrDJb7uJbEDwfx5xpueanqr5+4Jky6p0qpnMceK7GzKlpPvCsO5otZO9lm7RDEDwrJuhjeyOc5Cztr78/62N9xfaHwDPP4E7hYfWXBc+p5DRcu6LHgi2FBs/X43tARiH904CQEymekSSjXRgKDZ5lAfuw7dcTPOt3ng/6wLNyHGni+sixtvtzOEm1uR43Neufa8KtG7DD+Kb2BX4UtBTuSNcInhfPTUJW6mbUX7PILZA/mJjoKlHZjeR3Uvg5XGTbt0wZVLXbFHNbYokteM7HokWpZt2Sd4LGjE0xbZVhISubfaGc4oo8wEfaEKtNTwwzTNw21wuzNyFhcS7B8+UAeHan3TG5Cu6qkv6kvtdbwOUX7heF1BdMtQJ90cUwUJS3BdMmzkPtQPAsZh0WgJsN8tec/HZ26vjV8tbDCp5v8bBvDMk8Uto4Xp8Dzz0GPMcSPO/eTvCsYmdSQxqMTdwkgJaH3oZ9h4Jc8BwcRO16aekhREQUhgbP5sve3qFOR1PHcADPtlUlMv3A88YaTByb5APPLuUPdNCwpMDkZ2xsy24OnrXiRcB+0T1wwD0lv3+F9jk/eNajj0GJbTLqekpg5kY+Zc7wOPQRQ0dq04HnZg88l6GayVmQJJNkHL7kbGsk9UxowPPoGQTPW822ui54nD7qH/WN+wT3Dy25Vpy3WLaJopaUxTvEJAae6a8HnrXb1iYfcxHC529uxWw40oZXcRjJP06cHo4lkQWOA8FznQ8890G/9Ty845s0uRXwrGTWB555qAGoRjvndwO6JQxk6w3WHZqtr9j+oL1ZGADP5C76V2jwzP08Tn3r3sgrjULzPSAjgv5pQNwIPPcgK6MMi+ZlDADPghtfD/Csj0a2yDy2HV8+LMCzEcnPPrKbnq+ZnJNLOpHekuzi9BWC50VzU5CZto3gWfkXz6MTWjn9Fd5MfrUT9D+7Hh5iq/zoQpOeYBR4owys3gx/j1Uk1t3muFgLnpvpalZaHcTzqLsBetdT4Y7J2lgcqFwLfztuXULL+G4/TynI2YD4Jdk4XnFpeINn6qm4Kyyit5X3yJ6yvWwq1ck9DAPFuaWYTvB85aIHnn39Ixt1U8nghYYwCvhV0C3amODZs5BhOaSPrWX6VeQ2HetId6bvsG88yUW8aZIfvdxAE40eO+vGurXlNwTPvWjkOY00LycoZ8iviFzwHBxE7boFz0UWPAd+51kfJTrXA88aeVJcbEGbO+yeEBuSGDbcc2D3Kblk4kVxLXhO9oFnsU17hjNdHzxvJXjOuAF4dh0jTbXt+N6T379C+9zNwLPtUZvy6HM9TVTqzrzXpDbl937wXP4tAc/qH/WNv9zyvaH+rWq82KXYFpvEwDN9VdU5gue0G4Bnp5Nd86qw/wIbfhpUcNfkHydOD8dWMkUuK/zO7Q481w8Az/ao4UvSRIkbZ1QpRrLguYbgOd0HngXKWsntJhYEwfOtxIQ7J1fnjVkfK4f5z0Ijm+dv/cGzwJml/uDZ9VGw1v48xKQmJILpg1sBz+XXAc/KidyRw4+sHuolC41Eww48qx8MINOGY+dfsrC+k6vv43ZyfOtb5iq1R1263IL58xnX0stRd81qaOU0q/3oxvKrPdemetT5592TjVwdlLuFrK9jsB1Wb2KzxxJLrFhgwXMKmuhqdrf0Yg5K0BYcN+Em2cVnG2/TLvSxHuSeNrHb3Md/ebkliI3KwLHD1cMcPCs/1lN+9Kc+vVxXFyRY7gPPvbT52tWDwbPV3uKfYD9aO3yt6SY21i5pSPAsKzlLqcjPwRrcIDMTgscaTjKVODh1ffNJemqS0G/Q2Y8NAvqOjBxwLcFzTGQ+dvnAs3FIc66uyzaSG0wNX7XNXIByPJCC4PmcDzxreCjR8cCzcxexqcMGNstat1qa+kO0EXZiG2rLymmDg3w8CJ79d56tHysEDmfqB549UZsbCJ4LtiEhNovg+bgt7GdjrbgTvnr9/P7l/M1fJkpLLbx98DygDlvwVemsNuX3+JbdeRa7z8DyMNMtVuiSwoCfaUmzmzFEqqo6T/CcfpM7z46DegVWzMbQkpM9FFvJFLlsdhYEzwPvPNujhi9Jk1Dg+RLBcwZ2lDnwrERNgEEXqW2ybXIR8xkQE8JIrs4bsz5WDvOfhUY2z9+C4Dmd4NmCTdHgO8+3QLbB8JLqk4uITR/cIXimsl08X/PqcCWrh3opKGc/8HzBXtywd0bVn+xb6X8DDhupLlXodx5K4FmX/wWc9b3yNvaQfgu53awJtqjHpM+F2hbMWZCOlPTtuFZnNewnp2nD40Cfkz0K7nYjS59wgyLV206ZG8ltxtIm9rIJqezkFRvwHJeHhRHJaKJLSgpJZC5u6D0J5kV7Q0DWCIPYti/57aUifS/afjdalzCslVbnrUNMdCrB88XAC8NCVGU4JIU60M9hImnRxfy4i31hl7opRh3kNh6HAs/qI/mGfUFgOz9N5GYeLi+UBYYn3YkZB55j+/9mj237qr8ReLYOY6ePbwNJW323R5DZwWddezHAmCBnzdrtBM952LXjVOA7zyYQcFXBr5tOZtkOtq+SjFw+HkgB8FxO8Bx4bNtaYHiDZ+eXPvDMGDv4O8/Wj4d3cil9KCUjVmAuJd0cPIu04TvpKyS/fzl/85eJ7hg8D6jHFnwVOqtNO1sGwfO2EfAcTrrFSm8Onm/02LaNHS6K+PUKrJiNoSUn+2B2kilyeeA55Heev07gWYmblfPbB57tsbdEtsHwkqvTsP7Jp/TElmZIEovcblHgse35X2fwbL1GNLzAsxzbYzMeLA8Ez+3XA89XmgmeUwmeywieLbDsJ6dpw2NXvdtHCu62NtLHRZvwkXykkzK3GOkNeGapxk0/u5Lb6F5xcasHgGeNN9rD3Hm+R+DZI63KK4QBLHjWk6f2sWVZSX2Qk78W0TEpOHrkQuCnqgZW5zgkhTrQz2Ei+bcFzXqCweKZQeCZNl8z4DvP6hvrkYLP6kHdeW5l2TcLPA88Xmz9z4DnuyNV9m0jG0jkNho8DGecJTs16s0eYJ0BzznYtbMKXRw4do8+7lx9z0NvcuSHhWIbLBSkddS9I9fm4Lbt+nD+zrPkNS84GCg7V80+rvRQxu4+Te6cdNgXX5cXhjmdgrpJTwZsZvcmsJFamix4jo/NwP69vrdtB0xhzwvyV0tWD0tBvfrTHT22HVjxkwrunc5OHyVc1u+B6vMtyFx1ACvj/XeedZw68KvvjxuRM6mxomfbWwPPto/6l99LUmvWa5x/GTk9QZSLmnyUdMfgOSRpzz3qU+lBhaxkSti+HS8Ms2BGCZp9bNv2q/pF/aTLBDfro6EmyWG/P6i7yEY+qUPupn/FRScjnv527SqV84Q0+40ePJsBz/msPcDbea9ITZnm9M8Dz4pVXnlgNyn0T1WxF6jQ1xY893vbto7pkEbm2HtLntMYB7IlIuvfVmr7VnPd8STsYY6jkeEgZE1tM+YtSEJa+hbU1dsLa3dK1lZDQ9LFZtGKUtySutTZsjnAUAdjWUJ8JiIWrUSL97oAJ5O+793LuGFtdi/I9oFYMdX2hv3YUguscvJKEMWxfuToed/vPA9HkgayP/XgWNeLWQ05+5MVu4rc27a9n6py+6w1dINKNwLla1JWO7/ZJA3vGjx/O8lME3Q0Oh1HeTdHi0CySIN+3ZodiInKIng+xnK5l/tYZ7NJgBIFGzCGN3gevm/bFpjUVUdzR9YvO1e1bQOCvsdxI/Csid5+wi/hnZO/T6xu0vGbB579ZaIbv23b9paCvXpXZ5qzAyt+UkG4dXYNDWrM00Uy+cFzMzKS9g/6qSr7kyHDy98Gkl/TOwPP+gT33TtSa9ZrnG8ZOT1B2EUDwHMKwXP/n6rSbquJ9TfLQX1Ck/bcI3/jpnSzcVhziQPP+qmq1df5qarh7G/ylzsEz+aj/hlK8OxqvV7Nbp/kcODZ+p9Rh/z1As9qVwPiRuC5k+B5E8Fz8tcMPFsvcaPHXVS6M/DsLOKsEi5SewP63lu1rcm+/BA023FDLWhzJ+Ulguf5C1YSPG9Cfb0X2IYpyd0lu50//ayd9hiB58T4dCxetBytAs9un87lOLPg+V4gVDVq+8b5DyUN2F4y6wjlLTm5BM/RaTh85EIAGwxPkq01WmVH6uEmey081lMz+qmqKQLPl/qDZ8MkG+8G+Ow3nEbA8x2RmSY4SASeGYDpe4FHM+g7/cGzHWgaZNbX9BkBz+GgIHhm0uKXnava1tQ4Ap5dx4i/WrJ6WOqvW5CGP3gObUuri02e+4PnfdcBzwoYg4QeNuRMajT2xLw98BzsH/G9I7VmPIby2X4ycnqCqMgrvkXwbPvK6maquA5pj1dx2MjVOaBeFsvfbOo/EDxf73eeh7O/yVeGM3h2fXC9mlWu/Xb83z14dvV5O+8VuaZNu/Kpm4HnjVi0IIkJ9dcNPEtSm8XcHXgeqj4KUa+3avvAjn3ln3bcfL3Bs2Xr+0HWTnvM8APPGudi+RFLJIf2aoPUHzxfHObgWXJrtNKHqMgIeL51GgHPd0RmmjDBawQ8e4faHaqQ/0bA892Sv0+sbjY4jYDnEfB8L8iZ1Gjsifn1A892TBs5PUE0v4tFI+B5uJB8ZQQ89/TYc4LteTvvFakp05zaHQHPI+B56Enubpla9WPttMcMT/As22vJEsmhvdogjYDnbweNgOc7IjNNmOA1Ap69Q+0OVch/I+D5bsnfJ1Y3G5xGwPMIeL4X5ExqNPbE/HqBZ40XDRQtWeoJovldLLoeeJbfWU3Un7avrG6miuuQ9gz2i7sjV+eAeiUfFbKp/wh4/maAZ2rBRMLGQ++kG7Y5BKSmTHNq95sPnjXna3yIzp0bAc9fBcndLVOrfqyd9pjhC55tzDE5vPZqt/ZyOQKev/k0Ap7viMw0YYLXCHj2DrU7VCH/jYDnuyV/n1jdbHAaAc8j4PlekDOp0dgTcwQ8myquQ9oz2C/ujlydA+qVfFRI8o2AZ31cP92sj+6UXB9cr2aVa78d/yPgeQQ83x2FqNdbtX3gST8Cns04GwHPd0cj4PnOaAQ83xGZacIEr289eBbpULvDKmLKFbTFI+D5TsjfJ1Y3G5xGwPMIeL4X5ExqNPbE/LaAZ+22mviTJK3rcz3SnsF+cXfk6hxQr/SgQpJvBDzr4/rJ9k/4tXR9cL2aVS5fkwwj4Hnkse27pRD1equ2D+zYHwHPtNIIeL5rGgHPd0Yj4PmOyEwTJniNgGeSDrU7rCKmXEFbPBzAsybDzhHw/BWT1cNSf92C9M0Az0o8+0bAs2/fvSO1Zvvo2wOeLVI2P1U1Ap4Nh5dcH1yvZpXL1yTDtxk8MzLz+G8GeNZx7WT1qT1mMA1VH4Wo11u1fWDH/rcePJNGwPPd0wh4vjMaAc93RN5kPwKezTHmULvDKmLKFbTFI+D5TsjfJ1Y3G5xGwPMIeL4X5ExqNPbE/PaBZ5cgidW3+lyPtGewX9wduToH1Cs9qFAQPFvwMgKebf+EX0vXB9erWeXyNcnQSbm+reCZXkbdR8Dz3VKIer1V2wd27I+AZ1ppBDzfNY2A5zujEfB8R+RN9j7wLBZpAK1be3vgWedY5j6t3EPqH7D8bdv14Q6eLXB2SYdHXNW2nWBGwHOQv1qyeljqr1uQRsDz8CBnUqOxJ+a3CzwrxnVx6ZIk9a0+1yPtGewXd0euzgH1Sg8qZFP/EfBs+8YmstIw/Fq6PrhezSqXr0kGzovSww+euftWwLM7J9jejdocAlJTpjm1OwKevy3g2frcV0Nq2jK16sfaaY8ZAc9DSyPg+c5oBDzfESn4Ki1R4JLDsYQ+49ymZN0OREdmYufOo+jWz0+Y4/XRMQrZAp5kBQl7yldGA4NWkOz6cAbP/oYH6mEuanByEXjuMcnlzcCzDYTDhQbqY3X85oHngfRNA8+ZBM8rE8oGgWc72Q8SetiQM6nR2BPzGwWeuS7wHEswk54W6oVhinHDFDx7ZG2secgi5W86eJYmPWght5nj5JcWNFgtXf+EX0vXB9erWeVu7FPGHgFobks+L1Z3MSTERacwVqehTuDZI+23KlN246Rc85LZG7c5BKSmTHNq95sBngfPM/IR+ZvNYr7p4Lmuzga2wXYIlgUv2gwfMuJ4Io2A56Ek9b9ilVj+4JU69+NS4LnIA8+Xaix4dvvd8a4Oe9K3g0bA8x2RS1quD56jlhA87xgBzyPg+c5ooD5Wx28eePaXiUbuPA8PciY1GntifrvAszRQf7okSev6XI+0Z7Bf3B25OkPXa208Ap6HF3imHiPg2Uj/VZN/jjG2NcLLR+RvNosZAc88bwQ83yKpUVnZPy/Qfiw2veXJNAKevx00Ap7viFzSosAl52OJHMnbOwKeVT6cwLMyyZu9bdsGwuFCA/WxOo6A568HeLYJywh4Du67d6TWbB99e8CzgI7A8zf7bdsj4HmISU2Z5tTunYBn9gSP/2aAZx359X/b9jcaPJNHwPPdkvpfsUosf/BKnftxOQKeQ9MIeL4jckmLApecjyVyJG/vtwo8W6XMIDNs6nAAQqx16e9qDCcFGx6oxwh4FgXtY/mrJauHpf66BWkEPA8PciY1GntifrvBc1Cf0KQ9g/3i7sjVGbpeK9MIeB4e4Fl+JhtTj28teGYvUpmvC3i2s74x/jf2d55HwHM4SY3Kyv55gfaTHNqr3drL5Qh4/ubTCHi+I7KT/Qh4HgHPQ0UD9bE6joDnEfB8b8iZ1GjsifntBs/6mNOuQ9oz2C/ujlydoeu1Nh4Bz8MHPMvfqMcIeDbSf9Xkn2OMbY3w8hFJOgKeXdkIeL5VUqOycv95YQQ8qx9sHfakbweNgOc7IjvZj4DnEfA8VDRQH6vjCHgeAc/3hpxJjcaemCPg2Zx2HdKewX5xd+TqDF2vtfEIeB4Bz2EiNWWaU7sj4HkEPH91ZMTxRBoBz0NJ6n/FKrH8wSt17sflCHgOTSPg+Y7ITvYj4HkEPA8VDdTH6jgCnkfA870hZ1KjsSfmCHg2p12HtGewX9wduTpD12ttPAKeR8BzmEhNmebU7jcfPOuj2UQ08p3ncOtwd2TE8UQaAc9DSep/xSqx/MErde7H5Qh4Dk0j4PmOyE72I+B5BDwPFQ3Ux+o4Ap5HwPO9IWdSo7En5gh4Nqddh7RnsF/cHbk6Q9drbTwCnkfAc5hITZnm1O4IeB4Bz18dGXE8kUbA81CS+l+xSix/8Eqd+3E5Ap5D0/XBs2xwM/7Wkp3sDXim92iw+Ke6dSU7EBmZhR0GPFtjOccUAAqAZzMIw0/+Om3r1ycXQB0Hya6Xlh4ieC7EtvKzaG6X7NJVyVg7WYHZOyfQkP4NBs9DQZSYH1leA5dt+FgDubdX/dNJadt4XBe6eOhWgucJAs/HLHhW+LPgeWj64k4p2CfSRfazOnV3sw+8zKS5uQtFhWVMyDJxYG+lLRQF+kLnWc8MTq3erjCSay7Q7HXI719B/fqfkZpWiBkzEnGR4NkAGZaJNdrkd2bMmaX1xX5na6Mf99t7l6S6nD3F/etWU6avTBJvwYwFz3uxImEr1xtMmc4z456Jz3AnY0LyjcCzOcAjuykbKCUVW68b1E9DTmxNwumqprfe513d9MKDWT9x/CxiCJ7T0gmeO82JxufEVgvpYH3O6cJdhgeTSnVEuMjV5zjYtmufWnGPjcWiHTuOYfaMbOwou4JWDzybnjBJtnx2uJI0orUZrwUCRG3EY9u3XcTMaSkEz0dMmZlz+wScCWrYn+pHc5GUc6nmIutz1lrORuEhr1YzyLkaonLbFzY2+MGzySdJXeyPuKhUxMeko+6KBZuqhypbf1QN8lOu2XqCWoRozhaG3HFn5KrS0kZWH3j21Pe319jYgeysjVjoA8+aQRX9NONLgzCKd0fkn2Mce3vMx45xW3aO4HlZ4jakp+7DRQ882/zFu+ikw/oppA3b38HIEC4KYfB+JOnp630WNCrP0Thw6jnwnH6X4Fkl/tLBR4SDQrUiubxVUrvAc1wGwfMKtLiu8fYFwbM30MJGTgA/u35Rn2tOULzRf+tHrsfkMdl56xHJsX7oKMFzuEULK1FujnGjAX3IxV8Tkzzupgs58FzjwLM9zFvKhzjHmGDn7fg6khPd08mwf30AEzyH2uEtfAYMcL/D/Bum4FtCcjZN1h1c6zaDRbmXluLidduxWOB5ZyWIdQy5yd4m2ALOOldLJTbeQWEi11V+vh65AOo42Jf2rC0eeN66/RyaOmyg6KLs3WgiN3O7i0eqVB+R/iuYySKeVaS4nWfCSgpcsp/aM2DEsTISDWYzqVjw3M1j2ijGhtJqjJ2wChWVFjxrslf6OXzBs9gar4+TZXcPA7a5IAM0ETwXFpYTPOcQPB83ZYa02xyi8+zEoj6ShranwksWWFi2tfs5SNa/LDndBlJKWhGmzViGCzX6vVA7nqSBHS26h9bFj/xPd6EGaOOcXUVi68JhIlUoaeTTksir3GtLqthVjQchl16cr25AaspOLF222ayLbE+ETlaGG1l9NLlaWc8QPI824HmL2TbFTg0u7abGpPqng5YI2Ut3SarJ39HXIe128YaChgTPlecMeE4heG5jt6o2B54VlSW71UExXmMn2PJg0tmh99wZyZLyFJuk+dsWu21J1glllL0o23UIM2amo7z8UuDOsxmVuto27P2N9mUfqZtEbW19KC87jRnTVxA8H7aFph8FFqiPZwQlfroT3UUbKC6E399IzmkknNoV+8j1vB3b0oNrBpCYQisn8WViZBqWRmeisZado3JVqSnL1GfHma1e9QRONWWDSHWHUUkrv50PFWFl0z4Tx1hqheonSGNjO8FzCRYsXIGay61GFI0R36wfTvHuiNwc42dHTl+x6OyFBiQmbkFq6i5cqNZTQjpCFwXUQd6mmOvyLps16KKNzeHCq62vsZCkfbR2nwX3Ao/miQ3v8MsEzwsInjMInusHgedgnQG7KDf12caRk8LZSevhJEVUF2HdmLUjQLqxRU8nXUhLiM0ieE5CM9fNcUZejhQOoJ5eeVy4pbNy2LleS78V7EhXZLZss2B3pJZZ+euxJCYTFcMcPMvedn7jR7FU/qByqemxBc+bCZ7notoDz+7Ghl3qaRPWYi7S6iTVMFzJaBeajU+5pae8WXd971i93I37LADxDnTs1TGw2LDb52+g385vOklHTTGaXFqotaYae43STRz5a8sREZmNnbtPoItmMeZydjd2s+dbUKc7uKohPLZTLWpGNYoDzZL7kRGK7AXOAFMjsZ2+gc0Ez4siBJ7Po6nTBosuTirdqOeynkutC9pYL7JDz4UQshQX2LP+FkKQOyMrqQ2+gbDlgLOez+5hGScVTeeSsYvLFgq4tqwan09ehX1VFjx38gjpZNOe4UqyLHXhZNlN3Rx4biR4LijcjrjYPOzfU2XKjBKG9U8Glw0U3tVLet7BgoBwkVqxU4n72Hji/Ej91E8kj7Tu33aUklqEqTOW43wNZeV+9azGVBtrbjd9KQjdbpaadAP9pn8yk9g5vXXIMJH0UKLURtZoZwP+Nr12ZF0LnrtwhhPNqvRtiF++HqdrLHiWr4U9uR8KCugTjAWnCZ5HjZmJwqLNZtsc4zhgA+nfQj2baa0OfjQta2e4SD4ln5ZnSK6AoP1ZTbrdBvSIuakyMddPVJ43j22npPnAc4DVgvWyoKfZU121hrRiWP/Cqac8Se3aS0aSKdA+m7IAX16mca1nGbuxde9+TJ+VhPLtF9Bub0azGsqkgyWaRByuJBGpkHlYgNTW3ouy8kpMn5GA7dsP2ULu66PygT4k66JpD/XvQiMt1UZWb2lnmJRVNRKqR+zZUexVb3aTnUjyG41vnWISUFtocNjSJWlYFpWFplp2jtehRhdWoojQw41gPUH2DrH/+jH/aRkGkqgaVfZ5MtlQuY3AI1t3emjptdfY2IqsrGLMX7QcF2p1rI3VHdwvltxhEm1ISOHA2VZ09mI9Epdt4PxTzrmnjiXSpoVK8Cgp5w7murlDZ0ae8rdWFmuGCp+2bu7sV6dWzab+URDdde7VPMTIRPBon06zVHu5GQvnW/BcV++BZ6/O69brKxJ5rRiW6k79AYfdBSkr0QzRSp/TfC6bslQDok/BWEwd2aC+whEfm42IRclookvqOBuNpTtzTwOewyeZrUsa03Z9CqSSI+gAsqLGuGQW24usNiuQJOJMgufFBM8Hj1ajU6cNU1LEUV7VTg06aPtuxhRjSRlZcpN7aILi/FJMmTwf1ZcseG7nQU5XextR85TLx8LZF+EkyWW9JyS7KwZm6Xm9CdDeOvXz83028ZVDeCeK1cZN2jGBe3Ah+ZtO0lHGU4KsRFpBNBR4ziF4PmmvOukUZ39Fbe/8HgYOBeBwg2c1IzlUq9adCIa04ufrgGc7jVvwHBFRjPLyC2g1d54VMDTFNnJZz6V0sFcOrQeoUrVqHcw43xCDZ2s/Vm4mOrbXLda6UhklAoPB8/7j7rFtea5072elYUayrAXPPdStx3aNB553eOD5hC00faplsB8seBZwtn6q0nCRWrExRG3oY33E+ZH6SccY1j+PtG7ZV0gSeJ5G8HyB4Ln/nWfJr77U3SULnu2UJc8j6Z/0Fss+YmMHchhIutinRZQsyYpswN+m15Y9TrGhk+D5CpLStxI8l+BsTT3LdBaP4HEmDAxnCthOEqsHHHieRfBs7zwbcjZw9jbHy0YOPMszwqmsfMqBZ3mHV7eTw8+SyZTzn2Ofbwg8x0WnIk3fedbg8HZZVpxTbPGuynNNmrn9qtaQVgzrnxoNF8mTLHiW10tT0y6bkRpB8Cxv1J1nged9mD57FcHz+SB41sEyVT+hhyHRdHr60mGA1vYelG0/iukz4wieK2wh9/XLZYxOSl+buenAs+2rsCmragxwloDckHxilZO10KZatKLdDDxnEzwzfnjyu2lHvW3e0cGlU8+xd4j959qXLGrA7Lh7UpUaVRqv/cCzmb+5U4LoIK+9psYWZGYXY94A8GwueHIjIPMwJZnOdacoAJ7Tygier7FE2njgWcq4cGMUs2NTeZDsZOcDV9Pdk2oX97OgVg3rH4UQuAyA5w4WSzBLDjzrse1rHni2kO9G9frYW6hG54OOvd1hIFmwgxZs5X9dYqVkpn1PN7ExugPPOQTPKT7wLGn09Q1mBrpZEj7BSKpMbdN25u4+1419xdaCdktSBMGzcxEtg3eea4Y1eFbEseDZ3gIzc7XUl8xep/cynVlzA/BsnqPlONHH+tlwJUlmveeGbPraU17j362bng3yff5dOjWguFZuhT0asPkNJxrXXRnzHs/ym9YPng3QkWH8RjaeKTjQTrYvpQiX9VSLr+vNuhPBkFb8zIh1I/BcuuUIIheWYOe2GnS08gT9SW8GPd1519AxAMjVJzbnOmuI5ZBcmH3hIyUpGq4KYrYNsiKwFBfyEminrHoETeGtjWJt2FqN0RNW4ZD3wjCJbv4N60cbpR/t2Msw1UVtpR+pubELRQUEzzEDwLPTyUxEQd9Sr4hVWzg1dT4j7wk0H4LtEcH14FlBSkstxMzpS1FTzTCuLmWZVDF3ZTjm7N3fdrO0IEoaeeQq93PYSC3Z+3yaJEzV+idj+tmQvVqtOxipqduxbOlGXLhgwbOhfscOQ/LrZTrBCnv2TB3GjJ4VeGzbkLOzcy4z8Uh/XWCzMMZUQw4PqTYXV4K+HZDDzyYbk/yUwjC9Tad7Auk7z/HRycigz+mlKIYCwsozbRuKMhYS3di/xeEi25ZLzdS2V7/+eerYUCcpdYewF2W7D2LmrGSCzYvmJTuGpI/MFNBrGJKnk8nEtCS1t/Vie3mleXlg/zvPlo1ORi9t2LnIPkarmBJGVVWRkLBhbqhy1wDZW5D1Ueqo2UhA2B5u/I0i6u5Ngh7bJnhuvEJn8+oxw4sBTmm4fbmlBdDSys9qw2vIY/1TJeEjtWPNKivaMWyM7XaoOSOIwHM7srJKMH/hClRfVh5gDzMXPI1O3PCOHY5k7O4z3znG56WJG028vmgudEphDiKnvz/kaJuda+cfzUXaET5lQ5rOFRrDUgDlnwPBs3eS/4VhQfAseQOHBMkV+tlbSE3rD0G1vd1hIEVUzaT2cpcbJ8bHzNcynLH7g2f3nWd7p53H6OlC3SzRZtiEG6g9Kx9QtzYd+/MYw/yXm7sB0VE5OHL4snkIcriS5LYXzJhRUXAz00gJn/r9wLP32La7sSE2h+qJIOObw5kkn+0t06e3zX6f6MZ9mq+cmzpDDDKBCvw8gG6w65tJGrjuGTPPaJooZTvZ0v/Y9iDwbLZVoMBrwcBQgGfHrtsDpAN87EBzMADY6d+mvQTPm44iav4G7Cq9jM4WnmAqZo26ImcuILDMNeIaNPpJJwVumxF5zYWV1Jwzq6lb/9S+K9QBnFTcBYp2bm/aUoMvxyXjyBELnq3cPFEB2Mg9HIlCmivg9JlOrnvBuCUAnnOxb6/32LbIbwyTJdhNqWdUdBxG8ld7PfZPMM7fXJmjtNQCzJqeiMvVSg5YYA+mGvQh+ZuUd1eDTSfrIEuubsv2Ez7SxKLpXgDaXloyteufRHBsSPL14GJ1A9KTd2JFwmbUnPNeGKbjnX+GU7xwkuSSgmIDGKyg5840YMyoOQTPpWY7IL5WnP4mqVE/2YtqAX8LG6l+9b3rf69y145rS0sjN4/pU6zV8fQhnu6GuQHPUcnISik04MaQcSkeYJJRz9+8c82J3rlaiJ3a4oBPhIVUk2oUPJbQXpFrSOJwXeNHTy+JyncdwsyZqdhRXv31Bc+SldTR2osdZZWMBUHwLPP3sm/UNc4GZg42j1YSxNAgYfc3U5/aUONcd+xrx0YaCWMvdlggzF7TKWSdqu8NxkelIiEmC/VXKa9Xh8Xk6mGdY78/a6NisAkdGtgIUGBP2EhyGjZ12zFsdLeqBWQW6YVhWVkbsHDBKtR4LwzTLnPRwPSLVzBcSfL5zHfhfAOWJ25CWspOxm1951lKsNPUgU5/f9hRmeZkkwOpIHzKqqZBtQUK9Y+Ns13ddZVAeoGefemTpZorzZi3cCVSMwieG3SMVLW96o4JkCv0s0cyj9T0s2/3XZP83Mgtp1PlMqPYDBq3AbTSvRx4Drxt2xzDk5RgC8mF3d/sqLYfr2q3Moj5zw4cyxQpP2cDYiNzcOzQcAfPMp+iFucRyq545HRw/WHB8xaC53mBO8/um0AuvgkOKVQEbDAsSX2pkXBj9jQzx/cnp5zl+1wscCyb6TSRO2wg9a+iP38rSN6iy6symGdAjWPZTUUFa8sQEUXwvKcq8MKwfgbW+TpRSR2DhP+Rm3CQmnQ8qE9cR3k7BoNne/VJaYCodPNRRM/bhN1brqKrmScZPbg0VwfJEt0/oZhGVbmSAIFW3WHX3RP7QIfXbFhITbr0NtCsVvrZ2oEuwh6WbdlcgwlfJqPysAeedYzpS66EU7hwkhTzJoo+90VgksBzMcFzfOxqgmffC8MMecbQubKJ0dNbavsekaRw7PrfrQd9LkhpafmYPSMWtdWM2JLVHsx16aIxQyVMpFZ/cadXYeAwwxbo2jt22nP3ZOu3F5Xs0w62ee0wk4Y40JT8rQ81FxqRlbQLSfFbcPmsB551ovpBHB7Rwk+SyxqSenFDTDp3uhFjBZ4L/eDZU0ILYwf1k/qHrEza1KEDwkWqzBnQ9ALZWzg2C37YMYpkAs5eesCyoM9VVZ1BfHQSsgmelSCYQlMtV8zFUSXGNk4P9DeRJJEEOkVDUktv192TaUe2FHPDNeZj7VLX2MdGge07D2PWjDTsLNNTQqbInKfvCYdPsCEgySadbJg2ZMHzcQOed3iPbavf9ASK0SdgBxlB/US2xjA6h5X8/R6S9U8NB31NP61n4hB3SaxOihcTk4zYuAxcvaY3hlsxDcg2H82Rmi/lSarLR6YNy1pY0loYFXXViY2+kkN+zwKrmj3Go8BPVc1PwqUa52z2cAOefccOSwroarZwUeA5YTPSk/XCsCZvh3cBUMe5Qe5Y2wJuemTYKDwEJBH8bEgr8qxO+pAHngmi3fflRQ48p7B/rjbozrjtQr/K/aoUhSy0m+48cdjItMV/bsz67aqyEOB58UI/eNaSK8pFFTecYmEiVSexHLvmBhnEHMhCN6C1n2IXZG9A3JIcVFZcNuFpuJLE1YsajQqU3/i6KSR7XWC+81ywCVOmBMGzScd0nI7XeqDvyCofpuRyzhuxzQ7c/8HsqN9j22K/s1zPDgMr8/O3gqSonEWDwnMa5Vayl2xnwXMmduw5br7/Y8hvYON1PFHAmR5rrrwNEQ2qWQWOtWDbfvDsdFAaIHLgeQ/Bc3cTywJ6aN3blh3EznGMPjbAKyGwj+ZY0GFrDQ+5ptUFAbOq/YCMKqQcHnjWPLd1Yw0mjU3C8QB45gnaoe9ID2E/3BVJLJPE0H6DwLPetp0dAM/mULMmQ5Clk7OJv5/uETl5xOp9/7pjbTtKS8sjeI4ieG7x+o8s+V0/mQs2XFeZ28elVnW4TKM0VPeH9QIL69F3T7YpC8XEasvMl2pbTTh5DNkOunyuCTmrdiElbgtqB4Jnp9twJMkl+fxKkoLg2T62bdXWOOd+HWIK+M+AZ56sOwJucIaN1IgMOMCIWjg2C8U111t+8KzLeNbnLHheZe48DwLP8rUeDhZlPoalk3TzjiM5SaSihpWW3q67J9eO2PXFAJY4pntM68DOnUcxZ0YGwfMlH3imtkryh2tsEzkdpYYMSrLguaofeJandTNLMwBaxjd2kBFoebHmo7D7G0ny3ZCdMEFfs99f5hb3S6w2yhUZm4zo+HTU1ulFU1bVbvaLfdbLzpUWPItVp0e+trTQHhs7fcfcLbmKjU3VkCeHdFOZ9ukYj/zg+fI3Bjxv8YFn7bZfA/B1r2XXRUru9FIb+eBQkGTzsyGtSCoHnplbETx3cUxIRFE1wfNcA5434IoPPDt2ageqFLmCfoWDNsNHqljCOHu6AKptBrVg7GaeY8Bz9j0FzxLNdbNEMnZT/a5tsTOmmS/ITgaeEATPl4Y1eBaZECrxuTS+Lh2km8cCz0UFGzBpymxc9IHngC1kIOuKQRsMU5J4gW67AWu/U2UgO7pPB0p35yADKwh1sp+/lSTDuAHvDXrliiqWHfPXbcOi6DRs33vMTJ7GVs7Axqgq0UksNB7LzXtFRhiPtTCTd5Bd39uwZR/bjlywAbu2+h/bJmu0DQTPfh1NbUoghg48WzmDzRqzqm0noynkRGMmGQuet22sxuSxq4LgWX2gRME8W2MEH34kvUxWQvs5QEIyj20XbuPEkol9++3vPFub2ITMbMkoUktGcv2kXeEkI5+PfeQvVu/71x1r21FqWi5mzozEpRrOksGDKTOFNi+BY4GbqBxzU4dJLUEkvfdRr1myb3/UAXdPVgyNj+AYcSyRZGYdY//LyBY8ZxM8JxM8B+4860Ajf+CE4UeSK2BfT1bSuTON3mPb9m3b9usd9jF2c4hhnuTimvxULCOFjSSUnFmsiq1sWgREMKx+st5gf05GX48JghodI/AcR/Cc4X9s23Qo2xAYM+CZscMwt4UKfP3mJJGK6nEtVRYWcoqoQskUgo2pTfxWfCN43kHwPN2CZ/02qqhX+pJ11LAl6SmdZEQZlBQKPKvn9BI6jWzzkyrGRtTLXNyg9YfkYk0Icn0jDgjveYIep6WE9vIdYTR3S61W7l4Sl4zIhHRcqg+C5y4qYZ+QCd5JDCghBV073mrQHXSeIlKYyFVuBFNjkoGSGyfjH1m7xTq0wYDnTQTPyT7wrD6hp0lAHTScyYxx6WYFvegDzxc98Ky8RRHEhGsdag0f6Grrbyz4SsAz5zb6i57s6+JSF4wllvZevNqMOQTPyWEAz0NKEkaDw3HA7eXbGu3SCmhiLIuN009VJQ94bJv+z84x90Z0YBhlV3UajWLZVduBOU4GFJtCLVnochLtZ3lezgbERGXj6OEadEuvYUwB8EzWcHc6OH26O/pQWFiCiVNn4sLlWwDPw5gknlRzomv9euxUdNxvg3yfloMPdGntYLZHuqO9hZ+/DSQ9TfAke4PezOFclR/lr9uKhTEpKN93hLvtQ1n6rpY1m06WxRmWldQYcKcdYSbXH45N44PZ3onRx/awcxzpIdqy5TAiFq3B9vILTMhYkf6cDppRrCpB1raqNrUpAA4NeFY9asbJa+rVP8dGPSXJmmSUSTIQU6ltm6sxadwKVB45zzKR14mBCDwcScrIV2jBbvaV1zktTQLPpZxY0rDnwFGjttVGr+Cwd0DMudoh1aTiUKjpt7tjj9ym8wab8FlPc37nOxzJ6asxbdYSXLzcZMR055vfolTENpXxn+lfj7mpYh0vrQWclWSHEzxbkqxOftveQJaW9oVZfag534TMpF1YFb8l+J1nHmXHvI4exiQFDcvm1ob2O8+zUVi8yWzLxxyYCcIz/affKTbI/cRhVVX1y8Zia3FDXDiRrXcp3rgnX/QuUb3AjCODY0iy6jiB55iYVUhLKzSP1RoylbANgQeBMgEa8UDw7C08bVmzlUhlYSHTBv+pPamphsSmnH9ct8NAdlfmEgo8yxvtpSRZw/XQsCTpQ0O6YaEXhjnwXO5951njuR1tZI1t76sTxur6DjFPHiLw7Jk8wIYCBfwnoQ3YVD8IrOgVPP3BcwsPWRyfjCWJ6ahp0FvBrb9Y8Ky+0fdW1WmqwzOEqZubHmuhHnTeH1Z/E8lupmI1Jjkkj7Tw7fLW65o6kZk1EDwrrvF4OeawJo0awWL1mTg0eLbRzR4lkwgfmdTHdYKA81CBZ7UzkAOrmtUELO2rnm4FPLs+FGvdV+VgCuzUkQM5jCRhNBAcy+3ZhDID2d7+bnsvGhkLYuIzsWjRKrQGXhhmtdLPdmroD4VoGgFi5/PGrW2zQZYcZl7ghrGZLVqdux6RMZk4NMx/qkqkr5iYeYSCK88K6Ojp00UfLyhaiwnTZuB8bfCFYTrEHOP6cQj6YSjIU8ssb8aG3IZ08/F9XPjIHqHBGWRd5bITrzh4No8NVam2v+kkHd1M4o0se7XM+k/eulKC52SC58P0KQsb5aBmvJt/Ctz6LrCgtUvlwkimnQHcr5OC7AfP9uMFCrJoU2kFFiwpwNadZ9Dc6e5n2js6JnHRCQNs4U62AElJhE1YtcuIEkYKqDeA1B9WNyWOehsrgzEFKN1yARPGL8ORYxY8K/F0bz23wg9HUu9wGiHA9//Oc0szwXPRFsTGpxA8HzF2UAzTlGPBo/UvYyH1iZxTHE411ahzJ6079shtSoNbAc9JGXmYPCcK567op458bsX+7NXMKhrYFlkLqWUSVp4p/QUcrNeFi9SKU9bq4aKj2hXbsaFkshc1Fyx4Xsmk7OIFC54VC+zdWh3n6TMMKWhaq6HorMDz6CB4tl7WRra/wK0EzvobxxKTaJNxqhPD1gWe/eUHqt8s7R6Rt9dI3B88u9/U57aSe+8kgefo2CT6XCFaOS5UKlHNflO/HU3BlyPqIB6hA20Vhqzf2aWv+O5IFRl0TI18iZlIOqo963fS1N4237mjkuA5i+C5Fm0skn+phwQ4lYja6D08Seq5OyCi9tZebCd4nukDz0qn29BC1m/DaoxLd8Ebjjf1T9j9zZPLY9ld20ZEt6L53PiEGlY/aK4RELajoR94jktBJEHApXpJb/tQ4Nn2i75f6wfP8j/Vq/pZ5C10pO17yyoLG7nKDRhUDGs2HqQpQ5HUZiz2kLqmDmRmbiZ4TkWtDzxrjuqh7uGNu+Em9Yy0cfa24HlFQikykvf0A8+65GYvhwRdywA3jUndUhSbr3SEsSdUVSgOrGre1KUkO8fZud4Hnjl3WvC8CVcDLwwLVuPnkBTYqbMGchhJ1cm5xDIhjavUxkZtXSLT3NJN8NxN8JyORREr+71t20Q/9sNQvK7Gieb8Xf0e0L6ffTTbyN81r+hjj8/ML8GiuAwcqKwGsf+wJc+KhvV1GL3AzZSapVWzgz6eX1yECdOn4/yVWlMWGAtko7TXh2bdFA5TkmyOfRQslkVsTho4xG1IN8dU/r6+bk7BgQDtjtBSprHBsKuHk2+PnRC0bX+qiMfpeJ7f28Yyff9DRZz9LHAZzN8YMmaimbtoOyEymYH/NNBbaZ+izWVYnJCKbXsO0Mmsa7Z3MGHW5M7jevqYznQ3kJs5eWrgsS4Gg64uBkSys1VPD8/Uo6qk27KfSbr6s7nbZaS0rL5VP3Z2tDEAaZ0hoIuBuFNBwJKaXL/5ABZEr8bm3SdxpVWBmtNOXzO5gfUoqSQsZXDr0Xdx5TIu0nDTtMFRpeRAdbp6w0sMWLRRVwd90DwvJudnWS9t2c2pj4lvDxOuLiYm7AKUl1Vj0qSVOHTsgrFEG3XR/Qxdve3ulW+zfzy7a+n6o5dBWjyUpHZCsQKa7pq19xBQ9jJZNLYF2tgfa9duw8qkHBw4UmXily4DKDVr7G5EY08D16g/J/fOdo1Rnuj6J1wkWVSfNX2AJaPY9oZSKU5y1KO923u5Cfuqq4c94OniaHnqakyaG40zde3Q++mUlikltRFHdbEpzrAGN/lYZPapHTPq1O8uxIeDJChbMC+SojRMbqWVoHAHx5FN5pnO0M/0u7M69vKlVmSn7sXy+M04y+RMNdDTTEpgr6lTowEG0LbzvYH7hpKcr4llZ32HTv1lfz5H1gdqLzVizJhZyPce21by1oYm9lET1+RzLWih3+n3YXt7mXK6N8N7/RMeUh+wT9UHZunkNqumt+1FDHeRgrbua0Fnn357mnvYf13Mtroo28mTFxAVm4plqfkG3OhcpZrtPMbEAgnPWN3T00IfExpVm+p/NqSu8XXPgM0wkNqgruwD42tkgRKXJHewvIXxrZNlFgQAe3Ydx5xpWSjbXI1mDhwdqSRUv6XaRht0qE+8weL3LcU4N88MJfl9zM+646HWxeYuCLmVHbJ752nMnbMcpdsOGNtq1DT21puYrXWN8lb6W0vnFcYTZtUG0KgScphI7QZls10vNj5tNrz+6WHk5XzeRz/TvCiNdMHP3aHhFImFkauwKCodlxnbJGLgbia3urrYP+2NXKefua8JmL43BxjSwpxn2M7k3q67J1Ukd6PAfZ2aYwScG+hvbfzox9DssxuaXzSk6z3wvHBeKqovBMGzmWd7Of7NUUHpTD9786e/74eCBtbt5nNXJsvZi2n2t6xl/3Nn6pG8vBw5aQdw5kwd+8Y+59BKL1NEF4Bu7ulEK1kX4Lo59tRHfV20VbfmmTDqYnyLNQ5kNsEFWbOcYpuNze3drWYOMikYubq2GQuXJCOV4PnyVfaYzuV5Ol9LkeZQxcGATbgMsuYlnST/68/9j7s+35R0iMYPB4Gq1jWITjGbtXl0K+f/RrPe0tGHxVGrMHd+PDrstQCScokWtHe1m3FkL0INliMU34x0hJhisXXLsnv/M7WlPcrfOfNznmjXd89Zol90zSzeiAUJGdh55JxGtCGXQ/rl0NLN97dDro4b8a2QchB5unIXSmHmvW5iPWGDbvp1Fzumkz6fv6YQ46dOwYWrtcYW7fQPaa8Y122evtAG5XJz43AkCS45B3Rmr/J86tpNXe1Fg/4KuPEXOJ+drOvpBM/aI4VpcE4EPUxuO7sYLrsFqpTo0iF6uc6lCdcyqvZ3MqQoaLDh3g6Wa5aQ8Xr6O8jtdubXg6ifwFkHpxMFZZYo1VJi3Er7FG3ahoUxK7GxbCcnTYVdAs72HrS1MHFjoqIpqL2nCW09Cs2CowpKdEbWNZBvd1AZcjO8Ycmq/pCcGuiWNfB7OVBaW5vYjrZZQjCjRzRMTsqRoS7buPUg5sdkYcOuY7hKAKYHzlr76hmo6+kXjWjtIKAT4BagkahmRJFlFONtKjAbYSa2RyH7OLB7e+STAs9KjJlQknWhp7OH0nIi7yGY6WRypRdPlG45j/ETluNg5XlZHY19DSY9UCrWYYKG9V3ZXX7sEst7AWb8Y8Uw+69XY1JjjhK2KwFmkO42MgItjQxquRsQH5+K/RWVxuwapeqjup561PXW0dM0fqkbfbWXs0wP/bAnnM8RySSqTuwCjBdSlBRbMMugTOfokL8xdnTTrj2ME13Ot1WHziMtT8nD+FkxOHmF4JnbggWGWVcH7WEDNg9XG2S3dGSnUI1GWUJ+7dt5V6RG2XpHGwMnHYmgUlFU/dLS24ymbgFIeZESRyZl1PXCuUaTjC2N34IzBM+iBvrjFSb86iNzb4oK9MoWnp9p2/mefEDLoSa/z0lPPdrcooSMYEvguZPjopvx/cLZenz+yQwUFtgXhmnKFXhuQr3gGRp6aAf6ncabQIReqNPdRn2UEYWN1A/0GwNitXSya1X+Ju5hfOJ4YXw1D/oy1rZ2Mc6xT3SsfK+bsh2vPIfI2HSsyFxD4M+kh2I2G+5hkmzP79bFEPZZn/k5JPY5bcMCI4ZhkVt322EhjX8CY4F248scx+wL+Y0BM9SvhYBNfaAna0S7y45i5oR0lG+4iDYWaV7R0e26W+uBZ/vTMFLB+pnYxTdXNlTk9zPDJr6xLziAdR9QlwEUg+V/emx7z47TmDNzObaWWvCs0dbChLoFjRxHXDIvaWXftnQJPDNaKPdoZ51CEWEi1aSYIzZxx2MTVswG9ygW6MIE/aWX84yAsC7eare5ts5j25lsRcWkITYuF3V1StIsWNC40gECYzpPF2l6O7mkHWwjasz+F6t3NJPrApHY7g0DqSI1JzDDvI4zI/3mqhnf9BxucY1joYk5YTsVq6vvQk7WVkQvysS1y/bijeJtey/HGrlbeSPnZudbzr8cDdwOJ6lef92SQfHVllE/40mKDfptcIHnXpw7TfCcWIbVKQTPpxjDFPe4r5l62yO7jO6t7J92xoLWzibWyf72QLQ1YJhIYpLlN/2YTajHNa7V+7o4Rs04ZvS1FJXZU6trmrE4Mg0ZmVtQW6sLZqqU/sY8vdv7+RcTKzleNA41/8g2dlxqqRghxx3M/cbvDfimpEOkFHM33fzgH/UQKGOeLMvT15r7mtDMeaiVwyuOQHTuvDg0NrDvGLuVz3ZxvLUTp5hzOA4V+0PJMpBvRu4II6KPg6QtRQTO4Yw7XRzznfIJ+oayAn27MXvdFixIzEJ5xRnqwCMZPNqI/OWHkkH29sdc8a3I5sivz/X4VkjepExE9u7gmO2m3/dwnlSk6dGFIvZPO3PH3IJ8fDlpEs7UVBvtBZ4NiuCG8jjdoDH5uPp0OJKElmj0MTdQ9Pvg8r0e4p8exlvpq8jazfHUzrGtvFkHypbKnXvld+aXeVhM5Qme2WlU3iUkAsbtHbqiw3DByUmmVQLR2tWIjm4GdRlXAKW9maCZiaSAlyo0ArHT+g3E2+/MrwfJ6XVVhkGLduumbm1a0giya+G6UiyKXIlt5fsImu2lMuVcHa1MZjqUIvBcJpdtHHBik6Sau3DWThpgnZ0EhSbY06yePW+ZzKTuWOcqrASBs2M9RaALJQLPJpCa49mdHQys3uWyrWUVWBCZhY07jqGBIFmDrLWvjno2cKKsQ2NbPdo6OejYjsQ1Qd6ILXm1wqVk16Y4bERbydkpv17s02ccXXebGXrJdnKhHc1VcCYzlFtdsXXzOYwZlYBDx86ZWvQAoHkQkH3QwUlQd0Q12Ypdf7h1F+iGilx7AWZ/CDwrEVFCovt8AgUd7Af5UwsnkuLVmxETkYS9uw+bOpTYNHJS4bTDozWxMKhzWwBI9fVwAu3Rb3aFi9SnMokvKIkpPhcCMl5P9DEIU4ZO2ZgOoslb/qJjlXtQLVPXqpQijJ+WgBPVumfGiYj7NRkJPLdS/nYu2+mvXeoLtUHuH6+1IV+w/mC3w0FsSF+ab2cy0t7CTduGLoSpb1qYxAuo6c5LT18z/agdZ05cQ/qKvViZuJ0JTZMx1TUmA7WMpbpsZsAzhZdPaby7iVXsJlQXA4aS+vkcPwY89whw2Ued5TtdTPLPn6zH6I/moKRgmzmvi76pezMCz81mFHEs9TXw3Cuso4mm5wTLDuzuCLMObNcy66UDWNm5StkV6eRzGidt3TapUQzooN2VCCgHNC5B16g8dJZJZjpWZaxDE7tW4LmFLCjQSqeUDQQ+9aSQhXf2axD2rgwPcqz6xFoPG0knJfyMZeauuS6DKQLoolKrsbbuvOoCbBf1E+3eegzzJ+SgoozJPwePEsx2Jnbt7CH1k0m2XaynweRfim3Ox9z2UFE/PxOz79S2nnLQE1u6y9RGwc0d9vZebN9UiZkTErFrm/edZ8onfQSe6wmeGwTUuN7Fucg8uk29egieewRIw0SqyYU3P3im+FyRH9BelF0XNzTH6CmFrk7mRooV3M2pyfhcJ50qMSYLidF5qLvEQu4W7uqmvMH5kv7FpK2HbOezoFPpv2mSLB9XrqGP3Rsmopy6CaLcpoc2bcUVY2vd5xd4btbdQAJIAYHG+h7kp29H3IIsNF+hchRMuURrVwOTcN2nDoJnsXzLkfpesc5fFk6ST/njpoujaldWVO7ToYjVo5sA9jng6nMNSIrZirxVFag5qzJdgNMlQX3poZNHd5qLBy1klemupwHPusghHwhnT0h0sgkzfmYT6nHb8wSP7Is2xjVamAk/o5PQJ4+5WtuCRQuSkJFWisY6O77bW9lv7bpAK1vIJqyDdpFNNPd0m3W1ITtpXXXJt/1sj78VvjnpGMpG+TuJN9zTJ/ZCheZ+xYMOxuU2NDIoL0/IQeSCFWi8Qr/inGKBGqNadzMaPQCtcRFKloF866RjBzKNJ7kpp+aEDs77HQTQklZ+olHL9BkZhZuwKHE19ldeRgvnmg6BZ+YO7kaV+qStTbm3tLbbtzMeQuk1kG+F5E265N/QVc/x0Mxt2/e9klOOQupo7URebhEmTp6G0xeqTZm0cBc8zXxLX1SeqvOHJbnuk3gyudybeXC3boBqDJtC5ZX0pS7mcx16Mljv3VFsp03YNz26AKdxwgmgp6sH9/XqER0BNQY6+1i2rsopsbMPGOqBnbaeRtS1XkZDxxUzUevODlvmeGJSIQDN883j36pYg5JGv9PO/KoplNyD2biLMazWOjQQOFlaVwPWrNmGxLhsHK04G+go03EiHqSr0h1KAjjommnPVgaQDvaDC/IaUGrHHM7tjg67z5XdjIJyBgOhAcuGlQBa1pMFJhAwECmw6uqKIcnrjYGyLRWIXJKPHbvOokngn3V0cSrpYsLczaUUam6Xw1n9XXKhcsOS2Vs1fGsq3AKpIgopUMjg26Or9QbQCGwqrZThdYwalZ4aLcCerRcx4YtlOH7UfudZNynaOTEocXPU3sYJk4HNBTP1gUj9or4YKgr2m8c0pMCV7jY3dteZ8KxQ1aN+omhdzd0oK96DpMjVqNh5zNTR1t2LRiYx8kxpz2ne3hVlUND0ZJ5A0EwcLlIjMpPY9THZdrvCjqZ5TvTsEwFnAWldcNJpAdI56joWpievxfTpSbhQI28lmGF5G+t2Ves5jkb2TbueNuC2aXZQZTrTsbbDQWxE/sBYx4jLTcVKgWUBLE35mkpoWyOV4Fcvas40Iz1+P5Jid+PyRU1MSg70sKAeGpTkQXIxUyS/k/8pqbkX5Pc5m8TospNY+gTlrDvbhGmfRmJrwU6zrXhh7nxQGz27oeNbmXTXdZznRHyVddEWUqlf/4SBbgKeJb+VnimNQLOJC54fOKchcDl9+BJiFucgJXkdYwaLyV6k8A5TaqG7GnosUnd3ZBXFOa8u6aVVx9oWh4VUkSTRvGzn4RYl/LS0QAwlMk0qabGTP3Bw20nETV2H07uonK4pdjG567beZkcTyzhPufnF9Lc337gYN5Tk2gywF99sT6nHNIKkMzMMJszb1xzHgnFJOFhuY1t7K7MSDyyob3ThswnX+P8qt+1cZIwSZlUUXwYx27fzqsaIFwuYyAs827jjkScPQzCWLclB4oI8XD3DzpGDyS19h6q/NY/Zpw20w9pCpP+O1bZ8UP/DSqxOX7/r7CSg0dNlqDPgucF4nXrHyiLqqO9D4aodiJ6agaZzunDBMuYBuhvYX1pWS4MpprkcZqh9TvX669a62rUkq8njBJ+lo73wVEvwnLxkG4pXHkPdBY0nyak8yWZ5ut3QRCs0MmdTLNB8KtihG0nKnZ2uYSHrYBYwe+z3O/W9LjDpJkFbB32OftjRwWys0TpTY10b5s1chuzUrWBqZC6ItDVqTrKkpwQ72ni+vspFu+jRXH13WBbTfwuH5Nv2JkuATS45YAxfh29Oao2WJfhs79CTCspIg+DZXEwz+QKoVw8SFqYjbt4qHWDHjS6UMS43dzYY8Kwe07Gav0LJ4+dbIx1nLdKf7Zi384vmPF0G1+UUAX7lxnYOSctej8jYfByvaqCOLCC5MSCST/rBs3/frVAovQbyrZC8SZI3djWg1cQuehjn1u4W5tW6mkyRetv6sC5vI2bod56rr5jzdH1SXx0yN0SU25n50QJNa7thRq47JbgSSk34ikvM5bp7mBtTB8XwFl384xhv72uiPezXVhQvFAV0cUDzv26w6W78fXZAsNNZgW5Vtwt584QWhorG3jrU915BY981OnOjYYUc830RNtRrLm/TXXTHmiC6m8DCXU2+0878qimU3ANZU7wuLphrTUwQ1Q+aQqWhvoeasaoYkTNTcHTnWfQyCWi+wABxmfZpYFBqIncoEGnwsRYDKjiRMHiobieDC/5aujtSt0pOTgeebTDU5BcEzt2coHWXVnKYgKB22tmzDSxv4rFClRRhZ8lRLF24AYd2XAVzA494XMcVXGu8iFZG504mZPrOiU04dZpCvNuy9Xg7zGZ4SBWxUk5wuvvcQ116lUjKptRNjwd3dHEwtDagof4yevRL+/zbU1KL2aMzcPpQjalFF9gUszR5yM6tPE5L2d1N8G7Sv90Ad7sU7DePNbjZf3o0U49dNnTWoa65nkkkZw/asvtKL7ak78CquTk4Ulbl1WLjQhvB5ZXWOvJVrjOpMcFBdxAJJgT+wtcRtl99LNmtByjU6MP4YvxcV/YYYjvp+93c19aN9nr6oglmqgjIXbUBCyenof4iN1isOzbEAOjo7EFdUwuuNnEssdMEYeTRmtY1nQW18fzCADdVKqHCRJ2sr43CCNRSn44u3b1oYCQgsOlhKkZbt7ZzsmTySSOg/mw3ipeewMp5O3D+qB08kq6V4/JKcyPqGhsMQJa95FduIhW5O9FDTf38jezAjABabVstGuhDerSJLojaQ22Y+UECynL2WrPKjUj6fuCV5qvG12SPNs4X7bq4Zp4I4QFhdDVD1wPPZJvaKOJx3DA2tLY3cWzT95ioNF4hDKhrZdfxQOpz8dg1pMSUoCB9m7rTvFxbNww7uLza2Epm3zI51tM2Ss90SU4+F/A3/ZN+fjY7wkHSSSCXwrBVvUKnpa+Zs7JAdIf5fnl9S6OZxBmATdsVJacQO3YdTmxkx1wzp7GccYxzdXMHdW+xX9HR2DN3m9ivst1QAhk/+f3MsBffNIfq8cyaxlqjk6iXedyh9TWIm5iLw9tO2SHNIaSfpuliHKmlv9W20d/6mOxQ2U76myIBw4txjXASRTUs/wowW3PxTYmVmVNp5y7qYd63QXDS0dDBxJN21RzD/kheUoTM6M1ov8BKNXbUteRuzrcd9Lfuds09Yvu1D9uKPmw/wPo4Zwtzn7G6XiaX3Qy4enJE4FmPbdcT4NS2XOPcU8d9VEbh4BKwZukuJE5ajdaTVEY25/nKOZRH1jczZ2yXHlZGl8cozmld/T9U5J+z3XZwnYkvJ5WmzkZca7tiLsaIrpxoRvLcchTHVqL+jGxPkug8rYE+eZn6NDDe6yJ7K+fTho5G2oh9LlspiQgneU7m/E7sfM4PbnWjywFa81gpuYtz6V7mAmM/XoC0petRfZKyn72C6tPVuHj6Ijpa2Vc6ljFD409kzhf76yb3A86OvfZuxjcnGVePlDeRmRuz9lb2Uxv9R199bKAPtXbqIhKJ5k1emIf4mUnmoqAZO2aMK68g9KNMejZIEoYHPOsYObOCjuZkyWpZdrGj3svfzYVVXVoSDtAxlorztiF2YQGO7SHYlLweuXl9oI/eumyW3PE34lsh9brLz3RBJkAaAg2sQ/Yml+Zux7xJi3Gtul4nmVSom220Msdu7mKsYL4Q7IVb1+OekUQi93XQt5s1BtS3XCdm6CCw6WD+pkv/zBL4n5iBuLe+m/GBeJczL5p7OX+amKgIQIvRVvfp+xLmZUk0npIN3anSFH2lpxYX2s/hbNtpnG49hTPNp3Cpq5rVCEArWWww3yMzkVTVMSB1dXKyoFO4YHUnnflVUyi5B7IGj7nbwhm+g4PLDZm25k5sXb8DH78yAc//4QMkz8vD8S1VSJ2biohR0chcnI8TO04TQGs2VYCS49LdGNA7dfWPZY50h9Pd5VSb/gngZhQy0JrhrfRP11HZT3rEgn2uR7dtYGDytacCi2cvwbLIZdi5aReaqztQnlWJuLFrsSe7Gu1nKNelTjRU12J3+RYsXjgHCxctwKnTp4xvSnoNHYUXBVrrG6xbAmmnOGxuQP26Kb8e25YOdOYOJroCZwIAVxrqsH49gdjc+YhasBAVW3ejh4BsX+41zHo3HfvXnAbzLdDV0XSxDeXUNzoyFitWrMDpM9ynFrz+lu0V8PzgZijItRdg2k26yN9qmy4jozAdUTHRKFu/HS3n29FyrAublu5EytRcVBSeAMc7iK9RfbYOubnFmDZnNhKTl6HydCXaOPGrT5SUKSmX/cJGdl4xTLG5kO9JajvB2I+STOvDXYy8F8/XIC+jAPOnLELOqjycPXIBzIORE1WCOe+vQPVO+icTtPZq6kOQU5C9BrNnzkNySgou11020genMLXmaaR/EkITmWEVhom6WJ9+sFUzB22oxEt3JdV6VfUJRCdEYd6cWSjJLUDDmSuo2d2CvAVHkDP/EGr2MmpWd6LtaieqL1xFRlYOZsychbXr1qG5Wd8R9h6f83xM21r3x4RwUcC/fOzitgzW0d2B/ZUHsDBuIaZNn4INBevRVd2DhoMdmP/OShQv3kHkyUM5fpouteDAngOIS0hEROwSlO8rZRJk7wQq0aJxLIeTbgqe6WMEMLozY7+/1Yf9u/YhMXIpMpdlY//WClypqkdV+XkkTs9C8vw1aKiiP9XyfPrgnrIjWDgvCgsiFmPbzjI0dhJ0UgldmtP9XpOkWUlUNRv2WOth9DfzdaoexlHaUV6ul+jomRKlarsO7sXc+QuwNG4Zak/WmARnR+oxLHmvCBWZlFchjDi042oLdpWXY9Gi+Vi4YD4qj1Uae8m3FNNc32spXxvKCza2n3ysvuOnobkRSZkpmDxnBnLz8nH1fB066V9Hi68i5rM87E4/CVxmBQSg9RcbsXnDZiyMYNwozEVtYzUtwuPpjOZJBw2XsPubx+xbim38zPgYG7Pxx86rxvMoQ/21q8hKycTcSfOwMbcM3ZS9j10UPzkDiZNzUHeQdmdc62V8qzlyCflJuYiaF4GSomI0NlyjXVSPzQ/kz1LJupYTxM/ho64OAt8m+hqBVW9fC0HiZWrViotXLyE7fzUiFi1CcVYRGk8xieR4KYrYgcQv8nGpjDGQ+nXWduLEkZNISk5BxOII7D+wz8Q2G1fYNfQv9bsjlQ9VfHM+LVYb/u2z589g7uK5mBsxF1s2bUHd+SZU72tDxsw9KJp/FJd3tBBNU+aGHlw9V4uczNWYwbl00/attAchAvONdsYVk1+x3rD/NJeZt6ytHNs5VWy9QkBHsU1fD9AdZDlIc10rclLW4Mm/vIF/++9/wqevT8eSGUvx0Wsf46Hf/RXPPPIUjh08ao7t0SPeaop1t7czbzJPTsqDFWtsvFGks2wvDpnIN0Cu6/HNiVr0ErD0MGEh5pCftxLU62tnnPkJZtRnXj0c91nzSpA2KzcQB9DEfR0cd/pOLs9u5ZgxGoSQZSDfnHSM7QM/eNZHbQRtRBzg7kb2sLydx+tQ5pQb0/Zg1ax1qCrlpMLYrIdJVF0nMVJjY6O56+yXxfqRTr41GqhTKL4Vsl4l+dm/RkCeJ8AstXVdSdcy2UU7sw9g8bgEXDmur2N5puGuTtpfF2b1TiG9SFhfW7NGGGYkYcX63rLeHGziDr28lziOwFkvFRVIFnC+Sic730nc23LC4N4zTadwtvk0MfEVmsZ+lUNfi7yvlclfu8AzXUDfMajtuIKjl49h24kyrD20FkUVRcjbX4DcvbnYeHwjKusqicr1IqIWAmi99KqZBlSSQieiIXVlzx+obrczv2oKJfdAVvAyd57pKJ0KJt65NaevYNaYBXjgO4/jl//xEbz9h88x69V5ePK7T+PH/+5XePWX76M8e5f1LZ6kl3OpC0V6FEDJswKZ7OeSG0fualUoeQayYo6GhFhTsB3qmuY1yauv9b0yMkd0j/lys9UgOXEVvveP38UffvwHfPLaZ1gyKQGTX4zBB7+cj5lPrETCJ+mIG5PAQTQfrz/5LL73T/+EJx//Ow4erDDnSxeFWhvGlEwocRXQoMLSWQdo4IWQ+faZwYbguYfgWRcAFOzbdcVfbZFOnT2PL8dMwC9++Avc/+NfYeIbo7F0fDrGP5GAp74zGnPfWIoVk5IRMy4ecz6ZjxcefAU/+f7P8eILL6J0aynt4nrGkvrFfzEjXOynQfu9yUMWPXLqMF54/QX86Ac/xvvPfYjosQmI/XQlJjw2C5/ePwFzXo5GzKhkRIxdjnkTY/HH3z2Cf/rn7+CDTz/GnoN70E7wbDtAUVET4K350q2wv0/9Pqc+cR+9FVgvDRNJr6OcxD995zNO8j/Gkw88i7ljF2Lp9FV4/y9j8OoPP0fMO+lYPjoD8WOTMPPDeXjoV3/D9/75uxj9xRc4c/6EajH1d/Ijz1Yya3ueJLOZQUC2Jrwp+fUJxaYe4+Bc4SSvgi5OrEqgRaV7ynD/n+7HD7/zA7z5xEtYMmoBFry1FJ/8PhKf/zEGUR+mIm7sMsRMisOX743Hz77/C/zyZ7/G4sVLUFvLCZYkn3Nf0RCp3Vsd83fDasOxqKm1CctSl+GBhx7Ad//lO3j5kZcQI9k/TMFz3/kU4x9ahNRx+UgcvxILx0bg/Zc/pF/+HH/+64PIzEtDW6+yG02irJ+qGJYJB7Q7kG+NeJwBzvRjs7Tnuu5WNDasZMoAZ3YZk8vI+Uvwmx/+Bo/85jF88uIozB+1BFPfnoc3//gpPntoGuI+zUDsqFVYNj0Frz72Nr7333+Ap594Flmrs1HX0mB6WWmSrq0ruVNkDkisFceePDfjm5JXFzvFjBddDGjjHKv42sK4tzw5GT/43o/w4O8ewsyPpyJhUjwmPbkIb/14Nua9kIv4zzMRPz4B0VMW4+0X3sD//Id/xp//+Cds3mTflC5ysmjecQBDS7+cN+LbpUF1SD9STe0lvPrOm/jOD36AZ558HnM4h0Z8thTTnk3Ayz8Yh2lPxCN5bDb9bRVmfToXf/3NQ/j+d36E6TNno+bqBVnEsBJ7PTngfsrvZjRInhDMf3bcixXnyBJb8UZAyrJmVfYN86i2jlYc3L8f7732Ln70Tz/Bqw+9i8WjliF+XDLeuP9zvPvAaER9vIK+thJx45Yzts3BQz97kHPubxG3OBJ19Vfpt5rH7Cxq2fq0SW4DrHlVsfzWdL0pSU3GNn3XXHf3BWg6mOep9d379uG1197Er3/0S7z99zcR8ekSxHy0AmP/Ogcf/mo6Yt/PwtIvUxA5PgqfvvU5fvXz3+Ovf/0bNmzY2A88a2ls6pF8TXnOQJvfDYu0dG1pqTa0dHLsI6j/2a9/ju99n7H6+bcwZ9RCzHt/OT763SKM/2si4t5Jxsov4zl+FmPc22Pw8+/9HD//6a+QkZPDfvDgJOsmXrot8st5fZaT2b61QNXTQ/1vWB9JIZ3oeYwF3bqYS6rYfQRvPPMx/e5+/P/+/U/w2qOj8OHzo/CTf/4JfsC87sNX38W5k2fNsXrCoLe7l3lNhx3/tI2t1X2kpePbB883ZbVGsNXdfRWdXfXEEJ3mhWHOo8UXqy5h4XjOn3+fjI//OAGLXotD7vQCzHh1JhZ8PhOHy3bRVyU3wTbtpE/Itm6T+c9jb6ypXn70X23p4qlYY1M266Ed+5gTdDR2YnfJPox/eTpe+/VHiH4nDQUzSzH3g8WY9OkMlG/bQV2ZsXh3n9WWxoByS5WZtm+R/PJej2+FhNda2wh69fVdnnN091HMGz0XcVPiUFlSicZ9zagprcWKsWl47mevY8WsbFyuarAXBJgO66KBeTEv+9I+lawv1t3cR74SUlfKwRTA6S+dxD76BRu9o0HA+VrPZVTVH8XWk5tRdKgQBRX5yN2Xi/z9edh0fBMOXzuCSz21hNdNhu/TlWzBqRZaorr1EvZdOICSwxt54hoUH1uHjVWl2HxiK9YcK0E2Kyo8VIyKy4dQ36O3MXagiY03m1ve9sqrQKALXMPCYLdJVlbJf31WiNGlBt2n7zSB2Z576fgVjH5lIl79/cf4+IFp+PyByZjxxByMeeBLPPx/Pomn/+crSJmRhasE2Tx5EMluLS0tJtiLNLDcoNJ31a5n14Es39AgF2uAW9BsIAyX+m5CG8Fzm3nWv6uzxXw3rre7B0uj4vGnX9yPuRPmYNmS5Vg0Ogqf/XEWPvzOInz5kxhMun8+Il+LQuLoWLz252fw4C/+gBQC7lrvh9Plm/ZqvNrRdwUEzDnCFIBkIxOHQst8+6xJhhoy0TCPZXJdHih4K2xTcagKX34xER+8+iHmjp+FpIVMWD5ehXd/Mgsv/NOXmPDXeZjwyERMeXIKZr0yB+/87V28/vTriFwSiaoTVSao+CdcF/BEoeW5M/bToP1ecqlLLBWVB/HSqy/j5adfRvz8RKyYnIz5L0Zi7B/oZ7+ajFG/n4rP/jQF016LwNKZqXj4/mfw1z//Hckp6bjE5FSPeOnufB/HuWxmfXlAe3fIgT41PmdHh3zOg80eCzxbH9Zks3cHJ5nPJuDt595D5PQYpESkYcY7c/Daj9/De//6BSb/fi6mPjgXC19ZgnlvzcXrf30Zbz31CopWr0Z9wxW2pFqVsmocCj5TH2MtklbUbeL+Jr4uDdRpIKsuJRw9enuZd01LSW2LrthyvXRnOR7628P4/N3PsHReHJKnrcScZ2Px7vfn4+1/nY1Rf5iFLx9mAvDeAox59gv89ju/xuxJs7Bj+3Y0NDYEfE0+pnHvFzyUPOFk17ZY1NDcgLhlsXj1jdfwxfufI3p2NJZOSsa0x+Pw8j+NwehfzcGkv87HuMemM5GOxPh3JuGRB57AuLGTceToIdpDd505/pVUyO2ojhmuIdr2862ROkLxhAH0OuBZnmA+ig9KThqbsWDaHDz/8PNYNDEC8TOXYvG4WHz+5AS8+YuPMOq3EzD1odmY/uQcJHy+HK//6XU8+uuHEbcoFseOHkNrRzu73N55VlTT2wMUZ/r1klbEbizchG+J1IB8TSqzb3TxSddu9NWFpctW4eE/P4Z5k+YhcV48Ij9iP7BP3vv+Anz+yxh88cBMTHxmMiJHLcJnL32MP/7s91g0ZyFOnTzF9q2f6XFTyWLWhTo9bQbKej2+XRpUhzqMdKGmGq++9Saeee5FLJizCMsWrsSCdxPw6W/n4PX/ayLG/nYBxv95HqY/swDz34/Awz9/HC/+/TUUF6xHc0sjurqbaHZ9uZM+THuZd3fcgniD5AnBnlMFWH6sIiXP9mKKWLOqvvvH9LG1Cbt37MbYj77Eu8++j5jp8UiYvArTXlmE13/1Kd75zecY9bdJGPXoBMx5ZyEWfBqBZ/7wDN586g3s2FyGjk694I5RrU9RTXOagSwm1gTBM/vK+L+SCDtm75pkLzGr11e2epkb6GecROvWbcBbL7+DL98bgxUzl2H52FWY++wSfPaLaXj7u+yfBxZgyjNzseSLaHz5zkQ8+pen8PmnX+LI4cpALiOf07q7OGPLbOzx2/tueWC9Ztz4wLN43/79ePTxJ/D2mx8iZkEs4qcsxYwXY/HOD+bg/R/Mw+hfT8GEv32Bxe/NwvR3p+C33/0NPv/gCxyrPG7q11fUWghYu3vYpux1i13gl/P6rP5lv2qu9gFoxTQb1/Sfx5DNV/+Yl6jfutq7kJ2Uh/deZLyekYT3npmA6KlpWJO8GRM/HI/PqOuxXRXobaEt9OsHPEcXSTraLXBWzXbutpekNV+7S0OOwwue5Rd6u3wdAWWduYOscdVJ2bp0B5d0Ys9p/OVfHsP/+L/9CH//L6/gi19NxDs//BC/+//8Dh898jYqSnebsa5fe9EZ6oaQbd0mG0HEWhdTWtWtNiS1Rp3YRUzlBTqgraaN+X0afv3//gN+9r/8HhN/PwfT7l+IP/9/H8MTv3kaG9ZvNPhI/WlfTKsY3G0umDswfas0UOZQfCuk8dDWSjzgPYmwe/0ePP2Lp/CH//QHzH1+HrLG5iJ9dC6+fHAq7f5XfPS3L1FVdl7X1qDXGygUyTJ6y35Hn16wpcvLN/eRr4L0kq8ec6GJMlDKNr0UtVcv1NQvoFzCwdr9WHekGLkHV2Pt8bXYcnILNp7YhOLjxSg6VsSyEpTX7MLp9vOEzq24T2mBcPflzjocvHQU649swfqqLTjYfAzVuIprTITqyDVcP9B8GEVHS7DmyHoculKJa/qSOc9t6dPD3vZZcPND2xqMw8Rgt0uS0x9oQ7H5nVoOH/NFeb290DgQ0HymCeNfnY6Yj9NROHUXVr6bi9LpZdg2qxxxr6zEjMcXI/r9ZchckI3SHNp4xyGsLdyIFctTsG1bOdraaUMT6K0j67uhrXRsCqW/gB1vxhr3mmyDbD+CGPZ/cEru1u/ktXOi7OhC5soMzBw3A32aM6nTiY3nkPxBCaIfKEHq37ej8L0ynEu+hO79HciPyETM5Aj72y4k9a7MYK9VCjzr/swA8Gw4tMx3wmpVjzUrqZSeyjPbWawnTyoOV2HJ/HhsXL0FnVe5h3/VRfVY+vIGLHokB6tez0PeqAIcX1WJS2svYV10CQqSC1Fz0X4XWtVrondAxva92tW+wbLcKftp0H51JEnf46k6cxITJ07F2tXrbNkp4EBcJTLfL8aKl3Ow4rXVyPhiPY7kXED7mW4sYdK2PDYDjQ0txh+kgx4B7dNPenHJBga3d5dsp3V5lcKn9TQDmvWfUVaPhsmeeiywbPMOxC5Yim3FO0wgxiUC0OU7EfVSIqIfXIaUp7OxYfRWVK+uxoW1Z1AUuRobM4rNo1oiM/740b04JbHq/4A1teL8LVB4Ywqlj59VT28HfbuJunFI6q6D/L2hS60DO/buw0cEmif2nbTtsn/2RZ5E7JPrEfP4WiS9Xoi8sYX0tWoczNyDWe9PRd05e9FJbzp1vhZoz0d+OYaC5deORY3NTchcnY3YuAScPERFSJ0nerB28n4sfjQby18oQvr7a7F1wV7U7WjB4ZJjiJ+7DHvKD5hj9RZUfZfIJGkyktcXodr2862ROoKVmTvPWtpzJbph7repIDcYG/RrEN3N7VgemYhVS5Ksr7H/zpVfRuqUfCx8NgaJz65Aznt52Lt4P9p2t6E4sgArZi3D5RNeLCArYiotEHB24NmpZkgHiT15bsa3RAKBbdSng+fYKYFzTx+qL19FZno+IufGoanafpe+euMlZH+6GUseW4fIJ9Yi9aN12LPsIBr21GNr2hbMHz8H9Zf0RABDIeeYdr3k0TzlZGXR96B1F0EUSt5QfLs0qA6vbYHn0V+OR25OEXrZN+qfy5tasfJtG6uTXi1B1ocbcXjFaVwuv4bIcYzrOWXoalGewX7pbOAYajVgoH+n3JgGyROCjVPJ9o6tyzHqyAesTwhAK/vhDGG+fnWk4hhjWwLWZaxXM2DqhK2J+zDvpXgseDEeyz5KQ+bEfBzLPY3qHVewdOZyZMSns59tJ6smRRXVrwvCdqaWj7NxwzzO+L+UtTa8a2I1utAl+3e3sv122rNPXg4UF5Rg7uQFuHiQSbN+ce8I59eYk1j2ch7mP5iC+BdWY/2cnWjc24qKjccQt3AVStZsRZP3kipjRo5VB57NXCrg6Ykeyu53yq4+O1fbpX6KiVtmWz5eUXEU4ydMw57t9i3unSd7sW1JFWKeWY8lDxci8bk0rJtcgKbtV3B132XM+nQm9pbuNceqiY7uXrTqVys4PjWVmutOt0BOxhuz+pcV+oBzP/AcOIZbzBPdL2cc3nMEkdPjkBlThLO7riF5bhHWLN2Ja0dakb80D2Pf+QJnDpwA9M6dNnIX5zGy+t3cdWZ9du52X0VwuWKQBa2tPH5574yND5tEUw6lt5arXg79Vr13x+p09fRVfPjXz/HG9z7FlPsjMP0PizDhN9Mw7k/jsSd5O3rrCfA5x7S2EtzzXGozqJ07YTuRSEZVaEQxdUsqdjfHpGVt63BTSHVaTrcgb3Yhxv1xEj75/hjM+NkCzPxZBMb9dhpWzEhCbY192VYncxjl9lqa9khamH69RRoocyi+LZIy5PqT9Uidno7n/vUFvPWD9zDpjzOw+KkEzHp0Md7+0WeY8vQ8nNujlzaQvCvI5j0CjL/6KVWb99/cR74K6uEcp3c2SD77s496BLvN/KRrxbUK4to1WHNsDQ60HmA6epme2WgQ8Dmcx5Guo1h3egOyD+Vh+6XduNhXi/uaGfp1C/pk4xnsOL0bm6sI9s7uQNn5nSg9tx0lJ0qxpnITNp8px94rB7H/6mFsOl6KTcdKcaLuJBp79Q5CfQPYXHulz329wbMGy634sLRxbEYWqf5UM0Y/Px3J4zZg15ILKBpThmNxJ3Aw4jDWjinFjgWHsJ2TaPyEpRj95kQ8+/e38C/f+QX+/b//P/HWWx/hyhV9CddHrJxzjVsdcspYno9Jn05Hj370tAWoWnsFGe/tQtzvypHxaAVKR1Xhar4yT2Bd4jpETIpAb0tQMmePeyGrI5nHBDGyCZ5k0YlT57FwfgLW5GxG+xWOcka7c9nXEP3oRkTcX4z0lzdi+/S9aNrchKZdLchdshZp8atRy8R0ONLpszUYM3o68tIJIEVnCZ6jz2LFC8WIIqBJfn0TNs48goulTei63I25ExYjc6U9Vr81OpR0K/0uETq85FxUtmUvouckoXzNfvPdmh7qUxZzAPHPZiHyd2lIfrwYhxZUofdALy5vu4TUeWnIT86zFZFcf2vzRu2GndiokiVnUs2borKde/Hm65/h5AH7Uw4dh3uwfdYpxD1Uiri/bMbqN7fiYORR4BiwN2cfPn9+DC6fto9rDzdqbm1DelYB4mKTcPKYfcyvaXc7kt8uxZw/5GDlc5uxcdxBnM6oRScT6QPFR7FgUjR2le0zx+oJgwDdzDHuAQkULJkbj6gZiSaucbrDmfVMMD9bgyWPr8KKJ3OQ92YJTq44QyQHrF22FstnJbF/grFA/S2txFoPevIQE+OWAI0Dz6LL15qRlV6CuPlJaD5PhXjMyZzzWPFSCRb9aQPi/16G9RMPonoNwfJp+mb6Tkz7bCau1ljwrLxQ5J+Sdb3WzTX3mi5dvoIJE2di49rtpm+Yt6BmTStin12PGb/NxrKnN2Dz5EOoL23DlX1XMe2DedicRzDjczNDLiDcI5L51KTzC22r+UMHT2DhzDgUpK7lFqkG2LSQ4PmJ5VjybBIyPi7G+lnlqN5Qh4b9nUiYlozslbn2WJJTQ8t7OXQMVhbeZaO6q+p8PK+wBJPHzsW1E/Zxzb4KYN/c01j65BpE/qUAK55fj70xVWZOqthciUjG9S0b9xEcuBoGk7k/cC+V89GhipP47NNJ2FduwXMdQX/++AOcR7cg4dFtyHlnKyoTGatPsev2XMIXr47DnlL71TRppJhv+kbyf0U69CM636qYFEROjsP5sqvYn3IKS9/PR9InJdgYsRsxX8Tjoyc+Rm5CHtqv6uoh5ec5Xbq46dGN1NA+HXn93rxTkhNIHoJgXSh0JGRKulZVh8//NBEzH4hDEn1s6WP5WPpEFhJfTsbVcsZmh2BJ4Zft+uTsEZDYA8/tFztQPK8UM/6yBPN/F4+0v63FqvsLEPngKmxeuh2tdfZilJkeebJ/mhwWJHs2ci4pOouJf5mGqffPRe5761A24QDSXi/CxD8swKJXl6Fmr5e3SH4aQmmd7NHPJtcj6X3Tg4aA1KYEZD/pQk2bXkjXp1+taMeplrNYf2oj1pxYhz11e1F2sQybT23CpqpNWHdkLTaf3ISdtbux/couFJxai8KzJdjVUYH7rqGe9mrG7tN7sHZ/CQ7VHkHJwQ14/J0n8C+/+y5+99T9eOC5v+A3j/8Br33xJrZX7cKBCxXYuH8jquqqcLnrEpr77G/K6hFK3QUcnuDZWU+yuSt6nmzqfGNUe1hXZx86dMWfA1rcRoDY3hrc7uD+9u5edPDcNm63t/ehi8ef3F+PUS/OQ+Lna3EwvhFVK66gY2sHWla34eC8kziffgVthztwpfIqykuO4smnP8FPf/8UHnr8TUQsTkJjYxdlYZ2sq7ODbemxGrbVyvY7uezusuVa7+JS+7TUtiuT7AO528faNserLnIL9erQhEg9UuPXYcxbc9F6rhV9ddSnuAXpb1Yi9jcHUfTCZVQtaUcHwUwPE8zkxXmYMXkBmpo70E45W9h2u2zDOk27XOoKrcq0X7/R2yp9VO5kIBsdvKUrE4cqEweOl+yss5511muf2qYunbSV7kAcOnwGs+bHISt7Pa5dbERfUx9OZzYg5s+7seBHW7Dx3VO4mtKKnqM9uLS3DilRa7EsJhdnzlw2V6t7WIfs09xMZp1qs1ttuPbV5gB2+25WJg5VhyvzH69JpZ22PXL0EiaOi0R+0gajS+fRPhyMqkPqq3uQ8ORW5H14HJXJzeg814OOmg5MHb0QiXE5aCQwbaR/tqg+6tVN7lI/cPtuZRO3qx8oo7iN6yqTn+n3VgM+x/I2TtRN7fq+JuuhDKWlRxAztwCbsw7Rn+hTJ/twIOE8Ev++CfN/uhb5rx1C08Z29J3vw7ENpxE/NwVpKQW41qgnPlgfdVB7at/Jp/4K+JvH4fI3s+7Vr3bbVE499JKTbsqzufwg3v9gOvaWXURfPcv39mLXrDos/csBLPvTfuwedxlN6zh5ct4py96D95+fgJNHq42vdbEO+Zv6uYX+1srxL1+T3Uxs8eS4kWw3KhOHqsOV+Y9XPLxa14KktHWIiszC0QOn0cdxdWVDG9Le3IuZvypC0rP7UBnZgM7d3eg43Y2yvH2YNSEGW7fuNraoa+mgr9knNdqoTxv91bVxN7KZddlefa++le1ps17aSDKK9Vi9YqT26ZgWHt/E8gXzkrBw8gr0XORx5/pwoaAbJV9WIenprUh/Yid2jDuF9rJO9F3uQ/qS1VgybRlOVNaiQfJLD7XJ9v1y2hhn94U7vinWt9JurQ3UiWOnk7G0WbqwvRomYTnZZVhAfS4fu4q+S324mFWPnDcrEPH7nUh7/iROLW1BVwXnOcbqklW7MPaDmTh36pLpk27NXYoJimus0/heGxMK+R3XbybbzcrEoepwZf7j5W/nz1/G+HFzkJ+5DZ01LDvRhzMZ7Uh+6RBm/XIdMl45iHPpTeg+34ua/Zcxc1QUCrJ2ofYqYzPl12+/y/bqH40hN0ferWyuzIx3tUOW/6lv/HOp+ryVSyMDbbtr73HMnb4MuatKTKzuOd6HHQtPI/LhXCQ8kY8d007gUnYrOvd349qeHkRPzkH6iiImofoZPluPYqTqVRsmnlInLV2M0zHh9DflDt1su1djSG0wwbyqX0OgbbOKN2DUmHmoOnDJ+FrnDs49c2qR8cw+rHxwJ/LfPITaNc3oo6+Wrz2ImVNWYc3a/Who6DT+FGjP00d91EGW75k4x7IbyXazMnGgDq/vxaYN1e/ZyJ27d/cZfP7RbJSvO2hiRs3mRuSPOY7lT1Vi2aNHsGvyZbRsJJKoAc7uuIDPXpuOjesqTGxTLAiMddat+Kxc0bV/Q9lClPmPN2WSVcy6ldM4X1Occ+fIF9W++qadAOZk5QXMH78EGRHZaN7XgfVj9iD+gSIse2AdUl4owYr3sjD75UWY8Mp0nDp4RsmwaU8Xs1VPYO72tWVYx6gt6tvMJLlZ+vNYvy5Oh+vp5y8Tu+ONH3f1cMx2GrZPcHLsK5Y3kmlTXSj78vczMe+3aUh6ZDsW/7IQMQSj2W9vQd0++huP62Ge2slz2ihvuMaCW9fSjAvPFo7VLy7H0AvO1HYfuflsO/Jm78Cony5GxG+yUPS3g1j5g/WI/30ejmZWo7ue8Zjn6EmiHvpdh2ID69PYFn5wdpcMzkZuzAT8wrHK3HED2Bx/nbKBxxsfVv9qH2XSy9iOpJ/C9AcWIPm5fFxYfBX18Z1Y+/Y+TPlVNCJfTsHFHbUGL3Rx/hA2aaU8bfSNJtahOGjyZI0LssFM1Fl6apzotUHd9FlhrgCzWcu0o2GH0QTIwkSCf7rI0c5V2riz2/7AZj2xb/nlPcg+VoC9bRXYfW03Xvj8efzw99/HI8/8FX99/AE88Ogf8Pe3/o7s3bnY2bQf6SfzsKZhC+6r5+m1fbVYV7EOxfvWoKa7BoXbC/F//Pf/gJ/e/zNEJ0djZuQs3P/oA/gZt7fu3Yaaphps2rcRh84fRF33NTSwjgZ+JExPnx47Hq7gWZ3hHocRSy7u8XVkS3MXDh08hbzV65ms5yM7oxiZaWuRnrqG62uRnbkOqamFWJmSi1UZ+SbJTE8rReHqXVgRXYLHf/kBvngkEskfb0fWJ1tRNmM3dkzajYIPNmHd+O0ojdmLLRl7kbFyC/70t7fxt+c/xfiZSxEVuxqpaSVIWlWIrKwt5E1ISSlGesYGZGdvZZtrkZK8Bimpap+cwsDIMi3Ntlem49JSiw1L5vQUcvJaZCRTTsMlSCOnp61HZuYmpKdvok5bkZ1aig9enYun7v8CuXE7sXbZQaRO2IN5fyrFpH/eiEU/34W0Nw5gzYJ9WB23Be+9Oh7PPPcOUrJZf94GYwfJlkYZ0lNkr2LqU4jk9AKszCjE8qwiLM8s5nHSQUx9DK+xuvnKUgeU2W233+5TPSvYduLqNVjKPkplm1lJ61GQUYr1hduxcOEyPPjky/hk7DQkr8hH4fJtSP9sNxb+chfmf3cHsp84jLJxx1GyaCfiZ2Tj03fn4v13piIymoE6uRArVuYhI5M2ytrM9kqQnFyMZPaHlefGsl2vzG67/cE67DJY5q8jLd3addGiNDzx6IeY/HEkSpbvRt7MHcj4cD8WPbgeX/4wA0seLcW6aVXYsuIA+6cETz/0Ft54YzRWsh+SMjmBphVjZXo+UuizqemF/dq8kWxOjlCyaX8yeUX6WiynnEmeD8rXspM4VpLWIJM+m5ZahJT0IqzKYl+l047ZmzBpSiJefnoKpry/AoURu7Bp0UHkf04Q9osCfP5fqM8ftyH/y/0oid2PpbNz8coLn+H1d7/Ayiz2ffY66rMOyWkbKccG+hv9mf2fRh2T2Y7xt0zxrfnbwDK/fsF9aznm1yA5ayPSV2/E0uU5tGMBVhdsQnFJOabPScQfH3gNsyanoiBxB/2qAulMKmf/YAtm/esGrH7hIEqnHsL6+H2Y+8UqPPLHdxG1OJP1FmPZstX0uSL62wbjbxmZbIP2XMVYsGJlwU1lu16Z3Xb7B9fhyvx1ZNBXEpfl4d0PZ+DFF7/EoukrUbKyHGtn7kPcE1vxxf+VjgX3b0bhR8ewce4BFEVtxvyxMXj+yQ8wbvICpHI8JmUXIS27mABvA3IySxkLNjCWBdvU8nqy2WWwzL9PxybLjzMKsIJ+nExfUkzL5LjPXsk4Rs5M2mBjY/oarKIPrOCxabkb8eqr4/Dqk+OwJmEPSiIOInfUAcT+fSOm/VsW5v2oCLmvVWBnxClsiNuDT1+YhJee+sjEghT66iraZBVjQGoK+yVlPTKoS0ZKIfUqYDsFnAfYTmYR26L/3cTfQulll8F17UvjMo26ZaVtQAb1jFuehuQcjqc1WxC3Mhcffzwbbzw1DsmzC6jPdhSO2oH4R7Zi6vc2YdHvd6Nk7GlsjTqMguhSTPkgCs88/D7io+lvlHvFilwuGaM5tyjGmRjDbbWfxrE80ObB/rKy2e3+ZcHtUGX2eFfm6hBnZa1HdEwaHnv0NXz63kzkJmzFuiX7kfLhHiz6Uxm++KdMJD5ehpIJFVgTsQ2p8/Lx0qMf4bNPF2JZ0kasyi5BXEoWYldlcqwzzjAGpaj/Q8oxuMzJEUo2rSezvhWcK1ekr0cS+yE1rQAZaXnIShHnGz9QXyUrHmVx/mZ+MGveUrz03BeY8OEirFu6E8VzdiLpzVJM/WkyZvxsJdJf2oxNEyuwaeEBpE3fgtcemYT335hmxn1KzibWQ/npU6mMm/K1LMZQsebzFPrXyow1WJa5hvGNPs7tZJUb+QfrF7pMy+C60Zn9n8k8IX1VEXMQzhEcxytyWTeB83vjZ+Evj72OyIXpWMPYVjyFyeYbBxH7hzLM/zf6zFN7UTJ5D9YvL8PCiSvxwnMTMGpcNFassvEkjfmTfCwtnXGabPqI7SrmJacU9ZPN2b6fbNcps9tuf7CO9Ay2Q05jn5j2TZs8RjJQllkzEvHoX9/GvAkrsG4Vc7NZuxH7fBnG/6AEU/6N8ffVwyiddQQbGQuWzcjDI394GxMnxZk8Z3lWAfONXI73AjPXZCpmcxwpvjnZnBx+eV2Z08WVOV1cmeJHspc3aX5RjEmnjZTHKbdKTqUvklfS11Ly1mN5Wj5GfTEVD/3qSYx9ZjIKJ2xCwl/zEPc9zsmcexJ/x7zrpdVY8GIcnvnJaxj37jREL16K2IQViE9KxrL0TMYV9gHnylTFteT1zKM2GNa8qvlpZWY+luWsxrJs5rzU+Wb+NrA/nH79j2d7rDd9dR7Scwo4dulz1DOP46xw1XqsX1WKNXM3463/MRqTf7AcC3+8BhP/IRUzvp+Jmb9JQtaEDVi7dCsKGANyczYiezXjM2N+sukHK8edy2bHfQrtnMp4b/PnYjPWMzjm09IYPzNWM+6TpUPuBhTl70RK1CaMeyoB73xnPqZ8NxVLv1+Kxf+pAFP/cTkS3s9FZmIR8+xi5KdvwBrm9HnKvTnuUlcUMM6XIC97i2krjToEZQyuK9ey/tFf3qD8g/UbWIe/Xu1Pos1WMo9OoF6SYXM68+EPUvDKf/0AiQ9lYu9np7H9/VNY+bf1+OJf5+ODH09G8pR8lDDPzpacnI9Tc9bThzYzTm5iP5YggzgpgzJmUNf0FPpxUi63C7Fx/Q6cPlVDAC+w5cNdWjfssOIQgWc95KAnzwjg9ah5MzeqcQUbLhEbHFuNfZ2HsK26DN/93b/gf3z3HxCxcC6iIxbh9ddexPd+8a9YVZSM07iAzLP5yLxUgPv0E/hnu86g5Ng6bDq2CbX8bKjYgP/tH/43PPbKYwYgZ63Pwp+f/gv++MT92H54O6pbqrFu9zrsOrETdX0WOOv+tQXPXcMcPDvgHBo8d7R3o+JAFVatyEHk4lVYmpCN5Yk5iI1KQ/SSNMQxAYmPS0fi0gzEJKRhcVQ24mIIGlZuR9TcHPzlh6/hw7/Ow9L3N2DVm2uxYVQZthE0p7+eh5yPN2H9vL3IXbwZi2Yk48FH38Hfnv0IH49bhPkRyUhYmoclkVlMXgsQG5eLBQtSEBWTjZWr1iEmNgdR0dmIiVttOTaXyxxv2b8sLjbTcEJsFhJichAfsxqJ0blc5nI7j5yPmOjViIrisXH5SIgv4v51ePP5KXj8dx9hxeytSJu9FyvH7MTsP5bgs/+Yg5n/tglpbx1EwbQKLJ9ZjOefeBd/fvBpLIiijRhYYhMpM+tNiM43bSXGsO3YdOqRhsiEdCxOzDIcHScdsshaunXq0a9MHKpMbI+Pjs/GvLhUzF2ajpgVeewfthmRi5VRdOwV6zF16mI88PDTeO/T8YiNzED6gs1Y+mY55v5kGyb+t2Is+eU6rP34IDYuOIxF49Lw2vNj8cbrY7Fg4UrEJeQiQn2dkINlKwqRkEhbxWSa9hMSPbvfQLabl4lvpHPw+Nj41YiLz8V0Tvi/+8VT+OSVGSiJJzCjT8W/vBkz/5CHCT/NRMQjG7F6DBPMhfuxbPpqPPmX1/DyCx8gIjKZE2UuoujHUfHptFsq66XNTDt3J5vWo8lLKONiyhhFn42jj6n/l0etJmdjaXQWfZHtcaxELstAxDJur1qLz0YtwlOPfY6J7y5DJpOXrC+3I+WdbZjykyx8+p9TEfsgE7RPjqBg9kEsmZiK555+By+9/iHiklZjCcfjYvpxTOwa+nQx2ysgr6ZfM4mOy6C/ZdLXxOHzN/Fi6rKY+sUm5nOcpiGGSX8C21hJ//989Dz88ldPY8rY5chctB05U3Zj6fPlmPDPBfjyv2Yh+e9lWDf6AIpnH8DEdxLx0B/eYhK3gufnG9+KZf3yt7iE1YinfvHss5hY9pnxu5vJdrMycag6XFnw+ISlBViwOA0vvzEejz/+AWaPS0RxTDkyvtyKRQ+vxbv/JR6TfpyDjDcPYN2UI8ietR7TP56Ppx97A+9+MAHRyzIZD1YjMjYVkUvSkcD4kpiQj1jqcreyiaPjM9j/KYZj4hnj2B9LIwuxfAmTxci19LdCtpWLaPZL1LJ0RCxNRkRiGv7+1Lt4+m8fIXUuk5YZB5H92R6C5xJM+G4ypn8/Gxkv7sOGKcdRPHcPPnhmAh5/+FXMnBtPMLQJSyj/YsaVuBgmGTHytRzGtwzGt7RAfFtCf1sSRn+TvZZyXK1cpvicxT5ZjpjlmVjO5HXWgmV45cVReOWR0Vg+oQil8w8h64MtmPe7fEz613WY8+ttyHjvMPKn7EPK9PUY/fpsPPbn1xExL5nAuQjRnBfUVqw4PmjfOLYXT/+7mWw3LxOHqsOVBY9fRnlmzUnAH37/d7z10hgkz9+A4oXHkPbRAUz7ZTHe/y/LEf/YFqz/8jDWTt+FpRMy8PSf38Qbr040Y3EpAVLE0lQsjF2FOMbphHjOQ+z/8Pib4lsulsQVYXFCoYmhcezvRLa1TByTRD9IZ3zj/MA2oxIZkzh3j524CI898ga+eHMOiiP3ImfiTix9aQMmEThP/ekyJD23FuvG7kPJ7MNYNn4tXnhwDF5+bjz9uRCJSWvoTxz3jNFxjGWaR5dx3l/GeJrAeTyWbUWyjyKW5pB1nOT06+J0uJ5+/jKxLYtlnrGCtlsZW4iYyExEcm6NXEWfTs/Hq59PwQOPvISpBMSZi7ahcNIhpL64B7P+LQ/j/zEVyx4uRf4X27F2YRmmfhSNJx7/FB8zvi9h7hGn+dLzN8W3eNrIxDbKExnFWB2tuehGsvn743pl4mAdmqPFcfRtLY2PUwb5tuLt+C8X4Y+/fhaTPo5CQeQeZE7YiZjnSjHhR+sw8fvrkfBEGdaOP4Atiw5j8Sjmvr98FZ99MZ++tpbzVwbmse+jlP+xf5ayzqUJmovU9s1lG1zmP155DWMIY1w05+rY+DTEM8bEcw5Q38ebOY9+yHwtgvPtvJhUjJu2AP/63Z/iP/y7/4bXf/c+lr/J2PQQ56fv5GP5D7di9ZO7sGniPqyfux1TXpqLH/+33+G//ofv4Be/fQBvf/4FlixfgajlKaY9kydGFWJZ5BpyMXM55aHZiExkDOVxEcuoN4/rr4vT4Xr6+cvEvuPjmZssXcHcYCXjK3PdqCwspc+sWJSJwqiNKJi6Ea/846eY/ONlWPjzYnz5D6sw8V9X4csfxyLjc+bSsTuQFMncL5pjcjl9OIF1er42qK1+MtxENo6x6Ng8MsdCbIHJm5VfJLIfEjXnxybRt2iLxFVYRF9Ywj5btnQjIqcV47PHovDJz6Iw8XtJiP3BBkT8twJ89h8iEPF6ClYsYe69hOOA+q1QjsR8eTmXsYuVpzNfSiw0bcVx3eTylMOyXVcsimaer5yrn7yD9LiRzsHjNVdF0mZLVmRjEecw+XFWVAlmvhCBZ/7jG1j2WDa2f3wKW945idQnt2DMjxbhje+PRfSnaciJLaH8zLfoD9I/gnaKiClCJH00XnMX612eyLEYx/wlMoXLNBTmb8KJ4xfQre/aC5E53GWAs9iPF4Uh7XFhIcE/PTWvr9l3EQX2dZtbvmcJnzdd4XxZmYPdbXuxt3Efvnf/v+Lffv6v2LZtI/bt3on3P3wLDzx+P9I2puNox3Fkn89H2sUcPbZ9DTXdF7Ht1FasO7wWpztP49C1Q3j646fxs0d+ipe/eBGPvvkwfvnYLzEtbhqO1VWioqYC6/atw/7qA6juriFs1rvH3GPbwxk8qzOCVzWsXNzDYj2y7Tqyvq4Fx46cxdHDp3HqRDVOVlXjcMUZHDpwmuXncKLqAs6cuYSq4xdx+PAFHD96BWdONGB7SSXe+fsEzHk7BZsXncD+mLNoLmhHXWY9tk7ehSNx59C1F2g+1omy4kN4/In38B//8Sf4h//5c3z02RQcYBtVJy7hqOo9eh6H2P6RY2zv5GVUUoZjleTjZLNe03/pWz9eedFw1TFxjeETR+2y6hjlrryMo0cv4BB1PKa2Dl3AiWO1WDw7Fe+9MBFHt1XjzJ5G7E6uxoqX9zC55EB5+AAORrTg8vo+nCm/jNmTluC9dz/Drn1HUHWmlvXUouroZZw8chmnj1zC6aPVOHXsAtu6YPWhXIdpy6NG/gvkix5rfWCZOFSZ2B5/lLz36GnsO3EWJ89fxcmjl3DiAPXdfx5njtdg/fpt+GzsZERELeMAqMSFinpsj7iAyPt3YtZ31yPl8e2ojLyG9t3AvnVVmDEhGrNmxqJ8x2GcY32VbOvIsfOopMzHT7Jd6nD8JO136pJp/0ay3bxMfCOdg8er/coTNdiy5SDefmUM4uelofFED86taUbJlCokctJPfKYMWe8fxK6oS6jb0Y3jZWfx5UdTMH92DA7sP4UjR6qpSw2Os97jJ85TF7HqvzvZtK7+PET5xEdpd/nYSfra6SNijp2jtFvVefb/Gew/Tn8+W40TtO/K1CKM+WwRMuK24OLuFpxZcxXlC6oQ9UgJpnw/HzmvV+F8OlC3sxubMndgyri5iFgSj4rj53DslNq9hOPHrtKvr+AU/U7tnWJbVfT7ofA3jTvVe5DjvaLiIk6fpL9xIjh86BR95TySUwvxzNMfY03WPlQfakZV/jUUfVaJhb/YjEU/24jNn5xAbWYHGvZ1IytuA15+6nOsX7fP+NqZc1dw8sxlM+b3K84wxmi8n6CvyeduKttNy8Sh6nBlweMlx+59JzF34UpMmRKDrUUHUHewBYdSLmLV6zsw+rtJiH90Gw7Mb8Tlwl7UbLuG/KXFGPfpNKxYmU15L+DU2UvU5Qwq9p3CsUPn2Sf0vXD5G2196ORZHD5JP2DZiWOMM4o5h6+SaUf6QiXj5FHKceQ0/e7UWWw/eBSjvpyFiUzoT22/gpqtbdiXWI3cT/Yh4bGNWP7YNmwecwYXVnfh2v42LJ6agE8+mIiSzbtw5lIz27qMQ8dU71X692UTS08otjK2VcoHTjCWnrhIDp+/VbIe6aaxpGUV66+opF+crsGe/RwnC1Mx+aPFOFpyDp0VwNH4C1jxdCnm/boUS5+owMHIRtRubsfZrVexbG4WPnxzPHaWHcGlS43snyuMBxfoy2dwtPI8YwLnMMY4xbyjHD83k+3mZeIb6Rw8/ix9f2vZPrz5xidMKlNwdvdVXNnehwNxzYh7vBzjfpCB1Jd34ezKFrSx/GDhUYx9dxr1T8fOPZxfzjfg1MVa2oW2OlGL01VXOC4vsa9U/93JpvWjVZdw6PgVHKqq5br8+DxOVp7F6coznN8499COJyp5DPupQu2euYKcgk345OMpSIzIQN3xTlSvb0Exwdj8BzMR/dhqbB5fgdNJ9ajbAhwqvIyJH8Vg7szljPOc+3n+QcpxhO1ozMjPTmkuZXyT31VyLB2mHIcYFw6dDJe/se9pr7PHr6K6qh6nmSNUHGEeqDF2rgZRSdl4/+NJWLu6HBd216Oa4758Ug2W/60Mi3+9Fpkv7cbZ9AY0HmxD3vKNGP3FIiSuLMKBw2cZwygjx4n8TctK2ZCy27im3IBz0Q1l8/fH9crEXh20mZkzuS3baF1lpm2uV526jMKCbXjr5VHITNyA2kNtOJxVg4xPDiD2sf1Y/MBOFH98HDXZbWjnuNqeewivPTXK3PU9c/EaDnIcKu+Qv1Wx3eNHOHbYR5Vhi2+0CdfFlVyvYnxRHmfzt8vM8eSHV1DBY7cfPI4V6avxxz89hL//5RnkRRfh4MrjyH+vDDG/XoPMv+3H9tEXOI82on1vH/ZmH8XDv3oGv/vlg5gwdSbSiwpx6MxpxsgzOMLYUkU/PnmE8ylj6anDtWyTMY9z+hH6waFT9Acep/jbXxenw/X085eJveNlL87lRypPcuycMOsn2D/HOV8c338WtVV1OLH+LN750RiM+2kMEh/Zgrm/ysPkn6zEvIdTcDLvElpOdOI0c76DB0+wHsl1nbZuVzaOsaPKkcnHyDbm0zYch3a801bKQ06c45g/jb2HaL9Dl7Fv0wXEji3GR79aiHE/TkTyX3Zg6c83YsoPlmLNwl04fZD5MeemI/uJIw6cwfGDF3FGNldOrtxFcZ5tHWf7lSw/1o+VX1EmxhjlWf3kHaTHjXTuf7zmrn0nz6PiNH2MdZ/YeQG5c0sw5rdTkPRiHipnc76MATZ+fhQTfxeNaU9EY2f2YVxkTDxF31S/VTAeVtBHD1FO+YtyMI2JKuoqPs6xV8X+OUecUH+t3XwVweEuh7ks98eL4rCRqtJ3tAmg+zrtC8P0QrCLqEH5te3IOpaFnY07QSnxyYyP8S+/+B947rWn8O7Hb+H3D/0G4xeNw/ZzO7CzaTeyz+Yi+9Jq3HcZlwl9G1BBIFywPx87L+7Eme7T2HhsPT6c8T5+8+Sv8Lc3HsLMZTNxuO4wLvReQOnxUmw+thmnWk6jpovguU93nfXebRrmawWetc49HngW62VAelZf36NQuU7TyxW6O+1SVegNi+a7EK7MK6891YwJ7yxAzJjVKI05gbLFh3FpdS2q0y9i64wdBNOVnEgJKspOY0vuTjz95Lv4z//wI/zH//jPePeD0bh8VW9LYfuSgdzDth13k/XiJ71pvTPU0reu7xSIzZsgPXa/bKH1brGOs2JDvxlOcyBj5RpM/nwueptYyp0HV5/DstfKEfH7zUh4pBwbJh3HmaIGdJ3vRsaKXMyeOc9875N/6JRT6sqOXjgi1iMSatNrr5+cYWC9mLST7apJbZuXHWhDTDpZdRqz5kcgLSsPDfXNRtETGVcR9ddyJPxpN9a+fQg7Zx7Dla0NBDuXsTIhGytXZOHcBftGRNm7nXKratlIF8vUjumDe8im39n2mVNXMGtqFNavZsbFsu5jwJ6Yaix7ZQuinlyLFW+UYsPswwSbjei41InZE+YibWWOEV59084+Mb7AOvWCTnGo9m6X1Q/6qoxYfdzDftAvbbi+0LrabKPDNXbpzdhGfGzcuhNzZiSgJGc7wO7pOwnsijmOuGfXYdavC5jIbMbuyAtoYXJzZOsxRC6IQ2palvnOlUj+3av6VaF8bYj9zejGpmW31ha2Ix1pW40b0a6dB/D+2xNxeEcNBQCa9ndhy+QziJO//bkMBe/uxtGEM2g71Y7y4j14/7VxOMVk35Hq1jhsZ73yO41/9bvzu3vFomv1rUhOK8LSpatx6hD1aQTqyzqR8+k+zPhtDjJe34+t087i0KrzaD7cjF1FuzBvyhLs2GHfSEuROQfwH/VwfRIufxO30VYMz6ZO0w8+H5C/yTfa2b7CkHbXdXQgInop4pek2se2qNKBpDNI+WAjEp5di5XPbkHux3txPPMqei73IiUhA/PnxDJZvmLaMU2oba7Iv00spU6aKxQPTFtirpvjwsAmfqu9Vq5TEc1NbdzWE2/1De0ozNqKyOnL0XCKncOQdSGzFjlv78LC+zcj5rHt2LnwHK7tqEfLcR67aiNmTFiA2kt6s62tw9Ql+bnOqs2Y1HfpWtp7QsozVCy6SPA7edJMlORvM7Gg5wxwZGUzVr60C7N+l4eEp9Zh26xDaCpvQc2+GsweuxAlBbvRSNX1nU+qYPpB9jL+Jr3Iodq7XVZ/trEusYkBZL2AzjgFl/I3+YJ+BKCV+1opzL5DVZg7Nx75WWuNYfuoz4bZBzCXSX/kE+lY/dlmbFt4CBfWM3nb2Ya545dj5fLVrNC6sfxbfWRinNqRf5O1zhDaL+aG09/61Lh3Z0b5gdSUX2QWlWD8pPmoPnHNvBy5YSuwc0YNQfN+LH90G5Jf3IKDiSfQdaELh7ZXIWJhMgrWlKO5VTWwLuqiNhTT/D4nDnd8kx+Y9tiO4qiJoW4f17XvwIETmDR2LvaWVhrnqd3RiKzRe7HwwS1Y8MfNyPtoP86k1qLnXA/OH7qIT9+YhB1b7QvDmlmnvh/K6mwuRZvJ78KZF6hPxcanqYfL39SO5jYzN7D9Rjr5xu07MHnqDKwv3MSd1PlwJ4rG7ET830qQ9exBFH5wADsjj6DtQAdq9tZj2hfzUZi7weiiXw1oYuVyL730SfUbH/BY86vGkWKg3KKVx+sdcKFkvl029mLdJs6xfrHmDOnpveQdV45dxccPjMenP52H6CfWYvHfCjHjjylY/GIGanfRF61QJofX+AzXWJBcLgfvpKFlFyOXx/7Yzz/Trvqo/nwH0uZvwWs/nYRPf7wQSx/egLjfr0HEgxnYuqwCrbU8WaSTxF59PdKX9ckXXR+LTQzzsZGJ54VLT40H/SpYPVdaZH+2iTrgcP4JTH54Nqb+YSE2fLEfxyObkPPRDnx5fwSiP0jH5SP2RZrKfZTb8c/EYC1ZjcFNXdRJ71Lq1Pig3Jq/jE7UT9+7DtysFPMky0OMGdUW57guJlqddPRmJjZXUYv9DXuQW5mNTefW41znGey7sBej547Gbx7+DR567m8YNXMUyk6Wo5qJQ9m1cmSfysKmxg24r5YzbxMrudJzGWVntiF392rsq92DI02HUNV4HFV15IZKnOs4g1NdJ7H38i6UHFqD7WfKcKm7hgI0mfNbuaa3bX99XhjmwLOVzQxcr0OtB1juV6YFt+XgQU/hn7bJ1862YOw7MzHt3Tgs+7IYC15dirQvMrB2SjGiXo7FtMfnYeqzM/DlS19i6iczEBOxEnn5W1C8Zgv27T9MEGqBaAdnzjZmBa2M/p0coWpGIpi32nHjZkxfNcEo4JzmZMtmm/v00qhWvaiBimu3GslMzsfUUbPQUs0Mk0Fpb1YVIl8oxJzf5SPioWLEv56P9VE7cOnAFSTFJmHSuEmor7OA31SiwefZwrC2jTCsnmxs7Ml4t+ypY8BUo2Y0taUCBX4ujx85gdkLFiG3cA3qLjPL4mA+k3cNix/agDm/KsCyJwsIONOwY+UeVO1kIk3gnJ6Wg5Onz7ECTo40UiejF5sy5Nr1r98LFqkvjx07jfFjZiA3qdAEgM5TPdhOsLno6SxM++tKzGNSFv1WBkqX7kBjZQOmj5qGuMXxaGvWT1OxEtUlVh+EsR/UvYr96m7nc6YftMP1PQt7+HG/Mq7iXQcOImrJchRlbUR3XY95GiN3+ibMeTSFSUwhIh5j0vzOauzPrsT+DQcRvSgKSatWcUywBtZpxqAqCuVv5HD7m2HWp3qVPOvFdN1SXPqS9u+twMfvT2RCdsKMndaKbmyaWomIP63Dwj9Qn0eSkfj2KhwrOoGtq3fj03fH49jR06yTlvG1wT9DJpnxtvvJMMQsamxpR1buWixalIh9uw5xB8v2tiH5g02Y+vtkRDyah8VPZyJtbCFObDiJnUXbMXPCXGzaUGorcKR+YihRgqmYE6q922V1r35swvzgBLcDvuaLNSrXpn5CqJWO0UAEGhETg0VzYtB1jQcwQTiSewarPinE7EdWYO5DBDXPZyFn+kbUHWrD6qQiREYm4Pjp87iml5/Zau1c4LVhC6xe5gKXx1r3y3unPHAcuTez6gVI589fRWZSsblDfuUok8hq4FTqOSS/uR7zHliDmQ/kY9ELnHeWbMH5nTUoTFmLCaMn49zZi6YON4/wz7BeVKWlysxblrm8Vyy6WH0Jo0ePRVZKrnmpjt62fTyzCVHPlmDWA1mY89dViH0lCQdSKnCm7DRmjZmLwuxStDRz/pbcYvOPf0r62WFh8zeyAWBk2c02Rtbg9PzAxBquyucamNnuP1qFBYuikZWca4Mjc82tMYcw+/HlmPFwLJa8tAJx7yZhQ9wOHN9ag3lTEhAXl8L69WNAth5VPSiWyg+4rabdhWMVh5L7dtm0pcpcLCW5ptPy1mD8+Jk4c5hzI8dO0/Y+FI/ej3l/zMTCB3Kw6OFUxL6zHBd3nUfF9mOYPy8exSVlaGqVhP3JtMWl44Fy3C3zz5DWNU+4bT/tY6z+5KPR2F660xzYuL8NxdMOYOafCwjOChD5dDaKpq7HtV31OMfx8znBc1FeKX3A5kpi1dvdxnEjW7FA9vPLcacse/tjSSgfMHGIq83MT7bs3IGZc2ZibWExOhirrh1uwOoJpZj5x1TMfyAXCx5NRfwHqdiTUYHDm09i+th5SEtbjca2NrQSubazJvWSmWtcO3JAL55qXElFHaMfIdLuUHLfLvMP5jedheJIAlW6KC0wbccXwfOhaxjPfHnG0wmIeC4XM/6WjMXP52Lpx3m4eqDezLP6JQLV18I8WWNCpw5s63ZZtujXBwPsb5hlso3a4yGG6i+1IS1yIz5/bB7GPxiFmKcYh/+UgYVPJGF3zjF0NfEk/uliqDlJ9dOw7bpg6I05E0tUr8eKObrgE2CeI/lCyX27bPRkm0qZtTR60qZH1hzHp38agy9+Nwkp7xVhzfh9iH5lNUb/dQGiP08zL6kUdbVzHqaRTKyVarSLLlwGMNMA0nGGuS/ArsywxWJ+DjcJY3VQUL0urInBrJ6TzamOYyg9vx7Fx/Kw7cIWnOw4gYutF3Hi6ikcu3YCVU2ncLrzLA40VqDgeB4KT67G8b6j+qkqPXLdgrreazhadwSbKjdg3eFi7Lq0Axdxjrj8EufmCzjReRxrjxYjf99qbD6+nscexrW+qzS87jl7d535Gb6/86z21aM3AM/a7ZHecqyfWhDrMQOzX45v3ojH80y04R+dxVwp4/6r55vxyevj8dwfP8CbfxqHGa9EYuOSzZj74mw8/50X8cg/PIkJz07GxqQSHCk/jNpz9WjXG09VB2UQYGtpbTeAWW9A7erp4YCxCYKRnv+0ZdithyjT70SaX500+qluK59Y62aV+7ro6R3MNGgBlgCRi6Pw25/8HssWrsTJ3adxvvwassdvR+QTa1Dw+SFsWXgYlUVnUX2wBktmL8QjDz2IhIREe2dXpKCiUahA4AVfE/g91mCxMg78SP6Bn1Bl7qMrv9JTA6EPbW0sUXti9QXbqDp2Al+MHYOPPx+FpOWpOL3/HK6U9mDtuNOIfrQEeZ9sRfninThRchIHSpnYTJ+H1157EwmJCaiuqTb26ejq4ATcQzt1mcTGWsmz9XU/t6rLjcqC+0Sy2ZHK43jv3U/wydufYUt+KS5sv4zK1ZeQMWYzohjY0kZtRWl0BfU5i6uHazHm3c/x3N+fQ+qqDJw9zezaVkW/Za10ZPm+/dy5bFpXHzjTmyb0L9Dn6mwdZX/9W9e4WxgrmvpasWnHVnz2xRiM/nAcyop34vKBOhwrPI+Y13Mw56EMrJ96DDsSj+HUxgvYmr8Vn7z/AV5+6TkUFOajuZlTvtoJ5W+Ow+xv6nszKXh19yomaN2z684du/GXPz6OLz+ahkObjqFpfzvKIqoQ8+QGJL2yHeXzjmLfioM4V3oR+SvX4NG/PIEvv5yITVs2oqGx0YzLHlbY1a1fFJZ3Bz83k82/ZT+3WxbcJ6pvbkbM0hV4/qXXMXn8ZBwq34/6vU3mpWHzH89E9mc7sTPyFPYnV+J06SlsylqH155/HZPGT8WJE7ogID9jRbSPATLsG6tH/7aCn1uTza2beYZs5hSJ7LVllupzc0wPZ6RONPU2oaG7EdPnzsTfH3kSKbEZOLnjPM5vrcWa+Vux5JUUrHx/rfl+45704xw7TVgyKwp/+cuDmDh9OvYeOWbesOv637VhHYvsLZTUiMPmb9JNtx91W5u6GX8nqfjatWYkLcvE60+8i6zIHNTtuYor66+icNwOLHliPVa9vQsbFhzEqQ0XcH7fBUTOoT4P/BXz5y/A+YvnTR3dTCDaO9spL8ewkglmr930v6/C3y5WX8Crr72EV158BVsKtqHpeBeq8huRO74Ci57MRcYnm7A95gBOrzuDwxsr8Plbn+ODN7/AhvU70NTchdY2xmmTWXq+pmWItoKfW5PNrMtWrFpJrOxmfY5OYG65cJ0L+bpW5YItXNldUYH3PvoQ777+PnZv2If6Y23Ym3ICkW+kIuG9TGyK2ImtCbuwdzVjwvpKjPpoMl599V2UbC5FXbt+PEWPFaoxVigTyefEno9LJpPcm6Lb1S/UR/7GylShMmlvDrW/iAqUbNmGd975CPOmzceBkoNo2tmDI8uuYPmr6xHzdCE2Tq/A9mW7cLq8EkWZxXjn3U8xbvIMHD95mjkM504TDESqLyiH/E58M9n8W/Zz/TI7UtVnBFNEYvJvW6L/dm3Hrl146MG/0e6jsGfjXjQcbMXB5BpEPr8B8S+XYdPsQziUegSXyi5hX3EFXn78LXzy4VjsrzhqztcFrI525mjm8QAWGN/oL0f/z43K/Ps0n9pusH2rem39/v43TGpn4rhmYwkeePB+/OiH38Nn732G5PnZSJ64FhMfXIbZj2Rh5UfrkD6tEGviNyI3sQgP/f5R/ON//5944fVXUbh+Lbtbl7VZpezkb8drS2VWHs3girpBaYOfW9XZfeRv3K9cxOQI/GN7ehOzhpUhll2qvIyPnx6DuC+ykD6hDLHvFSNjwjZEfZqGE1svGF+Va3Wyjjb2dbfqHPS5fdk0+9oLtF4f+O3iOkfb5Na2bnMRQFR3uRmpcWsx/d1YzH9zBYqn7kX+6B2Y81w8NqfuQltDh+nPbt0tVx2e3hwCdr7kPrUlNniDbMCzzvGxMVlA19vV2b+PNmcjDR1EcSYnZAGB/e78vZj68myUx+9B7ZZruLSmEWnjS/HSzz/H5DcicPZAjZFVfSesZ9apg+5cm7eREyMF+tEj/YqQfmNdcVpL/eqD2uvP1i/8HE6SvupCZVjt/NTjKhqJcBv7LuFs21GUnl6PvP1Z2HJqM6oaT3BPHfQa7Iu6O321All7cpBbkY0jrft55gXcp0r0oq9mJhlXumpxrO6oBdBH1qDwcD7yj+Si8Gge8g+tRsHBPJSq4oZKXOu+iua+Jk4WLejs62QwZ7pCC8qYXx/wLNa27Uyx/RF/rdNJ6Rxirdtt5+isS4lGF6c5XTlTtaQLZ2rx/muj8A//64/xn/+Xf8MjP3wBo54cg1/87z/DP/7f/xl/+YeHkTE/Cz36EXhnDlXF8yVDDx24jRFES7uLwZTttHd2cLDYRlRmP1rXUBhcphBnkksnmMju9FbdkV1o724xS9H8eXPx//p//D/xw3/6IT58/kNEjI7BuMcX4e0fzMLkBxOx4PWliBoVhxlfTMWffvNb/G//67/Dgw/9Bfv3HTDnm2rlnY6Nnbh0zE3bssKTYyunXfrLQ5WJ7fH6aE0/v9Shixl6FKSFJUo2SadPncErb76K//0//Qf80z/9D7z17HuI+jwTMx5Px1P/eTSmPBSB5Z+vRMzE/z97/+EfV5KciaL9D9z37u++3X27b+/VOt3dlVbalVntzkhXI7saaSSNkZnRSqPxs6PRSON7ZrqnfTfZZNN7B5Ld9ARAT4Cga3pvm03vSRCgA0iCAAiPeN8XkVnnVNUpACwUgAKYUQicrMw8kRGZkZH5nXOqao68+qPX5RN/+CfyM//qZ+TLAGgnPnCPn6LvufDrRxHQ/x18xAljbrpl6hXp1nseOck+nxfVJ7HPzl6+IJ/89Gfk//h//R/yxx/7hIz5zgSZ9v135YeffFv+/rdfl9c+N1umf2+xzHpptoz7ySj5rV/9qPyrf/Ev5Rtf/aYcPYTxca7QCXDW6Z4T6q9uTPtx4Dvqqf9SY45/uioAFHY/kaaOR4g2zfC2NoDn3fIXf/VZ+Tf/57+Tz/z+n8vbPxgrC19fKj/4xGj5yi+9KhO/uEJmwp7JP54mz3/jO/Jrv/Sf5F/+y/8PNmZ/L3fvuMedTXS006C/MY/M9vGW6kT6kr0NueyL55GtvhKEdbQCaDSh/xj8Xcwg7d17QH7h535Z/vU//XfyV7/3VzL9BzNl5t+vkO/+xlT5zkcmycy/Wy7zfrJApr80Tb7zte/Kz/37n5ef//mfk7dGvy63avi0A0USxNiXLtIAfqlFh17civd5tm6955F7sjmqT2p40iTTF8yTn/+l/yL//J/+E/nCp/5S/Wri1xfK3/zCj+SFP5om7/1gg8z50Xsy4fmx8vd/+zX5v//1z8rv/d7HpWrzVsQyCAF3Yi7yZyFMLP2jf7r5PMYrHnWQ2RaHJzXmbIfRr00XyBb43SP43Vvj3pR/9TM/I7/4s78k3/rr78ncVxfKG18aK1/679+RH/7RGPjaCpn+k/ky9fXp8onf+yP5f//v/5v88Wf+RLbv2ysPmggyVbRrg4wG1bepk2WnilL6kr0NueyL55GtvkqjP9MV2BTjHJ8bB7XCB2dNny//6p/8W/noz/66vP6Vl+S9FxbIG382Vf7+v02Utz9bJlP/YbFMf3GmvP3CKPnkH/2p/LN/9k/kt377Y7J1+2aVzYs0jc0NqbaetAK0tTUj1btuveeRe7I5qk+qvXNLPvvXfyb//F/8M/n93/i4vPEP42TG8yvkzf/5rvztL74or//FdFn4k6Uy64UZ8sZ3X5bf+JWPyM/8/35WXn11nNTcfiDtfDqLgwNxXQA1XbqZLYS/8QWZ+Od9WhNE57pbZIOWz407h4ojdOD4YfnTP/tj+b8Qf//2U1+Q8c9PlUnfKZGv/fYP5au/+W1552tTpOSl92TGKyXywt+/Ir/6ix+Rf/Pv/r289OYbcrPuTkoLJR6cO0AlPTKLSZsBmbb4s3PZF88jW30lCqQRYO6D2tW/RXbuPyCf+JNP6hz/xl/+ncx6/j2Z8+3V8qP/MVm++kuvyNjPz5MFmE+zRk2Ur/3tl+Vn/u3/Lb/y0V+XfYcPajwjd0FWF9fRWJud2G13gE23TL2ier3nkc0+tsP3lMufo2Es5RrOI+uQDh89KP/x5/6D/H//yb+QL//Fl2XaS7Nkwjfflb/76Hj5x9+cJtO/uVwWvjhfZr4wVV78xkvyn/7tf5Ff/eWPyOr1G/V8faQd/7gl62iBDXy2N6VTbt2S8+L1+d+GgWy9D6LPxcZfGdTW0S5bd23DOvop+flf+Fn5g4/9D/nRV1+VmS+ukO98YqL88BMzZNo/lErJK8ul5K13ZcIrU+TP//iz8tFf/0354je+Kmur1gE0cS9gPqX/fDu+Ldc0d5SMqrbax23xNuSyL55HtvoqFXbpVHK3jGlmW3u7tHOTDaq5WiOf/cO/kc9+7BvyvT8bK6O+tlDG/+Mi+dP/+gUZ/cOJcvn0ZexnOuFf0IqytM3stp5WN7+n8eNAvZBlfeIzXf+0o21iBNKNK3flnddmy1/+3tflLz7ydZn27aUy7/ur5LP/9avy/FdfkpNHTmk9TitefG9rwSoFZmxHc+pPPGraMYuYnc7eVtM3246ebI7XR8yCMs1YC9rROHHb2ROn5bXvvCpf/B9fkRNrzujH6dpOiyx5a7v8yj//uHz1k9+TMwcvQQuSOUoXxqv9CXwD46i2kaFoOz+mBzzThvnhATM5Exf2xIUkDhu9nTuqFqQaAY2bAZDbAaObAZCvNp6Vnee3yIbj62Xz6W3AwLuQ3ioVJ7fJ9gu75f0LO+R03UmcdUceg59r7ebXfNmL95AJiq8+vizHa4/Izss7ZPO5TVJ1vkJ2XX9fPnx4UqrbbgCtcxOMbXB3M8BzMwKTORCvKgw/8Gzs9fbg2RNBrSeaoLbpwtmKif8EzsILBnChjm55+KBBNldsl//1t8/Lp3776/LKP46TOW/PlTE/fFvGPT9eymeukZsnsFHmCgsH6+aizysxnPyUg0iiiwwKGfz1ThQAW3MLAEen30THGecn5GHZU4ZFeO/ITDcjNJ8bcyxsnQTPWGQgf//+PfLmK6/J6JfelFnjZsiyOctl0vcWyo/+eLpM+sZyWTl5naycVybzp82W8W+/Ka+9+hOZMWuqXLmCyUSxZJ1P2lE4ulnky8B2sNBkzEWNdtiGOOKkPLLV1z7Cf4JnfvW9BuEnOAdAugvt1j+ok9UbVskLr7wgz//4eZn0zmRZOW2DTPv7tfKVX3tV5v94uVQt2ixlJaWyYO5CmTx1qrz+5quyeOlCuVF9Tce9m+OBdmzhRXvoozaOueqWqVekW+955CT7fF68Pt91ye0Hd2TuwhL5znf+Ud569Q1ZMmeZLJ+2Wt76xnR5/s/ekWk/Wiyr5myQ5bOx8M8okXFvviWv/vQFWbZkqdy6WQM/hRxeneUFH/quttNf3Zimv+HIecJ5Q//SiYKB1rHHwIA7AGKaAWLaEGM6ulvk+u2rsmjpe/LjH/5YRr0yShZMWyBrStbJq1+YJN/+w9GycvQmKZu+VpZMXyrzZ8ySsW+/Iq+8+kNZvmKxPHr0gE7kfA2sl2Tpb2iLl2p9PuvoIW6HtyGXffE8stXXlQ12dbZhsQZ45qLNx13tSnC3XL1xU6ZOmS4v/+gleeuFN2XptKWyevxWGf3XS+XHfzJTFr2+SsrmlsvyuUtl4ewFMnbMGHnjzdekYtN6efiwHl1F/2qFGZjn8Ld2pNs7WtAG5328z7N16z2P3JPN8fpd0oK2D354XN6a+LZ8+3vfkHdGvS4rS1bKklEb5Isf/YmM+vJMWTdri5TPWCNLZr8nMydPlpdefEmmTJsup85gpdXBh1TMxy7MR32b2Jbnvurm89wOH7HSfI3MZnHkvEVdQucnWJ/acWzqapDdB3bIqNFvyY+//4JMHjVVVpeskZI3F8m3P/mSvPT5cbJmTpWUlqyWRbMXyYSx78irb/xU5i8pkbNXLsqjJxgH70vaHtvlLXUGcurBWIEDy/UVt8PbkMu+eB7Z6tMgbkq6uFOHXZ1I8yIq11pu3PfvOyyvvPCqvPS9l7DGzJQ181bLtO++K9/9vSky7wdbEas3yHszFsmCWSUyefIEeeX1n8qEyePkFMaV8glcWlqbAMixBgA0t+DYBpDTobGhZ916zyP3ZHO8frc8anogS1e9Jz999QV5+YWXZfbEebJq1iaZ9r1V8ne/O0qmf+89WT+/QkoR2xbNnC/vjB4jL/7kVVm9epPUP+LHhtjzsKkNcaYZfcZnrBPb8txX3ehLkG4Da6wXtt3YY55aXLAYwN+fb8Yaca0GsW3JfHn5pRdkwlvj5L0pi6V87nr53udelu9+5kVZNmaFbJhXIasXrpOSqfPlzVdHyWsAzmsr1kldIzZzkMvtO21I+be5hLZFtnXB/4/b4m3IZV88j2z1VThNwaa+sxVQCf6mF+9g3/mrV2V2yVz0+U9k+phpWHdWyYqxm+TNv1ko3/nDt2XhmytlHWxZs2SZzJwxVZ7/6Ysyavw7cun6ZcSxFvirgVj6loFltgv/hny/tvakW+95ZJOhP5WqzPbacAQwwJhQD/YpL4Jfv3VVxowbLT/CvmDK+MmydB7A5Zsr5Cd/Nlfe+vwKWfFmpaybvVZK566Qd2e8K6NeGy3jxk+SE6c/RBvmFbypoespb3bww5wpnXLrlpwXr2+j7pmjYoNOP+D40BdcFpLcM16/dUW2vc+fn3xPVi5fKpvWbJGtKxEbvj5fJnx3jVQtPCh7NhyQvRX7Zfv6nVK1frO8v2OnHDp+WC7fvCQt2AO26dMBHPyoOWW+xz/qxd0W95Smc9wWb0M8j5yUR7b62gD30nyCizc+OJXQHve7rfp5KJG7t+/I17/wTfnIf/q4/M5//px85U9elO99frT8j1/9C/nu15+Xk4dPoO8RD3lHEzpSy6S2nlY3yuEOmjKZ47rB+oRD7QfHjQX3/tT9ds0DmYW5/omP/ZX82r/7ffnqJ34gP/rrUfLpj3xevvjnX5P9ew66PsUB57VhnhE88w4uz2eeloOdaP82g22Ni+zLtKMnm+P1aSuttThH3LN3xw7o+jfyJx/9pEz80Uwpm7RNVkzYJd/7n2Pk5/7Zx+Rrn/2hnD91FbVp9xOcQ8a8hi28IKA+SnkwpgPzog1rVns75iH3giCun4a1aHPvXEjisPHBGkaCFuDeNiDeNqDZls770tp1HzvT+1LdeEVO3j4pB24elfcv7pfKUztk54WDcqL2Q7n25Bo/4IzzHwB4AzxbkKSz8KFKvrDZwKsOrweoWNtZLdfarurD2/fFvlyMIJt3q6kAH/1lh3EdsQmQ3QGeh5ZsUG1g4UBZbANuehrzPftHgYF7z7uRdBb7ZgVDwfqIty7YRnt2nZRF8zbL+ZP2GbM0YlzgN8tAblcrNsZ8ZhsE6ToOnBh8tSPwM0Dr49UIKFwAWG6u3jMDcisT1KjmNMfFKx0rOq8uLnzUvhV14EjtfPSakSGdzuy4IaVjD8i5rfXmeVnEice+QVLbQIuwDRHRMR0DdZBNZm0LdZ7tarQd4/lJeWSrzxdDQWq+UgEyNjddCL5cqLMI6pzf/FAW/HSL3DkJAJaDNKhw4wD92Q4XfL63wEO9+PI6xpl5fPl0pG/03jPzctkcr29zk58XziI+YlN1UdbM2CuXDib4WozsYwgEY+yXeLte3zjz5fWJ9EjSjazBXAfYDQZZfcHGg8EBraMWNlKMHQAzgKCqVyZVzN8jc19ZK100B6dHRE8m8z/GQtvhGx6dv3FD6+KRtq8q9dXf4jbH2crUPi4AlAn5fJyfG0ta1oJ5mTA68vhyp+xceFM2zT4njdey51ZEkAcfawNY1r6END7hwE3nYPubzStGD+vC+CA8uNAmU3+4Qo5tPGMZViGNbH6jVxireHGQPoAxsAtR/dPN57F/7GoZx4PjT2bjbMv6qg3+RfDMBZKXheN2KOHtg8uPZe2s7bJl8d4o9KVV69QLCWyR4i3E0AHoa3xmkMw07GQ2ygsV3yiFT4l0tfNRP4wL/EPHBm3xLkESnd9zE7HtfbmwBfY2u8ws0pVG5XMNeNLSLE1PGuDPtBItYB6ZT3kd48w8vnw60jd675l5uWyO1+fc4QWijBkEEy7sbJRFo96Xi3uqXWY60f04bIjU6CN4ra6nNhCF8Te+IIvdrcwBRovxsUd8YzmL25Boam/GmfS3GLEQp62aUyGbFuwUeYj3DH9pvkZiq9iHYUPaoZ8Fo59TuDqWsTkh/jiG1DXTFm9DLvvieWSrT3mUywsPHa3Io8+hvBX2Mr5lUtc9kV2Lr2JzvVs67lGxbKIE+hgN5U0B+pY+nYgS8z+W8z1fPFLHOPsynyZ7+/x7z8yLwLOPm/QrxlYF0kxDH35ZUCY13GiVitln5MCKu/KEN9YSYhuzuCPgHGzjhU4+hcb1hi0VyN84quwx82vqT3+jn4G5r3IXh3UPR19ELWOmjR7WtEnJuM2ybcU16cC2LUUxm9hSSye/4Bc7fvos5j8aMx9jPTL8zvyMsYdsfRjp73XnKzOPx0ybyWaz+puL35pE83xLJfhNyBw3xqXKjVUApIvkW195Tb73tdGysmSzlC/eKHu275MHdfzsrXoSatvaldRW7r6P55GtPv2eey7uumg1px8KrE98V/OI9xh2aW+BBkjz89sXzl6TpQtXy/PfekN+/HejZd7YFVI+f4NsWFUpd2/fxUkgyuM81jTnsyVJNr3Z78y2l01/fyT7/vb2ZdrRk83x+kzTWjuyxVs3rsiqZSvl3RnvybtTl8qC8Stk7uiV8sOvjpPPf/I7smz+OnlYbxcsO9qbgI/4DZyMhdCMIjCInBOMvy7DHY0JnAmquY56XNgTF5KoAWYRQi8vdJo/d3Y3SmtHnXIXIDH3p/z95ztddXKznYi3EeG6Req6G6S+qx6lj9BfvAlUL8+pRNhHPek2bXjxrjIBtP8ysAaczrvN/HYyfj4asBm1MBA0MNLIHKpoiQNhrtcTa7DojWG7GYzgyUFAPzBc03y2sm3HEf0d5WNHL5tYEgvYV6zEu2QMhroQM9McRSdIv9lvfl04oVzqoO1ac/pZBbWDdexrnAzMxAbQ+e2xbedl8YQdcnrXXcFe1BEFctDtrphOPdeOfp4WAK27m49qkfnIIzRBmTImDRc4e5SKzHRmHiWaLRYo4i8r86NAZloN40Ktm1kucRb4bFzYxyAUndhyVyb+uFSu83MbjqwlZzCOfMXbytSDNZlrNeMvX2bnp9sX2WbMvHSbo7x4fYY8jhCDOd7jxRZIbQ0AZxuOy/LZ2+Tc4ZuWrUWsYwOumiDP+p4SeLHE4EBc3/QX88xSs9infX/E87TBiPiW7uEZfmEjxMBtfmZM/2GFdNq4ZJdMe221PLyGN6li6tsEtvPp3VG7rOTnI5lp5JkRWs/09q/8xlQJtuhnxsE2JtwmdyAm2iUoU9c1DKq/2iKV716QVbOPS931CM2YTG+cf8dXfrr5tL28jMxXttwoL16flzn4RVu8Z8uZY3GOdP9qs4z94QLZu8Y+1oBCEDXg+DCWcJQ5OlyUsNHihSxdTKEf/Lj/uvHFRqPxzWL8Y3Sw7Q9jm22DeGYa4W31uTuybMZ6qVj8fgQ2nb/Spi7tCW4zzMuMmKLvEiCRnR+79m2DE395G3LZl/mKbOZaw92Z71VvEX1Nu96T2i1yeu8Vmft6lZzdibnCPQ3I+oJ20ApTMnqxJebwGH8l5fHl61s6U9/0F/N8TItiWVI85GV7XuTgRzqQgxYwAo0ip3bXy8w3N8ipvf4xQZJFfD8KvNxk44t3ugBBw4L5G+VQHhpS5jhnjD3LXRWOlHleI1IcAOcbJPjXshmrpXTWBmm5i3yawc5MEc97gvMtxjHCmB+a/BTrP+ZbfDed47Z4G3LZl/my+rpZZb8xvmHe0tP4smjNWmyPOoFgUhtwS9XSM1IytkIeVzNGkOhnvNjk5wzkuf/2YpoWxPP4Ssrjy9e3dFxf/y56MS+Xzen1aQt72/rYxuf+9SYpn30E8fqcxu042djS17owQpx/PBvxTWMc5AAsmF9n+7Yx8zhW8VeSbkzDn2E0med2A9xyP6Vffd0Jv+HTfLxTydiqvsg9GH2NAczmTt3dZpk5YZ2sX3ZamvgJJ2aTaQg7VJOM7dSJgJhgBhbG5o8y20/VcfXw39i/mM4cv7h9mS+zWeeVzi2w04/Ns686YBdBjO5L8b6psVvmz14nMyYul6YHOFcvytuosA/05obK9ZzeVnoeXz3rZinGXEZb2k9dTUdlm3qaRhdBF/zh2MHH0FjU2i0bV78vC2aUyfkTN6WbXyyn/YmKZI0jHFv2A49owbERj5RlbC/VIpXO1Df9lWSfz4vXtzz6Jse5G5iku5NP02Ks21HyBB7SiF6o75DKVcfk7dfmyN1bdjXGwDHnCeIg9vn600N6oZy20U9ysNrrOk2ZVg0OsVXOeJv11BU28CIlv3UO4KZb4y9vILchgrcqRH6E2g3gRqS5QnHH183FtasJ4DnmCJSHrkQ1VrQvAiMON36MnCaINOBMp9Y+oCaMnWTKKVriIPkBy81+cHvklNGc3Fi6IZquYeFFZNP2gzJ9TrkcOHxOvxKeLeu8UJ/xgwZnI9hzHV848Azt0Bi5AzIJmjix/ThDfQeeWZPhkwGCix6DMPWBftSV9ZE8uP20lEyqkuN7q6WNv8MBsquQXEbIDDLIQVv2CCvfccmlIzZpHd32oVwXBIjQxQT9oKzpzDzqp6MRHeNpyoEe1NaYgYAjwK2UbT7YJlNkPpzBIMinqw5ur5XRLyyWyx/a3QwCe1pjVsTayWw/lodDr8y66fY52zSPx5jNfJ+W5+q7PI4lwTPt4IUtbmlIjQ3tsnnjQXl3ToV8eNQepYGCaNs2MVzmddsNXcxH+eLYsK96t4M2qO1kn07IU+LBM3RIsRbzn80bz/HFWEnriaxetl3Gv1Eqt6/REOawFnyo+zEsacJZ5nOMU2ybQd/mot/QMm0yVRX8S+kaT2fk4dAjK+nqDj/BZokexVBKD28E+5nABUgvjIHuXmuSNYtOydJ5B6T2ZoPmUWs727y2ELop419PMrKOPeRxZJqgH6P9E1jXjthPqr32WN740VzZvvaIvocx6BL6FO/w0jPN42zbDRsxtzyAVr/uZS7Yl6Bk6JShm266SDxkcirJ+rY9tP5mO8hnIRtg8MDx6rlqWTijXNYu2aI/CUXq1guavDZtC2nULhmSGbvVz/ikDhZR3sWCjVDfGPVSesfTPeXxmJVHNis4A2zm2gUNi3AWhdGjaNT87eS+izL9rQ1ycvcDaVfwzDWJ32nCkeQZlM7cdCYl5ffI+JdoS0Ye+z075sV8AEd6DIEzL9YzuuEUeYLuPbrnjkwaVS4n9p9HDtulzYyCtIZAxgCN+hrPw9jYGBn3plvq2EMexJjBHBAOMFqOYg37nZWsHs/hispY1YktVzc3ZPQnUBf8672ZZbJk1mppvI1zmc3zuDhznsCP2rEh60I/dKt1nIW0B22qUqxsdf0FYt2kxu10OqQdk/J4zJFnYI/Ryc9ipti79tQQRwDVpBF76LUrjsu0cWvl3i2bPNSdXwnJEWLPcJqhamEY/xJtScrjMTEPR6S5F2C0os/RLlLNjQZZOnefrHnvJOK2fQEqPZN9wdWU886eKbC4Twt5gVAvSGufFSa+kbW+noMZC7/gjQj7Wmn4nt59hn+jAkE7/bET84arkF2QFrlzr0mmTiqXVcuPyaP72gDOgT1ge1yW+1iLK349thsP9C1XUTm+Vtt6nalrmg258njMyKPfpgYVTal+0JM3dfixLl3z0dMo1Z9oWrgA4HnaCv3JzYigE5+exHqbasO3Q/bpnvJ4zMrjK7Kb/aUFTs84swinab/qlxY6qty4UxbMLZOLZ+NPBKJiqm85Bn1jxvh05itB73g6fuwhT+MH1mdri3OBHNlBYqjZUnFSxrw1V+ru2c8dct9sMZALDY68sOMuCvAErjzet9LY2WRtkKHEIBFbpdbEKXQ97QCdaMjlkxd6EcYiH+c593Y2s+L7O9SjrR1tAM9II88k027I489NUQCBsrFt25mjmz54OR1dz+H5nLNkvi9a0t7qlf3g9sgw2hY4bGfgRBwM5lh4IXjeL9PmlMq+I2eEv5GnXYujxQsELw4CalOOlfoF39fJnzkpKJ1MyTpBaJp6jTXH91oftc0lDD4aEFEhVhfJ/Ts+lFlTN8rBA9fkCR9PQTYfq7ElhNs4bhfsTGO+p59wqbH7V9aClevkJUOQsk9n5KV09MeMPNahPMqly/slzpY5u8BjULpbl0jdAOCEPTtuyRsvL5TzZ+1LmqiZC5HRGLGdzPZjeewXJX8kZeSxXk/2ZR2T8tyRdtLb2JNc8m3rKPKosU0qK/dLScl6OXn8srWLF72QM5h9YuPh+8mstRxHkJ86xtM84JjYDzzG0qlzPVO5OGs+/mHumDX0GAtUtgxEVLpiq7w9apncukl/5KkGANo0jPn7oXahQ/1bZXGUeWfaNp62NDhV2CyZupJ9OiNPK5P8kZSZpyfZpsNfHuKWhVte+0QdbNNNCBegbrl9o1HKlh6XdxfslRu3+OVMfgzsP7UsnG7460FG1jFXHpi+YrOXiwivuZru1Tceyys/mSNbNhy2JlGZPtaKmvaBH5t9dumKPoiFHsJ104iBUH/GoKWO8TR1iOvh0wl5af0QI1/k2W9WOa8pn5kqw6WvnK+WklmlUrasStptD41si+30KV6E8u2m9NUNJe8sPnbHJyiHD7rylL6unbjeOfN4zMjT+Q/pnKveYxhVrY+jZzjMj2xHeezABZk8eo0c23tf2jSLcc2+y4RX0zlnIBYNOCbFj0l5nhLKEm3JyNPx5TGeTjvSh2gXIX4j/tNvsCUDHju0r0YmvF0qRw7atxzbytKkdZ84q+Pg2YNNbd+z0yNJt9Sxpzyw2kxGCxF4psNwrrMikjyAubntJAgGgNZ4xHgA6kT1BbNXyrtzyqXhLoxzIdgu1sCnujGaQNjqT2hDL4AiX+8+oqOMaR/G292N5Lkpe52uqXRPeTxm5HE82O+MbrZm2By2F98ZeLbVUuTBQ5GysiMyedIqqb1NvXk+L9JwfHiO9ZYSC8mk+DEpz1NCWaItSXk85sijnbTRdrZ2IYZUXf1IFpXskVVLjkkt4hxqay3aa/OOG2jbYXDesU/YK+wpzlP1ZzLaSh3jaRx7003Tacz9Jv0M/qKP/cHv6C8QxnJemKQPdnZzm98EXbgJF7l9v1EmT0ZcW3lYHtSjIojyLQbTX8iUzfXKr1npbHEwYlurYSvlkF28S6Uz8lT/+DExDwnfOThP3+IfHyU3X2P/d8rjJ10yt2SVTJm6FHseW/dtx8k5gxHhHVNnY0q+byN+TMrjMSuPcZL7Csq1fbrpikYy2H921x5HtknNT2Ku3bBF5sxdJqfPXEe+ZquMLCyRwfax0AzmniPFXFPdviFT73g6fuwtTzuUunHN4z6KT4xi235XngAA//RJREFUntM2lPGCxcb1h2XUmzPldq3deaYeFgPNL3m32t9dZ4zK9J8U4zxyWieixHhgiS2l9gJUgeOijEx9GtjGhzObc5xrC9cZHnW3xg4j2FbA151x59nZpAsahaATGCB8kLBrHmzd1eV5mGs6Z58Z8Mw+sInFYGV3eNkNdA2WiP7G4bQ5K2XP0TN0K+0allv3Mij7icnabBfaoc9TTt0PpnxKJ7M95mkT8XHGe62vWbZQkrnwK7HAJfftPCXTp6+T/YeuSFOr2WfLKZcULqRmheWTDVpY8IsCIMtYJxVYe2HV2evOYzzNI4gq+jYNKNoSF4FnP725BCIXJ+zcdVNefbVEzp6/gRLqRGswdtQr3k5m+/G8PnKSXfkw7aQP2aaZvcupjQ1MU6tsqNorc+evkeMn7dFGeqfddabFHCeOr+8n5tBv3eAm6JzFaD/xmJmOM/MzWfOZYNumEUeN/uNPIy1fuUXeensJwKbZyHIDz7z+Zw9IWxyiJAMXFt7srg0vaLHUN5nUn0mcUqJHxj8sZpzp1IKt2QOaBreol24+4IM84XZ1o6xcfkzmv7tHrtY+Up04BjrXsBBSpP5jgdchfvTpPnKSXU/LnJ9mAXuTcygCzzduNsjLL86UqopDeEf1rCcMPHOUOBL0Ptty0xMZ7bTbKBsD2hMn6ZPEqkwCMTvOtIUUPy+evnzxhsyZs1xWrKyUFttDQ1tGA4wmNnDcuPj6KT25gVFfewxuBPPOEAqo/1PY0CtTV7zo3xaj2K/ammP9mkfkc57z6n+3HDl0Tia+vUqO7LsrLQh87HsDzxYPoR4zC8aJej8tQw7njXkRNTU9GzGFDuy/Je+MXSEHD51FDv2SPsY7m3HwzPjAWWXg2YSa3Ky28mQIRoIaUDOLxAaiMVNsoJS1LhKd/BKdbkaGCDy3o3oJ9gQL5pXJg/t87E+zcQ515qYSo4nz6HtsgzPL9lwYRbShF6G4kUY+e4sb3RR4dnr2hzlXaB1b8HsCg4j8z1bZy7aS0qL7Dd2yYtUhmTClXKrvMBLyXD4ZRABNKSDXL4XiJL2fmiGH2lm8isDzTYDn9xbskrJlR+RWtYFn+/AKa6RvpDkPbXTsP+dpwf2NrBnUjwDFX1ixdYPtEdxw1Dq7CevJ5msEz5OmrJSVZQek7gE9iOMLH0IQph+ZsirAGDLTQDTk0P/IFg95ZK9BFk8nM9aRfTozrzemCjRS28VJ+CNzH0w77M4zVxJE2haA5/nlMnnaInnUxHKei/M4Ml1g3jVkHmVmtpMPq27sNw+e0eco0Pw05rxEPZTxQga/H4nUDgXXbtgqs+ctlw8Bnt3XGmm9bDyRzmmg2bFeNEu9Zx3XfqbeeTCHQLtS7UEMVfDM+YyVHBWIKZ8g3G3YcFDefGuG1N6Og2cfC1GX35kBGRSkTwBh5KKjSyubndZwJg8s+T7zvqZ2xxllhu/M283zbcZxrFVF1rMpAvDs9Y6xOYUFbHskBQajwPWN1UtqnHlFS3HFY8ZmsDl4LrYgyc5llxKE8HFkXs2wHuJLZAvA84zZK92dZw6AhSMbM9bjf0xKBg6kSF52f9k086EOeVQoPlamhNXXLFsEbPPBQhALXHLvrg9k6ozVsvfwZWlso1yeY65l79Am6rMP+M7CLYMeg58PgBbWeZGBdalTb6w69MQgVjN9qDlBIR8rI3i2Njm1yVxWaB2/p23Hnuvy8utz5fQFfqiWZqImBHFjnNhOPzjJrnzY9y/7kFbaVlqkvqlF1m/ejYVltRxz4Jk+GV0f58v808aGI/2U4Lk3JqUckGnH0DvF8Tz9Z9qYp3I+pNxNlpZukTfGLJJrNdyCsTbnDwECty68I8MATGFWxpG3Lc0ggGcORAfbt17kdiYOnqmP3hmArjxBwfMKgOdFAM+3DTxzvum80Ua1WsE406Z8WE2EONpDL+K3o/NTP2yC4PmlF6fLpoqDeMcx49jY51U5QjbfCNjM0zTOQWjKPRLay4dVGUdMMivOzNN8l4ifF09fvHxNZs1bIkvLKqUJw8bqthnmYs9NCnR39VOsayE3sbGRZwEdGJxVP1+mrnjRV/yM5zaO42JjwxWEJextD57PyIS3y+Xw/ju64eH59gQZ5xLHw+wuFCfq/bQMOZwRtJB3A2kTshU8799fLWPHLpcDh9PBM0GPXagxmMn1iD2hmzLrODtktpUnq0KQZ4NMLzeAqzPFtef7g8S7YV36GTqMkoIRnIFT5s4tlZJ55VJfp8/UK/GOMgGEgWcbVcrlyFt8Mz+2/QFzbHbqplU3pQk+mgfrGqMtm8dpf4JtH8gy5nJtpUeJ3GvskmWrDso4gOeb97ju8txmrPFYbdUmZBSYk/R+aoYc72+cGfxPMvC8U0qXH5Jbt/hoKmsZeKZP2rzzI5/a/WlvcZ4V1N/YmWTNYMv0JfYxI7Lt0lJ30FDSyQt90Mzv3ww8rwB43if3H1BTji/8Caxrp25YKYAFPIPKoxb3o/Ap9o63zZit2qtgdlKOaob+Z7vI07dUA7rYfs50b2zplnkAz1OmL5ZHzXaWnwf88l7+KgGp0LoZcOY+neuYmwdxRqmBZ/SPgmdqhnmAw7r122Q25vuHZ6r1iUeSrYWFYKdjku5Pydrv1I/vNZ5wbbMPKOgqjvxmhJr1G/bLG29Nj4Fnf6L1Eb9AVeMUX+wTlKmu7CXto3QbWNOYac8+L86FI99n6kCZjHyW6TijXfq8veydDT7q0WSGdPBzpmCkqAXpiPVqFTcR+h4V2LjnBAWcmCIkKuatjxuRzpn2pzP7R2vpS12E7zWf8ilDZBvA86xZK+XQ4TP6U0pslUtR1E2U4IKGCrXzC8GUzJBjwR15VMmbTfZKWLOubm7wvGf3SZk6c5XsOXJJHgM86+mcAEjpJKAcHBjIGVAYam1Dx3sIZKbZBspQbn3VO/dKafVpN/UneDKo7BcZtstlhf1v4PkawPMc+fCCfUZYFz/kcyjU7gJSpF8/md3s2CY1e5ngudXA84JVAM8XVX2b7v76OIO6jQ37nZtMjjPrFJaoDZkauP/8R/bZPLJZNQSdzU0ljhw7ZmsReEnZZoDn9xQ8M0bxNP2dbd22oBYNcTJZ3zyem067YhqDsVaHzfHYC/eJ1MGhMwAyfdrAs90X4BaMttiXAOYGz5yT1qhWKSjF7ekPq5lkKGh3NOwzzzdv8M7zdKlMA89+rnO75S+J0Ae5EFuMoMy+UKYeOZl1HVufprO6B+sxEa+AtPoD80AXrlyTGSVLZPGqCmmESzLbdEdlCGBc8OdGfuTnF+8684IN5hltZHlavf4y4zn7ziKqxWn2t/katyzW5xF4Poz1ZsIYA8/22UCOhcEEO7uwlK1zfszZSuZn5Nm7yJJmTCoDz8vSwDMfC7bvXWGvcGjQT/jPkUt1PgeyYONgslQpbYe9z1hkK3qqnO25el2diEEKhOkb1BJQF6fMmVsm80pWS109I4cjbYRyYBHO8wsRszXUxZn5qgPbj4FnlPWXKd+v37ZzoGxOChayjvk9/Yk9oOB59UF5Z6qBZ5qu92d5N5wmuL4oJCXpnQ+rr8EOskUtkeqbMfBcw69D53whiLD9C0fb4puV6NrKXBhrY2Bj1l/WfmP/aR/yjYFn7m3saT/uWFCMurzor6dAB/s4Cd/xM88x8PyQc4pjY7tObcQyrC0/Tjp36Ies7/uGZ9mZPJecqW//mJbQl3HEe9VJ9WI7vkWRJsSykvlrZOr0pQDPVoUjqH3Djy8QPKfJLQSjFd2jcIzZB6ko43yAjDz2GUr4iL0Hz1Rn/brtMndOuZw+U5O686z9xxcayIdtLhrzbSEYSpkxNJd3uPnotgJnB55RpxkTfv3G/fImwLN/bFsf0abdqEWPbMd73d+zTOcDfYl6Mk3OsCVFXolcXEDKaIou7/fHjH3atahk3s7RZX+gc+gLLPQO4Pg5Lqq2GVdX0FO94fHBQnYWZ3aInlOURL2otLc+w5AYJ9mEv2xmbfxjx7NvtfeZCX5/y36ZO3OlHDl4Rq9CUbIGO9ZnNY4aJ6aebOcwbf3eP2awixYGyqRssDdddQVTD7wMUPn69AGeAOI5oN17TsiUWeWy9/BFaWpFG8ij+pqgMU4emtZ8fdRDFxwutGTek6Jkq66mQ6moL306Pa9P5O2CYLtKaBsWW/hhO8rZxZzYrAb1U+D59HkDzzo5qBwjIuUVkNLt6slmHnPnqV7UUTsRdsEaZj9sbJWNVQTPZXLsgwvIwXmobBdmwLydTsPB2hdI2GUECqKEQhDluECjbVuO51SCNlAX9Xm0T5DJjRYUcypqlSXlm+WtsYvkei3vnBvxqq493ghBvqJnGqbjTgDhYSzyXLssjvo0nk7P6xPp7hIK8GeqIJx3vtgij5zfqhs/4NTpwfNjgOcjCp6v3bYvDOMcSBncx2b7Sul29WQzjz3lQU/ox6Nt3uwLdKodeK6KgWeb35znNsdpFr2AscgWHTcWfSBrO65H/BhLsy6YI2+ex5hjTJ2Yr3WZIFMpp5zOA5Qx+9yVqzJ9/mJZVF4hDShnFW4F1Iv5589jbGCajWr7jDX+Yg3TkMYyHsgpXePpnvJ4TKoHTaCExXW0gjyvkjFtZ9zm+DjwPLZMjgA8t9IxNRebOsw365XCUrq+cb0z83jsOY+kn7HTCYI5hel8cB/A85ilsh/rKMmeYrK7gR04R8GDVqcQ9AidlmYqp8u3YzwdP/aUZ+KVVTDjp8VQ1IjqsIiDg2MXf4qFXxqINV7vTCH7Cd7OBnjmR2zuPeAdREcqG/8Y3/TngiBA87Q0JZZs2fQExjgH4NU/Ij2ybUnK4zE7T32M/+n4ZF0/UKiN8x/15sUYgOfHnQDPB2QcwfNdA896b5bIgerRQXFqISlTXzsm5fHYc56thRwb2iVy68YjWTR/p5QtOyQ11RF4tgtXHG0zibXpopRhmx4y+yypzXg6fsydpx3JDtaYgzwk7KKFvxFhF40IavRjmjxF945MGd27y888EzzvlbqHPIN6u7imJzimMWoQmWWUwyhq+0GPDLzNbmr2iSK7ctnMthg73QcbmRnXzTqZouQJYllJyTqZOm25NCAusNhGBP7GeZbqiLj8eLqnPB7T80wWZcJy7j2QyT5gv8dmnjL7iP3K2NXJgATiNN64boeUzFktZ0/X6HsS6+lL20nmHonFjqNzIr3T0/Fj7jy11Tm2/4w9wbP5G70A/U97KvbLKIDnOynwzP+0yHqgDe/pk95XojaSOSKvRC4uIGlT+AemCkljSmt0d8f9s2fdq9IXoI9XC2+fs88TsqPsc5IMjnZFzVe2xrRhcoqggGvIswWjtEpFQtTJWQw9I+Z75kc6s1OzGFXSmHm+LkRw3dZRoDjwrqoDsmBaqRw/cEbXRJI/V5vTPkVFRdQspCCGaD8l82fegfVgmOFSicoyyba8DmwSCV+XrE6jlV0d0B6A56kAz/sAnpuJPkG6jpK93fQ+pnEOTaFUe1Cadz95dJo40SkFlF1DaXm+YmYe2dX3SbbLfqSTw491GnBAFOjgLfRU3IUkv/l81+5r8uprs+WsA8+pxZ6souNturbS8sikzDyyr99bHpmUSy4plscs9jNnuKI0y39E8Lxpt8ybXyYnThp4TlXWzSTq8a0fL3VAdgqZaTLJy4xkW1lSHik9L/I/xgBbaLQ5FvuqPFU3YkhwQDLAM81jFQXP7yySGwDPvjVdHJWR9r5GTtnEcY+BZ+YxG6xTC+8j9ptNHqN8Ix69wp59GdK8sqzg2PzZe5y6DquqISjhHSTUv3PzsZQBPC98b49crzXwrCJprDc4rU3fVjyPTMrMI/v6lk63L7LNONvmKC9eH7Iolvpp/9I6Q2K3rjfIKzHwjLNQlXGGAJvnamaM8S+eVsGkVKZjktcn0iOnLahtbTPSRBf/LIbZZibVnHcuZw9O17Fi9tmrV2XqgsXy7uoKeYgMrYay1FjSdDILnL+xfdrrvypOn3JBY7pUgik/XV9vQ66+j+eR4zazQce0xct3bNObc87uPPOx7YljyuTovjvSxiySGssT3HsVxDdkpknxPF8xM4/s61s6W984m33p55PiMlweD8z28xrU2ihyaG+1jHt7mRw8YHee7c4bAQ023bQrFQOQVvCJN3xPxmD0pltyXrw+05BN/ciqpMU6g17IYT6z+cb7CD/0CH0YCfnYM6s0wY9mziuT2QDPdx8SDDnysv04URaSaF5ZlzGwn47m3dSBwAOsOsdt8Tbksi+eR/b1yWjAlMEfG0eSipLVULbJGebB836981zNL0BTgpa8uMhrhxoUmcd/PNfJVYrnkUmZeWRf39Lp+sZtIPdkc7w+05BHe8hMg25ffyRLSnZK+dJDUnvTwLPFPY6jVdOqaQz9PKuucX3jTPJt96ybikjrc85v+j0/0kD4bJdO2lCkmJGnEGRrAgWg+wDPUyetkLLSCDxTClowdcyRonaYxvnUgXtAxlF7eTSQqpKhb6R3cl7meJDNZrZkTzW5LzrztnvdtEEwsnkhbf68jQDPK2PgmRVwXhp4zmzT92+mHj3rpuPJ/TnjSQw8s9+53tsu09+msRkZB89UaeO63VIye72c+/B2BJ5pYgJrkxls9iQxCsFxfbPt6MnmeH3KgkzqB+6GvfpdH7DQvpyVWMIu/Cl4fhPguSYOniELtVmHX4zMfmGaYnMz20ciRUynGZjBhSI2DnmMy9gbcz5wLvG2Cy+B81K4fdiRI8r9G5kWIZjxewd4s1O9gBZDDMQ9579ROw6eNTj7zk+NsJ4XI3acgWe/cSle8EyiXjTeRwvP7IpI5/SBzmBUVWba14UIBc8xsQTP704rA3g+q2s6SZ0txTgxDp61fwsHnjmG/mIGBOtf1LZj5mmNHODZHfbsBnieCfB86JI0t+BEinN2qs30KUYVplNyGVCoD8MLXdTOszISE14Rf1L8fa48zyhj5zOpfc80lFAnB2vgQ54bEz8GfHxm967rAM9z5Ow5+8yzBkjqT6a8tHbISXok5Xnua/2e8uJlSPMt+5nzmUe+BzU8bpNKgOcSgOcPTnjwzPqoxD5QP0MWx0pF8US+8RlOfirdl7x4maUj/6PP2ULjS/WfZ9UHJQrsqSPOwcRgfQ4Rqywpr5K3xr4nN2s4lsggcXxZgex9jcwT1SZmcsfmwrf3DTaFpC0UjGe52RpzJ2WxK+PiqHeemWfNczioSqpr4+C5ulHKVxyTd9/bKzeSwDPTudrqNc9zVJZk19MzZFGcN0wnD/s1Gzyb/r4X8Ibvk1jV8/ol6fmUuuuLm0GuP7bFi2KYbWZ0PKxbov5GWs1DGbU+e+WqTAN4fm9VhTxCRqoaz8V7XS8dq8sij5/n7OzmeslvuLXHOjWPZTwH5z61PT2wKQxGMmUPmNm6EYEmXP5JCp7fBnjee7cX8BxnFvQlz3NUlqRvJiefG5ePtH9LVyODFDzvuSXjRi+XQw4820WLDPCsIiiDA4A3XmzK3/rLTj8lJpAHtv9ohllkrz+HTMEza8BH3el89NGD53sAzzxXyZ/LjJQ9+MOR/kRcwJDCizp6txEFfERXvw0XnKxzPsz+srY1gTztTx97uZ7qRsdUvN/QIctX7ZdxU8v0C8OMUE6Fs8BznNlAX/I8R2XJeufDkMeB0cGh/EzwbJ959uBZidXi7FXTvvK6+sz4+ygvWZc4oy6rs0ky0zwPc5wxjv89eE6/88x4Rz1YH2NzpxfwrCeBaSLZvaeMzB29X9m1Gs61j3FCWhoj5mbkJdsXsd1g4XwmgGaQNR1S7PVCm3yKZkHJRpk2dYU8RlwwM/kfncR9RBZ47h/bph7MuKtxxOxnv3Nl9883ciw4JuxZDdGcKyCqtHHdHoDnjQDPd54KPLsmUypkM2xUnfriT70xG4Ni1A9daXJ5s8ueJqPH0Q1bYHjFxn0y+s1pctffeYYuesRL60B39o26bYZN6ex8NUVMU4lcXChi4zSS3kz7vPfxAxEGoO1bBWyW+ZE2ZpqdRKMNPDP1XLTp8HePab51LDvGJiVZz4uRlqK+TTc7184pXvJme2PibJQyN87Mzyzji0eI1DFRr7GKO6oOyvzpq+TYwXMp4MYJoeXK7iT1MrxXQehz9GEh2O5GUJ5TiG2ktW/Z/Mf60fjxHC1IET/zPG3GGtl38Io0P8GJFKcykPAAlRzvVs0wB0wGzySfkSfbIMTsQZspRgbzoBODDYM7UnqTee+uannttYUAz/ZTVSqHxV5/JSaKiUHUj6ZhDmv/gxoft0sVwPP8EoDn4x48g9R+1wdxVlHxN4VhLi3GNv8pncRS/efZrxY0hhNDJ0fKS5WWlVXJaIDnmlpuDF0mK6j9yPBjFTcjVYGMDOY5VjfBP1tscnPaSYmMOuxT3aCzfirX1OAbVQH/+HucKFXwvPyELHp3n9yqiYFnrYcE00pM9J+T7Hp6hiyKyzJMpBobzJdfnATwvE/fa71UZZfMyYXSD+xeumlxr8wYpnZ4G7S/TQ+cngq7569ck5klS2Vp2SZpxLxiFS6R6qKurpeh4pTRLmKMPVnDeIvNE/Mol/V4agFtVSW8LSrc2LJpKTcDRCsEz/y27dVyZO99aXXgWesw/lFGimKC+sFJ+mZy0nlZrLpBHueEuVoieOaW1X8poIJn1tUm+I/xBHlMal6hxoD6QV6K2OcWs1wzVq5vjHkHx8AzDnyPYyuWw9nzSmXu/FVS94CPqjrSSmAOEcOhk0O56lM4arc41jvZGRvgwjCtsrbxBv+40HBSsGG85VHzTcV6gOfSVXtkIgBNTQo8Qx/GR04inmPVQUz0n5P1zs3UNC3t3nOvhUTEoNobBM+7ZdWyo/pxG7OSW2rOcZCpEDGL9XzK0ze9stclN6Meq2p/u9OUfJTzOzwbjg44B1s28MyUEcHzlMnLAJ73SD3AM8X4890bY9+Oe8/mWYeea+yrWDvWXU8/DokMqYTmdvGTFoG8XmSvF9psRXhbWLJWZkxdJk38hEqKqDBkETybcult5Mk2nmAXT2gzc6gSNeUqw1510R//Uc6qrADi6RvW7ZR5s9fKudPRnWenYt+Y7SYybfScrfvTMRuCYq6vDTzbaBPV2WUBi12VG/cAPE9JAM92ehtksW/4XsXmZNM9IqZ74kIRZKnSNoNomx9HuyBFZh5zbZQtkHnme/YGR9tSaV8Y5l/2vm8UnWWv4qansy030VJzLUrjpIlPkG2bD8mcmat0M9PJKIdatuixnEcOGfipnKjv7F/23lF6lRixpg+tdAlPVmnPnlMyfcYG2XfgujQBPNvpeGGl188L8xTPWsh/7AwCCH/Fxp83AGSdykQGMxsWYXA69dFTTBiou29Xrbz+6hKA52qtQ818DxQ3sc/hdehOH6SbCJ4r98r8eWVy8vh5yySldQX+pfqI5AsKSV6myU2UzkyuMFrII/qbbO9StLK0UsaOXSi1t/k4rJVRdfs8pDkZA39kT0/Ulzp9JcpyOsf0TrEpiYT3fdEvDCtfdkIWL9gnNbcceCZpPQwiTxwG5Lv65vUH8tJP35FN8DlSynbHRtk5A0XxlmwW88WxMdYxYaHP4lt2PdOgi5evy5x5/EmXzXp1nVX1c1t6Gl5akbl851PG/n86JeX1hyjPKZ8hmrZRPy7/fMyOdPjQBZkwZq0c3lcnLQ7P6CYBcZrboeIkbyM05R0rxghQCzbJB/fWyDtvrwR4tt95tqeq+JhnC0IJxpfdoptJbogw7/x4Z/RV/ylbaCrHJ3SSGEd33vCOpoHaEBJK5q6UkpJSqavnQ4JG3sVoR5c+QWX5Rr7WYBPbdes3FaROMb1Y+qihXVat3iVTpyyXOw48c+7xC5RSYb4IyOZJXBumueob+3X/1s0GWTx/r6xafkJu3yJC45zn5z85vyyW6Hg6NiMZw8lpg9Z/SjUSEd95Zmuc1/ZlVdgTYD2xb9JGAeguP/M8ZYmUlu2SBw+59+F51g/aF3484+zOJfl2MrmwRI2s/61/kcNGEnTilx8uLCmXGdMWS7MNTapM5w03dgMR3+Lt2AHEVKQ3vchy2LdaQV2D37Y9Z3a5nD1Tm/qd56Il9WX0I/1I91hppmvsqty4S0a/NUnu1NZpXtzlWa+TFwsLPQ8KTt4qGzMSj97d0i3PxUZMATwHenriVLErFBwGfbzKTRD64VaC51mr5PDhc9LRybo2xaz7OeHs0Qj/eaihJh9UNbCmyNJ79nwI8Fwh+/bfUPBsTuZt4IbFVfXepzI8gCAzTfu9xEJSvOFMYk8bcObDGdRDwfPOWnnjlaUAz7e0Fpcfu8pmY1m8hD5EcOrABisNPFfsA3guzwbPSvH+SeqjwaW4fyX7nEhpaYW8M3YBwHOrghivOb+Izr58R+EAjjGfSiXixIxC2+xlZss1W6hfBJ5rPXievw9pD55Zj/ozYGQpXTTku1QtdmreuFEP8DxWNm1y4Bn58XqcPzYunqOywSO2ZmPkfUv1dIpwfdc1HulLl27IPACastKq1O8868MNrIcX44fdX7DY4ETkIJZk+0X/yMvMkEv9YBD1SwTP++vlid2MhuasYXfle9J+aIm+Ah27YIvbgD1pIniulXdGl8bAM+9SETzzd5QZD5Cn/eDvIfQ2RvmSH4Nckpnv60AX93EU9TszR9oxRCVzViBWl9pPVTlR3hdZlxfao3jIY09tDgCxKW2O7bpHFhUcWn6qGNTwqE1Wr9op0yYvl7u3DTzrKMIg/flOzRlaspgcsSlPH6GmtovhDCJVIz4vWrBPyleclNoae2zDnnTg/CIwSJdlzHyyG+SCEeVljL1L8oCWVSf7IkDOG16wYJ4Rv23bwPNOefDABTaelaV/xENFbNo4UycWWh298zy/DOB5UTp4Bhvg45o7GAiVjdrYeB+CphaHWMpiENePtfypqjmlcuZs9G3bxUr0Ye6EeYOCbJkR8zfqKzfuBHieKHdux8CzrwMy8Ew5LuMZoACe8yJdJvDfNlUBPGtmLIIE8Fx4Qh8iYgXwHMDzYJDvUrXYqTm8wLNfzJGDLHUzHlHkF/4AnouF6CsBPEfg2ctyhYNFbEqbY7t9Ac87ZNqUZXLX3XnWUYRBATz3lxLG3iV5QMuqUwDP6KUhAc9+XbA1TuMQS/kGFMDzs0EBPOdFttgH8BzA8+AR+hARK4DnAJ4Hg3yXqsVOzeF355kThUfkOkW46PuFP4DnYiH6yrMOnrmP4AY0LssVDhaxKW2O7Y588GyrPm0VuXkzgOehIDZtnKkTC61O8YJnWxc0DrGUxSzFMYDnkU8BPOdFttgH8BzA8+AR+hARK4DnAJ4Hg3yXqsVOzQCe9bQcxJJsv+gfeZkZcqkfDKJ+trkP4JllvY9RvuTHIJdk5vs6ATwH8NxfShh7l+QBLatOATyjlwJ47jfZOhnA89NSAM95kS32ATwH8Dx4hD5ExArgOYDnwSDfpWqxU/PZBs+RPcnEkmy/6B95mRlyqR8Mon62uQ/gmWXmfwNhpR+DXJKZz3L6WwDPATz3lxLG3iV5QMuqUwDP6KUAnvtNtk4G8Py0FMBzXmSLfQDPDFogVrUCCsO/AJ4LT+hDRKwAngN4HgzyXaoWOzWfbfDMNF+5iCXZftE/8jIz5FI/GET9bHMfwDPL/PgU3ko/BrkkM5++xj4O4Dl85rm/lDD2LskDWladAnhGLwXw3G+ydTKA56elAJ7zIlvsA3geLuCZizuOGKMAnoeO4v6V7HMjBTxz49kdwHOsbPCIrdkY2WLOI3KdIlz0/cI/csCzgZfDhy4G8Ix6hbfSj0Euycynr7GPn2XwDC9DbBsZ4Jn1/E9V2bhkM/PJJqNwlDD2LskDWladnnnwDArguf9k62QAz09LATznRbbYB/AcwPPgEfoQESuA5wCeB4N8l6rFTs1nCzwzxhGQ2VjR78y+XMSSbL/oH3mZGXKpHwyyrX8Az8UFnmFDAM/aG0NNFpMjNuXpI/Q328UE8Gw8VMSmjTN1YqHVCeB5YMnWyQCen5YCeM6L3GKP4KWLOBwJGDnlS9u2EDyvHhbgOTNoRWTpYQmekU1b/OYygOeEPhoCivtXtr8ZlZVVytix86WmlhsXs0BBNOsjRzcybqxYphJSiTgxo9A2e5m55DKfKyWRS5fU3GyUsqXHs8Azvc44S+miIWrmOYBnMv3OfC6ZWJLLL/IlLzNZrvUxgaMh5QCebXwKb6Ufg1ySmU//4FoHHTuxNupmEme5WB3A89BQ9jpDH6G/2S6Go0by4Lls+QmpqTGERvBsc5/9kUQDNUYJcl2SB7PgacFzbkpah4eaVCWnVgDPA0t9Bc+j3pwot2sNPDOfsYvYh/7DeDwwF5KKlwJ4zovcYo/g1amTFzl0Jle6fWsAzwE8F5oYnJ4d8HyrBhtkvGeNAJ4Hn6iZZ7+ePnuPbfsNEpl+Zz6XTCzJ5Rf5kpeZLNf6OIDn4gLPsCOAZ6SKg7LXGfoI/c12MRw1UgDPxUWqklMrgOeBpf6AZz516+dYAM+B+kBusQ/gWetoVSugQPwrNvDMnWQAz0NNcf9K9rmRAp658QzgOV42eMTWbIz6D57jmySmzeeSiSW5/CJf8jKT5VofB/AcwHOBiE1pc2w3H/CMkUD94fXYtlk08sFzso6pvikyUpWcWgE8DywF8JwfBfCcF7nFPoBnraNVrYAC8a/YwDM3AjgG8DykFPevZJ8bKeCZft8dwHOsbPCIrdkYPTvgmfGN4Dl82zYtLLyVfgxySWY+/eNZB88YRRg0MsAza7aCOffZH0k0UGOUINcleTALAngmB/DcfwrgOT8K4Dkvcot9AM9WjWwFFIh/ATwXntCHCEwBPPuFy0ZLz04l4sSMQtvsZeaSy/wAniOOygaP2JqNUWHBc8zfEoklufwiX/Iyk+VaHwfwXBzg2fsb7AjgWaPbUFN8jdF+VeXpI9TUdjGc4aQAnouLVCWnVgDPA0sBPOdHATznRW6xD+DZqpGtgALxL4DnwhP6EIEpgGe/cNlo6dmpRJyYUWibvcxccpkfwHPEUdngEVuzMQrgOYDnwpAfg1ySme/9DXYE8KzRbagpvsZov6ry9BFqarsYznBSAM/FRaqSUyuA54GlAJ7zowCe8yK32AfwbNXIVkCB+BfAc+EJfYjAFMCzX7hstPTsVCJOzCi0zV5mLrnMD+A54qhs8Iit2RgF8BzAc2HIj0Euycz3/gY7AnjW6DbUFF9jtF9VefoINbVdDGc4KYDn4iJVyakVwPPAUgDP+VEAz3mRW+wDeLZqZCugQPwL4LnwhD5EYArg2S9cNlp6dioRJ2YU2mYvM5dc5gfwHHFUNnjE1myMAngO4Lkw5Mcgl2Tme3+DHQE8a3QbaoqvMdqvqjx9hJraLoYznBTAc3GRquTUCuB5YCmA5/wogOe8yC32ATxbNbIVUCD+BfBceEIfIjAF8OwXLhstPTuViBMzCm2zl5lLLvMDeI44Khs8Yms2RrYpgE7IUjfjEUW6viMdwHOxkNkRwDPPMVm9tzkAxKa0ObYbwHMAz0NHqpJTq3jBM4/od+rBUhazFMcAnkc+BfCcF7nFPoBnq0a2AgrEvwCeC0/oQwSmAJ79wmWjpWenEnFiRqFt9jJzyWV+AM8RR2WDR2yN48CF3CaK6ukU4dqu6zvSATwXC5kdzzZ4ht/B8Swe+vZ6anMAiE1pc2w3gOcAnoeOVCWnVvGCZ/oRcqgHS/kGFMDzs0EBPOdFtthz0WYgowN1uAnCCbR18yGZO3u1HDl8HhPHAjXrmS/yhU0CGZXpq37SDRVFzh9XxNIjATx3dHMn2Rt4ZgApvIaFI/QhAtNIA8+ZVFpaIe+MXSC1t1sNNCOP3AnbuxicMU4272I+lUrEiRmFttnLzJZr9lA/7/sCwNwoq5adkCUL9qeB525semyxz1K6aMh3qVrs1EwCz7pxINMu/R/nSMbgEVuzMfL+xYMmeUSRru9IB/BcLGR2DHfwbKsJ9MD85qZeY4I7tQP+VTJnuYLnB/UAm05RxnLvn7wIH5GXyeMgEZvS5thuX8DzTpk2ebncvV2c4JmUvc7QR6ip7WK4mpA8eC5fcVJqa+B8IIJn+pXGAScnnZlPThu4AhDlZYy9S9oYWGzqC3h++NAFtiIlqO04s29ZaHVa4F4LSkpl+tT3pPmxy3fchc03L1bZejrQxEZtbLwP6VhQD5ayGJQLPGfbmM2DT9BfN5QEz/AqvYCHXO9+OLYhDFRs2BHAcwYF8JwX6TKhwYuLeADPmhmLIAE8F57Qh/C1kX7neaSB53KA58w7z9xcM34kKF005LtULXZqBvCsp+UglmT7Rf/Iy0yWa30cwHMAzwUiNqXNsd3hD579+uLZlKePUFPbxQTwPLQEtR1n9i0LrU4AzwNJ0D+A57wogOe8SJcJDV4BPLuqVuCMCeC58IQ+hK8F8BzA82CQ71K12Kk5vMBztJBTT3UzHpGl2UgH8FwsZHYE8Iw8JS+PzPQgEZvS5thuX8DzSHhs2zo9gOehIajtOLNvWWh1ig88c56T6UfIoR4s5RtQAM/PBgXwnBe5xT6AZ6tGtgJnTADPhSf0IXwtgOcAngeDfJeqxU7N4QeebU5TT3UzHlGk6zvSATwXC5kdATwjT8md1GObA0BOJ2s3gOcAngeeoLbjzL5lodUpTvDMvucROdSDpXwDCuD52aAAnvMit9gH8GzVyFbgjAngufCEPoSvBfAcwPNgkO9StdipOfwe2+ZE4dF0ZRHXdl3fkQ7guVjI7Hi2wTPs8BMt1R7Z5w0COZ2s3ZEPnrnm03NIN28G8DwUBLUdZ/YtC61O8YJnWxds/UMpi1mKYwDPI58CeM6L3GIfwLNVI1uBMyaA58IT+hC+FsBzAM+DQb5L1WKnZgDPeloOYkm2X/SPvMxkudbH3P4H8Myy3scoX/JjkEsy81lu8z+A5wCe+0cJY++SPKBl1SmAZ/RSAM/9JOgfwHNeFMBzXuQW+wCetY5WtQJnTADPhSf0IXwtgOcAngeDfJeqxU7NZxs8M81XLmJJtl/0j7zMZLnWx9z+B/DMMj8+hbfSj0Euycynr9FPAngOj233lxLG3iV5QMuqUwDP6KUAnvtJ0D+A57wogOe8yC32ATxrHa1qBc6YYgPPXNzbAngeYor7V7LPjRTwzI1ndwDPrON48Iit2Rg9O+DZkPLhQxcDeEa9wlvpxyCXZObT1+gnzzJ4xkig/sgAz6zXgtIAngeSoLbjzL5lodXJCZ5BBH4BPPeHoH8Az3lRAM95kVvsA3jWOlrVCpwxxQaeuRgG8DzUFPevZJ8L4LlYyHepWuzUfPbAs98gkTm2fOUilmT7Rf/Iy0yWa30cwHNxgec2nd/PJniGl8H2AJ77Swlj75I8oGXVKYBn9FIAz/0k6B/Ac14UwHNe5Bb7AJ61jla1AmdMAM+FJ/QhfO1ZBc+2WeYmgRtlLloxn0ol4sSMQtvsZWbLNVvoTQE8RxzJGDxiazZG/QPPjHEEZH6TxLHlKxexJNsv+kdeZrZc622LbwE8Fxd47qIdcfCM4jTwXAfjnKIBPA8c+fXFsylPH6G/2S6GM4gUwPPQENR2nNm3LLQ6ATwPJEH/foBnnOJ0t/U2gOdhRpkOmIsLR7bY2yYeCwV8Lw08bzkkc2atksOHz0lHpwVq1qMGTBvwBFMvO23IKHcfWXpYgmcl9jQXGIBm4eLeG3i2sSxeYnAaeeA5k+LgOa45x4bguYMbUzdWPFslpBJxYkahbfYys+WaPfQmbuKJXLqk5majlC09ngWebaNNzlK6aMgilrPYqXnz5gMHnvfoe+b7OsZ8+XgXzXny4BFbszEaSeDZzxfPetEWm+covgXw7Men8FbaGOSWzHyb+1zvuJnnhhSqpWJ1OzagJXNWyHz4W/39RssEsZz1dEwDeC44+fkSEX2E/ma7mACeh5agtuPMvmWh1WlFLFs4v0xmTFskzZw6sTICPl6sGg7guZCU3V/Z3FeydZLgGbb4GMSD43a4UOXGnQDPE+TObQPPfg31zVi8oxyX8QxQAM95kS32SeCZvsc7zwE8B/BcWEIfImI9S3ee45pzbAJ4HjyyiOUsdmo+W+CZFsQ3SUxbnyQTS7L9on/kZdIGtB3jAJ6xBsGc4gPPsCOAZ6SGnjLnjClPH6G/2S4mgOehJajtOLNvWWh1AnjOpuz+yua+kq2TATw/LQXwnBfZYh/A83ABz9xJYuMVwPOQUty/kn1upIBnbjy7A3iOlQ0esTUbI1vMeUSuU4SLvl/4Rw54NqQcvm3bxqfwVtoY5JbMfJv7zzZ4xkig/sgAz6wZvm17oAlqO87sWxZanZzgGRzAc27uK9k6GcDz01IAz3mRLfYBPCNomVEWPVIRJIDnwhP6EBErgOcAngeDLGI5i52azzZ4juxJJpZk+0X/yMukDfSviAN4xhoEc4oHPHOM2Md5gGeI1jH1Ey3VXk9tDgCxKW2O7eYDnjGKMGa4gGdb9Wlr+J3noSKo7Tizb1lodQJ4zqbs/srmvpKtkwE8Py0F8JwX2WIfwHMAz4NH6ENErACeA3geDLKI5Sx2aj7b4Dnqj2RiSbZf9I+8TNqA9mMcwDPWIJhTXOCZ/hbAcwDP/aWEsXdJHtCy6hTAM3opgOec3FeyuBXA89NSAM95kS32ATwH8Dx4hD5ExArgOYDnwSCLWM5ip2YAz3paDmJJtl/0j7xM2oD2YxzAM9YgmBPAcwGJTWlzbDeA5wCeB56gtuPMvmWh1QngOZuy+yub+0oWtwJ4floK4DkvssU+gOcAngeP0IeIWAE8B/A8GGQRy1ns1AzgWU/LQSzJ9ov+kZdJG9B+jAN4xhoEc0YEeEY9HVM/0VLt9dTmABCb0ubY7sgHz3wBMmjd8JnnoSGo7Tizb1lodQJ4zqbs/srmvpLFrQCen5YCeM6LbLEP4DmA58Ej9CEiVgDPATwPBlnEchY7NQN41tNyEEuy/aJ/5GXSBrQf4wCesQbBnACeC0hsSptjuwE8B/A88AS1HWf2LQutTgDP2ZTdX9ncV7K4FcDz09JzWba69zyQ2Ueun1LHFPk3aZmDT0mOk8SFIi4NBI+dGlixdKNj2t1qQd8z8LxawXM7JzdenG7WfzxyoW+DA6JySi0mBpJJ2fkM/HE28uVx8Hw9Bp5pDRaW7hh4TjH/8Ufr3eKraZPLkojSTuoH28RPKuNk7oSemT9V9SbA8zkHnrmt5MaSG7AkGcXDHB9oCmfzGzIFz5V7AZ7L0sFzitjvrGyjliyX9DR5/phU1nOezUErM39LzyNF4JkXZ+Kac5HiRgHzBvMnfk5EXha5J5v7w8n+ZvZwXlA/IheC58cAz8cAnvfGwDN1SpZRTAxrUu+oManv4Jn9QI7K4qko3Zc8f/TpTPJlcWbf2uaG2tPF1M2QE6VFLl+6LiUAM6Wlm6WFYQqUDp79BonseyEX+XGl8EIxZRrHYzSZF5IUPKfiG8Gz/6mqujTw3KHrVDHHN9gEHTm3ewbPtDUTPHNNon2cd5RjErPb6A/7cWA6iZhPf2cfM0ZxbYTPIDsLPM8DeK57bJkgbA+0HuOgbVxNVsS+3TgnUWadfNgT2+XaTSdyBqA4XisFnicDPN/24BlexjWKtmiOJ39moZjUUx6Jc53M+RIdjegnXPe5jzP7biE+L1bwfALg2S5u8CKo3STgWPL8TLYxt0sFvu1CsBtz/5bkjlZq2nNe63/swzjP3UgBPD+WKVMWS1nZ+/LoIcfRUVyeks9IZ/5Pz2OL1CnJF/vHUV/68YryPOUEzyCd/4gbnHdxuWmV+pTnORf5cvayzXO/LljPUG8kmMZxHcEz1hbepPE31oy8nP5x1G+5Oem8JDbQy34kgPbnRYd2dK+B54kRePZVNMHYhbmgclxBsVO6iTnIbFNOqPic7kPNF6JYDWJdho0mLALkFuR4F00RK7G+PzehgcGg9ImXm1PkkzzG0/EjKZ6OEcNUBxaWVmxa2tCBbajXjn5gV5C3bj0ks2evkUNHzqOModfgsnUvdPEdzV0a+07b4T/mF5K9Rkx7+T7PmLroIqALQWY9kd17TgE8r5f9B65Ks4Jnhgs6DRaW7lZURz32LU/TI8/l1U4uqGQuwGYkq1hF1ukvU6bnuBNH3N3FxaUFzIiLjRey9+2skTdfXSTnU3ee6eW8wkydeV5SW8XB3VwkOxHg+BZk4Hk3NmSlcvKEbTAj8v3MvkmXE40/06zn33v25yblZdbvKS8uw6etzHzONiVRfYLnyhR4Zg69xrwOswj+1tXFzUAcPPN8P+beDzLbLQT7Nnw76eVmCxfTVjD9vlNqsCErX3pElszfI7W3PHjmuYykPpqmyykWtj73vc+8OHjepe/tyRmLCL6uv3jAjadtLuwVH/tobDwzj2VJefH6TGcy803nzDGyFcviml/Y42vB5UvXpGTeMiktq5JWVgUxJJtdjNocS9pD9mOeqYdvP9kv+svWh863lM0WvZCEeGDxze6U2Z3nNQDP9x14puWsQzvic2MwOT4muZl93NlFUEw9I/A87u1SOXzwrOZxXnUpw7e0LziW7CM/RpRDH0zSoxAcH3tS3AfMBt01MU7BDuqnsRpVePemZO5y9bf6eh8L6GvQV5kbV/YFT2AfePZ5mTrw6Dleni+bXLOItjSBG8H0HfaplfJIamjIBs/sd/VJjYOF1C2TM+0nM49lUZvar7RFj/QTX25jZcDYJj5j9ZIFuwGejwI88+IG6zeDbe5E8y+DWabj5HUrABPA+L2hH35nIkeA0ZlwuRXzoE3/cy+KfSjy2Qt37jfI1CkLZVXZFnn0wF1F4/meKbsTCeivHGuI42a9ZfDc2PZItq/zCvWXrU3uaYzRqrLP8+sjRgD7zoXzSwGe3wN41k4A0xDuCaCb7gnieqUMBbNyPI+clEf29T3Hy0xfY5ubNvZ22cLPERKXl/UAz3MAns+dq46BZ8qPy0li1umds/wwgZPOS2KrCzt40c/tr3S9dOskwXPFBoDntybFwLP1STcxAOrzAobJ8b1QhETVvNlOTZ9F/MaboCntaR/jMW3yfcE/ZuPIKfSczgeL+W78kItSusMTZDyCcz4EP4ZzMJSwGmrYP20V7M/n++FAaoA7xtPxIylHHidLOxaXZnmEPmIAc91mxbJt2xGZNXsdwPMFN738NGM5a7hRYkaq33xGIZmCyUxTu3iesS0ujrPq8c7zBzJj+lo5ePCqtLQwQCC4amDjBtkBY70FgCSPOoE4AQlYuanjwsr6tI/Eil6n/rDfXDimTgi6EWMy6x0AbMiEmxWkcdr+nbcAnt8DeK5GHqoh364we1CW2U7xMBcVPqKlcQvUiA3MpgqC55Xywclc4DlJlh9/pv14xDnuA5l5mfV7ysstg/5mG8x4fdFHaMeOeVdqazkWJPqc87dubJw7MU6xYGZyOXb+Qo1f4FlI9roxrz9MfeKcq5zt0/c7FDCvWgbwjE1Z7a1HyCOZv1m9JDnFwTYuNl6cI6TqGw/k5Z++I1Wbdup725Q64MI0xsRAcwP4cVp+NAZ+POLs/SIpL16f6Uxmvtfbj4Gx+Q31p5+xHPpRR9WH4PmqzJvHOzSV0saqIA1hOsFolx8nssnK1oPv4+16XfrPtjHjXVXPtlHzl2ONGbvsTtnhQ+cBnlcDPN+TFgee7QkpD54Lq19f2Fa+3ph9y40bdhi6GUPPY+k4BPA8/u0yOXLIwLOtJzSM9WmL9wu25e0bSDv92Jv/ZPuAzW3OF4tt8H1XpQMql8xdBn9bKnUPfCzAmZhnfkz5CH60W4iz+YIx12zOO1u7s3XMlyEP88KWcvpVI/gRmOsn9WOrdiQZeN4F8LwiBZ55Ju32diS3Uwj2fR5n5qF/0J+pvtI0xyE7z8bKmFRT/QhxepesWn5Ebtdwv8B27KJ7sj95P/OcWd4P7oA93M3HRTsT6VMEtG14NeP1BC/uRJuhJ5/LYC/cvf9Ipk+ZJ2uwljbUayCIdRXGjyihA4LplLxrq/s5a4jSzRv5IkRvAzPGcPdPWYWylXLYt4yxfp2gd9HfOYd8e53S0twpC0pKZfpU3nn2c4/nwzcRMzpT4NmzN5Zp84soj5yUR/b1Pfs8MttLYvMp/IO+RlxeCJ7nzgF4PhuBZ/PB+LzO5qi9wWSbE13dTWBeMLM+tXUQVmKYNq7fLaPfmoK5Xq95xAB2kdz2+ATdRQ+eaY4fNg4tVKW27fjXgvetKLdsJAgWOjk3UJl2oS+6MHc4lpw+rPccy6IxgxSUdHfa5OGyy+va6Ep0kS3Bqe7hP0pgRlyhkUhqsCOkGWAInp9gcWnBi13AmKT10LE7Nh+TeTMq5OjBy/p5aI5ZBxcmHFOV6Ji+77TfXH5BOaaUUjzPOBW0HBv5eiJ7d5+SmdM3ADxfd+AZpeo09AYGXdSl/mQVyXMZFDPBTJxUSj/ZN+pYHZxHzwhUXQhI3X5z2ebAMx/bXhIDz7aocsNgspLaKg7m+HRijvphMvC8Rx/b/uBEXz7z7FkHyqVJ/r1nUrxePI8Uz+8pLy6D+kdltMUe9YnXB3heuVnGvr0E4JljQaLP0c/gbxzLTowTz+EpKp7nc+zoa2TnkyQWKfk2+sPUJ5OTytg+fb8LgLlRypcdl8UL+Ni23zBHC2i6jOJiGxey6UuqvvFQXn5xvD7tQNKY4eYP6/MUvWuA+aZ3rjgHNU9rgymbxHScSSxLyiPF8zKJ+V7v+DiYXszXDbObNJE+dud5HgANL9i0MUyBDDyzgt9kUwbZy2UFOyjrv3i7nr1O+TNXDAMsnpljuVEegQ793j+2vU4/82zgmVLsbiDBViF16ytb3/fCro/t7gXnjwPPe+7K+NGrAZ79hUE/v5NsiefF8wvJOuAJ5H3A5oquJ2qbi9XgDvgXH9vmZ+zr6qPHtjsZB3GGjqj2Bd/xmMl+9Plii3zFdesvQx4EG3imX/EOP2+Z2P1M+0yt+SCp4VEHwPN+gOfyGHhmPfqb6Zsuv5BMsl6ImATt2OeMS8pMQ5eEvGhekwGebxI875VVy08APHO/wHZo1+D6G/utm+sivytH7xCTUaRNmB0ePHPvSchM4MwbXYQzpHv3HsuMSQtl3crt8rgOjsdsilc5eENwTuBMVoDgbTRfZMrDaIPSlExAG9XrP1MO46vJxLAYM51qj0GZ4LlbFsxbDfC8xB7bVuL52A90PQHQo5y4bBrsjSbF88ikzDyyr4+0V0jzyGwvmc2nkCTzgOrr120HeF4F8Fyr1yk0X/2P9XNz1N5gMlXHOPNGUzcvWgD1dXG/ZWX8yMnGdQdk9JvT5W6tB8+MdcQAjMkcB8Zuq1+U5MeHXeymPdXluPEhDL3z7Io1dit2oB/SPzmAmAmoyP237hGQ81w7P0Pp36nDsAM4hQxQcKLyChRfNrVihDc81c/xIu66AhImivZLM/43Cr/ASH2ePe9iwe6Kk/LelC1yct81iw0cJD8vtAddRT6eY91t2UPA6kAxTisH7d11WmZO2yQHD9zChoy2Q12tyMnOkzQZsZ7HROR0msn8gWRb9VPMz5PbFyBwI2NXJhlj979/W958aYWcP1uDvNjp/O/fFCmzuxU7sktBjY/aZdPG/TJ/7lr54Pgly2Rd9kHGucXAcf9imo80pvIcla7YKmNGr5DaGlayori/dflHPNgHZD2ftVxE1AyQnuiOhWZPiflUin4vAMxNUr70lCwuOSi1N92GGfVssWXC3vfGNL8vnHRuvhzJsw0bqfp6g7z8wmSpqtiv79UElmOepfTAP7/xied7uQPKaRT1cVyHePryxZsyDxucspXbpI0hAqSfQfV1eX4mMYvlnvl+gJjNa1jriVHRLvwBPB+8JBNGV8jhvQ0KPkms08kx4hv+KyD7vuw/UyB0Red362fusB3DJvnQ7gcyftR6OXLwoubZvLLyLH0yKbO8H5yscwazLquzr5H2fqSxGtwB/yqZXQZ/Wy11dR5soghlfiz1SVrkPQ0nZubJ1Fe3JDDAQDM2xcjUPM0HoyrrNjzsktXlh2XapDXYUEf2mL+ZyLjsweLUePTCKeJ5oJobj2UJ4vSqZR/K7Vtu8qT2L6CMdrIoszwPpt9wBeMdZHsMm3tv23VrLPKOgsEgeOkAE9zyo4E6M1BEun+7UWZOWCFrlh+QR3WmP09Xu3WAkOBn2LghUkYdVtCK+qds/0jM9Gxv+81KqpCmOE+U8dbmkAOTqMtYtmDuBpk+ZYU0cxlNnQ/Ah/1dp3e4QrJXLamMTHLplE+5+lR7/dqdMnfWejl3+p5eo4jX64m9zMFmtt0Fn/CPX3ciMHl92oGPN649KqPfmC13ax4gE3XhR3ahw+YI78pq/X4RBWRygQkiOT6qNicb08jjFNCYrVm8OWqXp1q7n2jaLiKhHBW0Ls59rgWSOFltknKaUhodF6CQVx/YmfosPNNoUVtmcEXbkES/8ExdipfYLdTa7Etn7ZaMdJxJ8fe86sKFhXfCcA4Hgh3AC2XgPRtPymKA5w/2AjwzzzWrsQAeZlds7CF4uqC2EBc/iEyHj3NaOWj37jMyY9oWObi/Vq8AqvNoGdN8gyS7zbOXoQn3hu9jbwvKXm5cBzD72iaEAWhW4hNK+9+/A/BcKufPZIDnuMwiZY4P1zzENqXGhwDPGw7K/DkbAZ6vWOZA9XMBOO5fTCeB55Urtsvbo0ul9hYyUab1WAek9vsQxDx/VJlOMIl5cfZFg8FKlqi92SzlS84APB9JB8/QKaVuH1jr94GTzs2X4/JUV1D1NYLnKQDPB/S9xjPfPtP6nnHB3YFj2tXxsgaTfbteR/qC15PpyxduAcysBXjengyeefQUk5vmW57j5QViDa+QnZNZTlYFPHiuAnhuzADPJjJTfn/Z92shmKQbMioMUvC8q0HGv1UhR/a7C4PasDsMImfp633d+bbneF0f29TXwAaey9Xf6uqcs4EUPLM+zu0VPONfJidXzI+93qoPlNanGpCZ6W+s2/CwW1aXHZNpE9diQ+0ecwCpHbTd1Rts9v3fG2tdx6Rb1x9rnF619KzcvuntcYU8DBJzK9mIvm9AqhH7zCdI81YNd43WuWQYwI2AdrQddI7TLtD9200yfcIqWb38qDyox5xCHqro6XbDg+dxIfXsBowV40x5ZJ7sme8z6+XLnpBOmk/ehxgLFszZJNMnl0ozn6j3OjAJo9gVKZmFZLbjOancse9S3z9Mr1+7C+C5AuD5/jACz5zrdpOCFyTUJuS3NwM8rzkho1+fJ3dvOfDMscIA+Qvrqb1cv4gCMrlwRGm898Lpo29onzLsaOdd5Q5p7wRoxpzgtwg04j+5mSAac5G3jzsRCDvaO6SztR3gGRl8NJsPH7d0t4Kf4GTm8HEPjjqnswFo/Rwp2HA5GkAjfLjHvh6mmMEzPUS7Dkx7Mpn57MV4Os7+fM9ODqMWvy3MgWYF0ODdlcfkvakVcnL/ZRNJJ8Mk5xVdfplGlzSBH0MyH4jnkFA+6w0+0+HjnFYO2r3rjEyftkUO7K+RJ83QlOdoGScOEjwn3lVeRiqDJ+AvSX4hmDJjOqSCMNg2Aunged9wB8/wpxR45p1nBc8b5INjIwc8jwZ4rgF4ZpnWYx0Q030Cz06+ZqXKB4mV2GgcPB8O4NnJGkz27XodOSxeT6YNPK/JAs+MBRTh/U7JyUxjJ1M5qbyfrOGV+uRilpNVAQ+eN40g8PwoAzy7ihl6DDiz2b4w6np7fGxTXwNH4HkNwHMENosXPHOf0ht4Pp4MnmmHqzfY7Pu/N9a6jkkGng9ngGdWBDnZg8HcQjbAYerR948wBvZxSYJn6MKO1c8r06G4/8RGAAakfM2pexfgecpEPlFzROof2I0u7jLtPrWNqz0dxKDHjavJUR1YGfKUuc8gcw9LZprlMX37xZ6Q9nE5Pkbehww8bwZ4LksAz9YNKZmFZLbjOZ5Pir2P68y6tGP92t3DFDxj7YYBfERZYxfyc4Nn4gFWinwwJTMvooBMLhzxJ/RaoCRv+irxwMWRP5XUjjmBgWoHzm0G/n0MVNuA+dGA+fEYs7IJzI9HtAFEdGIT2g1+joia3ILZwZOaAZ4JoAmLed2roxtHflEPatmXj+j3S6M+hAFIN+EdJzjhNm/iFydpL4EZARzCTbGPDPEIkckcRJ5PdmnOWlb38cfFIBbt2HJISmaslqOHz6KaPdrA3mHKPklO4NyAdBPYf80DiGoOMtPh45xWDtqz6zTAc5XsP1Bt37aNfF1AobNedeI5vmt896gg359MIwvn+GA4IMxmwHFbbCOA3uXVVfYyhnvfjtvy5ssrMsCzXdhIySpSpk26XrKfQY0N7rHtOSPnse2VK7YCPK+QWzW80IQ6yqwAf8ObZPDM8tQbsGUNqL/lYv1nA6TgeemHw/yxbfzxCMoCz/H2OZZkvLEnaooQPPu0c5Xose2tEXhGGX2OIszvHDGZyZTpOam8n8zmzf97Ym6OufDEH9t+PEzBs81xUvTY9gY5csCDZ7MzSZeiYB4wHrTHxzb1NbCB51L1t7o6/1gwiuhvrI/zewXPCZyYmServ6ku9Cn7hmV+/k/9zOmowwPWx7bLjgI8r8kGz2BWi8seLI77VE9Mor1kkoFnPrZ9Wm5X+8fQB9ffqAu3kfyk+QO0/QiOw5233l6hI9FZdKMPvVKfV8b4EOjAJh0b0O27TTJ5UpmUlh6Suge2u+RXf9mD4Nzt8362fZORfekT5bBjUJGV0YSa7rdwZG6Vmcdyp2+/2RPSNE+ZavC9Y5YZeK7McecZ6lIvV7egzHY8x/M9ufdxnfU97DDwvAHg+e4wAs/wFT5pjP1yJzrV62OPbR+T0W/MyXhs2y6S02HS9nLkvIgCMrlwxI83PMHgUGslThh+AxiAsw4S7KY9/Bq+h5gbdeB7emwGWuMX8z2RVj5t7CbFc62dwNTIMEisT3lj8jZJfUed3HlyW2oeV8udxhp5hPcNXQ3S2M3v9uMXFPDWdruCaH4+g781x0BbnMTOom70Yo90yXzvo4NnzsRMzhxQdjoOPJ2bLh7x3k+grdv3y8y5y+TgsZPaU7w0wb7l0DCE8aeT/Few+YdyTMfBZ7+RT23o08oBnnefkunTK2T/wRvS3MKHudCTGGe/QVaDmZnqGv7zHeP72C6rmESfKhCzfbJb3eO2GHDmBoC6dOjHe+x3npfI+bP2U1XcJthVdj/OMdlFxrQp9TgNyD7zvEfmzy2PvjDMV4+dVywc9y8bn/Q80sqVmwGelwA8w9eQZRecGO5aUbcN4Bk5iqpRWYeL5/nJ6OcvAZwrSpM/GOx16Zba6kaA55OyeP4+gGeu+iRuhHh1t+/+Zld4e+ekc/NlBTHad+hv53DV1x/Jyy9OlKrKffpewbG2zfp8z1M4VvalI1rm8vGG/waVfZ+YfsiL6ckqly5d1y9wKivdHH1hGMoIHnxcsPEksw+cbNqSxRQaq1MANh14wRKpXAzd7Gdk+IVhF2TC2+sAnuulxe3/eb79dFBhdSN7v+s/Uze/cTNfM/B8D+B5rRw5eEHzbD0pvB1PzfG3qYSNv81t2gK7OD+oLopyfmEY6vix5COBHPWneaUr0z/mf9OFXsNv2eYTcrEvDHNM0i8MK9sv0yaVxz7z7O0ovG59ZZ3rfWDzIzc4oJobDbIEcXrVspNy+xacT/MH19/48tGT33XOI/eM2udEJ/ot3Fjj+NtBvBrTxYsW2Mx3YR8Jv/Njc/teo0yeshzgeY/UP6AEWsF9JsEzb4o9dsxWOMYE0Fw7UZOVfShj2GO2Mgr0qggrFIrZEBmWoz1lvLUxcnEB1ewzz+sAnpcbeOap7nzu8XiXVN8WVDcw5aXY60pm55CZNn8yvfGWOUivX7dD5s5eLefOZH5hWM9MeYPO/IPyXdgg80vD+MWsnZ2IxVwMUWbg+RDA8wyAZ/eFYbxDzT2ZzhHECADvNPXzIgrI5MIRNSZq4chRSd491m9D64QN/GiyPnXdCJz7SGo76+Rye62ca7khl1qr5XZXveJi/jCc4bkmea7tyUPp7DAgx2/vq8eJ157ckg/unZVDN47JgauH5dDVI3L81kk5W3dRy+51P1QkjqYgCArwzh6vgunjsXn33AASdWKXpUUD9z6T/aToYQApjlW5R6bvIM2F0k+pqt37ZOqCRbL3xFGEKt7w5xP0BM8sJxyg09kG2wgTB6WFY7pJ39iua0YclVFb+6mq6TPWyv5DV6W5leCZzEd+GNoZvGG8bky1Oogdw8WUCxCvsDNNl+WL1Wh/pr75sx/L1N2uFGNCEzhDB97ppw68QrlvV/pPVXFz4J+9sHGJyygu5s8D8Avq7Au0RB4/bpPKyp1SUrJcTp70P+diQ5G7n9PHfzA57l/+J018ns0ckRUrK2XU2wvlVi2f0KA3cdnn4t6IoI6x7CQos7rIBPFcXhzxvmYXSqwPyEzH7S8kR7ZFedSVunRKTU2DlC0/IosW7pIa91NV6pfQkVzM/sZZbj5k+pLsd57fkU3up6oMuLGczBcWYNjEn4aLvqnXl8T7qtCcywaLCfHYZsDAYtGly/ypqiVSWlYpLQzHahNtiOy28bRNqgX8pHXDLwTkbD3yZ9+3kQ0R+zL6EmNttxw+fEYmjCmXw/vvxH6qihdoacPQ+FqkZy6mv9hc6MTmxS4EoMcxlQ/uvS3j3i5Tu4x4pyxuR+8+UHimb5iXGPM926evmS3kTl17ePEW1oCJd/gzVfS3ugcPnT2IEohlNo8Ibnobo7i9npPq5ct+tnJcOH/5U1W890n9/Fy32Gs/VbVTpgHQRN+2TXsRt8HJ8vvLSfanc/Y8SWIbK2Ob+LeqH8lixOnyFUektpYIjfKGwt94qdiiiq7y/McuJ3j1d5wJnDuxxnRxX0MdOUYcG0Y1kbsAz1OnLJJVpdvlUb3FbruKw9jF+cX6/ES1gWiLHwwYLEeDFMN2fdt6FRsJveCbpHM+7MeAR5snyvriOHL+sMxiwfySVTJt6lJpoqogvzbxJ5U6eNENtdPHp/9so+D3mD6+pzNt0Xmu7Rtxvq9fv1V/5/nsuVuxn6rydufmqL2eOb0v+8O01frcnkbg2g3f0KeNTXFeWN6wfq+Memuq3HE/VdWpd2B54cV+WYPj4PelSuwMz30m73RxLgxRDUpTd2YaWLUT86jbXYDqBGh+3HZPah/fkAv3L8iJ2x/K/upjsvPKAdl97ZCcvHdabrTekofAvo2Ii4/lgTzXDeDMK1hcYOs76+X8w0uy++oh2XBqq6w7WSWbz7wvm05tkzVHNiK9Qw7WnJALTTfkTvcDdBmvYqFn+TysPkbCzn6q3hokok7sMj8hPGs3gv0o90F3X42nQQSvGzAuceL7gdm8c79MB6DZf/xDuCcnuYOO/lxPqff8R0f2Ab2/nDlBcrMF3YijMltUdhE8T18D8HwF4NkePrfNGCeXA896hdAbw/O4mDLKeQBNuXwxwFB2ks75cRTE0oMQOQLPXAyxOYOa+3ZVZ4BnA868ImufA8puo1hYddUnPCyoROB5qZz8wG8wOQp+IbFxjGT4sR0ajvsX09ws+jybjyLLSzfJ6LcXADxz089cPnBm3xHA3yHs6ITv5QTPZPNJ743WD/E+KBRn22fMuUG/B3iufSRlKw5ngGfaTJBAf0uSWwxsG4KnB898cVGNg2duLDzASOqvfJiyMuVl2+FBmdeR5+hjqNCHRPA8t2SxrCyvyADP5jN2fk/g2W9mmM9yD1ILx1H/5mLGYW6iHXgeC7CZAs8cDw+eC69bX9j8oXdm3SzwvK9Wxo0pzQDP3o742Me58HPddOSR84JMv6cfebBmdbh+2HhgPxUHz9CcNwwJnPm74tHvPGOG8Y6hkxOB52wdjON2xudAUt2nZfYbbaL/U3fO4XowY6+3m/5Gf88FnmkHP8BnMd24UOMRl5mbs+dHMsflklLgeaUHz4xZBAaD6W/UBXHF7/LjIYasPzCLhN4pw/qBDb+td4w9ticgPbrdJHMnLJXKZXvkyT0IoSyyVlFvxH8+EcmPDRpz3KxBVOT+IrWA0oHTlSmszWT4DZrJBs+cU5hNKfC8JAae6fvwNWCXdPAcH5v+cdTxZL/XtDhvTN3pT9SX7RtF4HmFnDl3U5+0p8Zmq8WJXBy10zNn92G+zD6zPrenYT14tnlPMvC8G+B5CsBzneYZeOaTC49xfgZ4Zkckca/E8zO58MQ7/PSZDujMCwbc+zd21cvNR5flxPWjsuXEVtl0fLNsP7NLtp3eIZs+2CZV4N2X98qZB2fkTlcteumhPCdYsAQd1YZOuNxwRbZe2CWV596XA3dPyglUPPvoolx9eENO3TkrW87ulNUnKmXXzSNyta0G2PsRzsMk5peJ8Ze0+aFrPnoE70nioSUOhI8ivY8qf8+rtRVhtg32cFaTMk5pa8XWHjODT9O0IbZwktysvi/z562RmRPXyvkTd6PxjzfPNLqr9uI9qb1Wh40OAxMd2C9SEZtzGyeVJ7EFkr6x39x6jpeRdu85JTNnbpRDR29KS7uFiA7eMYTf6ATqgv3+UVolGsgJ7gOMBWXrNkjl5lUBYM8ct7tntkBnG33PVmb9QcDJzaWB5707b8krP10oZxHUSHYxwB5pSpdbPMz+6MAcI3DWb/tDX3M6NTS0y+aqvbJwYZmcOBn9zjP72V46WuDMPorGuCfu6yvp3CQ2H/OvyN/44pG0smyLjB27BMCT5RwfjCIfI0KM4uLS0dGKOQdb/K5Ua3HT4X2Nvke5VmzSe587mX3eO2fa5/uWunAz2SXV2JCVLT8mS97di82ZPbbNtnhnpgM22Zgkyc6PM21K4qTzspm97jzI6Uq6efOhvPjCO1JVZb/zzMcEI7v9i23wwgA5ns9XZp/lx9GLetLuTNs5lyNb+bMuBlJwvuqsjgPwfE3mzV8mZas3uQ0OYjiK2lDXfp7CNnAEdbZhpDz6W+RdxozfHHdupOJ65Oaor3vmyD6bL+k2k7kBMvBy6NA5eWc07zzf1w0PHyHuwEY7AgvJbWRykr5JnHTu0zPl2Hjxt0X5m9SkVrjc0YP18vabK+XQQQPPvDsQH4d09n6YKb+Q7NuKv/gefaZ3XJ9Iexc2nQDO1IU/Eca9AYl3n0rmLQMvl/oHFgtIXgr9kzE+Wvt49Ozb9zbGdeibzUnjl86sQ8kWo2xj/BDMCxqxuYaNJ9ce7o02bjgok8Yv0y+oYp59nItzDXsCbE7tt2B752xdkph1TcP+M/WETF7ggI4kXtxcNH+PlCNe367lfoH1GMMG09/oLOjIKJwYc0owTz+uhBFiPzNGYfPf0PRQrl27Krex73RhQNpvtUvZO5VyaPFZGIYMLwNm3blyT6qv3ZLmZgKkdmlua0bMY9yytvXFwcSfMohl/KSofVq0UDbbvLexxYumkZFr/mbjTiX41Mb8knUyfcoSacUyzy6gH/ICFeMb90S2FvGVOU75M7XhXsKYupDTB8bmPfvEzuAQtaHaxopdsmDhGuwzq1Nri8nhQPafk/s0HzbdTX+uFfR529vzN+iJhxmLN6zbJ2++MVXu3XV3njG/O/U3oZvRB4h72Jd1KPZDIc7heWRUSOceiSeQfZ8zXSBybXd3wG9abZ3hjV9+n3YDkOyNJ1flwNV98v6ZbXLo2iE5fee0XK6/LNUN1XLp4RU5cfuUrDmyTirOVMqFduTLbXmuo7UeALFOHnfVyZFbx6T86EY5UncGc+4hRDbixd8z5lcMPJGbLTWy6/ohWX92mxyoPSG3Ou9q03xGXh/b7sCE0A+dsxMxHBk89NT7CLa1Egya03RgJ8U0f1uWN9V5c729DVMes6G1C30CewkoeUGwpaUTi/0F+fE/jJY/+cjX5Xt/NlnWTTwoH669JCdXn5Ujy87I8bILcmrDJTlRcVo2L9ouP/m7N+V7/+slALoj2janLBfcODMoeM4sy8UaXPrI/LiI51QAc2WknTs/lGn8nedDNdLSyilGt2ZwcxOP7aF/usnwd2UAan7pgAFh+kNMJ9ZH5/bMZm+fWGWTI719nvUHgywDHYI/dNu78zbA8zI5fcbuPNsURX2+MmUXEevjfbAFSbWRx4ZHbdjA7JF5c8rl+DH7XCCqRP2g48nzM/s1VqcHjvtGT5x0biKj3dQ5qlt6HmnZis3y5pvL5Ga1+Rq5Q23nwgW/gqBO7EiT/c02d2oj23ByM+dHEkd901dOtyHKpyFc4Lrl5o1GbMY+lGXvHpGam3bJPPI12uTPKQwn2ZXJSeclMfuNfa+66iwRuXG9QX76wmTZXOW+MAycOsf1t/Y/NxXcGGkZ81xZgdj7S5J9Nt/BqJj6PCmPYOqLtykZ589fl9mzl8uKlZvkCcEmyhHOAZ65tWOUg1/pkRt8jpnZQxnpDNlok5ysUzan+q0XTp3jbVaO5aNN8zeRA/svyJg318jB3XW6yeQTGh384hdagnrqezinN45k98xJ5+bH7FuOl8U4Ej+zfXR/o4x6tVwO7rePpPi7G3YOxjGNM2UOAEO1ZGY5+5fAkaDA5gtO0TWHxPGYPXOFzJ1TKnX3AUxxHsupu9bDv3ZU5jjRU61Nb2smx9pOLM/mzLHLYgiN/Iv+wqcRm3DkRQ3mWT3VG9zc1C2ryw/K2NGL5W4tL2xCF/2PcrxsvcrWI4mzdMnBKZt7YFRTLXpmtkt/49xgjsitmw2ycO5+Wbn4JIC0xWqCi8H1N7RJf+FSx2vAZMNoOsXZ7wRnNtuBheFUFZu2yTe+/G357ldelIr578uZzVfk0PxTMuNvFkv5t7fI6fcuy5kNl+Xwqg+kfPom+cGXXpaffvctOXLwA5XR0g4IgQHGcqqytR+hA5njznx6tL832pGod75scUn9i+25NpVdHfwJcD7mznqZOmmZfv6Ze3EdA8ZmnM86+LO8vjBt7AOzv/V7C5TRTozNL4y9D3HocIquJevW78HaslpOfnBTb6yxiuqpNvXAqfZ65uy+zJ/Z7zggzfHg2o04BgdgPj+J24pYvH7tEXn1lWlyu9Z95pm2qycaDtD60EuJsnAusRJvQjKtXeSKcxN7j8wTKJvHAhHbhrjuVujdShv5xWBN8gj49VZnjRy8c0iB8d6be4F7eXed6z4nHk/kZcRHcvzOB7IBdTbX7JRTclGeawd4ftx6T87XnZNN59+Xrdf2ytnWG/L+jf1S+cEm2X12h+w6tVV2Ht8iF++cl0vN16Ti3PsQsk2utFVr4/pd2x3N0tmO6YWeKl7wnIP8wIJbW+E4HLdeiN3KYfZVOzCpy0u2ye/++8/J7/6zL8l3f22ajPt4qSz6qypZ/NlKmf+ZSin5XJXM/9oGmfWtpfKTv35Lfus/f1I+/fEvyc6th5yU4qMD+68iCOyXw4cf6BW1YU0Y38P7G2T821vlwnn71sDhTPyug00VR2XBvCo5e9rupA93Kl+1V8aMWSe1tS5jGNPdmi7ZUF4tq5ZdkrrbfQgqRU61t9qxWV4uu3dGHxEYznTtSp0smF8p5eW79er6cKcTx27JjAl75PjBVn2yczgTv6Tmg8OdMn38Ljl5zC50DmdirH53wSZZuni7PI5uPA9ban4ssqb0A5k+aaM8uj/8Y9u92+1Suui8rC+7gXQBN+0FJm5Tue8k1Te2yOi3Zsmv/cePy5/+1y/JxK8vkcXf3CIz/rRM3vqluTL+196V2Z8sl/lfXyvTv7FMvvWJ1+S3/sNfyJc+80PZs/2Uk9I7eTgzVL3yBL727vwdUjKnUtrc3fVip8rKozJnzhb58MP7LmcYE6b3tqpLMm7MUrl/lx+Ny5+AuYEF3Zssoqd5b2NMIees/HREMVwT+YAixPNp0wd43ZV6OdN8QTZcrpLKy1vkdPNZOXHrmOw9uUMOfbBbDp7YLXtP7JCj145INUD27rsHZNGZMtnTcYw/VfVYn9/een6XlJ6qlA86r8q2mgPy1VF/J3/5zU/L1/7xf8oXvvZp+V/f+pyMnvqKHL15TA7ePql3n088uiD3ux/pze+WtkfS1tY0PMAzVcnB/Oa+h/VNcvXyHbl4vlqP16/elVs372DzeEdqbt2WGzU1cuVOtZy9fVUu3KqR6uo6OXuoWhaPqZIff2KKTPn0Rln0ycMy7zd2yuqPH5JNnzopFZ/+UJZ8Yp/M/vR6mf2VlTL6q9Pl63/2vCyYuVauXLgrNdX35OYN4+qb5PtpfKs6/X1PfPNG39jXvXH9nrLP8/m3btXJqvJj8uYbm7HBvCjnztXJ9et1csOdc/XyXbl+BedeQf2rdVJ9jYzzUVZNW2AH7WH96zd4LsrYBm3shX1f9MSUdSuDTb5jteWeXEPd63h/6UK9lAHIPP+dctladUFqaurlGnS6chW2XKOeye0MOaM/r0O/a1fvY8OPvsfxNsbm0rl7snjBDhk3epVs33xS7t5+gL6vQ32MBxk2Z8vz+b2z94XeOOncJE46N+7Xt2vqZOaMCvnxj1bIocMcm3odtyuw98rle8pXL8EGvFc/S/I38A3YTj8lR37QM2f3UzazHvVVZjqTtQxj5ebSwT01MnPCMZn89j45duAW4ke93KCfoZzHpDb6w5k2JXFK/x6Y9a5jPtPXrmFuUNdbmL8H996Un3x/nqxcukdtoY+lZLOvyUyjD6qr77p5aPmRP/af0+d3Elt/0A/4nmOSii3UA/rUVNfLvt3nZczoUvjcRrl88SHmGHwOdt+4Cd/BeZcR9y9duYsjZOHcW5Cr8l37Udxh/8TK+8CZY5fMyeems+l2506dbN74oYx6eYtUrbktV84/gD6whXMB+l/HPGE6uZ10Tm4nm5POzWTWS/KxOLMOYxt1pJ8wvl0880C2rr8jb7+8TSrXfyi1NZzTlJc+Bmns9PLjX3BW30lgtM05cg2+wve05arGKuh8pU5uIY5dxnhMnbBapk3aIKc/4NxgbIKfoS5jRw36gW2or6qNCe0rW3tR20l1sjnqm15Y9cKRetyCnjp3mM9yk1N7s14unK6XhXMOyZjX18mHx25LLebTDYzfFewHaLv5rtnRO7Nu75yyvTdm/O2BGX+5lvg5UYt5cvxQrcyedEzenXlOThzGXg9rEdeSlH6Qm8Up3SA3oc/zYcaoGsRO8i3wTYzB9Zq7crUWcej2Xbl4557yzbt1cuDYZfnhdyfL9780UZa+uUcqXjst7352p8z6zUqZ80tVMvs/V8qk/14msz+7Tkq+uVFe+PQ0+fHfTJdlM/bKiQN35coljHUt7KxBX6gN8EXHtO8Gxv7qrXtyqRZt3r4nl3G8hnqF3Cel+tevH65t5ml8wNhcOse5U4l9TrlchN/dRJxmHY4lY9tVrlPcg2IsozHJzVn+koO5VujewnGS/tzbXoUfXb5cB99HX2L+3LzxQBa/t0PeGbNBtm+7Ah97gPmBNQdt98Ta77H2euIkXfJlzlvGIL/vvoUx177Stbsea0mdLFl4SF594V05dfxGaq5H8wj1oTtjIPEAY1r1zbuYQ7eBl2oxjrV4f1tuw9caHjVLRwfv1ifRQINn/GsCt/NeeTtg80O5IbdlT/1hKb+4XvbUHZTTT87Ji1NekD//0ifl7779ZfniV/5KPv/Vz8n33/iOvH8RILrplJTe2CAVj3bIcw+670NIvWy/ulfWXt4upyBu2al18ouf/hX52Gc+Kr/zB78q//k//5/y53/22/LxT/26bD2+Vaq77svGSztl89V9cr3zjj7S3cHHfPhY1XC98+yoqbFVDh88JXNnL5Hx78yUqZPnK08YN1smvDNbxiHv7fGTZczMifLqlNEyfvZc/Ur6MS/Mlx/8+Rh5/ncmydzPbJeFv31QZv/idtnwOydk2yfOysY/+FDm/PetMvG3VsisL66QN74wWT79sS/Kj743RmbPKpNJExeBF8tkx1MmLcmbJ09a2ieewuPEJTJpgjHTzPP5U6eUy9e+MlF++2M/ka9+ZY6MHbtWJk9eBV4mEye+J+PGLpCJ76DehJUyZUIZjuTlMhX6T530nkyZDJ60SNuaNKkU9q2E3GVqX6+sdvTMtHXqxKWO2e5ymaK8LGXHlEmLZdLkhTJ5ylIZP3a9fOXzC+SXf/4f5fvfmSdzZq+XqVOXywS0R473f4+coUe/OEl+Bk+asEgmjn8PafQd+nf8WNg3YZVMemetfP1LY+RTn/gBFtGZMnt6JWzH+LCfJ6FuUnsc2z5y1Ic9c9K5SZx07lT4Eo/0t2lTyuQzn3pRfuOj35PXXtsgEyasl/GwdwL0njKFc2Ix/A19Mg5jPL402d8mw9/gA5MmloNLcQ7lR3MjFyf3VTpbXad7ytcS/G3iQpk+dZm89ONF8ie/N1o+/rHX5I2XVsicmZg/sHOiH88M+f3lTJvyZozJ9CnwowkrZPy496DvYrxfjcVzsXzkl78kX/nCKJk1fT1sWYH6tBn2s68nltn7yQuM2S/MQ5n6LsoKwVFfkxP0xxhMVkZ8mGx1tM/HwX/GQQbmx+wZa+XFn8yU3/vdb8hf/vlPMV5VMm3qBsQp6DtlJWLGUnln3Hx5Zzxi/8R3YY+PyVHbUeyh/5l/puuRmzPHLhdb/ahN47gs2DRhAdagMnn+u7Plj37rdfnhtzAvxm+SmdNWax3GkGmIf/S9zNiSxOnyc3OSvpmcdF4unjZlmY0Xxmfi2Ar58bfXyB//7ij53j/MkpkzVui8srqsE59/YJ3nfh4m69J/pv9x/VoeMduEzpzP499ZgDVzqfb1JMyZieOXyaTxZQDMWGew+f/LT78on/mT78tbry2UaZM5L1ZiTwF76EOQwTg/GfsAi/W5xsH5AM4hJ+uZzcmyMlj7Ems505y/U+bhCN/Xecy+ZR3EhslrEIPXyde+MFE+9Yevytg31sNGxjbzMe4lsv20/xyPATkZOvj9TDLbesrjdKz97PcZU1fLqNfK5XOfnCJf+txcGf16ucyawX6A7do2+3ow/A1jjv6eNKVEJk2dKxOmzZPx00rkneklMmZGibw9Y76MmrlARs14VybPK5M3x74nf/wH35Ivf/INmfej7VL6vaMy70/flzkf3SbzfuF9mf+LO2T2b2ySuX9ZKVP/tly++uuvyVf+4A0Z92KZzJ2+BXu4cpk4tVTeQdvjNTbQliiuTZ68RCZg3R07bZGMmf6evDMNawHeT8rSOx9GrMHe0PaI6GNdP8qR5ppC30cZeCre84LTZz/9snzi978vE8aslRlT1tq+AWu97i/V72x9sfHombN8JoFZz/qBe0wydcrmSfT3SdhvYH87flwpYvFqmTF9E/bNY7GXeUF++hOuQRWY7+UxWf3ngvkcZE0aDzthg9ozCTHWj8mklWhrnYx9a4389V+Mkt/9zX/QGzUzpq7F/GEf2dozFT4xfeoKxC3KWyQz4SvTpsKHJ86UMW9PktGjxqOtmbJ2TYVcOH9VOvit8Yk0wOCZ4p5A/hN+70y78KenrnZVS1XtTllzpUI+6Dgjh+uOyie//kn5nU99TP7ybz8tv/rfflE+9dlPyK/+3n+RksoSuSbVsuH+Vim7s0GeewjwzNeuW4dk3dUdcrDtvCw7vV5+/xt/JP/rxS/L177xF/Knn/iIfPcf/0Y+/qcflYojFTi9Xqqu75PNNw7Ija67Cp7bO5uko+PJ8ATPMeJVkcuXbsqmivdl/bqt8v62g7Jty35ZvxZAeO1O2VK1Xyo275SVFWukfMsGqdp5QHbtOCvrlxyQV748RT79b74h3/65iTLjN7fJwt/YI6t/96BU/OFxWfsHR2Xub1TJ3E+ul+U/qJTR35wuH/uVP5Xf/Z3PyDsT5kvV5uOyYeNh2bDhkPJGpPPlioqjfeKN4A0bj6A9x0gzz+dvqjwtb7+1Xr78xdkyatRWKS8/KxXIq6w6IZWV0HX9Aalcf1y2VJyWqg1nZNP6D2XThuOyCTps2oiyCjLsp8yNp5QrNp5w7R/pN2+EjhXQ2/h4jI/FGP1RCT2qjsr6NZdkzOv75HOfmY4Jvlu2v39ZKjefsD6opDzY1AdO0iVfTpKfxfAH1q1Cv2+qPCnr1sBX1p+BPfyCoFXy/e/M1M1/VcUlqdx4Bn38AerD9oy2jLP9IBezf/vCSecmsfpW7By+p558Tzsr4VvP/2ChfOHz02TxonOyZu15WQf/qsDYbNlyVLZijmzacAK+dkqqYH+iv21EX208DpmnZeOGD8FMJ8+TOCf3VTpvJDv9VW6KYYNnyqvcD31PyLsLDsl3v1kmf//VZbL0vQ9k29YLei7Hc/16zovkdvLlTJvy5YqNx6RqE/sOvraOefC9TefkvfmH5G8+O0pGvVkmWzZf1LlsY8o+5vzGOdSjcg94n8tHHv0RMjP9IV9OjUGKM21g/DyoaT4+R53WrTuExfuwrF2L+vChbdsuyLsLt8s3vzFOfvyjhah3FbIvYlxOyaZNH0jlpmOyfsN+nHsQsfmoVEFOJeJM5UYcs5j5aKsCvod4k61PNieNXxaz7noydE5jnw/ecADr1C7ZvvWEzJ62Vb711cUycwJi7JqrWKsQq9nWhoOwyeRlxZYETtI3iRN1zuCk83JxZSV9hPPoA1lbfllmTfpQvvU1AJxJm6VqC/Ir4FOUqT5A30pgnp/ylWSd8mMvEzqinRRrnMV6qev2Acz747IZccr89CTqIE5tvCQb1l2S579fIj/47nRZsXQv8rAWrmcs5/gcwzgdQx3IWMfx3Ie8Q86vMjnd9/pqZ1J/ZzFiGXXSNbNiD3gn9Md+R9dRMmTxuO6UrCk7JW+/vkZ+8K3FUrr4AubGBeyZjts8gV6b3DjYePXCSbpkMe3w9ubmjWi7Z2b8hZ+Dq6qOY84ew9w4I8sXfyg/+e5Gee2FrRifkzqOQ+FvG7GGra/cK2s37QLvVl5TtVtWbd4t5eCyLXuktAr+s/uUlK7eK5//qxfkk//Pt2TyP66RDa+clpI/fx97z82y4L/vkZJfeV+m/vpamfWXa2X219fIjz+F/emv/YN8+c9flbmzt0jVtnOyHvufdYx1bBvju4mMGEOuZD8hlq7F/mn1pv2ypvKg7ZMydM6XGVs3bNxn47H+A/AppLG3QbzSfPiejte6M/Kj7y+Qb31jupSv/FDnFMeS+7pNmw6BsQfA3kjHvw8c95eeOH2u+flncV4Z76lfZSX2JFVcLz/E3EXMrbwio94qlx98f57Mm7MP2OE8+vKUrR+wtSfeBHl94QpyQp8+LW+AbevXM6ZhLUf76zfA59GvnHMViF+c16tWnpeXX1ghX/nCBCld8QH2oOe0/xUDbIQvVh2RrVuwF6uAjPX70C+7ZDP8dkvVHvTT+1h3qzC2m2X/vqNyq/qOfmdNMmUCZ6YLCJ4hrgvgub2pXdq7+R3zLXKzu0a21eyQtZc3yqmOs3Lw3mH5y29/Vr76/a/I8698X/7oMx+XN8a/Kr//ud+Vko0EzzdkXc0GKbu1mo9tN8i9jjvy/rW9UnZhs+xpPiP7GxBMjqySnWe2yv6jVbJ752o5fmy7rNm0RD6496EcrPtQ1lx4Xw4+Ois13fVQgd/O1ixdna1F+tg22yb7KxtxztbrSXOb3LvbIA2P0L1P2qWxoU3q7zdLwwNY2tQhj5va5M7DB/LwSZPUoexxQ7fU3WiWBWNXyX/7J38sv/zcp+Qf/8MUmfSxNTLj/ymXkt9aK3N/e4O885GlMvoP5snov54qX/zDb8rP/swvy3/8hf8uJYtKpbm5Sx41tMuDh23y4FGbPEQ6xY8cx/N64EePO/rOrB/nWH5jY5dsrjov497ZgYlyS6pvdUF+lzQ0dkrDY7QFPRsedkrTQ5HGB93S+LBLGh91oL/a0Sfol8fGDZT3CPaBGx7z3I5e+RHk98b8tunH6BdjjEsioy50edTYIffuiGzdWCdvvbJNDuy/Jw1NIvWPOqXuAfod8pL6MomTdMmXk+RnMsfiYQP7pBP+0Sn1dejDR91SW9OBwHRCZs3cInv2XEF/8Bu4u1G/E3Vz9SHz+8ZJuiRx0rm5WM9RX/Z5kZzH8Lcli/fKG69vkNOnu+Te/W7MBTtH/QJ2NTzogr91KzcineVv9EnKhp8+Qp2H7vzeOLufkjl1DuVmMtrVMurR1ClnzzTLopJLMm/Gh3LuzBPoJOprJgM+mSC/P5zSrR+scjA+9+FjdfWdmra+Fzl5/LG8/spKWbf2lNrCsdExpL+xv8nUpbEVDPtS+Tz68e4/J+mdzoyfiKMPaQ/PQR7seEDmXH8In2kU+Ng9mTlzk7z33i6pvS1yr07k7n3Y7OYPYzHHlGPZyCPO15jCdBajDONuc7V39mPWI6NeA3RogB05mWvFwyfShPi25/3rMmnMPtm5qVnuVCMmP0a8hc6PHlhfsA80xvfCSfomcaLOGZx0XhZDr/v1XPd4Dvu9U25eF9mxuUXGv71f3t92DbEa9R7Dr1QuxhR9ns70MRu3iNN16R/H5MbbTeWhDphrI/WvewA/xXrIeMzPONfcEsTpKpk/b5vcutEij1Gn4QFjOc6DPzZwLmGcGh7CxketOAcxBPKU1e88w9dibO3H9UzmxH7PYOpAvbSdx9CR3ABdUu3iCJsf1nfI9cvtsnLJBzJ9wvty+SzqcA/AtR22PEA5bSqkbuRUX/eTKet+PWXiPbjhcbfG54Wzz8nShVflzGns9bDPezQk/ob5jHYfNLakuL7J+D74Ho+Ir49bu+TsxTvyvW+Pkv/wL35T/vAXviRv/tUCmfznq2Xsx0rlx/96rrz279+V8R9bIu98skRe+/Rk+eJvfF/+0z/9Hfm93/i8lK3ZLQ0tWI8Q2+5A93owfa0RcaIRMVIZ6ceIP+yHejJjeqLO+THXyQfwL43L8Dtl+NkD+P8DKMd+YBy/ebNT5s3eJdOnbpZrVzvl/v0urE04h3Ee5z7EHk6Z45I2Hvkz17y0+K6+75jrOxlpxtV6zOOH2I/5PW4d1pHy8qMyY/p27DPvyv17jAFYQyCjV+YY9MBeB43rCX36tMw+43qo/Qdb2Pdcu3WtQF7DI6yL2DevLj8jb7y2Qs6fBS5CTLP9Trvcq2/VWPcIeQ3EBg9bwM3QtUWaG9uBl9oQF55ATiOOzdLW2g7IlYQFPT4bQPAM8d1t3dLRym/pwvgBPtfJAzkCwLzm7BrZe2+/nGr8UMr2r5Ltx4BvTx2StdvXywfXTsnqPWtkz9U9cvTREVl/fZ1sfbBFnuNvdDV03JezdRdk/eUdsurq+3K86wbwdb008rvt9fvv+RMRj5F6KGefXJHS01Wy7sJOudJ5D00/lo4u7EQ6UK+zrYjBsx8U//WFZD9AHkSbjvxQu0sq6Xuyp1i6pRWSIKqzvVuOHTwvP/3OBPnTX/1f8o3fHi0L/qFKtrx6UHa8elTef/m4VL5wUNa+vkNWjF0j4346Rb7zDz+WV0aPk6Mf2hfwsMm4JnEeKtq774JMn7ZT9gJsNuf6Up2M/uoLxe2KH59SzFMRf/Jg3846GfPmJjnlvsiBo1/AKTpgRP3Ug5HwujZiw8yrtnPmVMiJk1ddbvFTT31dWrZL3hq1Rm5g8++nmbddxyk+D4ucqm+2SvmKa7L03TNI2zed0IZiJ3ZxC0Ijv301TpcuNcurr7wrmzadcDnFS95nkohl5EuX78rcko2yovR9aXpi9sbnl6/n3xc7Hdp/TSaO2SYHdjbqt9LGqdjtyPQ1As59u5plzFtbZf/+4RPbOHfoQ+Q48fdpZ81aKwsXVAFYRkFsSLdFvVJu5RoAlstXHJMp49fK/dv8Fp6IisUmr0ZcHabJ9Ld4PuPzeyUfyPLFF+TG9XR7ioniOt+rfyhLl5bL9/7+p/L819+Q2S+vlIoJR2XNSwflxx+dJlM+VSpbXzkq20bvlvLX1sjE787QX3iZNvU9+fDiNeyA7QfsGrEP5u8JpIiNDNI6y6ZysSdeuF2wYJvMxT7nMeYRv42b6rEOj57j5wwWsU3O9Xj84q/vrFt/UGbO2iynTt0t8jme3Hfx9x3AN5UV5+T11xbKrWpMfEeso7EOAshpMviGgjMJ+YCICX3CymSu2gMDnvlN9mybXwoOGA802wD02iCXm87L5ksbpOpihZxpOq2AuhVtUwP7zYE2vUt9DvU2nlsnm66tlw/5hWHS9RjCGlCpSQ7XnZGFJ9fK2lt7ZF8TNnxdd9BIA153pKbpGgD2Gdlwbpus+LBSDtVfQCM8q0m62uDdT+DV7cV855kDQeDMr1yLg2c/SGTqHY04O5qO48E0jxwA/jRgN38QFEf+Zj0f4ae0JxiV6zX3ZeHC9TJx1DI5WHlR2m+gLrjrMvgSKgEUdNZhc3C3SW7frZf6J08wLPbzKG1ooANHBrU48wdT/C+yRczm7ZieRysiizwn5ZEpQ9sEMx3Vs/Hatee0TJ+xWQ4crpUW2MzyduqJGugtrYXhTgM1zPUa8Qvt09pjt7GtNE7P058p0PpeSjqzrC8c2cevpsdkQOfs3XVb756dPssfQGS5qxOTn9lWX/I897V+T3nxMp/m4qb9o++NHje2y4aKfTKvZDXA80XN43hE/Z0kP537mkf2bWfmPY3cTBnxPNKK0q0yavRyuVkT+U0bJiJ/e1f9EwaiG+xEHt3BfI420tb0NuJ9YONsYx7PN33T8zxn2qKLZUZexDzHlLt+o1HKVpyWpYuOyS338ycs79B5TvtytdV7nufMMm9fPM842+YoL17fxqMNguPnkK5eeywvvDBFKjfZT1WxbZu7caYO/HHDNj2XsuJjbvqmc095SWXcqMTfe/mmK/uV8anLxSmWeRtj50DG2QvXZdbcFbKirAqxDZkgWxV8X5D51SK0h7JMDnVKZ44DOXtM/TnpMnsfUy8z/lM9iYwXfxaMdOjARRk/ep0c3vdQ2rCo6E+PYO74uZHZTi7dkvNy+1aSLcn2ebnxsqgt38cYGmkGfjmw75G8+Wq57D9oP1XV4WKAMc+LM/Lof+69l99X3XxeepnPi783tnpxZjl/3MRGhOU6F9zPtzzBeMyavULmzi2Ve/exZ0IFFCsQYA3+ZEwH3vCY/PJxLp3T9TVOyqOOvp/jbHlmA8+juuZ7LWD+hqvBqhSjnHo3N4msWXVAJo5bJnV3mzWP/mZa2X8vP87Jeb3rFme2kjMPDafHI8rOfm/yLQ6Tqm89loUlB2XF0lNSU8MrTyy3XzY2dnLAbEePXrbqaWx6RO97y4uXmSYgCuWU9vd5fKOsoL9lxT1si7R1Ppb79TXy4GG9NNQ3ycNbzdKM/eWdY62y6LUq2T7jA2k6ipMuQfaVdmnGevSk/onuMzm6j/H/If7z1Yax5m5TN710SjMs1i58EMyk1zeud1/yPPsyzuZ22MLoqgAM/cn9rvU7f2efs8liwbyStTJj5jJpQZ8wj7MMuwIw93aR7Gi8jJPyrP1kZplnqBPj9Fe8TZ6n3YWK9Ik2ZGyo3CtzS9bLqdO3Ur/1Hj/fXtl5RlaSzfxvL9++2RLXpee89DKmnd48ap5/WR7taUHsWr/huLz22iypvW0/VRVhANYlfrD6qikSXXAl/rQvf+rKhwV1LbznTwAz/qUTM0w7amLsJRaG2Cb9jFOqBfIb9Lei6qWuq0Y+rDssW85ukB2XtsuZB+fkTjtvC7ejRpvc6rgvV5pvyPYLO2TViZVy8M77UsufqpLWBhjbCGHNAMv3ZM/dkwDHm6T89CY5fOe4XG++Jtcbr8jp2x9I1cktUnZ4veyuPSbV3fyasWZpBPDuajfgzJ4pzt95ZtscCEajJPDsGYsXRpj62++fgZHNwSfzN8t04HHsbEYdegz+OCAEzl7q1l2HZd78tXLsMAANm2PTRMi8+cQj34OoFYtbIZwBhJs0/j4igwr/W4ohng5qR8+cBszjMcq3/5YXvXye1Uh/sZVObkrANg0iSaRdez6UaTMqAJ6rpbkVAJ+2Yla0d/FR/TbUB/GfJkhMMATymiZ/dJ0B0KRFbDlkb0Mu++J5ZF8/Yr4iFdLZZLTy8/jQheO0d3etvPryYjl/wX7+hNKs7xmIrc8z24rnkZPyyL5+b3nknuTG61seNNQfpWd99B+M45GPrW/avE8WLjTwTJtJLItGnOeYXSY3erE0M48vf2b85fP6IsPn5ZIRf8XzSKXlW+TtsYsBnvm5FANxTzpasSA90Zq0MQWglTj+lMMySvKtm69p/VR+f8bUv9iKl5vOVo8y6PedAM8NUr7ipCxdfFhqa/gUD/wN87u9sw0+yd+std9UzGzr6XXrOY/ck9x4fcsjW/+1Ix6SSTerG+TFn46Xqi379D1zLXJyU+LTtAhzTTnKp2TKtbbSX77N+MvnZda3vHi/R3LNvojZusllv/B/dB7p0uUbMqdkOcBzpd5pp9xWTC5erPEXAHTu4WjvvTy25pkvtme/Hck27b216Ps3V9/H88i+vvmzyTROrxcxdOu228yHD12Qie+sk+OHHuly3N7ZKq3tTyAH7WisLoxuveWRe5Ibr+/zyG1dmOdcf2ELn+g6cuihvPX6Sjlw0J7Mau1sZi0wxyLyLbPKJHumZpltZbaZlJde3+f5uiyN4krkT2iPayj0p37mBxg9gJAW7KTVHqz78+Yul/klK6Sunk/yGfGosjQu2PofWRFn73GZ653p6HX2NuSyL55H9vXT5fI9wRT1tDU+zu0IzE1wOX7nyeQJS+XenSb9TVjqH9fVWuT6b6PDdGYeuTfd4i+WZObxZTLiOVFevL7Po+w2rKmtfFoSNlXfapBF7x6QVaWn5PYdbtQwHt1PUIu+ZpqQrScjK72m9t/ra+89W5vJ4xGvbyOgTXMLFbEFUHM2IhNdX/gb3Ni740go3IoJ39GOMoiou/ZEFk2pkM2Lj0jTDZzMG+m8dks5mF9PsJY2dTeDm+RBV7086X4M8YwTcFLECUU8BNCeFf2wXdPX22spn/d0/mZpxlfOGdSD3myBuZZv84gtt0KluXNXypQpCzUucB/H+cZzyYyTvq34izWYx2P8ZbqZP8RfzGNZMlNvzxHE9xLZte3Qi8CZAL+yap8seI/guVrfG5mFxjoY7hjPT8oj+/r23myN+jLOzPP9kZmXXt/+0+tMMt+x33095KOQsYvfITLqzRl6w4/U0oH9GeaP9YNJoRzuyzxesgxjbiE8ltK8RGKht11bBxeWaA8vFnBWt2BSNOtd5kdyv61ajtzYJ5XHNsimY1Vy6PpxufjwplwAn6w9J++f3SPrj2yUfdd2SU3HZZxxW57rxOLa1c2rP+0Q1SK1nXVyqu6C7LlyQDaf2irrDqyTDfvXy87TO+Tw1cNyDmU1nffkISbtY0w43jflwqy3YzHRusHFB55JbN87oh+YTCZl6Bl7SxPUDB4dgqEz6BUNe6vVt20/KHPnlMuxI+fNWUj0Ce//WsucjW95B4GuSle2fOYaW9rn8WgvkuVFuZY28kdST3nq9FAy/mPv/O/TewCepwM87ztwQ5qemIYEAAxaDG5KrGrquX/M18sCeMdAQ9leLtlXZivehngej1Gef1na6ltdpj1HZCWsyUlNEMaNAAIy+n/frlp5/dUlcu78La3LsEJruEnmGel6mNz0PB6jPP+ytK+fnMf/vtTyMmX4PDvqmHBs4Di6TCPdwQs6HARQ42OA5017ZUFJuZw8cd4yQSbJS6Y8b5eVReXpR1JSWV/zPOXK0zhgb3G0l6UjKi3bJGPGviu3alpgsY1sByYYF0vtE+Ty6M+OzrV3kdSozGz35VH/RnlW0+f5l6V9fZ9O70tPlmYZJzl9v1tuVTdK+bITsmThfqnF5oykUgiaweZ9cT283HieSfZ5/mVpXz85j/99qeVlyvB5Ua6lI6ZFjE+kGzceyEs/HSubqvboe42HPKYxz+BcIpvEOJP8kZSZl1QvV56nKI+2GPu0lUEPJJjm0V98uXTpuswBoFlRWpXa4PCCDUfFtsW2STL2fpdEbIveah5rbbMm5TDNVDzPpPg8/7K01be6XibZyiO2dqhbl+6ODTxPGLtWjhyolxZkMXbwi1H4iuJw/3XLlcf/vtTysmXo/NW1xrdpubTDLhCavCfAL4f23ZWxo8rk0IFzmsd9it0zwwYPA2hjyhfHhjb6Vnz+0+jm86JcSzMvU18jf7QzqIPbTAKQ2UV4jBz3CSD+znPJnBWyYF6pPKiHccwGs47agX/cN1mBtZnOuSnSjXpY3fQ8HqM8/7J0TLZluX+8yk8QyXgGQpYvpr78Xok1q3fLtMnL5e5tu/PMsbOnaiLp7Bdvg6Uz86z9nnSzd0aZR1JSmU+zhfi6Q6JcAgl9OX+rrgZ4XrhPyleelNpau/NMXzO/opR0uXY0/U3PuC1Rbd+yldn79LwoN0VMmsh01ir8xzGhr3Gd4QUXXkCjnkb3axtl1uSVsm7lXnl8D+sMu9uWG+2L9q52acNcasP5rbCRd3/t6RXKdWNDYXHWf1SCqaggssErGNmSbTP/RzK8H1gZ8+y/xTSLwiSCt/klpTJ96nvSzKmDbBtTSMM864Q9PCeSZezT2Xn2zh/j6dxEvck+1kRj76VyXVFwhmrrNrwvc+at0icc29w22c5nTa3NDHf0eWRSZh7Z14/y4n0Z5fHIlMnwrygvyrU02M0PvWmI/vRlSkjyQmzFxj0Az1P0JxFJXTCUlntpHvPlJBT1VByRyRwQ4uBg88wbvFwPeZOjEzGOyLcJiLau/Y5UN96Uw5eOyJaj70vlwW2yfv8WpHfK/gtH5Pz9S3Kv/R5qNyg/5x/rYkfwGgKnU0P3Y6lprpGzd84CMB9S0Hz+3jmpbanBSXzYw16sy+vA3Gbwimmnu+tcnOC5kERb3MTHgOjFQO/boK2b98ucGQDPhy+ok7G+B9voCPzjRMcE1H5xWUNEucfI0inwvN/As01JHu3KoFYjsyBlH6OFgWdL+2nmKUr1j+INxwjZtIUBmDryZ9R0kUG379tZK2+8slTOnssEzxzEQunVf8oeF84pbEw6YBdVBTUBPFdV7JX588rk5PEIPEdmxPsno4+GgMwOo3TbIiorq5SxY+cDPPNOs1mgU4d1kWOLavpGOUrEKZ6ZVZgnUU5Pfcl8zm36vQAwG3hePH+f1GJzZkSbqT/rFUqvwpPvPbXYqXnjer2B50179T2HLl7PxoRz3XNUNnjE1rznRKRuBuZeWffLSF+6eEPmzl0hK1cCPNuQIVb4s2mBjVOWvyUSS3hmIcnLTJLr+5obTQIdB57HrJXD++vkieFp1ZxX2WlLT9oPBtl8ZxzjkewKnB3cBNujvwDPwC8H99bKO6MJni222YanGYzNvsqxXmAE79sY5Ut+DHJJZj71YWCOwDP1UzwMisBzWTp4xilqR6yuESv01OYAEJvS5tgufQpMm1x+qhjEL6pbvWpnCjyTdBQxLvwIWJopQ0SRnxmb8vQRW0f8akJS8LwA4HkFwLM+ts2avPhPv8plDfP9GPmeKQQ5eV7nOCsxEflbRxfnN3vf6N6dRozLUllVtlO/hI4Ftk+FJThy7nCPzj070/q0g867VANDTBwvPSi1IpYtnF8mM6Ytkmb79JOVgQ1vcI85GPGN8m3M6RPGfKXUUeJ+Zc36rTJrdqmcAXiOfpnJ1ygusrFnP5p/WGbEBM+VG3cCPE+Quw48x8tJhvmKyYcyCXrxrhM/h9vFC0X0GTKfciCWfaLM170ndXL53nU5df2sHLtySk7XXJBbjXekETjCardr7efYVzSXbkAAwcdU2rSQn2d+LI+6HyoTND/BwuUb4RWrNrwUOsPTOyGo45kBz3QSzggEHditMYxZjrZuPiBzZq5KB888qm/xnw2c9QuyhrBrco+RpZPAM//3DzwXiuINxwjZtMUWyJEOnvcBPJcH8KyJODGj0DZ7mbnkMp9xwYFnd+d5xIDnG8MNPEctq5uBGX79Gk/wPA/guTQnePa+1hdgxhKeWUjyMpPlWh8ngef6GHjWCAhLht7f4nPe2BU4O5LBc2nqznMEnvm0G87B+RyVogbPLlY/HXh2hT22OQDkm9V2+wKed+hvc9/Vx5x5FkYB40Lw7MweUsr0N1OePkJNbRfDHQKp/+C5kOTkep3jrMRE5G8Ez7zr74vvEjxPMfD88IEFNgXMjnXPmsGR7OIgmu51ygLPvgycDp4HmtiojY3FHOvzFPMfKAWe52SC5+Ik8yNiN1hEX9DMiEcMeMa+Sz+Mzaf+mFafsfVdcW93mzzpJpDmsxgd0ox0Y9cTeYwjYTPznqCsqbsVQLpFnuOAK/iFI1AEATFfBMg8hYC5GTDaMDnS3U3gRk3zUW8/ZRn4O90j2wE8B/AcwHP/KHtcLDgF8JywUU4l4sSMQtvsZeaSy3zGBduwBPAclQ0esTU/RmRrXd0MzPDr1/gAngeX4nPe2BU4OwJ4trrWVm9tDgA5nazdAJ5HEnim1Zn9EediI1XJqVV84NnHGx5j6vAfKIDnYiTqxTmFwfCsPmPru6Ffu3HM28K8u8y7zPw0vb/bzFvHzUgRVJOfY8BWxsjrl1YAlRM68wvEDDY36l1nfqt2I0BzU1ejNHc1SSvQN5dk31V0HOt8OjM7svgnaP5EJ2HHw37YrL7HLEe5wDN9yxwsgOfCULzhGCGbtgTwHO+fjD4aAjI7jNJtiyiA5+Ig36VqsVNzeIJnMvtcD2ng+SIf2wagyQTP9DezxPtahr8lEksouJDkZSbLtT4O4HlkgGeMpp9oqfZ6anMAyOlk7Y588Mw1n/ODdPNmAM/FRKqSU6t4wXN6zPHdGMBzEZLqin8azzgg6cyxZDTgix9G5p1m+2pK+0o7AmoCZ4Jrq9nJn6pyMpXpCAwqhsH54k1s/wln+5Qzb2oTizPscIFghzud4DUBPAfwbPYxaJMDeM6HssfFglMAz37h4suZmkrEiRmFttnLzCWX+YwLtmEJ4DkqGzxia36MPLPP9RDA8xBSfM4buwJnRwDPzCT59npqcwDI6WTtBvAcwPPQkark1ArgeWDp2QLP0FGDLsYQ84Y/rUz7LRoYYuBqSdDM2GDrJ98TExNa+3oEz74DOFcx6uwA+xp4Q+F8NJtoOzqZ4nA6GuSXjemj2ux7N9dtANiR0cQs1gmaP9FJOCM4ALDN2e/pmXpsm8SqVuCMCeC5v5Q9LhacAnj2CxdfztRUIk7MKLTNXmYuucxnXLANSwDPUdngEVvzY+SZfa4HDb8agpF+use2meYrF7GEZxaSvMxkudbHXI8DeLYx4msgrPRjkEsy86mDbeIDeB4e4NlWE9oaHtsuNlKVnFoBPA8sPRPgWQm6aTzD+ClwxuroOA1AI23MecW108oM8wIL86d60Slp4Jm/X9zRgckIlNHRzZ/4MfDsEbf+7IX+zAoXBjgtgHNnBzqNfe/megDPATybfQzaZKYtsMelF4biDccI2bTFlkaCZy7ubQE8DzGZHUbptkU0MsAzN57dATzHygaP2JofI8/scz1o+PVr/MgBz4aUDx+6GMCz1is0+THIJZn51ME28c8ueMb6hPojAzyzXvRTVck0UGPk5Hqd46zEBP2fvZwbPJcDPD966ALbMCOa7g3KCZ5BATz3n54d8AztdN0AO325jnjd9T30J/sYERtdnqzndfGLsYGTn9Mo58sw6gTEyuhQ/Qy0vrj4MigipSidneTPwRHOwSOzuyhDlUFDGTxyiPZzRmASwdm0D1yXkAJ4Zn4xgWcuhgE8DzWZHUbptkUUwHNxkO9Stdip+eyBZ79BItPv+MpFLOGZhSQvM1mu9XEAzwE8F4icTtZuPuAZXsYbLrDFmT2klOlvpjx9xOKTrSa0NYDnYiOa7g0K4Hlg6dkCz46ZtiwlHyN0XXF5Vgn56BPDb2DNAyNt4NnbHGc9eGBBgRTMBcEVknxdxtcUmxJJPHKIHcYZgf5gxzrblWDm1s0HFTwfPXweC6l1UgDPXmIhKd5wjJBNWwJ4jvdPRh8NAZkdRum2RRTAc3GQ71K12Kn5bIFn+hpitPoamX7HVy5iCc8sJHmZyXKtjwN4Li7w3N4P8OzH2bfXU5sDQE4na3fkg2fuDgJ4Lk6i6d6gAJ4Hlp4l8JyLUnGCeM7PO6Z5I7nDmGndDDnWLwxLY55EdpTxNiJmJp2XWHmkEQ3GxMFCgX+6AHY6HMmibZsPydxZq+XIoXMAO66D/IDwqJuyAJ77T/GGY4Rs2uLBcyc2XL2DZwuExULZ42LBaaSB50waGeCZyKVLam42StnS41ngmV5nnKV00RA188y1gpQEnlNrCWpyfNI5kjF4xNZsjGxTwKPpyiKu77rGgy5duiFzA3geVEqe92ZHb+DZYnkTGLEB9cz32AtmpR+fwlvpxyCXZObTP7jW9Qye588rlfo6GOdEqblIs086O3kOC3x7PbU5AMSmtDm2O/zBMynJ32xuc0Zw3bcyD57Llp8AeDaEVszgmbGNn9XkDOcToro+uvJ7dxtl6uQlCp6H62ee41Ts4NnWP5Q6nbhfWbt+m8wegeD5zm0Dz1Hc0rc4j7GLclxGkZIzKZl8IdlNwZ44GzyTe2ohVwO56o9IosGYOAngmU4VwDPzA3juD2WPC0FAuPMcwPPgEDXz7NfTZws804L4Jolp87lkYokTXDDyMpPlWh8/O3eehwd4hh0BPCM19JTua84A5kPTAJ7TuZgpgOeBpQCeHflCN/16ZNSLvjCsUPxMEHsPEyeAZ62jVZ2ZZgzziwk8cyeJI4YrgOehI7PDKN22iEbSY9sBPEcyBo/Ymo3RswOe6W8EzyP727YDeB5gYlPaHNvNBzxjJFB/ZIBn1iveb9sO4Nk4gOf+07MEnt3MSpmXRj6zLwwK4DkvYvdj4gTw7GzSTOeVfMPOKCbwzI1AAM9DTWaHUbptEY0M8Ey/D+CZp3kePGJrNkb5gmf6m1kT3yRF9iQTS3L5Rb7kZSbLNZ0CeC4O8Ew/Yx8/y+AZowiDAnjuLzm5Xuc4K9GeAJ7JATz3n54F8OxMcaMXvU8jn5mLM8iBZ/yLV3oqxr/4+2eCOASYOAE8O5s001hlBPDcX8oeF27OAngO4HlwiJp59uvpsw2eY/6WSCzJ5Rf5kpeZLNf6OIDn4gHP9LcAngN47i85uV7nOCvRngCeyQE8958CeHbkM3OxIyYp5zl9Z0NvSVL8hJ5Y//HcZ41oMyZOAM/OJs00VhkBPPeXsseFm7MAngN4HhyiZp79ehrAs4rIQSzJ5Rf5kpeZLNf6OIDnAJ4LRGxKm2O7ATwH8FwcFMDzwFIAz458ZiY78m+9DIBnJjM4fmJO5r/Mc5n3LBBtxcQJ4NnZpJnOBfgmgOf+Uva4cHMWwHMAz4ND1MyzX0+f7c88x/wtkVjiBBeMvMxkudbHATwH8FwgYlPaHNsN4DmA5+KgAJ4HlgJ4duQz4xxL+nPJHNLnvBNYFoufnk0GHcq1NuKJdsPmAJ6dTZpprDICeO4vZY8LN2cBPAfwPDhEzTz79TSAZxWRg1jiBBeMvMxkudbHATwH8FwgYlPaHNsN4DmA5+KgAJ4Hlp4d8OxnPiOVsY1cz8x6PIerjK00hn4AnukI1nlJJ/aFvQwq92wQ7cbECeDZ2aSZxiojgOf+Uva4oA/hXAE8c8RsrFimZ6cScWJGoW32MnPJZT5XSvp9AM88zfPgEVvjOMBP3GJOPdXNeESRLvygAJ4Hl+Jz3tgVODuebfAMj+2kDJPVe5sDQGxKm2O7ATwXHXhOEe0h2OGcDuB56MCzeY+tfyjlG1AAz8VK8HWMFF882rzunVkvEzyTAZ7tZUbnx/HXs0HsVHRjNwEwhgI+Q2BGolNt23JYwfPhAJ5dmg7oJRaS4g3HCNm0JYDneP9k9NEQkNlhFNmVTiMNPJcDPC9ZsD+A50EjtsZx4GJu40Q91dV4RJbLDuB5kMnP+YhdgbMjgGfrFy+v5zYHgHzT2u7wB88k72txosdwbtvLykYSeL4L8DxlJIBnZ3dxgmeyrXG2/qGUb0ABPBcrOYPA/hXPy8V8caQ9+5F3XxgW6OmIXdchHV1tWPDpdHQeV4L+3r71iMydvUYOHTqLieO73A8VX+7aBTyP9Yc6diUHUUsPS/CsxF7H4tiNMcJma7iB52xCHyJiBfDMESs+8Gz2UDfv+wLA3Cirlp3IAs/6xIou9llKFw35LlWLnZpJ4Dlez8bEx7tozpMHj9iajZH3L9XTKcJF3y/8BM/z5q6UstLwhWFDS2ZHb+DZ1s1mtTcbPHM9sjw37AUkPwa5BDOf/sbAXAjwTOKxpzYHgNiUNsd2+wKed8q0ycvl7u3hBJ5tZpNtNaGtEXguX3ES4BnjAyJ41n0a44CTk87MJ5uMwhHlZYx93ATVnnsbi026B4U+Xos79xpl8pQlWEtj4NnpHCefRwCaWTbY5HWJGHmuG1r6CJ6zZSRz/sRzTSnvQ5BocYilTnQu8JykSyYPPnH8zY89eKYa7Hvf/4xdIwM850+0KpMDeM6LOGkCeA7geTAJfYiIFR7b5ohlgJlUIk7MKLTNXma2XLOFuqWD53KA58zHtgmeaUOC0kVDvkvVYqdmAM96Wg5iSbZf9I+8zGS51scBPAfwXCBiU9oc2x3+4NmvL55Nec5jaqreAj1p6/ABzzygZdWpN/BcCvD8IIDnLM6feK4p5X0IEi0OsdSJHk7gmW12YmNMP46DZ8Yt3/8BPCdTAM95ESdNAM8BPA8moQ8RsQJ45ohlgJlUIk7MKLTNXma2XLOFugXwHHFUNnjE1jg+fjFHDrLUzXhEkV/4A3guFjI7AniGj6nyvr2e2hwAYlPaHNvtC3gejp955jympuot0JO2BvCcWTbY5HWJGHmuG4oPPPt1gX6EHOrBUic6gOdngwJ4zot0mQjgGTY4o5hprDICeC48oQ8RsQJ49guXjZaenUrEiRmFttnLzJZrtlC3AJ4jjsoGj9iajZFfzFVPpwgXfb/wB/BcLGR2PNvgmZtYyjBZvbc5AMSmtDm2O/LBs636tFXk5s0AnoeSvC4RI891Q/GCZx7Rf9SDpU50AM/PBgXwnBfpMhHAM2xwRjHTWGUE8Fx44gIXwHMEaGy09OxUIk7MKLTNXma2XLOFugXwHHFUNnjE1myMbDHnEblOES76fuEP4LlYyOwI4JnnmKze2xwAYlPaHNsN4DmA58Ejr0vEyHPdULzg2dYFjUMsdaIDeH42KIDnvMgW+wCeA3gePOICF8BzBGhstPTsVCJOzCi0zV5mtlyzhboF8BxxVDZ4xNZsjGwx5xG5ThEu+n7hfzrwHNmTTCzJ9ov+kZeZLNd0CuC5eMAz+ziA5wCe+0sJY++SPKBl1SmAZxQH8NwvYpsBPOdHATznRbbYB/DMoAViVStwxgTwXHjiAhfAcwRobLT07FQiTswotM1eZrZcs4W6BfAccVQ2eMTWbIxsMecRuU4RLvp+4X868Mw0X7mIJdl+0T/yMpPlWh8H8Fwc4NnP/QCew2ee+0sJY++SPKBl1SmAZxQH8NwvYpsBPOdHATznRbbYB/DMoAViVStwxngAUSzgmYs7jgE8DynF/SvZ50YKeObGszuA51jZ4BFbszGyxZxH5DpFuOj7hX/kgGdDyocPXQzgGXk61gUlPwa5BDPfz/1nGTzDyxDbRgZ4Zj34mfqcjUs2M59sMgpHCWPvkjygZdXpmQfPoACe+0dsM4Dn/CiA57zIFvsAnhm0QKxqBc4Y5gfwXFjiAhfAs25k3FixTM9OJeLEjELb7GVmyzVbqBv9PYBn46hs8Iit2RjZYs4jcp0iXPT9wt8zeKavteNoYxXA80CS2TEywHN7AM+0RXOGlvz64tmU5xymv6m3QE/aGsBzZtlgk9clYuS5bgjgeeCIbQbwnB8F8JwXucW+2xZ7rHnKJDrTti2HAZ5Xy+HD54oePOeevJYeluAZ2bTFlkZsZkYMeGagQ8r5WnNju2yu3C8LSlbJByeGJ3jOpNLSCnln7AKpqW0x0Iw8cifmWRc3KhgpbpZtTjlTU4k4MaPQNnuZ2XLNHupHf4/A8yqA5yUL9meBZy72Jq84yXepWuzUTALPunEgo6bFBY6PY1QY/PjGxmyMbDHn0enAI4r8wh/Ac7GQ2dEbeLZY3gR+ovXM99gLZqUfn8Jb6ccgl2Tm+7kfwHOxgGdS9jpDH0mPVqRc4NnmvtXJpoEaowS5LsmDWfB04LknSu+fwSU2bWzjFDELjVv7CJ4Hntgoe5lz3a8L6Hdk62g5nXKB5+Ik6O+Ab6rfmevdD8d2uJAHz3fvGHjWMs8guwDjT3o2KIDnvMhvWmzyENB0uAlC59u6+ZCC5yOHzwfwrGna7yUWkuINxwjZtMWWxpEFnrkZ8xuyOHg+dXJkgefa260BPA8h+S5Vi52azx549hskMse2pwjBkmy/6B95mclybQ4E8BzAc4GITWlzbDeA5wCeB57YtLGNU8QstDoBPA8kQX+NVRZ7vA0+LtGwAJ6TKYDnvMgt9ghe/s5zAM+OVQbziwk8cycZwPNQU9y/vL/F80gjDTyP9Me2DcCwRzgifHF8HKPC4Mc3NmZj1D/wbPEj2iQxzVcuYkm2X/SPvMxkuTYHAnguLvAMO55Z8IyRQP2R9Ni2zX2rk00DNUYJcl2SB7PgacFzso6pvhki0mFRNj0iZqHVCeB5IAn6a6yy2ONt8HGJhgXwnEwBPOdFbrEP4FnraFUrcMYwv5jAMzcCOGKMAngeOor7l/e3eB5pZIBn27AE8DwU8Y2N2Rg9O+CZ8Y3geWR/27bF8gCeB4zYlDbHdvMBzxhFGDQywDNrtoJtrUmmgRqjBLkuyYNZEMAzOYDn/hL011hlscfb4OMSDQvgOZkCeM6L3GIfwLNVI1uBM8YDCDLTtN9LLCTFG44RsmmLLY0BPCf20RBQ3L+8v8XzSAE8Fwf5LlWLnZrPNnjmS0/LQSzJ9ov+kZeZLNfmQADPxQGevb8F8DxcwLOt+rQ19+8829y3Otk0UGOUINcleTALAngmB/DcX4L+Gqss9ngbfFyiYQE8J1MAz3mRW+wDeLZqZCtwxgTwXHhicIJN8DW/IQvg2ZmaSsSJGYW22cvMlmu2UL8AnlOMCoMf39iYjVEAzwE8F4b8GOSSzHzvbwE8B/DcX0qQ65I8mAUBPJMDeO4vQX+NVRZ7vA0+LtGwAJ6TKYDnvMgt9gE8WzWyFThjAnguPDE4wSb4mt+QBfDsTE0l4sSMQtvsZWbLNVuoXwDPKUaFwY9vbMzGKIDnAJ4LQ34Mcklmvve3AJ7DY9v9pQS5LsmDWRDAMzmA5/4S9NdYZbHH2+DjEg0L4DmZAnjOi9xiH8CzVSNbgTMmgOfCE4MTbIKv+Q1ZAM/O1FQiTswotM1eZrZcs4X6BfCcYlQY/PjGxmyMAngO4Lkw5Mcgl2Tme38L4DmA5/5SglyX5MEsCOCZHMBzfwn6a6yy2ONt8HGJhgXwnEwBPOdFbrEP4Nmqka3AGRPAc+GJwQk2wdf8hiyAZ2dqKhEnZhTaZi8zW67ZQv0CeE4xKgx+fGNjNkYBPAfwXBjyY5BLMvO9vwXwHMBzfylBrkvyYBYE8EwO4Lm/BP01Vlns8Tb4uETDAnhOpgCe8yK32AfwbNXIVuCMCeC58MTgBJvga35DFsCzMzWViBMzCm2zl5kt12yhfgE8pxgVBj++sTH1GB0PzfE68Igiv8YH8Fw8pL2dCZ73Vcs7by+PgWfG6SfgVq1nvufXojbI6G2M8iU/BrkkM5/xmf6WL3iG38HxLB769npqcwCITWlzbDeA5wCeB550WJwO6cxCq5MTPIPSwbPvgYEiNso2/LpAP0IO/uloOZ2GL3hmDDMjfFwit7f1AJ4deRlpmSOcAnjOi+hZmDwIXvinC2Qn5y8JRdsInmetkiOHzmFBZF0wnVIdjhOOCz3Yz7YhpPSAFdfH0sMFPGfaoRc1MD6d3W1Y0Lm49waei33i00bARuzu/Yas6XG7VFXsw4asXE4eH57gOZOGK3g2Yj5Xygg8rwJ4XrJgfxZ4tnpZShcN+S5Vi52aSeA5Xg+W4cVx8RyVDR6xNRsj71+qp1OEmwIy08MJPPv54jke3wgoScMbPKPfuRHWgQJ4xlpzcP8VeWfMIjl08Izm0aM6uxHHYbe/MGPgGWBagU5vY5Qv2Rjklsx8jhEDc+/g+QHBsyOWqz+CnOk6vr23OQDEprQ5ttsX8LxTpk1eLndvFyd4Jvn5EhF9hJraLmakg+eHDz14Hg7k7bZ4521ufdIN8FwK8PxekYBn8x9j/Ec2c72bDVfwzKPdQUYuDNK4hLSC54rtMuqtcQE8xyiA57yIXoXAxU0wgxZ8xoNnOlwAzwE8F55o48gDz/E80kgDzyP9znO8HizDi+PiOSobPGJrNkbet1RPpwjjM5npAJ6Lh6gZl8oUeG4BeD5wAeB5AcDzac1jTzAOaCxgXa3PeNACDuC538SmtDm2O/zBc+acMeXpI9TUdjH0HlIAz0NNtMzb7WK3s7lH8Mz53wV0p/HN98BAUaSj9yEdC2QzlyqThhN4Zj93YmOcCZ5TcQnpAJ6TKYDnvIheRYfDrGDQgs8E8OxYZQTwXHiijQE8B/A8OOS7VC12ag4v8MzF3MZJ9XSKMEuzkQ7guXiImuUPnp+ARxJ4ZgZP7KnNASA2pc2x3b6A5/DY9sCMUYJcl+TBLBhp4NnbbByNV1/AM21kfPM9MFDERtmG7UPMj6iD5VJlUgDPzwYF8JwX0avocJgVDFrwmQCeHauMAJ4LT7QxgOcAngeHfJeqxU7N4QeebU6rnk4Rxmcy0wE8Fw9RswCe/ZEnkXtqcwCITWlzbDeA5wCeB5O8zcbReBUreGbf80gdLJcqkwJ4fjYogOe8iF5Fh8OsYNCCzwTw7FhlBPBceKKNATwH8Dw45LtULXZqDr/HtjlReESuU4Txmcx0AM/FQ9Ts2QbPNq6aUjnmu7nbHABiU9oc2x354JlrPucH6ebNAJ6HlrzNxtF4FTN4tnUhgGfUxwkBPAfqA9Gr6HCYFQxa8JkAnh2rjACeC0+0MYDnAJ4Hh3yXqsVOzQCe9bQcxJJcfpEveZm0Ae3HOIBnvNf6jAcBPBeE2JQ2x3YDeA7geTDJ22wcjVcAzwNJ7OcAnvOjAJ7zInoVHQ6zgkELPvPMgmcSqzozIQT/AnguPNHGAJ4DeB4c8l2qFjs1n23wzDRfuYglufwiX/IyaQPajnEAz3iv9RkPigE80z+41gXwHB7b7i8lyHVJHsyCAJ5JATz3j9jPATznRwE850X0KjocZgWDFnwmgGfHKqPYwDMXQ2wyMVwBPA8dxf0rPlZxGhngmRvP7gCeY2WDR2zNxujZAc8GXg4fuhjAM+oU3kobg9ySVXv8f9bBMyIz6o8M8Mx6LWBba5KJ+QMxRglyXZIHsyCAZ1IAz/0j9nMAz/lRAM95Eb2KDodZwaAFnwng2bHKCOC58EQbA3gO4HlwyHepWuzUfPbAs42TMX2Pr1zEklx+kS95mbQBbcc4gGe81/qMBwE8F4TYlDbHdvMBz/Ay+GQAz/2lBLkuyYNZEMAzKYDn/hH7OYDn/CiA57yIXkWHw6xg0ILPBPDsWGUMPXgm0HyWwPMHJ/oGnn3/DAXF243GKV2X4Qae43Zw8eAGulsfo+3qM3hO6gdSrvzBILbqebiC564u21Cpnk4RxmefvnjxuswFoClduSkBPFuMizZJHFu+chFLBs7fvC/EWTeO3e0oHbngeRxiQV/BswIInF54K20McktW7fGfa1173uCZG1dN6SaU3FObA0BsSptju30Ez5OXyZ3U7zwH8FwYSpDrkjyYBQE8kwJ47h+xn3sDz23o3pECntPiQZ7kz38uLoyci/pbPlzI29Ez00nocJgVeE9H8+CZs8jA82o5evj8kIDnbH1zMyeLZ76PyNJ79pyWGQDPe/ddl8ZmLje0hq/iAs/Z5BcYf2emN/BsgbB4iWMEPWPgubmxXTZX7pcFJavk1Ml08Kzjm+obY+bRH/0mbbAp7l+qX+y9p+EEnql/fP4QrHXB37r0Yk2n1NwEeF56vEfwzC7w52f2j88fCmLvUhu12Kl18+YDB5736HsPVCLmi2d6jsoGj9ga+xJzBUHZYnWMYspcuHBNZs9aKitWVKbAM2vrCPN8jiXil22S6HvWJ8lk7RaWvMxkudbH1M2Q8pHDAM9j1yl4bkbI49kEz20A2AaeB5/8PO+Z2d/QleuoczaC50MHL8r4dxZmgWdazXOUdVxa8B+MuWIAXKsXkPwY5BLMfHoO+zgdPHv3a8MQzZu9XObPXSn1BM9OlN+gsh86O3kOC3x7PbU5AMSmtDm2a+CZ84c6ktmvLCF58Dx10lK5Xdusp9kqGoHn9DHOzYWkJPnpTP/hGkJt+bL2PXguW34C4NkQGv2K8591k2Uxn+x7pVBEeeRY37gkD2gZL7OD8z8TPN++a+B5ZekOefDABbaiJ2+zMftXjQW1YN+5oGSlTJ/6rjQ/dvmujGtu5zABz9n+k82DT9BfY5X5sepAezCB/bxvbemWio0Gnu/cNvCsLs+qqjJloC802A2FDX0j2ub3VH6/FWdPmfmZ7M/v851nf2ImxQUmlQ838vb0zLZQ6iYYXkRHG47gORfFy/bu/VCmT9+YBZ7tDpuPCppprOcG8Fx40s5NBTTSkyaA500Gnvt+51kPQ0Jxv8rlh8UMnm1x4dzPJZf51I3+1pUTPNPrjGk/5Wb3w1ATe5caaS861YYbePZ3njUX2drFMWX0zvPc5VJWViWtbZbnR9csiW+SmLY+SSZrt7DkZSbLtT6mbsMfPKulemQKG+ZWA8/jxvYNPNuXO9nZJqGQ5Mcgl2Tm03PYx9jMjyDwnHTnmePEO5qry9/PfmxbmaMSUfpYZ3MhKUl+OtN/AnguPvI2G7N/1VhQAM8DSdD/GQPP8f72HKekvCTKCZ7jguMcJ59HhRj4eRzuFLc1N9NJ6CxkBDG8HQng2edHizjApgPP+/ZfT3tsm/oPnzvP3Fz29m3bFgiLl7RzUwGN5O88L8wJnhkofGAc+sAW9znva/E8UrGD52iRSCLqRH/nxtN95pnguWQfgHRu8My4WWwXH2kJtdFedGoNJ/CsFug4mQ9waepK7XI0Sz/zXDJvpZSXbU6BZz62bVVogT30bI9G0/esT5LJt1tI8jKT5Vofcy7Q30YIeOYbUOozz7HHtlnCOKCxAF1i53FcAnguCLEpbY7t9h0837vrwTNmDAzq7bHtaNyNC0mZsrOZWvYFPNPWVtQbKeA5rnc2Dz15m41VJ6dWAM8DSdD/GQHPpL70dV/qkFLgOX5CEieRLwvgGRNmGILnTPabeNvI21jqneekzzx3E9zABmdeiiEngOdCE8cHOmKO9frYNkxwQwfiOGL7zAVGH2Hle1c0BEQf8xT3uzgV+2PbtsiQ4w16W7iJIQqzDUvqM899BM8277IMGRJi71ITMjcHpOEGnun3lsZ/HAieOTd0fqDapYvuC8MAnvnYNs9sZyxHwiwx8GyPb9P3rE4yscTaKhx5mclyrY85F8zfhv9j25jdHChQU3OnHNh/Pu0Lw2iPB88IhajL8xgPos88D91j2yznnB454JlPNHTTDrzlsLBvbW64x7YJnidHd545Q9phcBsq8yKUikqg9LHPVSs/ypSdzYgL0FT3Bvqy9ocbeFb93cd/cn3mOYDnQhMbZRv0Gut79J7GG+b6bgzgeXhTX8fjufimrSfORSyLb/6GO2Xancy2SI4E8KyAzF348Hlexv+fvf8MjyPJskTB/L799v2Y92P3vd2Zfbs7b0f2TE9P97SYVlXVorqqurqqS1d2aa21yKqsykrBFNRaSwDUBAktCYKgJgEQggoUoFbQIEhoLc+eY+YW4REIiAQCIJgZN3Dg7mbmZvfavXbNrruHh+jMmcjB8xCD50E6LdMVnogG5rxY8Bxdkl6kp0EMDlh7E0UKnp3TsySdWsco52Z17GU9BXI2JXK25k8TPSvfeRbfQb9n921fO9sP/Z3n8YJn1w/B+oJ4WqTeFadGYv0jPYvfeda+SF0ZHjzrO8/bGNCkJBegp9eW7KePkMu2ktjg2d55DsoTmWy70SVXZ+R6bR9rLFh7e5aDZ/X5ACOuQc/mIwXPIhMgU4H6frT5jrR8mxc86/vSSov+sHE6GEv7fj29s4JnyWHWN15/DyqL1NnB4DnjlAmeG7wXhpnRQoH7qIBY8DwdiqB7b1cbtmz5jwXPtM9Y8Dw9Iv/GV1k7NjxIHo51mbUQC54j05jB89uhqZ43F8kvy9iQkchYBPYfD5/l4Hlw0AZWkej0afvY9tmSKnT3indJQ9ftBc/Wa5hEb18HseA5+qQxKlsjl564kR7blhpdvr9/rHMM6v1pkL/dsXh5VoNnK4fyNFPaBctYwbPxG6ZcKNOhdVqE989skXpXLRupPBae5ReGqRsNpCKPoWDwfDgYPMuXqxw/ZtFsbM36Bp3mnRqBlDNz9haJbB+LN2tvz/ydZ4rpXhjW3TP6sW2R7RF6AZU1uooFz1EjNWWaU7v2sW0zb/BQkGo89ZjgOZPB83oveFayHS0KnOWlI1Oo3i2iSZHqDwX9qplD7KwvnkXvtOB53fpE87btWPAcTVKjasNaugX7nclKdd0YC56fXZqMDpyuzNu2J0PuhLFoovxnhZwc40NGImMR6Ix5+CwGz6KJFumnT1/G+vU55jvP/uDZLFb0iKqRySRamHpiwXP0yXSu7V6PTQXPhw8Vc0GWiksXbthEknF6pqDrGwebPpauZ5r87To+wnl5loLnIEwmSXmaKWX3I6hj8JzO4HnfjrO+F4ZpvNEWhzX+I/MX3i+hbY2NaJJ6VzUaib2q50rwLFEtgrIHId3YxYAmdKuT4Dl+Zm7frrI/VZUSfGGY7phZu6P38BanbpEUdnoYKWfm7C0S2T4Wb3aB/Kx/59n0uw5IgReG+d+27ZUTFCAreLY+IfidZ1uHKR5FcjoYq2LDkYdnO3i2c4faHfs7z6L2du9t2yE/VSXvLGheZVnKMhlEkyLVHwozsg3sx7b/LAfPgwogjVyWYsHzTJEaVRuymuC8EAueVQf7wji7pyHD5Cm8v/14uzcsIn/nmdbgKnKPJJpHexkIKo+FQsv78KxTJJlGQ0YiYxHYRzx8VoNnRzbN6txO4uJbP1V1BRs25OJsaRV6+liGaSxFB9Fr7zy7ajwxeSL/xYLn6JPp3IDTEnV3DprgeUd8Gip8LwxTGdmd+/0+fx9F0v1skb9dx0c4L3P9hWHB/gySkcM4XdoRx8TwiOwNDJ67bPC88ywaaztMmh1jtMWhPvPER3DBHCR/37wdRJPUu65bXTDyrAXPTldMZj8rOGG+VOcxdOduNeLiFDzno9/z3zpDdqfHhweHGQQx8IwFz1OnyDoKhexIgbC5a+x1cC/nGv1u9coVO7kNfueZZ1A/lJplB6izQU6+uvMcC56jQGrKNCe7Up/ax7Ylg/h0nGlrvvOccZIBzX40NVl/p3RZoyxNYhvdeusJs37kvuD07hBNCq97NMzqxcB+bPvPXPDMdoc4j2gunEzwrPnJ9X8kSJ6nS05mC8OPx1IseJ5J0hgN2rHhQfK4MU+8U4Pn8DHg/JTxVRH8Vbhoz5kEwn2XqJ8DUpNtH9HPT99In/7ThfTxwxQGIwM0GkGuR+e5Tlb9c5s8YceBM6DxISORsQhUAg8DwTOrOXYkGDzrgoMZWm6EcavvRZqfeuK5M0GhvFqobf+xeczHjQBCAygSnS+9jYTNx1BxrskWDZDO9Uh1uy85qS32DZcLHkKDZyG6pBp9vPiIpk+bHh08vzVv36jgWdYcfd6iQ9LXABdk4TRMsU4fvoD92w/h1pWHXmokos71oYD2YtjTkdTYoUd+W/RTcvIhLFu2k8Ez9SZ+mSYEg2dp1U5aOnN8ScbPfbtk2xY3wXrlL/R48NCgcwAim/+kYQC5STeRuvsi2hp1JycyyVnbfrD9obFoHbfd+vtqPESTnJSCM5ea6tYJgmdBH433mRvzEjUUwT6QfjSi/dCFJOPqwqj2wSPsjstGZuoJLyUSaemsi52R/aOhgICBnSiS6ozAPMn2tcbC+MHzgAmeI9cx0+TXTSTYMmYTQhwSuHS+DutWpaDi4h0vdTTZwKGLsupnhdgbFNNMuVElVSiMpV+nI4H8eMGzkjl8DdngOYnBc0rk4JlbY6emM1xdXuYskVqyrWvc9LBfuzFIv8Zlzijqozx52WWI35yJztYIBTySPLpI6L4aFu7Pok3+useCfISb8yWpaGrBs2RxOosWqS75GkH6JykprAkz73gBy1jBc1raSbS6O8+yLUL9r/OGqVQD7asec3Y05Xi75IS08PdpH32ZgucN63YyeGaCK0bSONN4s/0VPGdmSPWrn2Q16jNrPZoHTe95zQeD51QTPOs9GqJQ24mMp0HBMWnt2aaRX4HdasZ67kksWrAqGDx7rNotrYd6cOdOTH45tT8eokeUjhrzPhovxh9p/Agc6RwHg5wre4d6CUa73FcUrGhXH22d19DnOcLw2McFYBdP6GaBFnTgQW8NKhoqcK66DBfry3HjyRXUDdWi2Xza+enhZxB96jTWIQdrnCzrelpGMD5JsWJwfNiAWItWdg+jLQvrPEXaytm4waqAbID+aaCP6V5fHisowbbNqThfdoNBtZeo81UFR5qCZzllU1cga+KPrWBi2IEQCrHrP9Z3xQZ0IWSYQcqweBlGedk5vPLyK3jr1fnISsrG+cKL2L8+F4t/tgepG0/j7KHzKDldhrMlZ3EgbT9+99pLeH3+G7haeYMDjW2oea1cFEiwXmFEV0eNw7ZZKhJ9ilyrNK6Aa9g8gkbTJ0tFJxqwZEEqea41Z9m3g9rFpbppUuB5k8FkKNJ5foh0oaO+pQG7Uvawv9/EzrjdKD95Hhfzr2L7/FSs+vVO5CacwPlTHK+F51BythgJu7bipVd/i7Vb16Ly7i1ZtukPfS/QXPDi/qxD7XJHsBdvnD3afFFq6hEsW74XtXV0WirHNDtV0X0N9xF0YnJ8Sme+DbD1oQala+WZutUGCwmi8H23jZTmyJemXcuL3VqyKfIH9+/fxopVy/Hii7/Gju3xKD5dgsMp5Vj1u1ws/XUaTmefx6XySyg6cxK5+elYv3UVXnr5N0hOTkHT4yemH+x3NjVWglC6u+AxJoy8mhqi9KGwA4xCVK8j7d2904Q3Xl+Hw4dLAmkqYuCOzUcaE4LpkyZXOHwr8ioLtBmAeLawlqApjvZC/6bj/oFBnC0uw/Ila7D0zdXI2peH8uMXcTS5GMt+lYB1r+3HxWO3cb7oGkrOXEBGeiYWLZuPNxbPQ+6RXHT0tLFh6loOXlEdA4EA9HQH9cQ/A7IzKUyWrFyRfJNkFVca2S54voPVy3JQUtiELi8+kxY0ZuTjaComcXRdYbDFogNWOB5EnR3tSElOxGuvvoQVy5ZwoZaHwpNXsGdbIX7y7Q3YteUILpbcxKWzl1F++jTTt2DBy6/hwI49qLl/j2rRY8PSNbUu/2Am4miS+FRvW35Hk8vXmKHf4jpK30M1Od4pvWQxYVsKdm7PQEtzd8BeZELGbgiZVnAsqz6dPFabb49cTWNBrcmS1It2maiLEQSZqrn/APvo0xa//jK2rVuDY7nHcPb4NaxfnIGXfrIVx7OvoPRMBcrOlODU4SOIW78Br7/8Mg7sT0R9fT3lY50UtK9faw1qiXWahWtA1sl+IvMeAs+uxoZk1Xxil8HaF7ngOWX/JdTV+oNnBpcqNaoeW5dD9EgcaTxrzaKtZyBmsuOhwMNh+p0BLTxN+REu9gfRI2MiNTzuwMo1O5CecQIdrVz0mPMoxYDWYtIug4PhTqKD+2YVzyL2hk6wAbYnowgHSeJOhOmSv0872oewe2cW4ramoLOdeR4fsh2NM3e3cLJ68PM5FiKTctS4m99oHWxfc6XWtu5ELfmzc09hW1wGrl2vNceiyDYUismS4zMa0EU7o26zfpId2LWHzI5JJng+dLAYixdtQENdM89wxJJc+wwM9nFM62IMUwwki+sQC9NfqswcK8/2o7HvcaHy0yfVovFOTk04rMvhJgojTz0cEz0KnHncxQi4pqsW1xoqcf7heZx7WI5rjVdQ3VPNmLfNRL366Ebyc4QJfHoG+9HCSah+sBmX2q7jRO1pZF5PR9rV/dwmIe9WOoofn0ZFVwXuDlWhCZ1o40TRzo4b1ipX486rK3glIxRPj2zXBR6XDsA6DD9MOd8VOV15tYOTBuVBaeaKLGVS8NxPPzfQTxllD6TTx89h+5Z0XCi5juFeGgibH5GfoxHClBMv3ogiiTs5aNY+LmTUE0E1mb4Od35qjlujCx5o6tCTBb1DdJ7msRdgy6at+F/+L/8L/vu/+0O8+pN52L10PxZ+bR1+/cFlWP+9/UiYl4wti3dg09ot+PxXv4B/9X/7X/HHf/k/caas1Jxv2hlgu7rUZp6pYx9pUNHxy4EMMF9FJG+0MB7ZMuo5TURcQFLMohONWLE4E1eu1Jl8+3ZQ3Z12DiR64N+EiHSeHyIN6or71/CRL34c//r/82/w5U99BTsW7UPK/Dws/NxGvPKxVdjww73Yw0B6z7o92LB2Ff78ff8D/+v//q/wL9/+AooqLqCXelf/aw5WteHtzAb4N2aatqK0tKNYvHgfHlYzUGaiRsoAx6MWc/0jvUZXcjdyqyZfY5D55gkDA45XTarMM7Iam/e2/v3x0rQNSxOPGkJ0cRrClmfjI+zYKS4+hd//g/+K/9e/+X/j61/4BrYs246Nr6TiN59JwAuf2IgtL+/HnjW7sW3jevz0hR/gP/z+/4l//5/+HRYsWIS6+kZTRz8F0s/1qO4B+hkbwAb7amzIyt1ntN94e+B/1tdPYzEXWswiV74FuHWzCW+9sRlHCsoMv6LRvKgGuwS3i2PbhwEF+7dhaa6vI27dPuF0G962XdJouUvfRoerp6Z03N3bx6BsDf7Tv/19/Nl/fi9+9+23sP2tA9j0qz144SNL8MqnNyNx/insXpZLve3Glz7/Ffz//tP/F3/193+ODXEb0dLZYhnU83d6vltfkJbTN46/jzzRn5Iv3fUM52ks8G9yoOAB+UMgnQuS2tpgedkdrF1+KBA8K1+61PjRlXTt69xI/DwtiBob6vDVL30W//r//q/w3v/5p3jjpbewZUUGXvvxAXzu/Usx70dJ2Lf2JA5sSMemhcvwsff+NX7vX/8b/OZ7P8K9q5VUPOdyjn31w8AI5zOzAGQfRQmWqFzfkdu1ZfQxvc0+pn/SfCL9MNP4IKKdi/6tWxg878xESwuDUtmx5kSa1GhbVm2u7uggtP7RkG/r5bjpMp5W4ZQdw6KSk8fwyQ+8D3/wb/83fP7DH8KqV1Zh+9Is/OrLm/CVDyzF+lcLsHNVDnasTsAbP38RH/jTP8cf/of/gF/94me4fee2qUNBRt+A+oUhOSfigUEtpiW7/IWz5QkQxnMk8G9CqC4XPMs/KK2awfO+nSVI3V+BmmoOHlNWNqXPxOSvf3oQR3pkXrdY9fgIx7ZuRJjvKbCEnRS55qaP66OmtD5lR/bRmLq15iI1PenAagXPaQyem+SrmGhe5qBZ085iPQwFOodbqOdOosukKLRQz5iIyThZFlWVgneqdBap38PBv0nAfbxj/vPnOWptHcCuHbmI35aJVrpijR2NkUEGPeaFgSzqLvYGzx8b4bxGgngZTUrUyAxa5cDQgLFl8WSySX3sr9y8IgbPmbh0pSpw51mkItFAJJ6nCntDRSrXOsp72kIxkPqT6Vo35x8qx6KFWzg27FxoL+iqTD/l7aYutFJzxPp47J6MYCuE8tUR9rwA2NZ4sOdOn6Qt3SLTpSLdIO7mHEGu6es4bshHx1AvmnpbcOPxbRQ/LMHhG4eReTkTaRWpyKnMxsmqU7jcfBl1/XUcOR0aPQyedceUylf40DDQguLa80i9koOD9w+j5EkhLrQX41zbaRQ/Ooa8O1lIr8xg+gXUoxXNbLqdjQ5xoTWioJADe4SD7tkOnjUQFCxrYRzkeYCzXB8XTYPsK+X19tLZcOBILjuYVWoE3R19OJpbgsTNuagsuec5LkI3L2R3dp1jSI6vj4svGZ5duGo7HlRmEqAxmLskYsqMCjbmbFhGTznNJE/osQQZNTWEvbv34DMf/Sz2bNqLcwXncSHjCnb+PAMrPr4bmS8Wo3DrFZzeV4qjGafw2mtv4Wvf/TayjxSgrUdv5VTdXjuS144TkyYW/D5YyeIiGgi3scCH+7aM7lTqbaCUlwycPdWARW8m4dq1OnJh+dAkqgWmqY9pE8F2K+s2Wz/8aa79CWDOGRsiXS07f+8KfvS7n+OFF19EQfoRXD14Cxe338HeH+ZhzfOJSP71MRTGX0JZTjmO5BzEF77yWfzoNz9ASeVFPO7tRyc7vpfya/509mrbcPvhiJQ3VtpkELkv/RAlJRdg4cI9XMxIb7IZLraGe9A/3EUtyUtxJLC+oElLZ7Jh99IgjWOlevVSVmMX2vr3Q9LC80anmT5jfQqQFD+Z39vmzkCvXWhduHgeX//aN7F+5WacyjuDivwbOL7+KrZ+6wQ2fz0fGfOO4ujWAlw8Xo6tm7fgox//CPYk7kNNbZ25M6oJrH9AgRDbJJTWx1lXQZlLGx+SOtxfTBX0IqZd8dRLH6WrflxgVrXjtVfWMHg+a46NXt1H+wY6v4vo4b5LZ10GrDGwHw4vT+0Gtrbvbb5NU33OvQSDDtu25d5dFlTwbP6ji75647ot+OHXf4akLVkoz7qCCymVSJ1fgEXPJ2Dj13Nwcu1tFO6uxNncCrzy4jx870ffx8EjB9Hw5JF5KkvtG4MzC1gyors8grnjYe1R/i1iIBSy9UE6M1sPYWnqf/23GE02Jxg8l5XewvpV+bhQ2sa5Sn3E5TB5t32ikRNa41iw/EXgNyRN+9OHqLGxHi/9+hf49Y9/hPTd+3DhZAXOpNzCxt8W4uXPZSLupVKcoK8rSavAwR0peOWHP8KqefNxrfgCRnrY62RooJ8BqS6cKXD1FnIh/ev4dvv+vAnSrG1KzzzSvknz+spAds4epr3ZuVRz8DAXzfRK8hUs1No+go2bkhCfkIonTzgf6WSSNqYe/jMXN7yP4SUSWG4UdH6ksn6w7vEg+7ULSa0INGvSZtiPouLjJ/C7n/4Qm5a8gRNpmbhy+CqOxFVg8bdS8erzychaeRNFB27gYt5F7Fq+Bb/9zk+wY+0GXDp3Dj0ce5JnUP0nPtlWD4M+3Yk2cqpPJ/kJ5zkiVG4S0Hiwc4n+A1XVHUjcVYKM5CuordGTDGpRgYQbN+N/AnU7ffh1Y7a+vPHSjAzSAPuNgYwCDC7QOZipIRM4Wxifw7Surh50dvYFvzZI6nrUi93rclBw4Dx663me1MjT1Mgg17B9/d2cT3X3rIf61r22LuMnzb036UOMyCB0nuoVtM+0Uf09Flx/jAv1rWZ428eBPhEfZk5Xw7QXTj9x29KwZvUedHQwheX6B2lDlMGe769zEgjndQzYce+g8e/B8GvBHJZVv1iIdKPoYF4htm5Lx8VLD8HllyFTNlrweIwOnHmo37WGsh5A/Ir0gMOhg+ex4K3NDJ7tnWdduDA/VevpyfYDwcq44Za1cYy7x7kF7ZvHpLkQt+mC/IDOjwxxFQ1Sn8mn6XI6rR/ttJ3OkV6OAD2QPYKmvlaU3D2H/IojOHrzGMoay3C54zIutV9C6aNSHLrJNdxFxr61pagbqkcjP8+ZR4iJ9uEOVDRWIvNSHrIrD+Fi52U0oYHxXj0eowr1Iw9wsakc6awg78YRXO+6x/wOw4i5YsEeHjKPhaiT1FnqxFA8VTI8hClKx0aBQX5FUnpPdx/6+5RvkoxDsXfVOXS4YNLjLwODdEA0BPm0fhpDY9MjZKRkY8GLq7Hl1QO4WnAPQw0sW81hVk1nLTTSeBjJtNY+wZHDBcg9nIuqugdsQYPRBrXRgPgb0cJOl7fNbRHyz6256838gWEaziCdJg3ItMtFR+KefZj329fR9qgNQ11DqDpdj+zfnUH8Z/Jx4JuFyHujDGV7r+NeST22rtmN+fOXor2bgQ2b6NftOL/D9ZytbF/NK1tLPPWVvTPIvogC7IC0gzQctgz7g0NEDDEJJWfq8dZrexk81zDNOg1NpP1adPFjF0KeIzD7EsFLY2lNLgp0TN20cyuL0jyZTJ63HwVQa2Zau3zvFl5bshhZmQcxwAVj/40h3NrXhKQfncK6T6ci6WencHRlOUpTL6KmsoqObj52J+1FG8dkk+yNXaD5d1AXogkt1Ewbjl/x7+SJKF9YeX/aJKA+lCymL30ff5ooJfUolq84wLFkU3Rmz7Am+07u9Rtd6Sq72pbuyAEhB65FmgJo7SvNmxBYztoD6zPQfniaEClNsOUpggnejF3LkI19syVvZrx47hJ+/bNXcb3sPgZ7BtFxuQclS+5g1/NnkPJVOt8XzqBg0RFUnXiAI8nH8JPv/RL37laZc91dmQFd3SEZvj0btHJM/KE2yE60/If8pO39PvmIQfsYY319O1767SIcPnzaHJs2NR2ZczxdmyU4/Qfaeaw8pYf25eg+jtT3Li20vOobYL8MsE59Tykw7pROpWgq1PK/j3zIbrTVmN0RtxNbVsahv5G81gyjvugJCladxY4f5WHv908j/cVSnNl2De03u7F7814sW7wKD2tqTC8YHTjdS0WT8W9+3iiD3bo0bX1pOnbnBMpTXu7bucltQ2E/YkYtA2eLr2PN8oMMnlvNzXE7VrRk0MeV58ezLbs/Hf/my58iRHV1dXjtpVeQnZiJvpZuDD0ewr38Tux54QJWfO4Y4r5XjLTXSlG2/zou5Z/DilcWoiDzGPra7XjRk019vZ6t6OI2V69GDj+/4t/JE1E+l+bkC6a5p9CsPTqwrUBZ2t4Qw48BXaQVTzatj3xobhT1UkXxCWkmeH70qN30u8jbGH4Hhqgxbnk2t9r3w9Zp5WC7fri86cD0hTiXN7GmPegxWXDwBJa8vgi3LlVgsI0h180hlGy7hy3fPo5NXzuD1JeuIHd5CaqL6nH+0DlsXrQJR7MPo7vTXlhU32ixLZJ0fQP0EexPoV9PLhrrnBhWzijBV7Ooqqode3ecRdqBCgbP8nfqB/Lp+cNQ3Y9GsB89fUzV3vygQsxPUxqQI12wpbOx7Q3TpvpRXd2AsuLLuFr6AG219Led9LxXu3Dg9eMo2nIX/bdZtpW+kmOq/vpjnD5YjBNHzqCmroGWOoxO6qaXlZsQiD5AvozVB76GGYB4Mbyq7WjBhjJmztCxqZ92wbl8CJ2E3mWgdTqwY3saVq/abvyaqHegg2sCzTNdXNpqnnFjJFoI17FiG9mB4qXQeVJ6DTy6TVLwnJdfjITtObhWWUvbZ/8x3crsxvN04O/DKID9Lv5MHMC+19c1JJ9Zf5D3vl595/kcFi/cgkeN9s6z+Bg0sYMg66EP7h9AT08fBjgJ6jzpTRWzexhL0R/2coamf7ZxFsuo/hAoLxTRJDWra0+ye106speNumhpnbjddhv5lw7h5I0TqGy+hrqRejzhp42fFm6vPrmMIzcP4+C1XJQ0nsVDPMBz3UMt6Bppwe3m2zh28yRO3CnEna6HDJsfsVr9vIoWpAqR1UQrrrfcQH7lMRy5dRo32u+jeaTNLFWGdbufAYg1NE3uozvnadPoBYjjjXlSNmHLeU6Lx7pT19NNk+ri4OC+n3q54O3V3QdSe08vMrPy8E9//xn8wf/zffjKn/0aG761H5kvHcbRlwuR/+IZpP/yGJJ+m4Ptr+3Cy997FR/6+4/iI5/4JAPoQ6YOtjwD8DaSzRzadA16fQ+ux0xe7Ati/64ULHh1MUZ6aLR0UjfzqpD8UwbPHz2BnZ/kAvNnJbh+4BEG7g4haUs2Fry2gn1iO83YuXYFt++RdjV12mVFtMknpyjsUAd0ydxSSqqq+FQj3nwlCZevuDvPFoOyA5PyNMlxEMqJuL9RXYXXFixDft5Rkzb8AKjYUoe93ziJ9Z/IxI5vHMXBN0pxI+8huuq7sXzBcuzalYiuvmF0E24RJz1pcpx5mlpvpqQcw5LFyailesSm0C9HzY/TZL8m8jAdBzU5tXYnRapeRqwJ3GvK+feSkgr84kdv4GZZg8kfvgJcXtyAAx8rR9LHSpH1tdM48Vox2grbcf7gJbzys0WoftBkzjXcyx+ZT1AC45fcwaTInT09mH42cqmf6c9Nr+uFYe343UvLkZ9fZI5teX+/C0ZDhAI67SstuIkGqTVfzQES3+pFTru0Fl1H1x1XLtZp/BvXxCN+7U57Yitw72gj9v0uH1u/no3dXzmB7V89jFOrL2Pw3jDSEjKwfvk2BnVPuEiQbkzlFk5cwSMnsTOL6FO4pH5yjNG3Fd3CysWHUHamLfC71WZBzG2k/por1FDfiHkMiM/kldvxVQvcSmzB3m+WY9MnzmD3Vzl+fnMed7IaUXu+BstfW4mDWYVo5fJEFyukH3PdSUJqOtY2quT62OtBMzCDh9qR5dlxYhN1cXKAxiP7EXV1A5s3M3iOz0JLs73Y4ScV0yJWsthT9N+P6dJ4dTDPZVMErpvN2sf52Kzsk1gwbw0a7zWa/u26NIKSFfex+2vF2PSpMxw7hTi6pALdV/pRefIG4lbtReHJcupEPps6MmskW5kdOnaUaHGuC2A2bzKIDqkmLaItF5aqqzqxd/s5pOy7gpqHNui3JSK0HT1WIpNr0naW2XeHsjBn3o9b27B40Vq8739+FJ9437ex/Ke7kLLgJJJfOI0337cL6z6Wg7TfnEbGsmPYPT8dP33+Ffz1f/lH/Ms/fxvHDtunh+Qre6gejSPXbGDHHFgKOwyjsXPGJp3jJHL9LNLWSWnz9BTNtq0ZWL1yD3rtQ1C0GwWRdtBr7E2Nh7dDqn80NEbMOHEgyfdm55xFXHwerlxpMA8oWfIXnC4c+fcdjZcWfi59l5dkZ371pa8/udENl7zcS3jz9S2orQl+5zl4A8ZapLlgqSsI3qmKlwT5EuNPFFO5arl16QY65r9wRJXEJk1G1Wo92cO4tnmkifHuTRQ9PIWjNwpws72ScW8Ho94ezudUJEkriW6m1fRVo+D2IaRfTULl0GUGz8OPGVs3ouRBEXIrclHRfJWR9y1sTN+M3yz5FRaseBXL17yFFesXIutIOqo6qnG+tgK5lwpQ8bgSTWy8mzX0MdAWO/YNfv7AdIY64m2T48MpivArz4PsQC//6uthl9Fo9DiMvjDfQ3+qrV7sp6+WaIC0dgAdnBT1vaW6+kEkbM3FZz7wE3zmT3+DF/9+F5a+PxPr35eF+PfmY9/fl2Dre45j5ftTsOoLe/Di55biw+/7Kn728wU4f+meuaKmr9DpKs+YoBOZECynq9yCvqugt3wKA+KT0L7KSIY+8t3eactKrvR9x7Hklc1ofcjpjfPkrdxWpP2oAns+fB55X7qH0lfr0ZzLrrzDspuPYvErG9HS2GfvZqod1W/aYLBGj9zXO4heLly7+kfQwTIdbEf9pn6MFtxXDwNwPLh21BdKZ/vdXGydOtyOBa/m4+L5FuPUOllW0KNBKhde/9OGdKg+u3qrBq+8tgwpe/KoNPJ6BTi3ugbp3zuP/V8pQcYPL+DcumoMVNAxcPG58o01iNu4B+1t1rHp0Ru9qVJvrtS+sacI7c0knE40AQrh+bKj5P2lWDz/IO7cpJjkt5vp3dIh8wQtQoWQ81Uvy4TYAdOD9hgFsE71m+rrbB+izRC06zb5AvbvqXM38auXVqP8TA2G68lPCYPnRS1I/udrOPDhCpT8shr1u9uASuBsxg28+MNVuF3ZaoJv6ViyS6YujscetiGZOil/O09x/TUeAv0QDbCuLtpYN3mR3OJtgNvblYOY/9p+5OdWYlA25NoVxLPg58OX58bkuGDZiaD6NB6MTXDr2jB5OiaU30Oe9d0z+dXW5hEGw/uwbWkKhh5TWXXAzYPUzasl2PG1o0jh+DnxmxtoyqTAD4DMLbnYsCQed281Gr+gOwnykcZHeO0Jvb0j5IO+jXntHsSXy58R+PrZ6J6yCpq3SgrrsWZxMYqP96ONaxzDM/M0hjo4fxm7cvVEA6x7ulDsVPWgFa+9tAZ5SSVm3sF14G58B1K/eAkJHyjCwW/cwJ31LRi+wIChogMr3tqK5NQiPGyiXPThnGbMuOmnzQ5zzAxRVmcr0cAoO3X27PpTaexrvZBS++pnQd87181X2c1j8rppw2Fsjz+Bx5RR40nnal3hbKrb05Eb/wHIpmbYrrQ2GGb7Q62UhbbTx/0uts2uRfZhPbIZjzsV9Rgh732Mu66tekz9XMC2fyhExtcvoyGJJ3DsXDx0ExuW7cPRIxfQ1moDH9c3euRWcMfaCiGyzgLU39JNt/bZvi4UVj0YQGLCLaTtrULVXQYB9B2GN4HlR+nff0yE9+eUobrIm6BvBMkWNH67yEcHedLDFm1UCg9RVd+JF3+1Ah9+z7fw00+vwMbv5WPT81xjvvcwFv9eDlb+QT4W/1U6Fn8yEUu/tg/f+9BbeP49P8dbv0jA5eJ6DKgN1u18hPyI83EuvYcNdVFXDlFbI6keP2Tzgi/f9e0T2lz8pkJsXnsEzdxXv2guNvOxt3XjaVS904BfvyFQO2xT0BypdvVghfgQb60cP9mZl5EQV4iLF9rMHK7z3DnTguoRXD9FAXqZoeGPkN79Y1K2rld+5GTcwoLX9+PB7W6zHpCv0i86GD/n9YEuYJo+4H5P97Apo3SNJd24MnEC81VGxwqyR8Vg/tiM26iS2qRMusqtCy+699w80oBzTcU4WJmBc4/P4kH/HezL2Y3fvPFrzF/+JtZuXIVVm5Zjf84+VDZdRfnjYmTeTEZp9xk814lHaBx6gOM3C3CoMh/3+x/iXMNF/GDej/Anf/tH+Pe/93/g3/37f4M//tPfx2e+/ElcuHURDztrkH/lGC40XMFjBt8tZKBj5BGD+i4Gz/bR7fDAWXi65PgIU1AY+rpHcOdWHQ4fKkRK0iFkph9DXu4ZHMw5jeyMk8hKP4WszCJkZ5cjNb0MSWnnkJ5VgR3bi/G7X27Hz7+0Get/WIydX7+FrR+8gKQPXEPW++8g70ONSPuHh9j78cvY/8NzWPfjXHzzU/Oxbk0uCgpuIjOjnG2VjYNSZKb5wbSQrd3PSC9BesZZosSck03+stPOIyfVIov7WUzLyihDVpaFyuUw/dVfbsI3PvUyMuLO4dT+W8hbeR2bPnESS3/vMPa9vwJHf3APl9bUoTT+Nt749lp8//O/Y8B9hgOL7XIxk51WiOz0k+ynAiIPmZl5yMjKR2oWF6iZp5GSUYz0dMrJ9jPZnoX2L4SlCZHSBFfe7melhoPyGaicoH4oRF4O81Ku483fnsQn/3EV1q86iYLD15HGfktJLkZ21nlkqP9SSgltx0Cq4//twPHrx1gy+7eUI+MiMjJKsS0+A1/8wo/xxgurcS7tBs5svIb9PziNrZ86gk3/dBh7vlCEY69X4vLuWyjacw4/+fwLeOH7ryA95RjyD1LPtIuM1DPUC3VkbGMqcowFvwwOoTJnpV9guxe55TH1Y+CluzK5nHB+8eMEfPEzq7Er7hr5vc6xVkHd0Eazi2g7RUiRDtIv0YYreM4lgu2nn+X4KWRdRFoxUU5dV1iksk2WmT44RrI5nnLpFzKP4kD2UezLPYrdh44h7cw5zN+ciA8//2OsXpmJE/sqcWJVJZK+Vo5Vf3wc6//kNI599z6urKzB5T0PsO6Vg/jsP72E7VuO42D2eaSn0v44/jNoq6nJlDP1LCdfysBxmZ5y1qRPDI5/5ydG+Q6HSHmj04yu0q9QR1c4ti8jL/sycjOuYtu6MvzLx5fijd+l41D2DeSYMtSDkHKZ0PFF6oT1UAeZqdSPSZcuNCYp03iI2O+hkL7TyWOafI7PhuXjjN6NPOwz+sDMzFLTvznp5/DTby7Bj7+wFEd3VuLMnttIWXAO8frKwycOYuMHcpDz3TJc23CP+rmOhd9biZ9//bfYsz0LOVnsWyKN4yeN4yaddpbOeSA98zhxDClZx5GUdZo4S5SyjBsTE0G8TwzbN5TdQf1o+pJ1GB9HX596GkcLrmD9yqP4+vPbsXqhxtdN2ivHTjZ1SaTRRtJTKUu4PwsH24vMbzhYLsxupoJDBy9i5/Yj+PLnf4t5v9qCo9vP4eK2Gzj1m2vY+Q+nsPK/ZiHxQ0U4/8pd3Nh1F+lrjuGrn/0lfvXSJmyn/lOPXEFG3iWkpZYi90ARCpLP4hB9eFYq6w/ry6kiVAfq/wsBWD/Gscv201M4v6UU8biE44b56ZeRSvvPSq+kbd7Gz360DT/+/gbs23WW+fJfF5F6QOfKdmnXKdQP60nTmKeujF+j3QXnd8eT+l9+00HH1ocG8/xpgtL8x35c4NrgHPIPFOLI/pM4klKIg/S5ydRP1tEreGXRHjz/+d9g26p0nNp5CefW3cbhH1zC9r87jri/OInM5y/hyjKuDXZXYuvryfjht97AvNe3IjlJ8+5FMwblZ5L2nzb+LFdzrZGPOvP2JwT7NNx2IiLQV+OA7WYI8rkcr/mHrlInFzhfZuCVXxzGgd0VOJzHeZfziVk/sC9D9J9K3QaOhVB7mTqoM/nMZPrRZM5/KVc5bi9z3XQJyeynAzklnHMKse/gKaQUnEXC3sP46Y9W4NUfJiB18SUcnV+DA1+6hq1/WYZdf3QViX96Hdv+vgRbvnQCm79/BPM+vwsLvpOI1A0XcSLjAXIO0D73a16WrVJe2qNDOucA+bLUTNoBfVtydjF9HX2N8bmj7SdyWrgNCs4+ua+xw760MnOekNycK8wcoj5muSzOLekHbuCFH+7HT7+zA+mJN5GRdBX52VdpoyqrMjzfzDuqexI2EG4zkRCic4FjwYC+xdiEypTRp2q+PI+DmZc4B3Fdojkz8ybeeDWV4307tm7UeuQ651ONd50TgZ+3BctbsD/H6vux0vx52ifYhzlcZ2WZGITrw8yzlIly0Q6yU68iafdlvPTL/fja51cgZd8lc/E8lX42i3NsbrbGZpHxX9kZGsvygceZd5x5Jzl/nuD+McZPp3C26AqqHjw2v9vtHjgZFYP5YzNuo0aszwTPDObRNcxAv5cxdAc68RgldSeQcXU/bg9cwf2+m3h5+Yt47wf/Cn/yP/8H/st/+U/407/4Y/zdx/4GqScP4OHgHRxtOIS8ugw814o6VPfdwvFbBTh69wSqh+tRNVyHnJKDWJ2wEp96/iN4z3v/DF/6ymfxkU/9I06fP4OHXTU4dOUoLtRfZuT+hAF0HTqGm2C+vzBng2efYpxyfDCPGhBS7KULtxC/LQkL56/F0sUbsXbVdqxZuR0rlsYRXJys3I01a/dj5dokLF+dzP0MvPX6Xnzpk/Pwib94ES98aC+WfPAk1vz1GaT943Uc/mgV0v/mHva8pxK7P3YBW798FL/62Dr87R9+DV/78jysWJ6EdapnZdK4WL3iwLhYRaxcmYiVq/cZrFq135y3dkUy1i230P7alclYtTyR5fdh48ZU7u/D8oV78bXnf4uPve+72PhmBnYvOY7tL57Awr/LwIv/O+v8/QKkfP4ijr12FSmvHcd3PvwbPP+B72ET69+wJpHts09W7SF2YO3qrVi7ZhP7ZRNWr92ClWu2E3ssXyvFZzLLRwdrKNNYsGUk5y6sX8u0Zfn49hd34c/+2y/xmxd2I27bYaxYsR9LluzFmjUpLEvelu8fFyoTrpexEM5rJKyhLsbFKupq1QG8Nm8dPvbRr+GF77yBjDVHsP+lAmz8XCaW/l0y3vqzfVj34YNI+XERst84jj3zkvH5v/86vvHZH2LFogQsX7KLNrYHG9btw9q1u7BK9ks9ROJ5aojAdxjWrkqhjaeabXi629+4Jguf/cQ8/O1f/RoLXs9nXj7WrM7E6tWy6V1YtnwXli/bT9tKZ13pWLMilVD7icb21q4UKCP7de3ydA9sU8csNx2skd5X7cPqdey/DTuxcuMOLFoXh7fWb8Pqncn43m+X4A/+5yfwm19uxN6lh5D80lHEfeoo5v/HLMz/91nY97EiHPwJJ6Q3SvDmd3bhn97zE7z58nbyu9/oZ82qRMok++NYXLLbjs31qdhEyIYnhh3r0cDaVanYsDYbq5enEVZHq1dk4dXfJOJ9f/5DfOdrq7BpXQF5z2S/pHnQfjbPpz6NH9jHY+mH6dTDmmWsezn7cBxE6vdwyG41HlYSqwM8S78emL+WfWnaJ9ay3HrK8/l//iX+5R9+ifi3DmHvgpNY+8MsLPt8Cua9dyde/6MEJHwiB4d+ewaZbxzGTz72K3zxn76FxW9uxLp1iViyfAeWraD/WkOfv3ovt9T/2gSD5eu2YyltYunafVimOWGV42l8+P32WJDNBeSKADtuZD/bEbclEy/9aic+/DcL8ZufZGPdqmP0aZlYxXll7dpU4+ci+bNwmHYj8DsaKifI7qaOjetTMP/NBPzzR3+I737lLWzjojPr1SNI++YJbPqLHCz6t/sQ91d5OPTtMhS8XoS1LyRQxi/jS9+ch3n0J4s3Z2PZetrX6iRsXpaIOPqHzZRjjSdLNGDtkzK7uWVZEBofq6mHlcuo/8W7uKUPog1sXJdBHWRi2RI9bnqIxyfxpc8txGc++TssfGMv1q/OoH5TsGKJ2mBdPEdzsm1TW/qalXsJbgNj3PEk+3EInU/GgvOxY2Ed69pE/uM4XySw3Y3rk7GQ/CzekI0v/mAJ3vf+b+H1X23EvreykfXrE0j8zFFs+tMcbPrDfOz54Gnk/YSL5jfz8foPVuH5T/0M3/n+61i6dDfnHPl3jotllMX4tBT6lmT2C+ekpeor6/MmguQPt51ICPbVOGCfam20kuWXU8YNG3KxiHJ9/uMb8K0vcJ236CA2b0jDimU7vHPYR073oyC7cHqZLqhP+tw1y+hHl+dxPwcrVmZg2eoU418Wb2Dwuyke8zdtxbJtO/DqwnX4xw9+FR9/3w+w4Ou7kfiTUuz8dDH1chLbfu8sdv/380j4h0IkfI2+4Jtp+NZ75uHjf/gD/Ogzi7DytRRsWp5JP5JEG+QaaRnbpx04n2r6h75uxZrdWLZuB5au384t5z6mR7KfcITb32g4HyidcX9ZFqE5Jz2YLp1yblm3sgBf+uwSfPaf38KqxUewYnG2mZ/Wc822kmN+FeeWVRqLps4wXUdAJLsJBcc76woZ84F5ivmmHquztVyf6bfoV3OuW7lE82A2tmw8hu9/Zy3HwZt49SXOW6sPs07KZcZ3NCAdhfb3lEEfJKznmmot1x+au9etsfPm2pXs+xW5WPJWFr7yL0vx0Q/8lrZ5iHN/HpYs3E39yE+wP1ZpbCdRF5yXl2ltuZP+bg/zVCaeMRRjgVUJDLILcOtGDQb6FHCFxl8RoZgsWsT6zFeCGDyPMMYbGuhB34jemc3gueY4Mq7sx73hStSPPEThlRNIyT2An/3yJ3jf+96Db3zvG3jvR/4aiQf3sHQDDtflIuVOIp7rRjOahmtZQTEKbh3F5fZK1LBA0/AT3G26ja27N2D+klex+0Ac5q96A2dvlOBi41XkXz+B6213GDy3oJ11dKGFvHXP4ce2pQw/Pz4lhaGjrQ81Va2oq2lFy5NutDX34nFjN+prutBY14uG+m7cr36Mhw1teNzaa952eOdGM9YtOIAP/P7X8f7/x/fws/8Rh3UfLMCeD5/EgQ+dwe6/K8S2vzmBzR87iA1fS8Jvnl+K9/33T+IrX/gFjhZcYDt9eNTQh8b6sVHPtsdDHVFL3uoedaGWqHvUjYbGXnPuo7o+NNXa7SMeN7BsQz3lYrv1tZ2outeOXVs5UF7eitqrHXhyvR+XUhqR9P2L2Po3JUj71B1ceL0VTWk851QvdizMwJKXNqH6djvaW8gf26lr6EF9YwfbbEHjo2aDhsZWNDR0ob6BPApsP5pooEyR0Kit8uu6UUM96rcbq+/3Ize1Fq/8OhNFp2soez8eVHXiwcN2VNeyr9gfrl/GQ6P0NBGMviaGX7+R8OhRH2rrenCm6Apee2UFUrbno/NOP+qP9aBo6X0kf6cMuz5fiJTvXMC5VdVoP9WNR8UtWPHiBuzakIL6B53Uby+qa8j7I/Z/I4/rO6mTScoxGUTgOxJk3w3cWr3YfaWbNKK5qQ/b445j3stpuFDeh4cP+g3fVbXSTytq6trZZz14zD5panT19rJeytzYxa3QY+zb2LmDjqcJtVNf04HamjbaeqdBdV0rHtS24BH9xaFjF/HjHy9C0eHb6Lvbj67TfTg/vxG7PliGhPcV4uT3b6Jqcwu6i/twOuECXvjaClSUVKPlMevlmG2iTI8pf0N9F6oethrIz9i0nknAjvOogHqSP6muajNv16ypaTHfCTxXWo/XX0kwd8geNfSbMdXIvrdw9qS+eUJw/FMf6rdGo2/a3wSI1O+hUBvyMT2oIwI2rLyArlUP+435j2nvddUdeHCrBesXc6Kfn4Tmyn60Xx1ARXINkn53Bus+nYYdnzqM0tfuoC23Ez3n+5C4JBXLXl6H8qJKND1mnS30q/Rv1WxL21rOBXWPOol21DZ1oLqpG9Vsq4Y2WW/6YGKE++5IUJ+o78aCHUM9qKpqpp304NSx+1i54AxOHGpHFX1dDX1aVXWX8W0PqT+NnXBfFgmR+A2F1UM00Nrah8tXavGrF1dj+9ajaLrShb6yftze8ARpnz6L+L/MR8GXL+HBmsfoPN6FeydqsfzNbdiXUozLD3pxh33+kGNHfLXW9KGjmn6E2wb6vPD+nCoCNho2xwjGj9P+1Lf1nGvcOJB/qiMfD+5rHPXj/r0BbN6Yj62b83H7RqvxhUI961D5BvZFXW0X+5/9QvvS2JGfrqc/kH8w8PEUhMfDBBg1xsOgcfOEY+XJnWY8ut+COh7frurDTZ67Pa0U897ajYtnqtB1tQ+dBf2oXNCI9E+UIuGvjiHrcxdQFf8E3dd6UZh1AQvf2o6ktJO4xbqkY/kJ9c3jJrZBf/dIawXKatMls+beiRFuO5EQ6KtxwTFRwzWPfMPDDh734UpFK7ZvvIKknfdwgzao/q+ubjF8q/8i6d5CdhFJL1OF82P9lJk+ln1Vw7VcdVMrHjY/xv2WBtxrqcXj3g5cvXcH3/7WT/DXf/AhvPDZt7D7Z4cQ/3wuNr4nE6v/cxo2/rdsrPjLPVj5fAI2/WQPfvrPr+ID/+XT+OpHfoScxJNo47jRr8PU17bRVjuMzPLfj4wP51z7iHbw6AlqHjeh+skjbp+QH+aF2U4k+G0vMqQrrkPq2wiuGSm782cNDe1EC9eOzOPccv9OLzavP8ggOgt3b/Xi4X363jrx2IZazr+1teKd5/PcyPoORSS7CYHGoHyl0a1Pz4ZHphubsPpyaxGN45qHHPP0P/V1/UhJLsX6tYdx8kQNfYB0yTqMzKP5eVtQ2+KPPiNSv79tqM8Js54yfof6Z9xg/BjzH1GW6nt9SN57CQvmHcDVS7SBmn7c5djWurqR6676Ova/5g5TVy+aeK6Zh2lPDdRTPddvDVy7PX7Ug65O+5WISHGXgeIyH6JGqkt3nvsIBdEjelOXfnTqMc7VFSGrIgmV7RfwhLFv+0gznvQ9QuahDMxfOh+peWmYt3oejl04ijvdN5FxMwVHHuXjOb0IrHWkCZcfVeDo7ZMoajiHW3330cpq9aPQ1R33cL/pBmpa7+Jm43Xc736Ik3eKcfj6KdzurUL9YCO6GMH3jnSif1hvNp2rLwwTD8G3uFmegkoKV6LpbI/M8/lKE3Gr75fpRTT23b+W+jpGcDilEJ/6i6/jj/6vH8bXf/91rPrEATqzFOz/ci52fDYL2z6bifhvJWP9j7bhxS+9hA/95T/jm1/9EUrPXvJqmR6JZbEpiGXx5hMj7MCS974vQ6l78zH/tysw2MZEGtmFtHuI1x2ADxVh1ycvIPMnl3Epvho9V4CchBNY9dYWOt9gpa7tCM0EadzMKZDqGwthNMJOKTvdjMVv5KDyqr78SPlZbkKe5wA9qH6C115dhqwDh83xwEOgZON9JHz1CDZ+Jh/xXzqGtBcKcSejFr23+rFu3mYkJ+RYR6HyFNKZ8dOW1Y25SKRHH5cvzaGDDpaZlF1FomgLqvpcndpqgIkx0oVzlXjhpwtw58IjM3b6KoZQvPAe4v7pJBI+dALpXzmFk6+WofVoJ84fuI7Xf7ASDVykOtJjTO5tnXOBxI97YZBIuqh60GVeGlJw+LyXOhZJkJkTxq+GcckV5BjYvuEA4pbvNy8L43yJ+0ebsOuFXKz9lwPY9aXDSPzWYZSsvYzeS0PIizuMbSt3ovo+dRmswsCp3FUtOGmjLnF45WEIH0fnSqqxdtkplJ/pMd9jE7ni7sVVc5HqGlvw8uvrkJvNeVB8VwO3dzxG4r8cx6b3ZSHxMwXI/vExXN9zC9XFtVj82hpkHywH426zFuonZK+Bg1ETX5RIdYYjAjm9+It0duqlR7nYueMwWlvcqiGU5sT4Zx/2d9l1jbpSSD1Ujjfn70LV9TYzfnqLR1D2+h0kfuIEdn3oOBKfP4Ejr5Wg/XwXLp+8jfXrEnGisAId3aM7SD/zp3fEOPLb72ySmlV3u+Zrqnqxb/tVpCfeYwDkTZp+UsHxMINkxi8b0a8JaMnfbwYJ0NL9BCtWLMc//OWH8Nn3fBFvfG4pNn9lD3Z9LhOL/8c2LP/TBGz+zF5s/P42LP7uMvzgYz/Cp9/7Wfzuh6/gQhHH2oR8q4Bt2f1M5AyLGpH0veId8YewbXOG+R6unwnNUTM2btSOH+ORz5j0PqHc3HLEbTuKq1efWN80h8nEO2MRZdL7TfJzb2LhG7tQ+7DdywiSf51giMd6l4vpEz/x2LTlbUOgcwxmMGaU39HQJsP6VRb9xnkvY9xbT67g0OVsFN0/gYc9dxj56h1ePWjqasL9xw9Q21WHK/VXcbf7Ls5UFyL1ciqu6YVhGhS9/FR11+LMwzLk3TyBwrpyPBiuZfDMoJgN6LvMXfSa93vuorCqFLlXj6Ko9iKqhh+jeVgM6LXt+rkjBaXBwHnukHihhkzvOYQtg9zGJXmkY/fGOJugvtc76bpYSwuDr24aCmXuHcGTuhaUFpzDxt/uxMYf7cXpredw/3gVas7U4cHJGtw/VYMHpdW4U34LFcXlKDx6ggueUjQ/toHcROSxOC4klV7FLijAD7g7fyFDelMey3BVpVfMi7JS8/DKL99Ar/c20KrSJ0j+XRm2fuEsUn98HSeW3cGtnMdouz6AxC0pWL5wjXkRl8jZpbauqwKkBAe272dlugiQP9FrSyZok6yudRFEv/M8/7UkVFbWMs32lzsl2uTYGQ9+GpXPf9qKt/t1jzDvzaXIzz7GI1Iz8DC3A8m/LsK2r+cj7VdlKF5/G42nOzBYNYT18zcidU+2LUvqY0X6UQH9OISWRqp3tsnI5EEON6ifIKUkH8eSxamoqw1qRKPN6dCdE3KS6SHl2zImU/khZaZPqtm8QVe/+cU/81Z6dSzpfMlF/OIHL+PeZfsWd9QDV/fUY/c3z2DvN87gyCtluLTlMvoZVJ/PrMBvv/Ma6h/Y4EzUP0hnrrfoeEzb31HUT+pN9hNdUj87crtV9zvw6u824FBeqZdiyxmwcwyUZvRlPY+pxyFKJD14Wg6lsHb004KDXMkM9Q1g15Y92LFmrw3O6N6aLnQib+UZbP1+KhIZmB2ZfwEVe+9h8A5QsC8fcWvj8PCB/Tk7+TUXl7mZwzbja9DX7mTInTkh+C+kf33QGOKGZP+Xnb1tHjktLWw1L3IRKcc3KqJMhsNJI2gXQYhqG5vw6oLVSEk7ZRZq6vDHJzqR9atSbHv+IHJ/WYzC5efw8FA16i9WYfGri1CQX2xeFGZ0QwHNAtVMQGzLGF1461NHgCJkut0g0T9QMcGff7Gkly9t2ZKKuLh0NDd7yiEZ3WpLuN95tkf+fnKfYNm3i8kR1wPD9ENUgpvLpY6krEIsWLgVdXeemEEwchO4FVeHnB+XIe3bZTj+6jUUrb+IzqtduFF6B/Hb9uNkYRk69dY+1cOJV3XqJ/n0kz5ab2jtIZo8b6JwqUZjsh83HgRRTXUHdseXI2XfVQbPXV6q+t4r43b88FGk7KlB/zViw2F/jnFYT3dyTa5fwOkbasODB7dQePwUTuedwqVjFbh75j7uZD/Azu+m4dBLZ/DgYDXul97HtTPXcO54OUqPl+Dm5WvoaKUuzWvVpWFp2nk2Bx1Lf4pWZa/6GTb9rq/4m5hCZZoEqBADHrgx4Ugv4doep68+pAYuCjpS4Gx/GcKSrW/8jys1NnwUdujIX9qtZRzphlRm9mls2ZrDdWZDILj3nzNdRJPEv9majzrT+hxD3OgFX3k5l/DWG5tRX8uFZ4BUSmtJ3TD1kkQ8xwxvVeFVY8gdR0JgRyf6ES1i3VISGR3iumpgRFGrfsqyC4/66lHBePbU9RM4ef0YarqrOMI6zTei++kJuzju6oYbUF5/DtkVuThx/xRq+XluQIsLVtrJQXS97SEK7hYi++YRnKovRkXLZdxqr8Sttmu43HQex+8eRdbVgzhefRY3e2vxmANLv66qn8MwVxoEwyOP/db01Em8OIfg4KYHayy2jI/ncPZ17BWTsQwxehlCI/f1ek9myAd5dO34TeRuOoL7Zfr95nBSRa5dP01uWE8EXR2UwgV9AuGzv5DZcALxJjDZgChuazz++k/eg6XzluPkoVO4XVyDLC5aln4pB4kvnUfJnoe4cbwOF09exau/eQ0f/OAHsHTlCty8d9uIr1oEDScrjUfONgQm+1mZLiISM2R/dukhXWkCoJ2z24tP1WP+64m4fsMFz3b460KD5Tqan1BeJ4JdDEsvwa3SZS0Vt27is1/6Cj73/Jexf9cBXDx8BTfzHiH59dNY9600ZL9VhhvpDagrakLlyUp85VNfxoc/8BFs37EHdx7SGQxyAUNJe8ylLvfzZNH6jJYlEpw8Zp//LQf22FFKylEsWbIftbXB8WG+CkJnZ3+8X2eRAifqn3pIFugWArTrQL7IHUwd+iiU7eECsHdIv6FOThg8j3jBc8nxs/jAe/8RP/veL3E49zBunLuJE7suYuvPDiPh5/SnG8+jMv0yakoeID0uFR9//8fxy5/+AnmHctHS+pg+eBCD+j1UQhci7W+jut+sngycPiNxPwXwn4ObXBU8v/byJuTnlZljk8euNqC6DJTGGgy8PJXj/6hAH7/EAfIXI+k3OQcGejCoixLdPVgwbz4+9vcfx+Yl21B0sBhXC27jWFwJtvw8Cbt+dQjnd903P/P2gPpZ+Js38I9//w949bVXcba8HO1a7LNON2NQJO+/jggnuBHU8hi1D+sMwjZh4fUxOdMlMVF52W2sWpKD8rMt5q25Iv1YkGYB9Vd0P2rdaWJysJd0/bDBVXVDPb76vR/jY89/FStXb2LwX477ZxqQuagUy76ciKw3z+Bq0i08PHUXF4+cxne/+CV8+V++gvTUPLS395rpV79/a54oG+YCX0EBa/dzO52PdBqER96uTdXHLjwlp/0ZHR3TZmT/3OqXArbFJyM+IRlPnnDN4JHWXlaPPFv8B/pL3sbBpfk/ru1oQXOg7mp28n+P+f1fhUr6CaPMg6fwlS9/F6++8DJStu7HvZN3cSu1Grt+mod1X8nAqTXXcSn1OqrP3UfarmR87rNfwNe+/k2kZaTjUVMjfRnXIxyHeipRfq63j+NSPtR8Jqunt29v40HWaCHpGTzXtGPPjhKkJV2BHiUXab6x7U5Efj6n+3GeRjbsVlQE54RgsGt/Pla/Qx2JBhoGkLwsF2WJ18xF9sik/lckKkehOlU329aa0Dl016Zpx5UTj/ofHWiMmDlDLlRwzTNN+SIFzDvijzB4TkeXho6XJ2jsC+44OnZibTKUgi0I/o/hn3ABozSYlXMCW7dloPJ6feBJC/850/84TqYP19f2N6Q16t26w2b0U/36neeFCzajocEalP1pTfv8rXyUfqJKNxUNaeNHOIWkuULqtUiIVMFUSNJovNMXcS3ZN9zDPfm7Psa+najrrMOFBxdRcPEIiu+cxeXGy6jsuIG7Pfdxs/0OztaUI+dSHvKvHcX1lttoYdz33EAPO4C9J/0+ZoWX2+/iSHURMm/mIetmDoPpPBTcyUXu9Qzk3zmEM40lqOy7jwbzWLd+bJoi6mSNcW0pq5vs5w455YhJOQMHx7TglKUREEY63QdrNB1EK+WkZWmGUUeoSm6Lcs5j37ocVJRc58C2P/g+YK5idHPbzmM9rtnO5nQu2zTPTkdnQMjk7eM9XDwaPm29gQIOJBl7PwNnF0Tv2b0Xf/ZHf45/+tt/xhu/XIC0bYex+sVk/OQT67H852lIXHsE+7dmI25jPH7x8x/jL977x/inT30YxRdKTA+qN+1Ub51QsCHCdS+T/GxMFxGJGcHFpe6zyvn7g+f9z0zwrK5T3167fxuf/+ZX8J9+7/fwhU9/EesXbEPK2gIs/UECXvz0Smz8RQryNpzBwfhD2LthFz75kX/Gf/yP/x4/+PGPce7yVXRx8aKLKfqKRc9wF+uNpryR5QmHc9Jmn/+djDp2lJJyBEsZPNf5g2ejHbOU41ZnkVxF5p96yI1p7bPXAvkidzB1qFUu0znq9YN8tCU9xqBZ26yOR3Dl7Hl87J8+ij/6kz/Gj3/5U2yNT8DqRTvx629uwq+/ug47l6QgMyEVKQl7sHz+InziIx/Bn//5n2Lh4vmora9mG6yOk1f/IFvRosW0yOUd06yFTgSVn7wuJgT/WUhHSmHw/JDB8yvrkH+oxBwr2TyFI7Ab7KJHGvKCIy/dnq5/04c+fokDxHbMoZc0pAW7flNEnPT3YdXyVfjzP/wLfPoDz2Ppr1cjaXUm4l7bh999cTkWfDsOqSuOI3PLIaRsS8aPvvEt/PEf/h4++emPYk9SIp7od21IsizrwtSYFpKsf4QYpn/Rb5Vo9cfcqH7YeUGw9gCs/G5siGzwnIvyYn/wLE1Yjxzdj7XPtwPLqw+0bVEdA6zv/vyn+JP3vAcf+cQnsejNpUimH1v1mwP4zoffxOpf7kLOlgJkxSVh34a1+N4XP4M//a//DYtfX4I2BqIj7Pc+rvCGqYuhkQ5CgYXajM5HOg3CI2/Xpuoju7djVU+MmOCZmYHgmSp6e8Gz6nJwaf6Pazs6UPtan/RyTdM90oaW/lb0GD8EnD9/CV//ytfxd3/+Z/jhF76K/av2InN9AX73+VX47vvfxJ75R5C97RAydhzA/Jdfxvv/9m/w/vf/HdasXY37D++zfn7YiHyDLiz0D/TRLyiQZl8FguiJPm/f3saD/UQIng+EB8+uxHjk53O6H7dQIhTMuqhST1QY0KA07zBtxNxypQwKXGhsWsapn5vrO7F15QEc3F+ErkaOscDUqDKaU+QR9Bi2LqLbFZtpTwarXQ1LAx3btgy8dSJTowRr96Hzh8BjQh+RDZ4PmZfNBYNne/YQT3JPeVhEw05Uh207SMEWBP/H8sxUZZH0FZlg8NzwDgmez2PhfAbP9f7g2V4AlY+SHqQzQ9r4MSbJnjzbY12joY6zNjddkix65lLBch+9XD/l1JHS+ob70drXjqrWGlytr8SRq8dw8HIejt87gaMPjuPQrcPIv34UhQ9KcaP5Hhr79Z6vHjxn4gryqLvHCuvq+b+y9wGKH5/H8eoTOP7wME5WFaCw7gTOt5zHraF7qEUzHtPRtvJEfa1F6wYjq/qAsrrJfu6QeBFz8iBaaDjo2K8owRNiXK3LsOR0WF4jRX0of6sqOdBP5VZg+4Z8lJbfNtdx9QiAvkPexg7vZME+FpIDM0G3zlHz3FWL04W419JE9+jEYUAS7fhB0iPbnV096NNjqKQHD6qRnJiB/TtTkZ2Yh5zEo1j80k688K1N2Lw8Dwd2FiBxTyr27t2JpLSd2J+xA9mHU/G4/bEZONZHWyM1fWPA1tWemhB46HiNBkLIJbI9+Xnj1NioJgrxwnkaxScbMH9eMq5ft4/XOrbEsTv9acE54QAog8xLvdjc24EjxccRt2sb9u7ejdyUPKRywbLkl1vw6rfWIP6tdOTvOoncfbnISUlDRnoyklP2obCkEC2dHbQF+wWN9qEWdA91RWx/piGZ/PsOOnaUmnwUyxcnob5GSrRp9s6z59CVFg6jQTeOua9CsjnB5E+fVFUnNdHCXtSlsD7d4ZJB6ccXOX5aHjUiv+Ag4hMTEJ8aj/15qdi2Jx0v/GojvvvNhUjYcgD5B3ORmZGIxKSd2Ju4A0mpSbh0uQJdPfIH9ChDGrnWDnWsCWmQcGLOPvSx3kRUVdWK115difz8M+ZYuRpfBuTX6JNl9VihfbxQemM5VRYlUlVuzEonhpTo17fXnjaDZoE+iFs3byEn/SDSdmfh0P5jyN9zAgkLD+AXX1qIeT/aiKwdJ+nz8pGTnInM1P1ITk7AoYJ03Lx7Hd1a7LMu26ZqlZ0pOu20GKHz14VQXVBhtmMhKuC/AMiEH7a/1f9WP+WlCp4PMnjm1O493ii/NsDC4t3U9xShvguHqL2nEwWnjyExPQl7U/Zif3Ii9u3NxLK39uEbz8/D+oX7UZBxEpn7EpGXvAPHcxKRvmcXKs6ew2AXF0H9fQzIODoZ9A1wltXzNa72aCBAETL9h2pR20EGHFrQy2ZCgue4FMTHpzJ4lt1YMrEJCwjaV1kLO7rs1p8+M7BW1MNRy4XhyGO0DbWij2sUBWUtj1tw+vhRrgs24WDqXuTs4/yyIx/zOfd8/7Pzkb79DPJSCpCeuA8ZSXuQlZaEowWHcPv2LcpNv03jHWBHDHEyM22xTl00GKDfFMJ5mQ04HyKI9Nj2nu1lDJ6vor7WBc8aPZ6VhlcQRuHZ00VgRwzK3WiIa60oaF9pWhjQZvq57dfWS65p6sSq9fuRknYGrU+YokRC16pkY4Pqe1burWCD7fnbcvDONVA+yznWpg9ZnXyrnScMzEdBmQ3iVEq/G7wjIRMbN+w3vyksMmsBlhka0ZMnkiT642Q88pdzvMtHi2zwfApbt2ajsvKR+Q60SNlzEYZ3bnUxSxfubd/aNP2zwfMFBs9bfMGz+ltrAxtl6DqO6gmSDmhs40IGJQsU/IbmoHSVmz5pFOvmkUJnffr50bFZvVCWPs7dbYOdaOxrwtWmSpTUlOJM9RkU3DuKI3ePmZ9vrut/xOhNj3FzlhlR8EweGXijh06snR3XykqbuCCoG36MB0MPcafvOh703kTDUBUejTQyrwWNDLAfsYwWkj2UTXGg6nGyzt3geSwlCU6JDirvlDwaxqlKRhXVOsoXPJ/IvYJtmwpQfO62+ep5GzMfE83cbycYrppFnWlW56gO1ugctXUE/o/SlOf/uDR/eXEtV6R7znJAkkGppHARmCw31W+e/9cgoLviIrGtrQPdHb3o5aKku60XBVnnsWZ5Lk4cv4e6ui50dHWhq6sZbd21aOup58KyFZ39HejjAtX2sIaeWbKZI9OP6ifXLilUFifDWPKFf/wy+wXyKhexgHQj+bUk0GJKnR288+x/bFulbH8F644Wwvn1f5Tml08acDzbIz3mJjtxTxJ0D/Wgo68d3b2d1E8v6u62Im9/EfZtOIwrp+6ip7kXXY/b8bixFt3dLXTaXeju60LPAF0Fddw91I7e4XbW6R7b9vM6XYTKEinNHtk8I5/52DRHqVyELV+yl8Gz7MeSDci0INZCTFZGcg2bf5pkpWNdxdK+bI4bn0lMl8Sn7jwrgO6mw9Nj1bqKby4rc3YcGdJ3BbvR3teKx72NaO5twY2aBuxLKsKWzbm4daMaPdRbc0cNmtqq0Nn7BN39rI0B+ID5vnOvuWOlvnB3oAdYp+2vtwuJH/5RmvL8H5fmL+/SBI1jfVPeRmJV1Y/x2mtLkX/4pDnWGLe6EeRDZLv6Xl4r0UboXFt/NMny6CMdOBdgMmyCLlD2Mag19s793m6Oj+Yu9DX3ofdJL+5drMOO1TlISihAN4+7u3rQ1ky9dDYxGGumXlqpE93RdP0i6L9sMyx4dnefPXmjA35o76EvuQzC+Tf7/JfuPN/CqqVZKD/b7LvzbB5U4/9gIDB96ONsZPKw/IZCtj5A/XT1dRCdRBvnlmbUNDbj5JnbWLRgH04eu0x5qJ8OytVehcHeegz0tGOgnbbWzTHCcTg03I3eocf0cy2sV74iuACcOqyc1rACxhVCwXKSR+N3kDajd8DwmJmhj20nIT4hKfTOs3fHxvQO+8L2lbYOksPfj/q4dh1cuj7aD0/TJ1KaPra8LjEPsN86R56gjWs/fSFPOb3s395Orlfoj3p7GtHJ/u940oTmhm6kHyg2FziqOQ/1dHNuan/MMfSE53DF095svjIh6h/kODQvR1F7XPJwPurt19dS1Gc2bXw4PqMB9adGBfVEie2qBaiu1p3nYqQlVXh3ntWmHo+2OrGc+CnULkbzPH2Yf1pCuXWipjd/AM08XUTrJXpY1s2AD590YvnmvUjMOIknLSwsFllW05VuJstKNbMIql49QBO0O2pLdQvad1BB1UOy/eg+2g9P0ydSmj7+8lqH6CKrXY+oejuPyPY6mC890G9TwB3bU7Fx4x50eRcFbeivn8btIpyeIo2XqcMK7KAOCMLZhWQxwTO3pg9JNng+jq3b0sMe244m/H0Z/lGa8vwfl+Yvr33Lv7b2zrP6UhcuJJ/NsMFzeYQ7z5p7VJ5ra41l0wGmJiK0v6YO9Ww0SBLpGVTdQmLwzPVAP3nWzQlzIY/t6E0P+n7zk+EW1A7V4+HgQ9ztv4cHg9VopE/kypvnDhKqZ4jBcz+7aECR9xBPHKDJ6sHifkJ3STmhcSHUQ/Rx36bo2mQPA0E6S5bVuDJ9pe/+CZTVTe5zi6SE8ZSqPFfGIVI5weYbObUrj6VBrc7g/vG8CmzdfIjB8y32o/qzj32m97rp4W06A37kuo0nk5PSaOOOXghhHXY4ZMzheS5N29A0aVLQvm2AbYnRACSDzEWmRI0OUaNDeo5Ai0Gj0QDpJTSbthTgzNmHXJx4iaafqP1hvbpWCwXWZXRuc+QG7eBznlepIg1HOT2/HE6GseTzpwl+mSWfH25mUZ6cstDBvhCfdLTkv/hMFea/uQPXb3mPyiqdcg+a/tJ5qjtaCOfXD6X55dOEYQMVu9VxN/my382QvWiBY526pcHeEZzKP489W/JQed7//Xrp3M6wxiHSO2qh0tZFPfe3+dr08zpdhMoSKc06Wptn5QumWX5HkJqai+VL4wOPzlk71UQqHWqrgebZtIHO02JU+W3evuqTsQqyP2cX04MuYehxHxM460qMGUY0er25qI88sa8lj0a8eGx41Irc9HPI2HsGLY/c3SZN9nr4u4OntXIMdXDs0AbNo/R63LSHbqGT/riNOtOLYdRfbxfqe9fvDuH68Kf5y2tfsIGA0sSXKBg8nzDHbvK0cAG07LeZUACtdOcHnE1OH5Y351ucHTgoTe12UTHkpkMAAP/0SURBVFdthJ6nUt/LSSvfGz9UW82dRuxNyEN2epF1iUo2Dl32o/K2/sFByuVdVrf/VVj5slEFz+wf2oUtLz/u+nC6kD5kEw5OR9JZ0L+pr9V2+bkr5vdOy0vq0SN2KPkgy2jWkZ8L1e904edlcrD8+mHnKfkB8TqkpzlYt4jLEly40oglK5JQfuGmSbP9rj73fAO7e4QF9VK4js5mM540rlSvbTOc56lAehZ/ziZkx9KzhQ1B1A9WHm0HzaPjkkt3N+SzeSaLb0vYi/jtuxjQPGGK9U9arNrgQW+ksOM/qG8Hfz9G0qFLd/oIT3PnhKcJtrx0oN897R7RLRHJwpmGLA72cTaXMoY5jrmoHB5uMnwrIMjNO49169LNz11akqRufHGd08exN8S6dHdwxPp6bQfo6waHJZfjazLw8ztdaM7X3GouhYpZVNe2YM+uE0hLLkV9g75WpzY1V9r+D+rf+qCgTdj0yDxPBZrvfHO9/I6bxvymp6HAdGUFe8YWqW5px4ot25GYWYAnbUol6QkmMz/ZS/HuE1xXSMcspwpVt1e/SdPCzvhF+XLxqD706yM8TYiUJrjy2tcY0XiVbehCij6aR2R/7SZfwvZyft2xI5nB824Gz9a+bB12LrVf03B1qv7oIFTHspMg/GPTznPyBeoj+z/rYAG2xu9F5c2H5gKaOtL6CvEZDYT3pR9KU16kNH957Wvsiy9dYNVauYX7dp2lPMmj6155eWewcOE6NDTKd0kana8nzDRGOM49fxc0Vj+cQfmhcn6ok8Kh9OiRYhTzJBphLnVyK2gEuBtUuiet4LqL8uuJYW272W+KlBRYd9B39XCuV289Z7wgHaOqU0jXwRNbWVxBsq5Emg4eptMbtA5PFcvt6F3TXObx4wWQcrBaSHKwz83gWSSeIilJ6eF5TqnhSg9CbxY3RWkfZu3k7R/Lv4CtW3JRcu42JyMzZbDP3PJF3zRRT9NgnWM0j2bKGDX5RoLOHCvNn2f3NQjklIK3w8mvlORg+Lft6TG33uFm9Aw/oVE8Qd8gFyH9LRjot4v9krLr2BiXj8Kyh+gaFJ/60C440Q4Ot3OC5YSiKgWfyt0V3uDgsX0aWc7x5IsElyceJaeT1Tk3mycHrME9BA14LiDJY/GZ+wyeE3zBsxwGZfGctXUw0cBovYRidJoWX/aRV7cVb3ockUN3WC860Hij5XCROcAx28cV2fEjZUjYkolL528ZeQbM62qtgxzgeNWdTZHGY7+u9ktfxiakh0h8TwWTl8/lWfmsrEqzelPwnMXgeav57UBLcu6tzJEO5dilc01mctSCzlPQrCuiggIJO+laSNbwiXAqUN/1sA8Z0Oqt2JoR9dhNALRxBtQqMzAifvvQUPUYuXuKkbX9NJqr9I4DlhtgPwyzniEGzxpnDJItv+oHBcu2X4xdcmEwTPj7cHKYnD6Caf487cs25NntYskGNwqe9XNpDJ7zXfBsr9daaGGmKUmLCXfnWenyGdbf2H6cPsycFNC/07OgY+lbPlCXgFt49AQdA/Xo6K+nXnRRg+canzWEB7erkBCXgQPJx9HN04w718Um6maIgYKCYi049Z1C5bFRCyOVvQhoeVKblgfLW/j4mCqkC+lfvkm24XTk7MT6t2EzNvoZPF9i8JyI8tJaL3jWkkCXb+UD3YIoUjtThd9uJkZwzPtsnNBi2fCqpy+GWG6kH61d/ThTch8Llu1H2aUbEgZ9DMQGpReea+ZMdTl9+jB1aV5CxUm4s68Z3f3yA5H4nRrs+HRzjNO3hS0j+aQL6amDfLRw7No3wkgDMhkbPO9m8LydwbPesq8xoXWXFt4W9oK3IF05+PUuhOswkg4mm+agPK73hnVBnLrgXDHEodTbwZErEyerw330fwP62R317SCaO/pwIP00Vq9PQ/1j8aFUysN5anCQC1I97TRAPevCEvtJFwJ7BhiYD6lflEZ5mTbAsRYqz3gYT4a3B2d7ggZ1TZ2C52MMnosZPOvXT9SWCySc7gXxLjib0HykspH4ffuQHWhtqOW8/KlxOOpct8YyfkhptH+u5ey6XTdktPC3gVtdcztWb0pASkY+WlvFp85hjvnqk0py/iHPWt/rLLVlz2TlqlttaG1qnJ7S7Xmy58nb1ni6cnl2nWrsn23ZJzAkt/pBdq9+VvA8xOA5xbvzrM4ga4YnBc/0IyPiS8fahrc1dQR1Lj2HwvpkOz7tek1zphyS7bGsg4cZPO9m8HzfLBXEsZ1Xg7qeOvx9+3b1EX6u1mKWL91kGsJj7ju71+Cn9ilWXt4pBs+rfcGzztc8/8Rsrb/znIXpBz+srwvCszWeOTGiSDJvNm/MmqTVip4+0fegFTLbsFn3n+W1+X+4n/6J+YM85om62NTLtbieHdaTOc+BCznj3LzT9Y3cLlNJPyclttRPQXu5MOqlcTLQNi99oFBaFmnQalE/ou96cTIzXM3p4HkiClecIEWHQwZAV2XeRMhBz6RBJemI+0cKyhk8Z5sXuChdTsF814TQIwLuZQ3a0zJMH7tQlRObPuzVO29hKacp3ejutuA5xSEaRv+gXrBieZEj7R3pQvcgJ7l+TqL9clzA6aKrWLvlIE6XPsSTDi2Q6eA4wQ71ceAowOZEaZoS1DVsSiQ3aBfUlhe77xbkkfl++3ANe7L6oDy7eJdTkMPTBSAGz6erMf+NPbh+0/4MjdOFnXp0nuNxuvDzOTkE+yoI6UcDd4CGJSc8qIWiHunlmOvmmDxccBZbtqTh3Hl7d6aPeX2DXMDpyj5Xl+YCj2xQaz3ujug7ZnQGkjwy31PBaFkiQfL49x10bPXG4DnlEJYv2YX6Wuu4xacWW24BY3VOgQIXgnSefJgWMXYhY+xBcgs835SfNrhMoSMd1O82mPHEP/0eqt64zWwliRM90i0Pqs5+VNWGvF1lyI4rRPNdBm4DHBX0obbnNT64yOQqdYB1amvGoh75pE/VY8b+/pldiEMz0glxKsn0wrDw7zxbGQy08BFY1i4mNCnzXLkbMxdESw+yN8tfQMeCmX+CNqGxr0ViL+2mnYv+dgZU3UOd5vH4AV38oEOuulePuLhs7E1i8EwRWQPHDWfCvjaWUZBAG/SqNexrXy5U5fhfE6xd5Fpt2v6K5rgSpH/5Jm0JLYAFYxvWv9kLpUOcbyqxamkaykuazE8jiVP5NS2t5eesbiO1MR2E287Y8I95wfheyqI3o1v9iWeWY1pHZz9Ky2qxdEUqThZdN75Paw09kdHPIE+PCbIS8x4LqVMkP9nZ24Zec+E3enqwI9vNMTp2BuHakHzShfTE4MR7lNRYCG1TYtnHthMRn7APT5p1gU9WxJFD47JjiH5B/trU5ek6gGAfhvMWmjcdsC525oheYKo/utT+dlqzngem2GbeoJ31DzWzZD8aW7uxN/Uk1mzMRG0TgzGKI1nN+pDKGuS6Ud9xHuBcI38mv6avtQxyIrJPQ3Hk6BcF9BRPiDwTIZzvqcHO+xYyvJraNuzZeQZpSedRX6cLmiqneUeBhdN9OJQuROJzatB9MP13VqGQS3/c9caHNvI0KmP9j/0Wp840pdH0qBOb1u5BdspxdDyhIzDnswLamtrQ2NPDp/aJNvWBzpQ9+xox+0pXzbrJYu/SWxsf3Z9Tg40iZPuaJwzMRzyq3+2ipbd3BDu2Z9nvPLtrAeTK8DZi7SnodyO1MzWM1rP4kWO1vLnxaec8ta0+s54hK/cYtsYlo/JGje+xbcfjdBGZ36lCtqStvcXnbiJJRklCySl63sESLFywHg0NLniW7PYmiLZ6akh9YKV3PtMh1GdaG3OYJVJTYkMqFEtUlbU0jR3GPPRt2iowHhiiTTJY0C84DMmP9RHaDmq+0pjRTeQOBs8SfkRvgtZNaYXPdnGn9QgPghdftD6V3ahhMmKGIJ39gB614kRhCzNTkwVXGHMyeJ6SvnSCOsMPdYK7AsQ+oKz9umjAVD2JfeRIKbZtzsSF0tu2W5zSBO2bHpbT0FVAGa09N9ow/8Su3561ZdoQI/meXrbOCU5JdljabMng6MSpq1i5IRfHCu+iqZmOgnkjg33o72zDYCcNQ4/qS0ZP/W5sWPcuW5Lzta59JuQcRV6GW+RqgGiCEWNaaBWfbMT8eUm+7zwHu8fV+bQQmEB80EUXQfLoznlvXx96GQDwEF1ckeXmncHGLckoPX/DpOkxlK6BDpbRApNa1bm0uyGqymwZ7A3rh1FZWOVnE5LHv++gY0epycewfHEy6qvFuE3Td791B5B7ph9sBR5MGe04TXrn+fOjALeri1/2hUA0ea4Y+zlY+pnWRUE07TRzkdhu7raM4NHDDhzaeRHZW86i+T6DZ53D8p0s61xpH52yHkvrZ2Ct61CaaPWCEa11BKN7r+2nA7ckYPD8oN172/ZZc6z8gB49fm0A7S0otC/+VUGwwmlDNiAYxhx86lcZbbQs6OUY6KXtaJnQPTiI9h76Lj0hxb87N+uwdVsu9qee4pixp/frSnMfx86A9MW5TRc8OG441ZlKJavKyRr9oY2OlS62ogr+CwF5MOC+ZJR/cxc3ykvvYNWSPPvCMM3XJPGl+WlGeHubCNiKB3M9l4yZoU3oZ98UpKm07nxWXGjCyhUZOHqi0nxlSHOUrvh3DXO9YnwCdUDd6OVosrMB6ld3PWV3zIoaAhQh038ofahl9z06yahYVHnBF4Zl4MkTTzkkje9Af0ivTHsaMCQ9yDGRVzOfa5+sat7QT/Pp6ySdA4+ZzeC5rRf7089g/ZYc1D7q4dhicSrU1Md/5r4L6+jmfNNvb72ZPMnp/JzRvZc+25CVOYjM27bNC8MqUV9r9WODHSuTIXdyBHJZ04X4kRocrE25f66MOLNhtj72iTRvbiS11nUifkUS8vefRfcjdbQ5yVZmSD7arsjsXTb5EO/kAClN9bpbaooRdBHOlowOxIc+bI3/7PzhwbRjGbYvDMuzb9vWdTGSPV/zsJ2Lg3VGD5HJ5vrLOZ5d/8uvmReGbctB5fVGM5+LlD0XYXjnNvjCMPW9Z/f8Z7/zfBEL52/1fedZWdKSZ420L6V5NRJ+K3bGJ5hCkUlZ4YgWqWn5NC3N5NfIluZNPYGhV193QV+s1dNqXfRXPZzzWUDlvPIjPZSS623dlNJXXfVV5ud0lUGPz/SP8CQT5KgzWFgRlAIj+RHBq2ikl2nqC5ayncwpjcGz+X1F3YV+FoJnx5p/f1xyinfQaLDBsxaKuuKqL58rR6Zy5EgZ4sYLnmmkOrDBs678eQ6J/6IC1mX+OXbVnNoV29oqjflyVnbxb7NMMabJbuxAAAqLKrF+cz6KSqvR1cPBwnzzRAJ1bW6rO7kkp6uE5xrHZmSzdz1kV15WVBExkTxqgSkZBDkFJQaD55QIb9vmOSwbVajOtwHHrx+aGMwCy4pAR6zHSNTZQDtX/AcPFWH7rmxcvnbPqLWfwcIgHaBeWmO+qymFSjjpRnrSVgWJiDxPBaxuMpA8/n0HHTuywXMSg+dghmxO7YikV1uBDzoOR3h++P54adqGpTk5+zlLdHEl3McZ0tlNFxXUxgWivfetBb5SgUfVncjdVYE0Bs9P9Ng2SW+2byM8/23l9yA5zZMqalf5GpscnC5/1kEeBPEossHz2mDwzPSAHsmzARM18g20r76TPIKpzLeNlKbteGmE2nX7Bm4Qe2NEZVVkkAUVMHfRX8nHSWfd1JPyRDdv1GDz1iwGzyfRySFlq1V/syITOPdiWK+y1Vzo1S1ZtSvdaRQ6t6djpYu3qIJtjoVA35uWFTzfxarF+Sgv6vS9bZv8scyM8PY2EbARD8a3kTEXPA92cjnvvVijr3sIxafvYfWKNJSfv210o1mkxzw2pwX/iAlM3aJN9Wvs9PdyyU99qXx4+1OFrSwM5F3bkCTvWMGhWdDzQFOlSAvQ+G2pSIjLxJPHGv2WDP+uP7hv2mR6CJQ2FsLLThHmH9s3c4TWe55Rm/fgMW2YDCqQ0tMcWiE+YvB8IKMQG7dk4VGznn6wdma2rEeBs2SSTiSXyMioOrmNKMtsgbyIJQeRfdv2OaTtv4H6Ghc8e3ZkD8ZFxHamCPEksxHUn0wKQMf2RocveObiQBdrTAGSgue4lSk4lFjG4Jm16SRV6iozu5q/pFPVI58d2o714qZ2moICaD3qrREY7JNoIODDyICBOyb4Z8j8VFXCQQbPyRP/zrPyooRgpWHw7QqOf/lkJYifrGy9bTsXlZVNweCZeVGDbSoqcOPRvAWf8OfJMEzwnHMBC99i8Fynr80E9eO2kln7lrTjrDccY5BOiYRokeqSHuR6Be7r6T4Fz7rr3MPAWe/1sl9VJp+a2Dt4Ujuh8kYc5ShK7kDXSIvuPLtb97r+pKHhCaiN8y4O/tEcIH9B79x3NEl4dYQe2xDofii2fvbJ5HJzrEDBcxbOMXjWFXTTLTpFUAHT57p7qDs09mLFjJAq9sPpzoFknA8P5EwtWIx5XjaD52vYuCkfxaVV6ObCxJ6qUpRBj9s5u3AmYE7UjmRU/+jejJXRIVo00UUa5eja2OCIlEA9ccDYn6oafec5wLrIz6h/GynNUaS0KJLEFAYZDOs7mKLOzgEGMsXYvj0DFRW3TZrpE7tn+0YHDn79O3L7/vTwrWi8tEmSX1VOnnBKST6M5Uv3oL5OCwLLsmDv5Fj7039zqv45TET+cv5tpDRHEdIUENo35NpkQbGVuwBlH4LS3ggaarqQtfcyDsSfRZMXPEuOfsphXIFJCSV/n2jffzybpGYd3KRY9bDNPrZ9qMgcizflOaiYNBP0Jl6a2xH5t5HSHI2VNhE80q44ME8KkDlnS2brlbt9uxrb4tKQnHIM3XIRJOVb69JFYSaaC28kpZu8IJxtCi4tQP4E/zZSmqNIaeOQiqmfg3ee3e88t/nuPHN2p73NFf9m+jC8Dh2zE/ViqhFvHu3tHkZJ0R2sWLYXZeXXTZpk0VJe8mjM6bqgvctswwD5O7cIH8WvtpHSHI2X5kjH4fCRnYvkn8mPWZHySAOdNMAFWMK2ZGyPS0fzY+/KBkkXRbXoFswF0rA6Q8i16Ue0SHWp38SD4UMHYooZ2g30sz5AS/sAUtOLsX5dGhobrTwab7pgJd04f2BIO96BqdbseBCFb0WR0qJEqtKJKYjsnefSsJ+qcisjj7gjFRs1j0UuT1v/vn8rGidNGz/cjjs2fo0f+9QiA1zduDH6sfSksROb1iQhM6kIHfqpKpE72UcuKSw5QFZ2O7bMk0SmP6JLrj/dGAgcqyGB1EdftjMhE5vW70e3Fzy7PI0zM9aiTb42IpHLFswQIQzPJLkw+zvPmSG/82xIZbxyIdtIaY4ipUWRHN96KaZ7MaZpy4O+qXYo9ywWzV+PRw32znMg3yPj7gLH2pkBnUyHHEtu0Bv2ZNH2ApFgn5hjpsqqjPSm4aOtyhv55P90EalfwbNSTKpH/v0YRSb1rA2eta9Jz11hlgM4dricwXO2CZ7N10tNhoP+eYElF2Y6DBrd7JMJtnwIkt0vLLzK4DkPxWer7J1npum/DfwpnIoJNsMTRkKrbwTt2wnI1hhNEs+sOzAjB0lTifgUj4Mj9lK6dDT6p6rs9CDMBIfRI6sf3VUxiyxSV8cADucxeI5Pw6WL7o20pBAxXM8/fdn89hXZ5hg8p+Rh+bIdqG+gg2KWM6sh6tg8vs0jO4nr40kV2PFTxMRpkqszcr2WJ+sbRPU1nUjfX4F924vRUG2DZ1vKWt1Y9cwF8kvq5tOqqhYGz8uQnx8heGZJ+9GeQ7CO2aNgq862tHFmZva9oX7nThXi41LMz6PpsVpRcOHv7MxBH3PaGDR+7tTI1Rm5XsuTFra6ND7WT1UZD0gJnr69+ce80Y3gkfb8dy96ONeUnr2D5Ut3orT0mklzfsDCszv5Bcov+G0uuuRqHatmm2fnIfb1EOdGOmmJ53y1DZ6TGDynMHj2nj0lKd91RWgMYOu0mCUKNKl/uprkbrlYCmQT7W2DyFDwvCYVjQ0ueFaYZb+JazUxF0ljJuihNLJFJngO+akqldSFf12ysfY6yn7NuQ7RpAj1ers21XknjW7dvGF/iydbBI+aOrFufSJSU0+jtdVzbNOiMF6iSOpGi9C+VZpr0gTP21OxacNedGvouDzCBs+yUW+gzSgFG/Z/7PzHVGWRbPB8jMFzKoPnutDgeQ6S9VvqR8riHLAV08AEzwdPY9GC1XjkvTDMny/SecEx8ayR1eOYvI9KtgkMnmP09kkDdbzg+dwkg2e6bx66Qfc0KNxpBcnujxU826s0cyF41iJltOPUYND0Mrng2X5mgsPokWyFU+UYwXNFxOBZO04xwtMlv31Ftjl/8KwXgQQ5DwbP0qkWND6bCuz4SQnRltnVOVa9SpcjsAsWBc9p+y9hL4Pnei7OLElm8a9yo5ieM+S61EjssVlV1TxB8Kz/fgTrmD1Sa8ZiyJ/Vk/g0ZqYtk0wy923wnMzg+XBI8Cy7c/7DLp69BbQ9bQxSjm0veuTqjFyv7ePJBs9P3978Yz587GtvrOC5LELwHLA7+gT70jT7uJ1O96qIIjkdjFWz0tm2mYcmCp6TJxE82/ostD+LpOaMXmRT4tMtYLwsuxsInjesTcWjQPBs7+NYewsIM8dI49j6J30cn5GDZ63xvLmGfTLadmdKRxHq9Xa1kQSWf+ufwoPnRi94Tkk9FaXgeeZI3WgR7FcLZdoyweB5zxjBs2zUW4DPKKlR6cWuQ5y/sfMfc3VACgbPKc9I8CwnRRuiIGMHz6cYPK8aJ3jWGJmJsTB3KRY8T4lkbLHgORY8zyZZ5xQLnqXTWPA80+S61EjssfnsBc92TItPY2baMkvQfix4nl3yj/nwsa+9WPDsJQbaG6/NGSI1Z/Qim1IQ6RYwXpbdjQXPpo9mSkcR6vV2tZEEln/rn2LBs2zUW4DPKKlR6cXNC9oyRXwoVwekWPD87qBY8DwlkrHFgudY8DybZJ1TLHiWTr0FDdPN2YEdPykh2jK7OseqV+lyBHbBEgueg3XMHqk1qyPrF7S1vCpL/lnQfix4nl3yj/nwsa+9d23wzKrVF4GFa6C98dqcIVJzRi/v/OBZc77Gh6i6OhY8Pw1SN1oE+9VCmbbM3A2e7bxg5z/mKlu53MaC53c+xYLnKZGMLRY8x4Ln2STrnGLBs3TqLWiYbs4O7PhJCdGW2dU5Vr1KlyOwC5ZY8BysY/ZIrVkdxYLnWPAcHXI6GKtmpTt7iwXPseB5uhShXm9XG0kgnpx/igXPslFvAT6jpEall9B5wc5/zFW2crmNBc/vfIoFz1MiGVsseDbBs0hFbUZAvljwHG2yzikWPEun3oKG6ebswI6flBBtmV2dY9WrdDkCu2CJBc/BOmaP1JrVUXSDZ+3rMxYpZyy7mCq5OiPXa/s4FjzPjeBZ9mEX8VN7bJvcO+ED7Y3X5gyRmjN6eecHz/o4PmOPbT8dUjdaBPvVQpm2TCx4nlmKBc9To1jwPCWSscWC52cneNbk3h8Lnp8y+e0rss29U4JnLTxHYsGzyniYPVJrVkfvnuDZRsrlZbdjwTPLeFVEkZwOxqpZ6bIPu4iPBc/vhOBZ5fQGd2+uYZ+EY+Z0FKFeb1cbcWb5t/7pXRs8k2LB8/QpFjxPjWLB85RIxhYLnp+d4FmTYSx4ftrkt6/INhcLnucKuS41EntsvvuCZ7dAEmR7+oxFyhnLLqZKrs7I9do+jgXPseA5iqTmjF4mCp4HGDwXxYJnA9cr0aII9Xq72ogzy79sLhY8x4Ln6VEseJ4axYLnKZGMbXLBs0sPGpv+xYLn6JB41iLFW6H4yDg16UZTeSx49vB0yW9fkW0uFjzPFXJdaiT22Hx3Bc/ycfLTbpEk29NnLFLOWHYxVXJ1Rq7X9nEseJ5bwfPAuyR47mfwXBgLng1cr0SLItTr7Wojziz/srlY8BwLnqdHkw+eV6OxITR4djJbnc3EWJi7FAuep0QytsjBs0bRsQIGz5uycZ6LGTd5GrsKjDAN9n5jbDp0Bvg0KNxpBcnuz/Xg2TUcLsewWWRxYhlh0IzJPLZtHeHcJcn4zguew+lZDZ6tPOJPAZcil2HUVXciNfHiqODZ+g9hFNNzhsSZg5tPIwXP/nIaP1YvDsG82SO1ZnU0bvBMUvAcF5eElOTQ4FnZ4n8uBM/Gpgy0Hwq79B8gbPAy14Pn8UicxYJnV79rb7w2Z4jUnBh61wTPViIXPKceuIS6OhuhKXi24yvy+AuOzWjLGkH33q7VgR37Wt/4g2fHhYLntev2meC5pcVzbOOQZJlrZFjy2IoFzzNLdp6kDVGQsYLnfAbPixeuQUN9MHiW2bP7feROendQLHieEsnYJrjzHAuePWh/phY1wYbD5YgFz6Jg/1g8XfLbl19XfooFz3ODxJmDm0/fXcGzJPAvkrSvz1iknNF2MT1ie2ZxLmg/FOIvFjyrD2KPbUeN1JwYmjB4fqd859lK9M4Pnn11+cjJMtfIsOSxFQueZ5bsPEkboiCx4HnyFAuep0Qytljw/OwEz1pJTvS2besI5y5Jxljw/GwEz1p4jsSCZ1/e7JFaszqyiwJtmeoxIj8siN45wbONlOf627bHI3EWC55d/a698dqcIVJzYuhdHzyrZB9LxILnp0GGJY+tMYNnIhY8T5/sPEkboiCx4HnyFAuep0QytrcfPBuYEabB/g4JnlVMsBmeMJJPfSNof6YWNcGGw+WIBc+iYP9YPF3y25dfV36KBc9zg8SZg5tP3y3Bs+zOSuJfJAXliUzKGW0X0yPPpgy0HwrxZxf3srdY8DyxjqZKalkYq2aly87Ux1MInlm10acTPtDeeG3OEKk5MR4LnpkTC56fFhmWPLZiwfPMkp0naUMUJBY8T55iwfOUSMYWC55jwfNskmSMBc+x4Hl2SJw5uPn03R0862OqGIOUM9oupkds0yzOBe2HQvzFgmf1wVwJnmVvseA5FjxPlyLo3tu1OrBjPxY8s5diwfO0yfot2hAFiQXPk6dY8DwlkrHFgudY8DybJBljwXMseJ4dEmcObj6NBc+mijFIOaPtYnrENs3iXNB+KMRfLHhWH8SC56iRmhPjseCZObHg+WmRYcljKxY8zyxZv0UboiCx4HnyFAuep0Qytth3nmPB82ySZIwFz7HgeXZInDm4+fTd/Z1nfUwVY5ByRtvF9IhtmsW5oP1QiL9Y8Kw+eMaDZ5Yz+nTCB9obr80ZIjUnhmLBM3NiwfPTIsOSx1YseJ5Zsn6LNkRBYsHz5CkWPE+JZGyx4DkWPM8mScZY8BwLnmeHxJmDm09jwbOpYgxSzmi7mB6xTbM4F7QfCvEXC57VB7HgOWqk5sRQLHhmTix4flpkWPLYigXPM0vWb9GGKEgseJ48xYLnKZEshsEvoX1NgKHBczniNmcxeL7lC55pVGaE6Z8GOxfZ3NeAe5q+K3Qy8DNi92PB81whyRgLnmPB8+yQOHNw8+mzFTxrUWv72PDpMSL3K4hiwfPcIXEWEjx3u+B5V1jwrKDBCxZYNhg896q3TD3Rl1ItW6uITEqXf5a9TTV45n7AfFx747U5A6SmTHP654Jnt7DxZZOCwXNKWPA84NmbKznXSDZi/ZM+js9Y8Dy3yLDksTV3g2drPYGlvQ5IseD53UGx4HlKJIvRItkuSGRAIcFzQRnitmTgHBczQ97kaRwU80zAzHPN+dyXrT5N3xWcCMKdqN1/VoNn9W0seA72j8XTJb99OT2F01wOnu0iySGUrCh2bMeCZ4dg3uyRWjMW4+mLKUwy+tGWSV5yLHieQ0SJGARQJo/Fnq4RBs8PGTzvY/B83aRp1jH+fIQyG38g21Qf6Pd4dTFbn5mQUnq1VhGZlE57N4tQ9jgX8yHBM7dvL3i29Vlof5ZITZnm9E82JSOSACQmBbJJNnguZPCc5Aue5ZkVPssy5yrJRqx/MvbkSRQLnucWGZY8tuZm8CzYOc74IeXqgPRODp4bG0KDZ2f61oYc3h0UC56nRBo0cqp2UaUr5oMueKbtHD1Shm0MnsvLb2JAI8mUkpPSQJPL1gJbsOcGDPYpUXAy8PNh95+V4Hk0uQmmnwtiTe4TBc/eKmeOkF8nVi9anMWCZ2nraQbPdqIZq17rF2LBs0Mwb/ZIrVmrcfZl+PQY0WQviJ6F4NnJEkJMlmzi71kLniOPe/UtPfAwufXyerqA0uI6LF+SjLKSGyZN434I3QSDZeMPmKat6YOnHzzb2UQXxRVAW/sztkYM0r4Sth0gJhM8i1ydY7U5A6SmTHNqVzYleJMN0wPZpPa2AQbPpxk8H/AFzxwpFHiAwnhnPXUabW+yEeuf9NEIErngOS2pAvV1uuOuks9+8Nza6jm2Z4woTkDmuRc8W/ux4H/xoVxlk96JwfMhEzyvxqNGGzwbk3dlSNbfhdnsO5xiwfOUSINGyxIveKbtueBZtne0wAXPNxg8W4MyH+bFgudokr/hcJJr0wQTC57H7qPZJb99hcoWpLn+2LZbMI0mL8+M61jw7NePMHuk1qzVONsyfHqMaH43czwpFjzPLvnHvIWXQR5tEEBZPOWY4LmoHssXp/iCZ/pwdBE9dh7l+TZosFJKQ6oy+lI6HYxVs9KV743/d1LwLF/npQeySe1t/QyeT83p4Dnc3izzshFxalcxseB5bhLFCcgcC55nlux6JhY8v12KBc9TIg2aWPAsOUwxwWaoMv6LBc/TJb9OrF6sc4oFz7HgeTbIdanpRY/NZ/M7z0xhkjEzbZll5nhSLHieXfKPeQsvgzzaICAWPFvyThq3zRkgNWWaU7uTCZ5PYsO6/VxQx4Ln6FIE3Xu72rBlw1MseGYvPZXg2c0Ldo4zfki5OiDFgud3B8WC5ymRmSb43y6qYsGzSbQwdcSC5+mSXydWL9Y5xYLnWPA8G+S61PSix+azd+fZ9rHh02NE87uZ40ljBc+yOyuJWyRZP+9VMQYpJ/r25mQJIfFHgezSPxY8P/PBM/NVNrgO8E4at80ZIDVlmlO77/zgWXO+LEdUXR0LnucSUZyAzHP7hWHsd/GhXGUrl9tY8PzOp1jwPCWyk30seI4FzzNFfp1YvVjnFAueY8HzbJDrUtOLHpvPZvCsLVM9RjS/mzmeFAueZ5f8Y97CyyCPNgiIBc9eqg/Rl2ZMUlOmObUbC55jwfPTI4oTkHnuBs92XjB+SLnKVi63seD5nU+x4HlKZCf7WPAcC55nivw6sXqxzikWPMeC59kg16WmFz02393Bc1CeyKSc6NubkyWExB8FEn92cR8Lnu2cqs9MSOl0MFbNSle+N/5jwTN74ulTqK15AvCfHctmdWAsRxQLnucWUZyAzLHgeWbJzpOx4PntUix4nhLZyT4WPMtpkVTUZqgy/osFz9Mlv06sXqxzigXPseB5Nsh1qelFj813S/CsbCuJf5GkfX3GIuVE396cLCEkOSiQ+LOL+1jwbOdUfWZCSqeDsWpWumxNdjKF4Jmnq2wseI4uhdqaJwD/Wd9kVzEaQaLYd57nFlGcgMyx4Hlmyc6TseD57VIseJ4S2ck+Fjw/K8GzJsP+WPD8lMlvX6GyBemdETwrchmOBc++vNkjtWatxupJW6Z6jGh+N3M86Z0TPNvgpbzsdix4ZrnoS+l0MFbNSpetyU7ezcEzrYyyvzOCZ5XT74fHguenQRQnIPOYwTMpFjxPn+w8GQue3y7FgucpkZ3sY8FzLHieKfLrxOrFOqdY8BwLnmeDXJeaXvTYfHcFz85Pu0WSdKvPWKSc6NubkyWEJAcFskv/WPA8t4LnfsoVC57VG0+bQm3NE4D/rG+yq5hY8Dw3ieIEZI4FzzNLdp6MBc9vl2LB85TITvZm0pbTos0oCHa2dOyIgud0EzwPMkNuTYPM5stlK/AkdC4T3aB7GhQ+IQTJ7s/l4FmDNTiB+Wrnro7tBPNOCp7JK9l0wXN35wAKDp3FjoR0XL70bAbP4TTXg+ex+tLKI/5iwXMQwbzZI7VmdWQXBdoy1WNE87ub4xU8x8clIzUl0nee5ePmaPDske1jzUM2Up7rwfPYZOWYKHjW2NKFAj2mrnLW/vSRbuxCVhJGX0qng7FqVrod+5rvtJgfppMWf8ZXczvAODRhWxK2095iwfPs0eh5RjYie7OrmImCZ2tXtsxomikdRajX29XG2rnl3o4bGzy70gqe161PNMFzS4t1bKP7YW6TYdVjNxY8zyxNNnhetGAVGhtiwbOjWPA8JXKLFjkuGRxTaDPObI4dnXzw/LRNzTnV0c7V7s/14Hl4mA5MQYufd+7q+J0YPGuxZRZkJH/wfKUiFjyHkhKiLbOrc3S9Vh7xFwuegwjmzR6pNauj6QfPboEkSLf6jEXKGW0X0yNXZ+R6bR/Hgue5FTxTjiHOjXTS4s/56ljw/HRo9DwjG5G92VVMLHiem2RY9diNBc8zS7HgeWoUC56nRG7RMnbwvHUzg+eyWPAcC56nRn6dWNnknCgT2XQLsndC8OxPE8WC57lB4szBzafvruBZEvgXSdrXZyxSzmi7mB65OiPXa/s4FjzHgucokZoyzandqQTP9Mws/056bNvalS0zmmZKRxHq9Xa1EWeWf2v3seA5FjxPh2LB89QoFjxPidyiJRY8G1JRm6EK+W+uBc+a3N8Jb9umTGTTLchiwbMnamDHT0qItsyuztH1WlnEn4JnLTxjb9v2580eqTWro3dP8Cx7U/A8t9+2PTZZOWLBs6vftTdemzNAaso0p3anEjxTC9TLOyN4Vsk+ws41kWmmdBShXm9XG0lg+bd2/64NnolY8Dx9igXPU6NY8DwlspN9LHim07JCWe9hxo4OYsHzdMmvEyubnBNlIptuQRYLnj1RAzt+UkK0ZXZ1jq7XyiL+YsFzEMG82SO1ZnUU3eBZH3PaGKSc0XYxPXJ1Rq7X9nEseJ4bwbOztykEz6xa/iMWPEeX/HOMYJmXjYhTszqgtiTr2L/zbO3KlhlNM6WjCPV6u9pIAvEUC57ZS7HgedoUC56nRrHgeUpkpgn+jwXPnlDWe5ixo4NY8Dxd8uvEyibnRJnIpluQxYJnT9TAjp+UEG2ZXZ2j67WyiL9Y8BxEMG/2SK1ZHcWC51jwHB1yOhirZqU7e4sFz7HgeboUoV5vVxtJIJ5iwTN7KRY8T5tiwfPUKBY8T4nMNMH/seDZE8p6DzN2dBALnqdLfp1Y2eScKBPZdAuyWPDsiRrY8ZMSoi2zq3N0vVYW8RcLnoMI5s0eqTWro1jwHAueo0NOB2PVrHRnb1MInllO/iMWPEeX/HOMYJmXjYhTu4rRbCKKPbY9t8iw6rEbC55nlmLB89QoFjxPicw0wf+x4NkTynoPM3Z0EAuep0t+nVjZ5JwoE9l0C7JY8OyJGtjxkxKiLbOrc3S9VhbxFwuegwjmzR6pNaujWPAcC56jQ04HY9WsdGdvseA5FjxPlyLU6+1qIwks/9buY8FzLHieDsWC56lRLHieEplpgv/HD57LIgTP1mXHgudoUCx4ficHz/2x4PkpkjhzcPNpLHg2p41ByhltF9MjV2fkem0fx4LnWPAcJVJTpjm1O5ng+dQ7PHjuJ+xcE5lmSkcR6vV2tZEEln9r97Hg+WkFz9pSE+JDucpWLrc2eE59RoJna2+x4Pnt0XNOfj8CZBL0j53iy3DlHOQoBXXd3CVxao1kclD5sUjOVxM5AzIajAmeCXWVzjxy9Bw2b8lGSfkt9DFBY8cONTvs7OKfqW7UPUUSz36EU2HhNWzcmM/gudoXPFsZhke84NkmWpg6JKkcmgIJ62CUbLIitDFV0mRgB60mBi9RxH0di8+hkUFO6JpAOMmQpeKTDZg/74AveLY60SQaRdamTeI/CMuZkYkMuwVZd4eC5xLsiM/ElUu3bKKK2uJzjjwxDAVl8xI8Sk7Ox9Jlu1Bfr0WBZ1YsM8SCZsHMFLtoCLOpwMHTISuL7FC8yfZhg+d9l7E3oRT11S54FolRSTZ3KdCl/CffJqp62GKD50OF5tjK7Cs7DqJKk6zUP27cvK6t279zp4bBcyqD5yMRgmdpSDZmbc5am0fadXiKZFnQeOg3x+Wlt7FqSQ7Ki1t9wbMNaKwMc5fEnwsCRDZ4bmTwnIaysy54lpdm4KwLt3QKRpcsLt2MmmdmglzlfvjI2hvlGOLcaOYlHnkLZxs8JzN4TmPwbINNkQmePTncOJsURWh/2hSoU/9kU4RhziYFskntbYMMnouwYW0yHjW44NmOH8Ff9mmRsQ0fHEPayJLsvG/JBM/bS5B24Arqa13wbANn77TZI8drBLhdccUZkp9BDNCIBimgk6WBwfNaEzyfYfBsfYNRjuCrKwCPxkiOkBAlGqtepjkfLZjgOSEDm9bv45rHS/fybcAnyZUQZfLaH03yM9YuDCviQ/teWRs8n2DwnMHguR4DTjFzlBzf4wbPucVYNH89GuubbXZYd7v4Z2xyFYp08mQRHXKtq0apw3IS3pZ0amFXmUEoLcC/V9lzNsTxJtmQgoRxnGyKAYjtLVuB/osBzQs6V+sOG57MVZK0juPJQuWdzOGQ1D2sVSsU9hiL6uqSWtHEcejoBWyIy0PRhbuQG/au4ZrpSGcbkpGqGiWqKR7q/NmGGfg+KM1BdPpMJTZsPILikjoGz9ZBuzszxhK0bxI9uBOZp3y3oFHdblEaTYQnaACHyzRkGGS4z/4uPNWIN19PwfXrdUwLsi2Ns+ichmSRnekOuqiTwXN+XikS4nJw6eIdm8gy6gN3zlyC+Pfv+48dpTCQWbp0H2prOa68/EGamQlquG8tKnheABETIyZNGeE8G+jYl2bztcfguaYLaYnXsHf7OQbSmvX9ZZ4B8J8QDJ7bGTyvZPBcbI7N9KAy2o8E/gsgUv5UwX+TqdP1s9Gbx6u2Zp/pd27XIX5bJlKTj6FfDlpllUeoQMgCwVQ0DpQv0nl2MzPgv3DZNWuLykvvYNXiQygv6kSvXf8b2XURyl9+rsJcLFNfkno6GTwXPsbyRVkMnu2FQbOgGdETKQpOObtQbKNPnux0PVnbmBL4bxR8+Y6HQfJlZOGB89Wyr/htqdgen4Xm5r7A+UM+Gd6WnvgvvP2ogP/MRUDOiAYcBIG2PKhge+swMtLKsGFNBh7V+y4GMG8u2Zv4cXrxQyPGQVRN/7xrxzmkHKhEXa2Vx61dAuA/J384IiRNCeafnzkH9qnylK1daWeAGYP89HKrX6R268u6x51YvT4JyWnFaGmmASrRX5ds0tU5qt5gttICGWFlZxpGZ95BL5fZOxKysXHDAXR5d56dLmRrM2Vv4Qlhh0Hwn8aw1rfqIvGTlX0KW7fmoLKyEQNa56vcHIWZ87ijp2gFf54Eku/Ky7mAhW9tZfDcolTb/9p6kMzSmSXtqCf8cManfWdlk4HKT59sqxojw4xVza0/8z+0LY0oPac1wHIDLCcMGuhjoh8tCoyyh/GcC3x1j9AFz7YpIhA4OyidG0Ld4AJnFxzq2JaYa+Q4dp00GThFR4LcVBf3tCBmz7GoAjORFvl5Rxg8bzvE4PmeCZ4VYssdB4NnFpKl6Rx1nJojicvZhtjwQ2kOIhs8F6C4lMFzb3jwbE8wZiEo051oS5pD41wIlx1NhCdoY9jhjgH3tdjS3iA3hacanv3gWQyTTPB8qAQJ8dnB4JkU7tjmCvz2FdCPl+YoGDzTG3l5ocFz8IJMOEYnWApPnir8duVPdzB5Zl//bfCcuv8a9ih4rgkNnm25ZwD8p7lCNCp4Zt5ctTXB6SmgM20pi1ksMP3O7VoGNBmTCJ51wI2O/fCnaV/w7c4WQoLnJXkoL+5ArxfPSO6ZWlxGG2YBpr4kBYLnxZm+4Fnzj4LnAZbjKPPKG/0yP7y+GQX/hacZG+N2kBOkW0w6Xz1m8Oz49/a5ebrgv5Dg2fS6l+6VEdnguZzBcxaDZ+8xB9KckYNw/eoH/wykFgeRDZ7LkZJ0jcGzu/PsyR6GyImRk98uzD8/cw5eAW1k61qra5mvT4+BggKbZ4LnDQqei0YHz1roCO5YeV69/mxBWYEGHbyyMw2jK+2QTPC8XcHz/tDgmbt6Ii084IsWwhPCDoPgP/EbCJ65zcph8LwtG5XXn4Hgmf+01VO0utHkt3sJ1M/+z8upYPAcFxY862PXY86PWdKOMxgHv8H5rWwiqPz0SbXYcCsseHaxrcm1wbMC516ih+hmmV5COSb60aJACuaC1HfnWQ3Y7jBNqVAgeOY28HwRs0naqCt0roJCQXV42XOQ1H3ieLJQeUkzGvb6RSflbeOWEyGL6pFgkYyq4Mg5bNmSjdJzt9jx7mqHfZhTKjO9pkeeFRUoUc2ZupUXDYTyOx7so6ZBhOYDZwqvYOOmgzhbWoXuQPAsS9HlFjHPcv4mzYEswV6WMeVY3nFmC7mjmYBPHh6LY/udQJo/2So63YD5b+zHjcBj23Yg6REolY9c59yAHgkepM0Ma/CSujoHcPhQERdkqai45PvOsyHXz+E2PRNwyh8ffvtyOrKPaQqWUlLzsWTpTgbPHDlessQ1j20bbTm7k435ZXL1OPj5ix7Ehf1epkOwTftYuXiSNxxBvQmeK7Bnx1nfd56dTc6kPqIFycX/doPqqmbMe20JDuefsQleerB8uJ0F+yaYFg1Mrl6rC6szQeUli1Ef6e5t953ngrDgWfXKHzgbkz59cplKIrQdYhczBbXrYNP0YiPRubJbWL0kG+eKW9DnBc/G1jR/h9QxF0E+9f4KL3rWnfOywgasWJyC8lHfee5h91NuFrV+3ulK54b2TXTh6vZTsD1rb0NcSHLG1yKUyeaJUpIefUygre2gr25p8d2p1cLfyCC/Mlk9uTZtu9EB63JVmn+yKQXF3hxvyG2BjtYBZKYXY+PaNDQ1uOBZskiPc8Pe3Nd8bN9y641PHVsPzHR+ROax7Z1nkZp02XtsW7K62x2Cjh1c2gwhvBntG7IZsjN7h6yP2370j3C5r7WBV6KewfOaDYlITj3N4JkymNP4TzARnsCKjbMzmV6twUsmvssmwXNNWcdUNODVHyHPrhUs9XHduXN7mved52C6SGPGfuc52jbneIvMn4OxLfPfppjS/Jetx7bj0lB5w/+d5/HrelqwfU0ZaEfDIxrLbr4jscgAkw7lnMOitzbjkRc823PV7/ITeleFrEf1OLJ1BuHa077qnixUfvqkWqQGSaY3GYhbw48ZB2zHBNCy+gHz0V1nBc09LKlRphxTi6uIoj/nFylITDEzk1eptnZVQYwqGYK5S57wbwuRSCbSz+7sYP+1cdtrusY9nqXTjheUImFzKi6cq6Sv8r4bbaBBpoKaPAkNep1ses7TSFTgDG9ijFC/fgTzrECFhRUMnjMYPN9l8Ow5ihEFxV2EBhrLBpyw5FD7kk932jq9cjJX+7F1h/MbTZBvDWTJY9rVtSbx0mtfGHa6Dgve2I2bN2qYJo6lS8E9+BSpzqcN8aW7FX0YHOrjWFcfKnjuZ/B8ksFzIoPnSpNmSf0s/ek8RQXSk2AvaNj0SO1MFc5mxoffvkbbnGxHwXMuli7bhtq6TisGSQsffb/e6rKbW9mX5JFsThZ/W6oznMfowNqUv/8c/0F701MpSquv7UDa/nPYu+M0g+c2polURuPHXtCZ25Bsmly5IVVXNTJ4XsDg+aRNMOluzMuuJJPg7Gym9BGpXtdmELaPtXU6k71JHvE8grt37iM+fi9SU/PQr1NI5sU7mu/Mec7OtFVd4bbm2la6a9elzRScvbn2xae9HXOu7AaD53QGz4+84Fnemv5ixOkkvK65AvHWw2mEY1sXlUkmeC6qYvC8j8Gz9W2aS4bRSrSxHHVpph3NqvoKlQSWHtQv0bY38Wftx9Zv7cdu/XpQP3O5RTm0EDUXjZVNssHzfuxISGTwrAtpOp9zqXnhpXyHFqBqZzw4fsJtIBpgnRroZkyrXvkw+SxvjjcZbsvZva2XwfNJBs9JDJ6NsZEkC320WYD7+X06cOM+OP7t+NW+bmdoWezeF1BL/7x35xmkJV1AfZ3WC64PnBw6FqJtW5GgNqQPtmd8lbM3f/uSyY7r4WHanvFZlh41dWL9+n30aydpa1rX6Gyd58mgOTcAW79WpuEfdzEoFOG8TgeOJ+1LD+prT0fizXDO1N4hBs/7GTxvZ/Cs8o7IpQI+jjdrp/bc6MDx5pfZ8RiEvaCnyzBufUuuucnJOYJtHO/Xb1SZr3FYUp3+NuYGbF/rST/5Ldm+608yTln833l+1GC/82z7QuUsNMfIhsYma4WW3P5kED1y3jqgDlXvhpeueJiFjr2spptp8hIaZfIYRjKbHVDjcyZhFFjUQJ3Hktr6g2d/WZHbvitIQ0SBcBf/t3Mr58XO1XOlInbRyfyz2LUpGRVlV9nZdkIN/uyBXewI9pqGVCMjHj0wp47QwTEeRk8wLk/7LnhOx9myO+ju00JFgY8GjGTQlmXNgseZpdrXYk4LBMEGrsqzJqiy4fxGE1YGK48GtO5U2EWAYs7i0zUMnncyeK5mmrSpMjYoC134zzXobksPBoe1yFQfKnjuYyBzHNsT9jJ4vmbSLGl0qx8kj+TSIkCQQxSiLaf4mRh++xptc+IZnPCzsWz5VtTWB1+wZa4uG+csXdqxY+Xx68zfluoM5zE6cPYSTHP8B+3N2nw/F2GtSDtQxuD5JANpFzyrjFvsh9Y99yDZtCC2vq26qp7B83xjc0GS3lRWdiWZBGdnwb4ZXfd0EEnPrs0gbB9rqz635yk4s/52GHfv3mXwvJs2dxD9qsqkyk9JJp3j7Mxva04mwbWtdNeuS5sphLcv+TRWBhk8X8Pqpak4d7bBvGTH+lwXzMwGb1OFeGNgPKKxrWP2aNcIyoofYsWSPQyerW8b4bgaRjPRSj1yvNEsbeCpC7TSlfSgfom2vYm/cN3LRsL1IBvpYvAsWWg/5M29gMcGz4nYsX0fA5pWpmiu1IJVfkM2qYscTk9jwfETyQanC9Wp+Vmkffkw3WWSTJLVyastc9sZPKcdZ/C83xc8SxZd4HBzTaR2Zg/OV/sRzNM9pW5CaQqeW7Fn52mkJZ9Dfb304/rAyeH6W+mh7UQX4lMXiP1+S236deDng8HbsMaC7MnS40ed2LhuH9IZPDe36oFueTSV9841a3rBW9MbvdsA2o9gmw7hbU8XPp7Msfra6siuC9Qmj3oHsXPHPmzaGI/uLpUVaVxp/Mi/OT8dXv904Np3citNvLmx6GDHr26K2T6znOXkFiAubh9u3HgY+OpG9PotunDxx/CI/JbmEteftq8HyPahg4VYtGAtHjXat21b2VXOwq7PJKj1d3ONxJUf5p/UJZYddMx0ZenQaT8glRsStrsYPLuT/PAHz+70QJpXu6Cygr8O08ocJce3H47cfnh6BJKR6En4fuN8NUFSdHWTiH1x+tBZ7NmYjCslDJ71mk0Fm+bqoAaYArUOntVJs+3jkf2CenQHluqbHPxBTDCQEbQPnCmywXNp6T309trg2U7yWrBo0mRZBXPmQgs7gosBO+FqUIUGz9ZAVHcknqcLx7d4EcSHnYhc8CwdnT1Vg4Wv78Std0Tw3G/uAm5P2DdO8Ox39JHqjQZ8fT8O/PY12ubsAFLwvHzZVgaetB1vHJq7S3TOsiu7SHbO3a8zf1uqM5zH6MDZS2h7tk2bJ57eTcGzf0yH25vTbbT1EezzYJq/XQvbx/5FKO1uEsGzXQjJJzg789uak8nPg19ux0+04W/TQemS7x0SPDPoVFAsCtx5XuK/88xFmrnz3G7KzV7w7ODXvfxVuB5kI+/y4NncvZIeIrUxu7DjPhTBPAWVmk+UxuC5utU8IZSedA4N9NvBPnD97vrbj9D2ogEb1NOGDLR2Ed/KU3vs+0Dgy2P35KJ5Qx3tzFPfk8ZObFqbGAieaWWUxt2okf5kexo83OgcQft+GHKZ1laDcqtvRvP+9jG2Hdt1gdrk0TMQPNt+9RRA1nJznvXgWbJZxiMHz5JFfa6yUwie/cW0PxaiTarTb9J+KM0bC65IQCL904EzV4r/XOjJOounKQjyTrd3S12tymMZVSTYIsHzdaz0uUqO74kwAenesxyRPlpq6dEsL54x/aHgee+GFFw9y4BGs6Yex9Izw+w7OYVBGl0/0UPD1ZfSlaJHu4OamS6klMnBLD58COZpHygqvIzNG7MZPD9g8KwrkiMcKGpDjoRQ0GyuHrDjjP71T4PSDSxNrCrvOlZ1+3mNFhzfHu+BAFqLGhvA2+C5jsHzHty6bh/bdgGcfd1GeJ1zBZJDCxM9tk1e3WPbHXps+xS2x+8f57FtPyLVHQ34+35s+O1rtM3JboC05INYvjSOgSdtxzMZfQfVlrOLC2tT2kpnTi7XjsqF8xc9OHsJthds0+aJL9m9e2z7PBdlZyI8tj2X7c1BcnHMe3qI/Ni2SH2g8n5bc3qZCX1E0nN427af7ZYwPkuyWIju3rkXfGxbp5D02Lb9/pYe6XS2Jjh9qd1w3fvb9fMUTYS36eTXokX+LdJj2/LWCsrkq2eSt+lCvNE/D9NXm3HOIwXPhTVYsXg/g+frJs0GPO1Epylng2fpSn0gXake1y8zAdWt/jcTnbd17Tnf1DvBY9v7GTzLF+h82tqox7adHUVCOB/RlJV1ubWdqVvztxbSkknHytDWCtTR1uc9tn0g7LFt2Zuf16cH56uDcHm2P126qK66Dfvop9MPXGDwrPHk+sDJ4mR3iGbfByF+FDRrjTjIbfBtOWzTGryF1lvmLU3eqWLHujU8aeg0eklLPY0nrX1GAv23v/du13CGtNE5ghPLHXtFLOkMjbNoy626HPzpTldWIPvY9gFs2rBjjMe27bgLHSPThXhyneLktnYTCurMjF8fX2Q7N/sI4rYdwI3rVb7gOVzOuQHrc3UhQn7LXTCSbDQC/tnHts+GPbatc9Tndn60X+W0+pqQZFuTRTRJ9YlFp85wKN1rcxQL7lxXll0XDJ7NW3mY6wXOMgb7GiX7Rj97RV4DyOsgV5mfER0HWpuDJN4iYVIUWti4Ezoxs9ii7OaFYcpmf5zKL8XuDWm4rBed6EfeNIN6jk79qrvWCpv14Lfco1yFcWh+5zhbMEGvD/48UtHpa9i84RBKS6rR2yO7UDH9p9AadMaJ89DB2AB3zELALTiN4B74b6ahhkxAr3Y1oWuQ04bJytmTDVg47wBuVdoXhgXs3fAcVs+cgeQgj5RnSC8M874i0N0+gIK8IuyIo61dDPudZ995QSjtKcJvX+E251Facj5WLNmJhlraDlmWLEY1KicDM0EQIdt7KnKN16bS5Qg18QANNV1IT6zAvoQSNLjfeQ6cP5ftzQ/yTHa1rXnYjNdfXYoC73eeXXqwrJPNwaXPBsLbFozhWBg7s7uOb70wTC9xSkkpQJ9clbJMUXljjjPamxZxgcWrThIitW0qJUblzTQko2X+fOktrFmcg/NFLejXul9E3kbMC1GeBm+ThXhToElfLQWQ+jqB8jONWLlId9LtC8M09vX0jfHnRlFMM3qVfPIJsyWjeHFwaWrb+qRhLgaMHF6Syg2S5e3bkrEzPhWtzVSOd/6Ie4ET6zDneH0RGbbczIE8sRmzb+ZuMm1k8vJ85TpbB5GVVoxNq1PxOPBTVVYGK4cr+zTh7zsfT26sGgVpy+C5qh17t5cgff9lzj1u8NCP+8+bDZAnfdvS/kCOHgfWmsvL87FtIJck9rzp0KSRHjN4Xr+Wfi2tEI/a+s1sZL/hbb2ZK+o1Z+tRoqB9r141a5o2h/KILmGmIaG0tc3194xgV0IqNq/fg56OYLphhb5NfsOe486bKbg2/GC6xq83vxiw/3KzTiB+azpuVtYFXiY8ur45goD/kd/SWtn5Uu5yM8hYOj/nHBa/tQlN3u88m/OMwXgXEMwcozSRtm7/bZA7zY9okuqjPCH27uBs3iNX1JdkE1XOgw2edWA60tasAE8hnn2fnxvGdkgrx1Tpr93fuNLfUeQE0tbb93Y1Z0vukOCZfXAivwzbN2XhUtlt2zdK98rKEepihN7mZq8t2qWZO3fW4fEVgD+PVHTqOoPnowye69Hbbd2nxpph2Aw87kpGB1eHsSUPsyWbn3+fPGZgc2eY64GzJxg8v5bC4Nn+VJXhTRt33lyEeFR3U4xh+ir3lEN3G4Png6XYsS0bV84Hf+c5/LwQ+OuNNvxt+LduP5J+XJpHaUkFWLF4L4NNZnh5Zv2mfZFz0K5eP1xdDkrzH0cDaiO8HX+etqZhBs9V3Ujfdw2J8eXc1xVdkr/8TPAXLfj71PNhNQ/a8frLK2lzRUwgub5wZSdCpHamgrHqjZTutp5unM/W/t3bNUjYloGU5GPodcEz89w6KFil/vvIJobCkU6aKURq10ACMXg+ewdrFuXjfGEn+vXwg4jnmWxXNrzOuQCPN7P+8njta1fw/BgrF2biXJH3SwJ00iP6fqcWy+HzjVnAqowP/jaigUh1h6dxq/WAkYPHLqgZZHy5fUsadsZlo/UJjc073+SrrE/2iPDKBzBeXjRgmJIgPAjPIzpbhpGVUo7NqzLx2PtdZJGKB+QIO2fW4fVrCJTuJ/FJqqN/3ptQjvTESjTUOHlYOJIcrp6ZgNnotpW9dOdUPB4furPp7E306FEn1q5PRlJ6IRoDwbN7DsdCZmfqdfVoTeGHZ7cqpGxnphH5mAk4eYh+qmNXfBY2r9vP4NlXhrzo4pP59RHxFS3eXF3iwcGf7ofSw8txm5t1CvFbcnDrWiOG1OEiV/9cgmTw+B4Zon81xsREn2zyXflZFVj8xjY01XnBs/IChXQu/wmGgumWdOzwlMmTyWz9MKxpvNmLRIKNhO1+YCQ6MYjnzB1ndpYeH7JvhrZ3m/WYh/udK07F6BzRvVK9dsDeiTaVqRJzx9ptCU5i/tfMz10Sj5Egcj0qYvdxhrMvZPB63QWNcjIcGBocg94A0Q3mIwVl2LYlE+fLb9mbnyzuTlffDLI+9a9eha5v1skxmaZV52zDieXgzyMVnarEpnUMns82MHiWbpmlPD+/EsDB1RGIRr2+mg34+ffJ44LnIc4exccbsWheaiB4NpO9h8C5cw3qa0I2FLjKTOrRneeDJTZ4vuAFzxHOC4E/f7YRST/+NFJa0hEGz4mo9wfP3IboaSyZ/HXNJMZqx6UbplzwfB2JcedQ/zA0eLZ3nILHcxKSR5C98bjqbhveeGUNjhw8ywSSy1dZvz4c/HXNBsLaNj7X5Xm8+t34nVsRgmemmziMGOQ/exea5/GfQ0g74XDtzRZMu9ph8FxyF6sX5uPcmQ4bPCtPMmtOnsv25vVbePBcduoRVi3Kwvmzt5modAXPAyzDQuHzzdOGJ4P6OhA8a6t1AdO1AN2xNZ3Bcw5aH+vOuU3XhVBnkxF9m4NXfkbh8WH2zY4E4IG/jIeu1hFkJZVjw4p0PKnzgk2mq7jkMTL5yj81OD60dfvsz5C+Jil43pdwnsHzDdRX6bFVkQpy4+pymEnZfE16rNkdf6LvWP7IW3YbKFm/87xqQyIS007iUZtWmRxPFFimKLggWmIE6lUhFzgLOvbaUzkdKpAIlJ9p+PpYT6Hsis/BlvVJXPOQBTFjGTJ2ZvyGykabN/HgoGPVHw6mB+xdUBq3B7NPm+D5+tWG4Fc6/XXPJXjyaY5QAO2XTXk2eL6CxW/GM3j2fqpKeV454/OczSjNO9HGTYoVXecoXeQaCMcskK85xWLaNYEyFRi8Zaz/+jqtvupg30mlH68yeZRnUE9AsexzQ4z6NCH1D/agZ0jfwtXvW/Whg2FzB7ftrKCFYXMzj9t43DbSjS5TaoiDldDLCjRq1encV+cPcwViGAvD06ZQfqTc0bBdKYXLGpgmSfXzQLrlx/TAqJW8TNITc3okSz91orN7aIAHj5Zg49ZUlJy7bn7KWXO9edSW++of/dxQP/vRXYrQlUZD6qJoQtUKbn+8NG3D90lFp69iw5p8lBTXoa+HifwzwTN1bgaahHYDx3Yfy6ic11dmX2lenr/+8eDKThZjncN0XRgSc9JT0bFHWPJGOm5fr2eadEMNS0mi8HNnA36ZJ4L/PFKvfuc5txjbt2bgykVvgSkdOD3MNvxt+7d+fpwckcqR0pMLsGzxXtRW0aiU5skuM5KuBjmYjC8x9fCfO3csKD+aULsOY+Xbf2io7kZGYiX2xZ9D7X0veCZpkhoaoBzcRqxjDsC4Qj84hB7cbsaC1zfg6KEyJpBU1uWHnR+SN16ZqWAS9Yp/+VwjB7tZW+OSfMe3b1YjflsakpOOokdPq3nZwgBtq4+2NsiVmbRpTM2DCRAiwRScQTjm/FC6ERK4UHobqxYcRPmpNhs8M1mub5h+eqCPc1q07U3yRgn2rgd3VC+pt3MExcfrsGZxFi6V2wuD9tFATboSjGWdPg0/3rk6dnB8Rgv+usMhGchDYFyLHbkwRSrc59IKO7cpeM5ESxNXo16duvBupieWCYG/3Ujwtx0pPxJcvf42/G2pLtOnTDRXaQlN9hHa6W4DMpPKsGZJElq87zxLbnOhhvlGJl/5WYOTbTywnB5ekMk4qqvqROL2C+bOc+1D99g2hfadM6qd8LSJ4M6JtPXX58il++B2zSqVHd3PsaDVanDFCtQ+6cDKDbuRmH4Uj9v0NQeuT6kQW45ji8fCAKG6jL0qQxUIWup6lelcrVC13tdtNZW3J80wfP3S3aHHtjOxbdMBY3daxwXMk3wbe3O+w50/Hlw/jwVn735EKiewPrmlQfGjckrm/qHcIsRtycKViho7FkThfMw0IvEbDvLs5kU7fr0ML092oeD5cE4FlrwVh8fe7zxrbtW8os5XDDjUz3NVj5kEZSe0mOE+g+A7EFShYkPmRwTrCEM0SdW5KjV+Bsiw7LqX/HUOdzPu1Q1j+1GU241OpnXzqIufDu4znXFbx3CHKfNcd38XegYZDg/3shIGzSNdaBpswaMRoQ3VA02o6m9C03An6gabUdv/BG3DNsjuY8cMylKM9VJYQoHznAyeDQ/WxRhF0SrMfhhkLXq5zOCQXvwhpdtjs/XOMTOeviSnXz+nPQzRC/X06zslupMM5BwpwprNB1BcXolBFpFRmSrUVX1DHFx6iZXFEGG+9cw+NH0ke/S2/n3/dvw0d57dTpRmSPuOuG/yvLTCMwye1+fhbHEVuruGzTWDIQ0wIxShOrgx0NgwTkx57CPC9Kv6W6c4qAGd59sfL03b0eW0dftjQ20Ped/jkNqKjzdg0bzkwJ3nQcriFsj+duy5dn+8NG0nm6ZtpDRtJ0zjnyEeG5C62vXCsELsiE/DpfO3bBmV98pYmzJe0W41RgP1jm7Tv+/fjp/mzrPbcdMEEbfWDrx9bVWOlJqSj6WLd6KmiuPDSzMimPL0LZ4jtmNRdsYMlYsIVsyt49W/P16atuOnufNcO/40DQINdqCxtgfZSdexf0d58M4zSfWYicenA3uuq3/sNG0nm6ZtpDRtJ0zjnyFtPdQ8aMFbb6zGkfwSm+WNeRU3shi/7+yNiaYul6+tS7PbSGnajp/mzrPbYDmVkY0rgXxoTLOPNReJdy2uhhRM6xwRt3dvMXiOS0ZS0mF0M7hR1gD/6TqnWTDSaWvZqKvMeohSFzlZs2k7CMtbOFjQwO2Pl6bt+GnuPLsNTSNfJkIDys/ewqqFOThX2AJOMabQkIJS9o0J6ox+bJ32XFf/2GnaTjZN20hp2k6Y5k0g4lWk72yXnKzDqsXpuFBm3+cwNCg59XIw+gDp2/ML+md8gbEB1ce0sLa0jZSm7cRp3jH/TBrh35p9Yxeca8z3nVWQ/NIN6GU7Iulj+9YUbI9LQ8tjrkZVRFV7LownB9owL7QzurIItD9KPrdVXuh+II0bsy6T/Q/JVmjJHuy+0jQ2WNyNZ/Fv5m5FKRpTSrP1C1rydTKIyU4txdplSVxQe8EzyxqeTXtWl+PyFiFN28mmaRspTduJ0rSG0bw/JFlJ9dUd2Le9DOn7r6C+RsEzZVAfePKPDdU5ui2X70+zOnB97/ThTyPMzajQNtT3nhlIPcY3ae3dOdiJbi76zV0y+qoeKlGnNDZ3YN3m3cjIOYmW1l7ThtELc3W+NOutOunrqGWuZeUfTANqX/AMQmtmfWFTb+vWf92dG0u+sdK0HZ1mEUxzZbx9piuPLJqXB26PS8HmDXvQ3U72tLQki65fVJHVU7Cd0LbGTtM2UrnRUJ7AA39bIiV7/GhfYz7v4BkkxGcyeK4O+AB//ZHaDE/TdrJp2kZK03bcNMLwzsMR6tv87JksQ/On5KUZDHB4H8o+j0VvbMEj77HtwQFanRGMcyQdgrtgaP+xQuPPNXdqLaR9Cx2bceXlhcLmm63xJaonmiTe3DjQq/gG0DXSi3bGvJ0mWOY+P419DajrqcGjgQY0DTSirrsGLUO6fawguoslOtGCNjzXy0HYwwp0t1k/m9Qy3I4bzXdR9KAcp+6U4uDlY0gqykJ+xSlca72L2qHHaObJ3RpMHLAD7LjO3g70m4mNbNG45l7wbBXq3q44WmlBWMXLmfUz8O0j3/ZY6TISve1YUdiInh/p4QwywMmcZfqZZ90Lg+fDp7FxSwouXrpnxpmpUhnqol7WZfpKb6hrY/+1Mt7UT23ojc/kgc7Kbf37/u34ae48u50ozRqsZdJtTR4hKi66hk2bc3G25D66etgv1KMe7w9cnpSR0+mbwWOcC8+jPdmfD9E3ugmWl/qN2XK0hvIRKovjydTr24anueA9cI53XgBemobIoPkpgz7DWvGpOsyftxe3btgXhg2xjN6cPhQY0K7+0PbHStN2smnajipneJxIp5Yv6ccuqAzr6Ozox5GCM9i1MxWXLnov1SFxtPGfelvnSU/W7k1/mXrU/mgew3kL8DhumjuPWw9uf7w0bUeXA9LT8rB8aTxqa/WzCayaacanGH4lTy91pdfs6YKIZCMfgfNNad9xKN/+/fHStB0rzeojdBuapm+XafE1iPraTmSnXMH+3SWoraK/MMRyTrdmf2w+IqVpO9k0bSOlaTtRmpFLW7NIsJzX1zZj3muLUZB/2hxz7cfysja1o3P89sa6mB6q59A2w9sPtD1umqvLboP1qoxsXL6JfBifI31YXhTUDCqwccIw9e6dB4hLSERS8iH00CUrZ4D5uqNj77PoNTv6Yo0g2Wy7Dq59C/LgwfEaLsNYadqOn+bOc20F9yXzCOcP7ZeercSqJZk4f/aJWbDp/EFdAFY/mH6JLm+2f10/222kNG0nSlNQLB8tPTER/Qw2y4vqsGJJsnmLuGhwWHJ6P5Ho+UHj61QPz7U2IP5c34TyHS6DX5bx07xjA/lVtan/2moFqnKWB/PGbNPXtKFBStYvf8QRweT4bQeQkHAAzc3OF7CUGT/8sA6rI9Vl7djWqf5w/ITLFypnuAwmTfk8T/umfrNln49KU3+aDuWfeNbFfTtvKsXIqvrELzed7cPIzSrGhjVJaHSPbRs9SqeaT7V2Ev/j8BYhTdvJpmk7qpxkIw9+24qYxrIDXPvqApmovrYd+3YWIT3pIhr0Sw/sN/1clPHnPMdA9Tu4NNN/k+NN28h9H0xTnZzwZBgBSC/Sj3ySHiTVF/76OOZ7uFbvNs+G6idTGd5y0A8MDKOxoQ1bN+7l3HMErU2dGio0J3qzrk709+uJx0Fzt62b6zTVNjBE/6aX8JkxpKuIBOdYrVHNOpXQG3rsFw2D/SiE9OkYadqOTrNw++pHm2dhfvFA9kjS2EmIT8SGdfHosUOf/5Qjq2R/6XxyF6xjbN7C9aFteJp0z04w9QdgOlH5shfrU+25Ok8wI4RtsBfJb96h09ixMwNXr1VRJ8wgha4XRvMWnqbtZNO0jZTm9w/+bWCfGNJFF25l60NcK+t32s1PgOlcdoV8cV5OCRa+tRGN3gvDdHNxYFDjxPu5N7Vl6lO/Ca4fCa8dw5fRr9rnNiLsWtUd82QiGqR6tI5kzErb1xhQtNY20oEWxmEdlPkJQ+IH3Q9wrekKTl8/gcyiNGQXp+Nk5XHceFKJ2223UM2gWqVbiOcUbSsQ1jBqHmjHtUc3ceJGIXIrCnDk1mmceVCGE7eLUHD9FI5ze/r2WdxuucdTdWafufLV2c/g2VyxUHBFJczJ4FkKC1WMHajW6Bys4nmGnJWMSrLoQ/4HBtjhGgkqJ8Nhf40MdrGclBFUdPHZK9gVn4+K0vtmnBnoxpN+oUJb3dpQeRPU0TLZj1qgacLRYs9t/fv+7fhpNgi331+3cPtjpoXBpYmKiq9iy9aDKCl7gK4+2xcKNu2Ckhhm+UH2k7m6SegqlLmu2UHYnxXRoNQiwQTe+hgeR8tgtqaslT1kG54WDh///jJa/A6ZTme9HMfFp+vw+ms7cN37nWf3Zsu+IU5A4sFff6Q2w9O0nWyathHSQvUX3Ab2jW1ogmOarg56Y0nBc4GC511JqKiwC0zl6PKE1bPO9/Rk4LUZzpPbRkrTdsI0r99Nm779sDQ5bKufYJr/WJSSdhDLlsWhrl4LFzsaB6g4BQF27HIi56JBF5ysTLaPQsey2vL4C/AYtj9emrbjpI0eYy7N0xXtXvZWXdXKxdgF7N1ZiKqHGvwiyUA9etf+A/X798dL03ayadpGStN2nDTZ3cAQ+eOx7o4M6sIYqa72MX73uzeQn3/CHJubJLRFqz+d67c37Xu6dfnhbUZK03bCNFenv17Xtrb29TiygSEuBlVGC8QBXQzlkUh3nm7evout8XuQnJLHhadJNndiqFl+nC715g/95irrNnx4bRPW5gTZn203hNcAbxOkaTthml9m7Xt55MterBnCWc47K5em41xJkxc807fp55+4NfwH6vIQUv8YadqOkxbutyKlaTtumulnBcVcUfRzn/OJFsznztZh2eJElJXan+Ezizozp2huUdChNC36JJsW+azP043qHcV3pDRtJ0wTn6pb+/Rhpk19tNWxfIF8tPvdYI3xAXNnc3DI2lsfk+O2JZqfRnv8pIX2YpJNLbJJc2GeugrartdmCDx+nB2Ey+nfj7RVfwe2/n1tJQP5MH0qmTRvt/FY/erklV+lPCzT2TmAnKwz2LA2CXWBF2wp3/I+qJ/rkl5c+5F4ipSm7WTTtI2QNp692fnejoV+9veACRqB2rpW7Ew4ieTEMjTUa70gmTv43xs3rr/9MOm2foOJeDNQf7s+92/dPh2RrkrK52pNRYVIL26xr9V6L3WjL1b2c+t+0sqRLtg0P+zAztXJOHqgCL361QplD7AuPSnpkayuc7iLAbStw97soNz6qaJhD8wbIYbYjgJ0+8Oqwb4Vwvs5Upq2o9Ms7NjRVj5AfW37264xtdok6+wSjZu1a7cFfhXBrDVZwtYlH2fPdfWHtuVtpSvTFuHfhqcZyK/7YgMd83w7LtWWtp5NUWfiRrwqXNT7M3LzTiFhRyqu6XeemWHyTP1hPI3Hr6l7cmnaRkyLJF9Ymvn5U8qguW5whGsr2T3XV2Z9Q4F6GaIczC3Ggvnr0OD9VJX83eAw7cP4ZNkO26QPcxc9zJMdepxbT1fQhhVH2XhKPcS+8oLp0P4V5Dut/xRkqdEhqx3pQGt9PUmhj+4itxFNwy2obL2BM/cLcfzGUcbAR3HqxjEU3T6JkgeFOHnrGI7dLMC11ko8Yuhcw//PtVNwG3l340bTHWSV5eL49dO40XoXt7ru4f5grYmy69CE4odlSClkJH7tNOp76tkk43UOLnM1jEwpop+7wTOVRTcRAqNA8RqEHp9xrIpnimKPCfN4jRKkBC0uFXBxQTY4aCfKjvZO3Lp+F0k7CxC/5CAu5t0DHrO4oKeE9TVb7XMd3dXUhruVlbh3pxIdnS00EU1YutsRDdjpbvII/9ipUnSm+Bo2bclHSXk1evRMI8mew0HHATpEuTVAzCMe+lM/GsOXQ7MLGsuTJgF3bji/U4P6K6jLoA41gEPLaYKkc+C4LT5Tj9fn7cHVSvs7zyqpq8+9XFzrRQD+8+YOaF/iX1uNL89AO7v6kX+4ENu3p6Disn0jrbVO7yKFOSdSfdHG5D6yKf9x+EeUnJqHJcu2o65BE5SVR3cDBzRW2ZbsSYtMu+C2fSIe7Fj2wZQNYjTP04UbO04mf54uiA2iurodqQcuMng+a/ZFjq/Z080UwHEwMExfriNNghrbpJraZvzu5QU4XGDvPCs5cEHMnOuXSfv+j0uPBvwfl+ba1lYLL9vPbkzr60UD5rFGzkXkXTJdv3kfWxjQJKccQr81P5aV5qyPcnajuzPBOoNat3Ym2IneLLB950UX4Z9gng3YRnC25AZWLstC2dnH3iKTuVoAmXJ+3cw1aO1gx3NvP/XERZd+d7u8pBFLFyeh1Aue1ccKsvU7uEYDxv6kCaVbHUXqn+lD9frrNtr3tu4j36wFqfRhcwa1frBDBz10CVu3HkBc/AE0PdEFAEuyR0HrJt2AUD06N6gzPxw//o9LGx+yg3ExrDLiQ1ajj/pYgZPmb30klfiyArV39CMjvRDr16ah1gue/T5XfRHK89yA/Ygvcie5+RHV1LciIf4U9u8tR70JnqUX2aQ7V+sKu74IgOlOXquv8RGx38Og9ZR1rGSB0BpUFqXetC+Y1cfe7tL2cVsjKiou4OblG+hr4aDhOYN3BpD4ZhbOxFVgRMuCRwTXnN2NPbhf+RC3btxDU1sbzx9A54j9Tqe9eNXFBolh6tPcfbbBosaW1vj6WqLtu8jyvX1Yi7L7qtfB5Vhf3Uex4uL3Y9367WZfZJ+AFDRX6QKiq8Nf/9RhRnjIekKwPt6WsbyqP9yazK1XehnzZR88hW3xqVxnMnhmmuSwUo1u62lDY996MmlY4152T4uTXBRIF/4OHizH/PkbUefdedZ59kKArFLrMdbl9YOEDX4dIRhDmbjQc4g2JgwdS5Fgey4aJL7IM/2S1o8aO3oEW89Qt/L/7a4HDI5PIu/qIZTXluBh/12GavXMe4RGhsoX6stwuPIQTtw7iSud13EH1XiuhbF34/Bj1AzWo/heKXLO5+F6yy3cb3uIrJJsrEpegx0FO1F0rwgPeh7gUnUFCs4X4ML9c+gYaWH39aCHA7BrsNN8b9rc/lcnmc4JxdMl8eAGg09pAf6kUDoeBojm4oifIrCuoHlIj7vIMkj6An3J6Uv46Tdfxqf/6gd47V+24uiKCtRlPEZjGpHcjKacVjQWNOPmwTvIisvCb3/6O/zi579GUZH39lqSmnrasBJZKiy+gQ2bj+FsWQN6vAuXyje+XYXHJFubq8/VPVnonIkwFo2uT/+pWzJ9tqgJC+Zn0Kk1mDTVI1kUoGkb3sZMYzSvY8N/jqibCjmUX4r4+BwGz3dNmr/cXIWxnbA0QZSadhRLl+1n8GwnI8kjs3Nu1KWFyzkeRbNPXNsTQVRb14O0lBtI3FOB+jrdHbR5keqdi/DLIqqu7cQbb67D0eOl5nguy+J4k934j51Mevjn1u06LsoykZJ6LCR4dnU4qPzbIdfWbMHxV1J6H2tWHkVpcQd67Q21kDL+c6IB1RkNqC4tTbWv67OaVxT8l5e2YdXyXJSW2Zch2rL6BBeqcwVOjqA8duuok8N/27YMbN+ZiycMciKd43ycg9KiAX+d4yH0PPcJTXfU0jqAtPRz2LQxD3V11thUh+Qeu86Zh7/tsRB+jqimvhO7dp5D8oFrDBDcxQBrkw7jUaR6I8FfXyQYCjmwfap7cLoe5p5LUHZ7fxfyDhbg59/9NV78xsvI23QctSca8DC9Htu+moq0n59BdVIzHh9pxq2s20hZlYWffeUl/Obn81FYcsnYm+rUr+jYiwg+Ln3ta1e57j6gjmcDjroYxydsz8KmLQdCXuzouA23uYngzhsPY1H4+e7YP9719fGcvGJsjcvFlat1Jk/k52E24OdzPLj+s8fW6rWvNNFAP5CfX4lFi3agprbVpLnyusShSwranxR5Fbt4y4ItBqCYzMVprueiQaxbT8V6TzD2MWhuH2k3N41r+x/hbM05HL52lNtS3Oq4gTO3TiAhZzO2ZqzHoQvZuN97G1dbriDjUhbybhcweK7Ccw1owhPG15cfVeLEzVO40X4T9zrvY8n2Rfj7L/wt/svf/Wf89w/+N3zjpa/hzI1TaB9oRWllEY6cy0dDdw2b7kDbYAu6hjo4wAa8qxX+oDSIp01BXv7/7P1nYB1HliaIavfH7tudt9uzO/N6Znq6q+20qequ6fJeVSWVvPeu5B2lKqlKUsl7URJJ0YMGJECA3sARjvD0BiRBA9CToAEdvCG8B773fRGZ9yYuLkAQhCN1z8VB5o2IjDhxzokT8WXmzXSMRkMGsgzb0Ub1NnejvZWAihGjlfti6t58b2nh944uLri6zO1+ehBNXWULls9bg5/93V34/n+4G69+fwbm3pOC6HuSEX1bEhbcvAaL7s1B9FNpmPrUAjx/y+v41jd+im9/61dYtjzFnJ1RXc101JHmFg+bNEZU7esh1GvXHcWUaRuwdkMZqjhuTD7lbGIZBTWdldIDHHSbnfa16NHZwRbqUOxrh+k6xvf9YqyyF2HdHmPac1jfXXbrsfuSBaitBdbnVGL8J5nYvbsCbZwRVKaBctezL0a+kWZHzv5Ysss3dEZTk4f6pKvoNdUdSE7ag7lzMrCDC2ddrdGiWWWCtjUGuImyedmbp5MbK1ZuwOfj43HiZLfxL6Vr26hjHX200m7GVz3Hio3/OWz0EJA/JOzI0B+3tDN+UMbjhc1Ysfg4FkUeQNHJJpOmPpv+OH0bq9woHXKrsWzGFr8fOVKHTz5ZgPT0veZWOl1NG7O+JltwKz2b8eN8d+NDI9fHhw6VIzw8DUuXbUBtnS2nfrt16FjFBI09owfm9cvOcSPNTZyn5FtbNp/B9ElbsXVDC2qqKI/TZ3Gw8XLZrDqHiKVnE4+5baJtJH/u5iZM/2ojtmwqQpv8zbSpOYWsfep8VPzPbTewbfZDvqIx3sA+KN/4G7cV5UD43HRER61FaWmneUCd8rVVXBe7McG3DvDW7WW1Kw6W1wcbH74IS1Zf3dJxe5eVw9OeiQnk4uIOAs19mD1zHWNbq4ndyle/5Wvu3OqVYURYbfbDkk2+pjnfrGPUb/KJE01YFHUIq5afwskT+omHLRt4rBsPvRxUjiBsjnd0HYzl4/q5hR4uJ26jjCZWMb2BXEsd13ZxramrelybnS+pwYdvfoUf/t31uPkfH8SbN36JGfetQNQDmfjiu8sw42eJWPXYOix/PhVfPTQPj3zvZfzbf74O9970O2Rk7kUT62tgXfWss9E89NZZ87JtsSuH/Ffzb4PTD69OhpNdXVdU6LbtLMydm4KqSuZRJsUIV6+yp1kbBRzfJzvH9cfGz9lvl4OVEZt2uW2QTCrL75pbEpN2Ys6cbOzaVWZOnJlYPNIcIGtf7MYgjQezVnb65Maueq6bU5ML8cX4VVzT1Bo/NWs3ttFILFTfZHGQ0lXexUsWP3VbPCXMxDThJ4O8A/GXi8kMPhsOzMi6DIBjp4hTBZ/ruurMLduHq08g48A6bD+3GyfbTmNp9mLcN+5OfPMXf4+///Ff4bZnbsTq7XE4334WW4q3YfXBNchvPoRrygmdVcGGQ5uxeudqFDYcQ/b+TPzg9n/HP//y7/HezDfxQdhbuJ5A+sV3n8HekztQWH4QawmeC07vRlV7GZq69VIrnb8a6+DZYa/RXGYgcU+fVFXU4+C+IhwoKMLRQ8XcP8/9czh2uIzfy7A3/zR27D2J/EMl2LOvArt2lGNT+ilEfL4Gb98zG9MfTMWi+3dg4Q2bEHdzLmKu24qFP96EyGs3Y8E9GxDxQiYmv7wSLz48ARO/iMWmzaex/2AV9u0fHd5/oNrH3vSDh5sQFb0Hb7yRiEhOLLk76rB3X63NP1DO/TLs38dy+2txYF899hfUmu/795eTS81Zt30HSlm+EgX7LiCf5fbt79nG5bJpLwj7y1RQhhLql3ba2Yio8BN46fl4xMYex6GjjdhHve8uoE33laPAU+/Y4kpyOQ5Q1v0HLmAfbXDoYCN25V3AvPCN+PijWMTG7GNaM/tex/waz3Hsv48D6x15zqdtCjzszTt8pAFffZWCV363ENk51dizt5XlG43P5R/gsdRBAf3qAMeg7Gn7pD6yLnIP+3vZ08bwcwVlPk87lSMr4xwmfLoDn76/Geuyy3HwYB37pPhBLihnWSv7WOS9+eXIL6B+9zEuyKcK6pGSfAwvvzQL8+dtZFoj8vfKF11fE3v9rWd9I8Nu25YLOKbVDze2GX+jvPv3XyDXISO9EB9/uBJfTUzD3t0tKCigr+1lDDsgpg4YFwoY4w7S1w4cqGSfKxnnqjgXeFjfDSuP7Y6Cv+3h3HToSBViVx3Cu69nYdWSMs5JrYwXtJspQ9lHcX65ONNWB+yYPnCQ/lTQgB3bGhG7vAQfvJ2FFUsPMF1zRxnjteYUMv1yH+ccxULjdzx++MaT/Cmgbvm98X07nxXQ9vK3/fSTAvrC3nz5Qg19qg4F+U3YkduA8Z8lY+KXydi6lXMi5S4o4JyYT985eMH0O7/AHrvvgN+He7Kn/Utg1ZnPeHNxVp80f/A4zpn7Dp7jlnHK11fVp/1abN1SReCci08+yMD6nAscI81Ov2VHjoUx7G+Sc89e2uAQYwLl1LokJ7sCk77cg5nTDmLd2nIcOsx55KDWLr317p1nesw1AeUCOZ8+Elzvft6XX4mD+dU4xLXUAfpHAf1rL2PRHo6NvMOlyDtSjF2HS3D4WBW2rDuGd1+aiTcfno7kz7dj02eFWPYA153X70TE93dg3r9vwfyf5yD6viwseCodn92/CH96YC7CJ65H7jbakfPtloLz2H7gPHZznVvAsXVwfzGOMO4dpf8e3ltNZizMb6Bsmoc13hjzg/RtaFi69o8zN05v316FiROSOH7isD2XY4ryFORz/Bid2/Gy/6DmU29dl8/76fOW+d3Hki9wPFKXZizTXhw/BfuaMTd8Mz75JAkJCSewZ0+j6Ye37rHEBQXVJgZp3Gq9vv8gY6mJp4xtBU3I296IOWG5eP2PS7Auh2tp9mVvPscGy+zdV4zd+SUmfh04QD1w/O/LP0efOUvcxHlp/zn68WnDx4+Vo6aqxd7ZKxzGreFALObyUEJG1aUrlOaBxvZOC/1goRaN2H3+ANbsycbR+hM42VKEe8bdjb/+zl9g3HvP4KMZ7+CBl+7GI398EKl7UnGw+QjST6zDOoLoa2oInM+0FCPn0FpkH8zCscajiNuyAv/jF3+Db/z4LzA+8iPEbFyGF99/Ct/9zbeQtCUGlZ0l2HpwI7Yf2ULwXG4ugTd2NqDFPGRmjIPnQAO57IBnva9t7+6jmDd3OaZPjcL8uTF0nBUIm74UEXPjEDEvAdNnLseUWSsxIzwRM2anM38Dpn6SgtcfnoH37p6Hxc9ux7L78rHgZ5uQdNMepN5UgFW/3I1F1+URPG/G/Gez8NWLcXj67okY/3E8AeoWhM1KJ6di1lBwWNql8SwPe9LnzFmPl15aiJtu/AIvvrgMX01eh+lhmQibncq8ZMqbaMrNnpmFOTNzuM0mr8HssCTMmh1PjmPZBHIKy2ZiZliW014QmS+TZ0sOR24vh81ONrLMmZuCaZM34rknY/DTH36CP70ei0jqffbcdNqT/ZjDetivYHWPNoeFUfbpq6nzNISHZ2HmjAyEzVyLsBnr8LuX5uLB+z/DO28tw/zwrdRBDvudwePWkFPI7L+Pg9d/2RxE731xmJg+Ylhp9HvD3A8PX4dHHv4Sv7nuHXzxRQ77mcsyGzF7Dn2Ldpo5K4m2ol/Nkb3UH/Wvd/uzw+SDATIONQe06WPqefoMxgz62/iPU/DgXfNx9y2zMWH8WtpnA2bM0LhJYZ9Yxxj1N/HMGansRwpmzlQcWIs5szfig3dX0jav4aVxczF3zmb21/pamBM3wqhz9U060JifRTvMCpNtxfLH4G1dMvfQubder69TBsah6TMYi5zYNnPGGjL9g7Fo/rz1+PSTGNxz54d4/NFpmDtrB/M2Yvo0XeHIJtPfZjJ2hSWYWDdb/ZHdOK7msN2erLQU8siPMcW36TNWYUFUNj54L46+Ngtv/ZFjZ/p2+uBaxlzFD8o/xxkrY5Kpt9mJlDORes/AXPralElb8O4bWXjgrjl4640YzJu3jn3guJ8dg7A5cTyG82UYYyDnI2NrHm/igU83Q+hvvjgjf3brZ4w1zH351kz62vQE7ssHON9R7/KzmTNki41cP2zDE4/NwG8fnWhOEM5hTJs5U/n0ndmZhmea8ZZMli7kt35fDi6DwybWe+UdDCsmZ5FzOIZZH+fMsDmxTGfbZozbvmo7e9Y6zJi2Ab8ftxgP3zcLEz5njA7bZGQPY4yew9imOSt4O6PPMzWfTuN8Oo++M1dxKwufj8/BU48ux4vPxGHil5kIn8c4Mde1J48L1DnZrDkuQfcXX9/JtumYO0NMPc+k3vl9BtOnMQZNm7uazPUnt7pjZupnq/D83Z/gnQdmI/njvdjyyTnEPLQfUT/Pw7x/24nI/7kL8366EQsf2IjFL2zC+3csxBv3RSDss3VYuGAXZjCuT6atpsyj74bHYybXa3NmxSGc43AefTF8OufkGVzTcZ0RNnMDZeF4o08Pjb+J1V9Hn+a76zNWD7M4tmezTY2hZ56cgse4Npg6OZvrnvXM0/pAx3Isca6dRb/rWfdlsBljat+O8dkz042tbb/Vlh2TsucM6mkWx8RcjucZMzIZA7Jpm1y8/LtIPPLIVHz8IcfzjE0sw7lyyPQ2VGz1H2bmePZT65HZq7lVnLXjfhbtPunLtXjqt7Nw562fMC7n0EeIA6ZrjZ9EHdAfZ3B9PVtrUs2vnC/DhJlWcU5dSd0tx4ypSxjTlyMxYR2OHNKruwS2LOYaUfBM7uokbG5vJU7VpV77DPldZ/cho2AtitrOIvf0dvz8vp/h//jr/w1P/em3WJK+AB/PeQ//+pt/QVj8LJzrLkXOmc1ILczBNdWox9nWEqw9sgEbj29BOT/ZhzLxD7/6O1zzH6/BPa/ciY/mv4dfPfJz3PD4r7D5yHqcbz2LjQfWYe+pXajtqoZeHl3XWYfmTr2W6Aq48twHCzzrVpkTheeRk7UFa1LXITtzCzLTNyN9zUbkZG5lei7SMrYgLXs71mTvRHrWbmzaeBDp8TvwztOTces/PoUnv/UJPv1FDKb+PAmR1yVjxR05WH7Xesy5iQude1di+jOL8fs7P8G//eUtuPbHTxCkr0JOzi5kZu5ERsYQcHrewDjDbtMdNt+dNHFW1h5M+DIBTz81FxMmZmF10l72fRf7vBOZWTuQnrEdGWksu2YXstJ2O7wTWek7kJGZazg9czuZZdN5XPpup90gMl8mZ7HeTEduL6ex7YyMbcjK2YHUlHx8/nEW7r5tIgdzFjZs2o+M7F3sE/uRxeOp/0zWNdY4I2MH0tJykZWZh2z6Wzp1npWxG6l6995nS/GH389AOAPfupz9TN9j9OA/foeHe9Y7VByo8/440+Nz9jv9niy/W5u9F2+8HoZHHxmPFSv3Mn8/8/Lpa3voS7QTbZmWuc34VAb3bfu2TlOvw1mGKZfG0wBtGsyn+mVH/l4sW6UzTqzdieWLc/HG7+Lw++eWYuWyndiwvoBl2B7tmMX+jIa/Be1LEJaPrUlTX6hb6j87uwCLojbgvnvfxmefLsH6dfsoP+3CcZ0mvbOciSPmeNmJNmJflW9ZuunZxqBZdfnYm6ex7uf09O0cN5TDJ5/6RT1QnrU5+YiOysRLL3yFt96MYP4h9icfa9bstv3NUrzSsRx3jHXWVvI52o519WK2n2Xa9cozhMw2grHGRHrGVmzctJeLmgw881gkZk7ZxVh3ANk5e2ibnWTK7evDxTlo+8PKO4yO16TnUs5dyKGvJa3eh9lTc/Hck/Mxi4v49esZBzjnZmRuRlrWVh4je+4hK3bQzvI31eXVT692LpO9dXvZyML1QNo2o2eVlZ9kZypWKx7nc448iNdenYU/vDITcbG59C+mM+6lyR8Zy8VpHG/pnDtVl/U9rz+7MgSRQ/7t5gdhxZuLM+MR52fJK5/JUJzlGki6VRvpasPZZmXlc+7Zj08/isNLz83FquWc9zl20imn5nq1mc6+BMoxVlg6XiP9ZrO/nPezOKcuW7IDb7waj/ffTsPK5TuRs446yeYaxtW9V98Oa9zbead3G8E4uN69zHUU/SCb66nsNfzOGJyZpjjEMay5T35OVhxal5OHhEU5ePK2P+BXf3MvXvj5h5j9ZCIiH83BtOtS8fm/J+CrH6Zi0nXxmP5wLKY+vQIPfu81/PAb9+GRW9/CnOmp1AHttn4PUnJ2IpVrtTSt2RjvTJxjm1lq36zZ9lIGMcebmauD9+/S2aPPXumaMzgu2GZaaj7efG02fvfSFKQk7qXe95p0eyz1qrWb4luPOi6DTb3OnEXOog3M2tJnazsmNU7WrNG+2t+DVM4dWuNmZR3AJ58uxSuvzjEPoUtLK6BslNfbxghwYFzvzZSbrHk7i3FXaYo7mRrz3JcOMtP2EvTuxvvvLMQTj32M+Jhczp3EAey3nU8Uq+Qz9FONee5n04+yiZW82CmbsWTXzgM4d7YSba1Cxr3xVzAeMnLq0vvn9X5q+5o6PUO+BQUlB5GxLxsHqg+joHQfbnrqRlzzv12Df/rV/8DLX76I28bdgu/c9R2s2LgK54mPc05vQvqJDbryrHdWNSC3iJ3fn4NTDadxoO4Qnv7kGXzj37+Be16/B2/NfRM3PHs9ZqyejsL6o9hZtAPZBVk4XXvK/OZZzy4TC8nrp+ZjBSxfMlFk/X5ZZz0uRuqdt4et9W1IiErCXd9/BL/+bw9j3A+/woTbl2Lugyuw6Kl4LHs+CdMejMDkJ2ci/K1wvPHYW/jJN2/ETb98hMFgi1PL2KOtWwoxd+4GbN9ZYX4H4SXTf1cJgQoZo5S7uRKffRSLY0f1CMqe4l9p1NLUjRwu0BZFr8GBfUVO6pVNsbHZmDRpGUrLnASHNCSvNBuVnm/D6hVHsTx6D8rONzmpVy6dP9uM998NMxPu1UAnjpdwcZOIuLj15jeOoisxDriUt/MUpn6ZiV25jea3Zy5dKX3yyqnfGe7OvYApk1KwO++kkyoawOQ8Bkk/t4uKSEBUZDIuVOuHf1cC9a3rpkaYRfWsGUmoLO/Znytl6afeuT08f74Zi6N2IW7lUZSWXBn2qS9rwMS3p+D6f70VD//0aUx6LhxzX47FFw8uwhvXzsJ7N87HJw/Mx8QXI/DVH+bhqdtexc//9RY888Cr2JS11zfgFPpcPSjJqxd9d3m0SM/TWRSVgrmzV6G12UkcY2T05ihJdwcnp27D/MhUHD5c4Uu/EiiYqPqdcgaB8RfjZ6G8zH3l5uBI2KpTd067DjaCRGRncKmuOuvh1q3dLeZ524XVhcg+kI1NJzahqKUIH0Z+iH/48T/gRw/9CC9MHoffjLsR7yz4ADsr9mBX9T6sOZqNvOr9elVVMypQi5NNZ7HuyGak78tCYcsJHGg4hGmJ0zFh1USsOZCGzWc24XDjIeRX5CNjbzp2ntxB2Myju5sNcNaj7O3jy69g8EwaiOzKde7y9j1xuq2xDQd27sOCidF47d7P8Nqt0xHxh2TkTM/F2umbsXbGJiROXIP4qXFIi07EirlLMeXTMETMXobCI6MLfPrr89YthzB3Tia27ziHpha5n+1/t56z181RJSUoQVt332hHE5BY+/7jRpJsm/JIof4OM2BzN5USPC/HkaN6d5hfbPaG/10pxzC7u6Tmxg6C5+0Ez6uxv+CYTRQ5+W7P/OwePNQ8MOrpY8GPjYlJw6SJUSgpbTVjyy1l3kFq+sD4YuKMfT6vqcEt5CN9cfvuZl6Mh4rUbpvZKznXRPC8j+A5F6Xn9PoTlzTehtMe/fHASBO+PUIf9Qk4d7YeH7w33ZxddslXs8qbY2QfvTrEPhPWzR85UmvesRyEnOQTx88iMmIVYmMyzQNdRHoKt/xOvTDvuWQMM+/8NCm2P71Jqa6/jRypVX98A3buKMSUL5Oxc1uVeaCOSKNELyRRKfeIi/NIktqzutOc4ravd4vu2l6GqZMSCJ7d2KYyegViT9/ScXqNjDdtaEnyufoLRkp38ykLF2e+ss6mk/4VFRFD8ByLmir75H2RWUS6RZ2tTRD31+YwEJuyY1isp9JK13pljJtmWdTQ0IHE1bmYNTMBFWUuopH+GZnZKbfcWCQrm5HUeI7oHOPzkqjtiF+5n+DZPdHpjvsRJn8w7c2uK5LauebclrUV8ybMx5yPwrFyagLiZ2Qh+oMkvHf/LILpZVg2IQMJ8zOxOjoNC6YuQdiX4UhavgbnjpfKVQ0pNrgfRQrNrnaGtUVcVvOjQTqRtigqnuB5KVoCz0HL18x4GwYJXZ33IGsE6xd+39BWD3ET6eF5yakbMT8iAYcOF5sH744OuR24GLtOxR7pq8iz1UPsdPX4y8+nETzbV1X58h3SU7LdOvoiF2e4dyaPNKld895p+opu2tYL2PSsrpKm89hRRJx2OAvbz29DQd0+RKyPxBcrv0Di/hRknVyLAy2Hsb/pMFbvS0PygUycRqmuPDeivPsCKlGDg5VHsIbAeMOxjTjRdhLHWgvNA8TOtZ9DUccp86junP3ZWL9/HYounDLg+ULHBTQTxbeQ27o0qVnFjIZyRor0LrPmdr1suxPt7KYZtvS69rZ2NFY0InvZTiwdvwH7Us+j5UwrWopa0HymBU1cTDcWN6K5uhGNNY2or2pAY20TOvRs+1FUV3/22rqV4HluJnK3nyV4tsHChg29M+3KAs8645W7sQTjDXg+b8pIOrts8/vtWGRXuWbXUWRTQ7sBz4sXesAz8xTH7HHqkxZzLvesc6h4oOQt29exsbHp+GpStA88u25lwLP6QEtZUGMsZsai6a/ps79ef9/d7/3z0JGkFRLrJnhuJHjeT/C8HaXn7XueLanN4bNHfzxQ8oNnu6gSnT1Thw/fn4HMDAuebb7DKi82o6k3wBk5UmuS12VLPvmU5Agk8LwgMoY+l2meLCryg2d6mAc8Wy2Y2c1fl2FXt9bfRpLYvJHIBc95OwsxdUIK8rZVG/Cs/A7KpnekX0p8G3mSVvWeUHvyXeSC52kGPNt32Fsg5/qWjlGaPvK5sQCexeyDXoliAhL/lKRUmkjgOToAPOvhOa7K/ap36xL31eYwkOQVm4903Dd4rq93wPOMBJSXuojGeqPev+uWG4tk+6EZRItoK6nA89LoHUggeLavFVQfdALB+tnIUn+2V5rNM2vOpjbUl3IlfqYeDZS7sbwJZXuqsezLHGTMO4Dyg81oqrbcUNaIhvJGtNS1oKuN/aLvdRHZtXc6D/o1GrGxws6utjUvjwbpavNCBzw3u0PHEaibgEhXEjXuhlzCoJ1WgnTjsvV1zZcueDavqiLYjIhcPargOVhsD8bWn6hH6dJFz9o47ILnCV9MJ3iustmuezrFLSC29QRrI5BHgzppmA69BoAk2wk6t6EF9V21OF5biM2FG5F1OBOHGg/hSPtRHKw7ROxbjFPdp7GfaWtPbULK/gzsLN5jLjhf08AKdON1Lf+Xd1YSQB9G6u40xOcmIPfMNuSX78WmY5uw/sg6rD2Yg+z8LBwtPYLGrgbUsdEL7bVo7W5FU3szWtp1xYGCjaKCLpe8Bu6LNWRaicT0bmAF33bOgHrRuEtb0vZh6eT1OLKxDNBg1y10Fr9ZPw0gVjMgCibLULAdNH7B3HTRli2HzMMEtuWeRWOzpkYzPBgsGHB1L5pNEAK1zMGnM4F24iFrX22wOrGqdesfWnbr9rOR00wGMgDlpf63bSjBZx8uw+EjgeBZ/3nQmCUpmRJy4y7IGuvbkU0goyvP+/KDXXnWjmsg56BhoOD26M2BPmYDbk+dDwQ868SNLKsjzdG+HS8pYeB99so5MNYxgax0yajB3o3is41IWL4Py6JyCaT94FmTTJf7yMkRpt79CMbUN1VnxyxHhlZZpDOn63pceZb0dozJltw3x8g+zWQ9lIPppg61O9C2B8L91Sefog18bH2Mf0ZgjR2x9o8XnkEkAU0cwXPglWcewT7IlvI1sT7msD5IOW5bw8FsIYCt7qVvFzwfx7SJqdiVW2Ne58Iidn5ih1VqoBS8/eFkq2dzssIYB2gmHsvLLcPUifHYtdOCZ3sSo4nMxT/LWd+SDgS6nRMcJm2o++D6kvb9+resNL/PSeOdBCMa3ybfUTuXRlgwfxUBdCyqKxuYYdMNeJZPsrC7cO3pw335lMrZ44aGrRx2DEun1LF0rRMazPOxkRCoq2vH6oRchE2PR5nvSi2jM2V2rzwHb2f0WdJZr9H1J9ujs2frfFeeveDZhZE8LAj76xw6Vmu6V0Q+bdmuTWy6j7va6GdO0BJRHpdaS9uxZHIG1i87hg79/EnXMAKxpeSX3xl7q37bpv1oj/2mPD1sr2MMB5N7sNxXnVZGsa42Ry/Qw8yWoIlDx5VdW7t2tR3sXcdlsqMf7nrSaQfqy/qF1ZHE1HypK84i/QQoOXUD5kck4uChYgOmRT3qHgEeKNm4xb7QwGId6uqXnTTPgUpjf3Tluaw0OHjuNPFO9Qy83ZEmnSjqbJfg8mWigk5i1q5mzp4tqOyoIPY9hC0nNyN1bwpBdBZyz23HtqJc5Bxbi9R9Gcg4uBZ7yvahuL0cF9BA8Kyrxpy0Grr16+UGJtbhWEUhth7Zgs3HNmPD0Q3IKMjAhkMbUHAuH4fLDqGipcKg9iYe09LdwgVHuzl71eFOGJdovLFEXufrixVqLHDmQKEXCUi3MZhpAhdtyt6LpbPX4uBWAjTdrSnspjubxCqiGdO8rJt1cFdnpgairWCyXC67wNkFMn62TrZl80HMnp2OrdvOoKFJ4ULDTEHVgmczXlTUZsgreawC/BgCz906g07/pO63Ejx/SvB86LAFz3YqslMUazFpY5HchZS72BI1cAGTSSCzcEECCvbaBaYhXze0o8IuDw8Ft0dvlo+55H7X1ku6bfuKB8+MiWpb4Dl+WQGWLtiGEi7OTDv8aGF9NYBnk6/+mD5x3xwj+4wN8NzVpdjjLgqcYySjM4YKCZ4jCGjigty2zZrYB/mbjRD6zmTDwUk51p+Hh9lCAFvdS9/yt6sLPOs3tTu3lWLKhDjs3H7EpOlaQd/gWXlu2lD3wfqT3ffr37LS/D4njQvUuODZDHNSG+0ROW+lAdBVFcHAM2V34qO3PrvvlcVllRMHyxsMWznsGJZO+wDPZFFdrcDztqDguYMs3wzezuizO2684PnMGYLnBQTPK7g4Pm/Bs4lhZuToOFffXu5d9+Wyibf0Zd1UylWlYe1bOKst50UTW2kfrt07BaI7aKN2HutcoLlwrh6zxq9A2tI9aNGjXRQelKe1J/2tS+/fbWG/zKVStatxp59ditWO/fjit88vhqPffdVpRDPc3NhN8BxrwHOj1tOSxRk3ug3XnkRQrA+s4zKZ9RvuIZ8dm9Yv2DaVIr0EgueklA2YNz8BBw6e9z9Pw1fHyPBAya5F2B8auZOTnw5Vv43+uXXB8xfjp/YCz24zAs+jtaYZKLn2FClONXe0mLumdfu2fvtc2lGKE/XHsfPMTmw8thE5B7ORXpBODLwRO8/uwpGaYyhhmRqi5AvmynNnI8dWO7kN9d0NhpsZNC+gGidqT+Bw5WGcqjmJ4obzukkbtV3E3F0s09Vknq6t4NrWzgFNJxYNxnhjibzy98UKprodTj0WcG7p1KPSdANAA1oZwTZu2oMlUdnYm1sEqld+iW4Gry6Cz+52RTAtLpu5qFG4Mv45IJcLJsvlsgaMl715oouCZwkvthnc17Fasgk86/Y1LQCcIExWtd42ho7duv0sO5kAdxWD5yyB56gQeLY7XlLCwPvslXNgrGMCWemyUwg8jyXwrHTJxo0ZO2YMcd8Fz/rNc+Bt26yJfZC/2Qhhe6lPX6Qcte3KMdTsyO9hq3vp2wXPQW7b5v8rHjzvGAh4Fgxy04a6D9af7L5f/5aV5vc5afzrDJ41/jvUF+4Hb2f02R03Qa88jzZ4NnL1Bs+S1H5vJbeQm9HW1UgAUI82ggABYYMh6U+1ZQ2YO3kVUlftQlM1BWUaMTbXnsyXfQm0O9toV3O3JPvXTX/V2DPa0FhSnz3+zmMMD0u/+6rTmMDwFQGeyVcmeKb8JkixPxz8/YHnYFee3Wb8axpljGFy+qYYpzuG2+j3unm7mfBZP0MWxq3qrsSZljM4Qux7pOIwzjadRUVXhclv4Eel6vm5ppUDp43cQnTXyMGoV04po7arBlXtFajprDYV69K2Ac38aHg3tzehsaXBKKy1tRXtBIWDM96VSeqdutjGEWNu4aYBmqTUznpkrs/FnHnx2LzpAFqbrR44B6GjhcGpo4nHNnCCaUQLg1czDakF22jRxWymB4YFvW1bQdZEY5IOsxl2nx5iT3OKFTlYt/k/smTblMxaXDq3bW8sMQ8MC7xt24DnAF2MJXaVa4K5dklBb9tmUVPGHGcDvZ971jlUPFDylu3rWN227X1gmLqqbScDuwuex/5vnoXE7G+e3du2SwNu2x5Oe/THAyUtCFTajh/16VJ+8zwWHhhmdWz3rWzKcn1FdPy4bttehRiC52aGCBXRXV3BwLP1N32kR+b72OrVtelIkuS19rHIXw8Mu1p+86zfNhrwPDEeeb7btnVCtq/fPMtO+th+Dy1JJnFfNStdttdcJ1Bif/MsVbq+1uu2bYe03jTl+E93SDipHu6rzWEgI4c2+vT/m2fdtp2YEPrN81CTlUtAuS8WgG7hmr0RTR21aGqv4xiXnBznuvpMf9Jv6ufPikdS7HbU6cnuTOvgOlQAmtVbko3MiREBZx1v45wdS+qzW5BkFTZqpNu2F0bFmd8893fb9pBT0H4rwepHbNYfSuE/cyGfpNu07W3bq81t2y6oHmkKjOt9swSUHtkjNwZp4/DV8ptnkUTUOSOJICkUr1oY6xqFx4jgWsk17dWoaCtHbbduzq5DbWcVLnRUoam7gaNPT+luZblWXKMA0tJBSNxOgNzVwonW/oxaV5/1JDJVqAd6N3ez0pYL5h5xDbp2zgZtOiUhZVDhlvV19BU0IsTuyQgCZLoqJq21U1/SXeZGgucF8cjddRRtHp1IQd3dzRxoddR6kwmDzVypObfhjxr1Z69A8GwdjuUpuwC0IZto2VSjwaiApkWdjdhKDt7C8JFt0w4PydMfeNY4UK/GLlnlmjHm+IsPPEf19bRt7biGcQ4a4zRav3keOlKb8vmLPzAsiNBjhjSHWrXaj+jc2Z7gWWTLkFVebMbR2ADPfvZLYMaO89U8bTsypgd47vvKs40P/poCSTmqfORILdr4ZsHzUF15HnnSWLbziath72+e83ZcmeDZJDtqF3iOmq8HhsX18cAwyu6bg932+mtzGIhN2TGsT//gub5ODwzbHhQ82/XB2CXbDyupPEd07lydBc+rDjhP21YfRh48y+bSuWB9b9Zt1e6t27r63MSxrYtZAtVdaG5lajMI/hsQNnMlYldtQnUlYwM7oOnGsAFHbINr+M5Orlm59m/v0B0G9uqt9WPH96yievIoUDDw7Moy2uDZjhWm8J8XPNsHhiWO8tO2B0rW3hYH2BTTKYcFnjPSNg0QPDsJY5Q0BoQDbJwTa34kJCautciXsLhbAFnfLbd01TO1kfvExF3kTp28asE1HZ3taGVk7+gklOtuNz+i1lOzdSNyuxC2KiG3qnKC6w6ltRL4tXKB5EjQTfTX7VvpygCWr1pS1xRjNGbZZ/3Wu6mjgV+l7Dak5GzETC7K8vYdp9660Eh9tctiOqSrES3tlRzqjayCywHWZX7zLD06euuLh4NUrw1AdvD4ye5v2dLztm1jYuYN7Mrz2ADPneY2Wgueg922bW9WsovjsUr2SiX1T9WKRQLP5rbtUf7N80DJ61+uT/f0OYFne9t2aZlu0XQkZxF7K6FsdCWAZ/l9wAPDnNu2RfaqlGPEMUrubdvSsx31/ivPGVfYlWdXNmUZTKNs7tsHhvV127b8S37mso0PqiY4KcfqaaRILVo5rfC78obmN88jT1bX3ivPwX7z3GmukI1d8KyZxMwzQW7b9l95jul95ZlVKw66V33sItT6bt9tDgOxKTuG9ekfPPd52zY/V+KV574eGOb62ciS9TdrB/djx4jldsP63XM7F/NdXJMb76P/cBmHkrIGzAxbgYSEraiqkj/aWkUdHQTaBM3majPXb93c6ni7Xhub4Lm5qfdt23bMUFrPbdtDTkH7rATZwrJ75VnzZY/btsfAleeBkp0nOUPQf3QbuvRqOmW7am7bdl9V1dcDw64o8OzgNvOdne3s6jDY1z1BpRu5WzoFkpuYLsyrn6G1sRz3yRo7HR0Ez91yPhPo6QqsuZ0Dq0MPIWBlAsou24lL5dhQux5SQCkc5XbrfU3y3bGvu6Eh9VEG0JilGvR7k1Yq09xOQ8WnGvAci+35hWimQ7XqxISZRaVjGqTrAg9T0NPwY+oo6swFMC77ye67v3nett1eeTbDTGXZW7HIjBmXzWEqNfrg2YQ3+nSPp20HufKsnlwJV54VnDq5uncXZALPmWnbEB0Zf8WC50BywfOVduVZXbF9knHk83rPc1/geWRlGwxZ4CzWctjKOtinbQcx8zCSlcpIZmyhrSODtswy8Yr79rZt+7TtYOBZvwH0L1htfFA1wUk5qngESPKRre6lb8W3nleeBZ5Fknwsgefg41494cKlS4DAyqnbtndsLcHkL2M9DwzTac6+f/Ps2iew9ssnyeQ4TVBSuvzj4uDZ96oqR1Dlq5x04rtl0tdef20OAxk5tNFnYOB51oz4MX3bdjB/s/2wcU1WE+nK85gBz8YIYu277KSZL3a8CPQa5npd40E5ovLyBswIW474hC2oruGYoRtZiwgo0D9Z3vqq1m8mQvj27YrI8T23OS8PMfm6yn89WZm2jK6m68qz92nbbt5YuPJs45BksSV0MSwpZb35zfOhwyWX9Jvn0SAvePbFIG0ctleeBZ6no7TED55dNt8pu415TsJYJPaF8NXetu3EXbtukQ8pbukEri4it6Jdd2GTO80Y04kmxXRu5WusoJsI/BpjdaMkbVWblKhKNJH52QRRV1uut2iVYfVufVd6Y9JVT+qj1scWk9mzGURmCkJ6vEP6um2YHZmAbbuPoUWqMofoIPfARu5xgSnLjbK++h68dt8Fz7k77HuejblVVv7gBCwzXlw2h6mUAtrog2czIC4CnjWBXinguSMIeI4KgWdnx0tKGLk+qyu2TzLOlQ+eXZVKz/qIvn7g2cY4yzY+qJrgpBxVPAIk+chW99L31QuevwoAz53mji399EnxgGms68oCz3GoqSbYdARVvspJJyHwPPQUzN9sP2xck9VEYwo8u2bvi7Wh/+vKsfyuiwsb71qyguB55ozliI3bhOoLsqNKKQKIvTFN6zeNG9WjfbGNmY4j9OYhJtOMYWsnPyvTlrHveR7j4Fk5TlnNH0kp665K8FxS3BM8u/FNsl8p4Nkw5ZbsvnUL+62LyHYO8uBed6vL1fIzgYgOyxY892A5oxTZk+1gDShrde5n6Y3JVz2pn1ofa4FCx5IxOjs0kOyF/4x12zEnIhE7dh1HmwzEYhwaVjc0hAue9YJ3kzmK5B24xr4+svuXB56lJG2lG7fGkSNjkRB49vDokte/gvvc1Qee4wmely648m7bdlUqPesj+nqBZ/VL/uYuNG18UDXBSTmqeARI8pGt7qXvKwM8e8e8ZSfD9ORqAc/sRwg8+8qNJgX6m+mc0g3buCaricYMeFZjXvMHY1OG/xzn0Z2P5rfMyiMJPIfNWIG4APBsV6eKBOq1yxo3WsfJUbV1GtBBgTwM5Jol0FZKc9sMgefhpa8VeNaQ8bLTD8u0gfoQhBnUe3EQ8MwKNBgD2OZRgP6YRb4WpL5qvGrNIvDM/S6tupih0JS5dgfmzk/GzrwT5iSF0YtPT0zo1mTDg12djiL1PXjtfn/gWYsWQ76+kc1hKiUFibWv8m6NI0cKbSHw7DXO6JLXv4L7XAg8jxVyVSo96yMKgWd9+iLlqOIRIMlHtrqXvkPgOQSeh4CMHNroEwLPowqe5Td9sclnQbMu5x/3+wPPSvbDZttv2y+y5lQnTloe0d4ak1juaSuluaL0CZ7JIfB8+WTtT89gR6528GwM5chuRO3FLDRAvsZW2DujJ3hWWmAjPVl259/Xg9RRjVctuLjVb767zFMBtMQCsnJ2InweFzE7T/l/nK4BZIrwXzejQTcPlq5HWWl9D167f1HwrGJeXzCHqZQ6LjadNsne2keCFNpC4NlrnNElr38F97kQeB4r5KpUetZH9PUGz/qYw/og5ajiESDJR7a6l75D4Hn0wbPrbyHwfKWAZ3st1qaNmQeGqTGv+cXyIS+bNBbsFzwvI3je2Ad4Vt/0kc9yK781+mFBsYfcpCBZQ0KuWQJtpTS3wRB4Hl6ycYuewY6EwLOYBQfA1/hr5Nbs+jNNssYVt7LrQPhrQeqnBoTWyNSPrjp3EiVrMMmXsrLzMC98DXbvKLLv1lOiyos9V56No6muUdRb34PX7ofA81ghTXQh8BwCzyNDrkqlZ31EIfBsDuuDlKOKR4AkH9nqXvoOgecQeB4CMnJoo08IPI/eA8MC2OsOPmaGwDM3PvCssqTyigbMnLkMsQ54VrLGv7ZOET+Zumw9gQW0q2y5sMu9jr9Mcs0SaCuluY2FwPPw0tcGPJOk4ouxMaaHbZrHRs4+wbOnhAo5BX0e4c0Owr6izvevDUknGhTcyuHa9cRDDmAlZebkYf7cdOzZcboP8KzgrKeGjkJgDiDXIXyO4SO7HwLPY4XYGwamEHjWMkBLHjt2zNG+HS8pYeT6rG7Y/sg4IfAcAs/DSJKPbHUvfYfAcwg8DwEZObTRJ3Tb9siDZyuZnx0KTBYb57fOIwBp+shkUWllPaaHLUVM/HpUXdBrA91VmOUe5HUzTwFtlGw92rJbx1CSa5ZAWynNbSwEnoeXQuC5Jxtjqn890nvaSZYPAM8OG28Q91WRn+UoLuv714eoRAUtKkfnL/UObE3gmmouDp4VARrMccMRkC6FAp3CT3Y/BJ7HCrE3DEwh8BwCzyNBrkqlZ31EIfBsDuuDlKOKR4AkH9nqPgSeQ+B5iMjIoY0+IfA8OuDZSuWypDDtG6H5z2U5jkCj4q3WOGaMWyoheJ4Wthir4tcSPCsWu6swyz3I62aeAtroGHfZKi+w0gwt+btkbeRnZdoyIfA8vBQCzz3Z7XfP9J52kuX94NnD/kKBFTA3gN3B9XUDz1KfXudlX6rdhtZuXUlupS66/OB5O8GzFmVuFDIRTAO9nsfXM6mNrJpU3+iQ1yHEfrL7IfA8VkjjMgSeQ+B5ZMhVqfSsjygEns1hfZByVPEIkOQjW91L3yHwHALPQ0BGDm30CYHn0bhtW+1pTdnhsNYl/pWJ6xNyGvq7uTLDMubdtLoUY/tWXFWPqbMWYWVCDiprg4Bnd0fsdTOXnY31ZhtD7Gpv6HXhmiXQVkpzGwuB5+GlrxV4DuCBUOAx6qG6HRQ8i6wxte3JdsKyLCeRX7jflf91IQ0cN8BZ8Kwgpe+e27Zd8CyVSttGtZrk67nb4Bxvk0dLdd6BK/aT3b988Cy2Qddb+0iQWr04eLbA2U5RY5nYGwamEHgeq+DZ7Y+MEwCe9Z5nLs4s2TK23NglV6WU1tF0H+CZ/3qylqR6SA0BBPUx8vOCGjMe49Ox2jcyaMssM79z/8oGz9YukrF/8KzRYsfLaJN/jLjsZJiefN3BM/d9JnLb66/N4SErlj4CjrrlV2PATfdLU1fb4YDnuJ7gmXa5ssCzVboBz9G5Yxo8K8/6hFI0ViQfyxBEd9L3tJZUOT94XkfwbGODPd6yf4fUh5vpq1zXerRd7UlXAcUum1yzBNpKaW5jowaee5EatQqzfiHmf8mhXGWT/OA5nuC5OASexxB5umX4YhRYXqweqtsEz4Mnt7KvI1klaqJgcDOBSyBNIQbIyd6N+XMysGvHaXAe7aEoBeQuA54bzUQz2vrre/Da/S1bDmD2nDRsyz2Dxmb12PbbLo4ZtNy+2QxVyH8KZlqNiocTPHsb9hCTzWDmjl1waSUZAs+jTV7/6u1vluLi0jFpUhTOF9sz5iphQLTKM0VTeC8w49vxkhKGus9unf3Vq5lSft+N4rMNiFu+l+B5Ww/wfPE6Rp9clRpp9Y905nQNPnh/CjIytprvMp+3nGWNOtnHjieXR47UmtWv619GTkcQd9IXCTxHRKxCbExP8Kxs622urwX4W1BSzlDb1Eph2bbQmzXnuOD5GKZOTDLgucXBM3aOkvxDLdtQkvWZi4FnAxjMs0Ja7NxJBVi7BIkJQ0qSyXpFcFK65LFQoz/wHBUZi5oqgTNLynf90XFXbm19/bc5DKSmTHNqVz5FVp+cdF82yV553kzwvMoHno0V2ZkOyu+WG20KNs/YfthVTE/wvA3xqwoc8KwyOgkon5MtbT29WXmOAS+bJJm06GWb6pL9rhytOwWe7biR3h1XQ2llg/nNsx4YVnPBCWwkiuvIHLivWnuTUgN5uMivT5eZ5gyBlqsEPI9NovwmSAk804covE/3TnfbGAbSUjfgi/FTUVbqB8/Kd/ts453qcRKuclIvLws8f53J+hWnbXqPHTwaSjZ8rc3eg3kEz3nbi9DhwZcaaDYge8CzmzlKFBi0/GT3+wXPAsau/DZDFfLfWAHP+gg8ayFwMfBsF19jl+QrVx947ulzVzp4Vv5AwLOdrOz+2CRJ5rIPPJ+pJnie1A94tjbysz9v5EitWRu5vmXkdATRpG8mftKVD571GSh4Hsv+pv6FwLPjrtza+vpvcxhITZnm1K58itwneG4jeN5I8LyyF3hup/xOl0aVvHOM0akR3nqJJLSziZV0cODZ2nxor7ZJSNUndrVNcna1YctGJv1s0I4bMuVxpSiraMAM52nbNTUueA6UvSePNvWWiWmOGq5M8LyW4DkuBJ6vYgqB50GS9aue4FmDSdQ3eFapEHgeOvI27CEmqy92agyB56A6GgXy+ldwn7vSwbPSQ+DZz/68kSO1Jjv4F7VGTkcQJTnJVwF4VvpAwbP8UkeNRbL9CIFnd6sEHdhfm8NAaso0p3blU+R+wfMGzJq5AuVlvcGz0+1RJe8cY+YZI7x8RJLaVczlgWelix0DDhmpvgDbO7vasGUjkzuuO+lE9ucLlkLgebhIjUooxRux/IgpkkO5+kLyg+fYEHi+iikEngdJ1q9C4NnpmBlkhk0dIfA89CRfCYFns5AJXCj7drykhKHus1tnX/UqPQSe/ezPGzlSa7KDfzI3cjqCaNI3Ez8pBJ7HCtl+hMCzu9VB4v7aHAZSU6Y5tSufIksWJ92XTQqBZ7GNMSHwfPnUWyamOWoYm+BZuteWKZJDufpCCoHnrweFwPMgyfpVCDw7HTODzLCpIwSeh57kKyHwbBYyjq2UZ4727XhJCUPdZ7fOvupVegg8+9mfN3Kk1qyN7GSuLVMdQTTpm4mf1Bd4lr/Znri+FuBvQUk5ffnFYMmrT9tCT1Z6CDxfHeCZshsn5Z6px/pu320OA6kp05zalU+RJYuT7ssmXQ3g2c76Rvk4ezYEnkeTesvENEcNYxc825gTAs+ygx0L9qCvB4XA8yDJ+lUIPDsdM4PMsKkjBJ6HnuQrIfBsFjKOrZRnjvbteEkJQ91nt86+6lV6CDz72Z83cqTWrI3sZK4tUx1BNOmbiZ8UAs9jhWw/QuDZ1m/rsb7bd5vDQGrKNKd25VNkyeKk+7JJIfAsVrrY1jF0pPoCbO/sasOWjUwh8MzsEHi+TKL8JkiFwPOlUgg8D5KsX4XAsyEVtRmqkP9C4HnoSb4SAs9mIePYSnnmaN+Ol5Qw1H126+yrXqWHwLOf/XkjR2rN2shO5toy1RFEk76Z+EmXdtu29q3PBSflOBUPGXn1aVvoyUoPgeexAZ4lg13Eh8DzlQGe7WxilB+6bXuUqbdMTHPUEALPw0mU3wSpEHi+VAqB50GS9asQeDakojZDFfKf0scSeGb0pbwh8Dy65PWv4D53tYBnLTy7QuDZkzdypNasjb4+4FnxTeC5MASeTbmhJslkvSI4KV0y2EX81xc8c35i+asDPKsc/cz4nGzZsy7LShfbOoaOVF+A7Z1dbdiykelrD55JIfB8uUT5TZAKgedLpRB4HiRZvwqBZ0MqajNUIf8pfSyBZ03uIfA82uT1r+A+d7WAZ4GZEHj25o0cqTVro8sHz+4CSSy/sz4XnJTjVDxk5NWnbaEnKz0EnkPgeYhITZnm1O5gwDNnUfpaCDxfLqm+ANs7u9qwZSNTCDwzOwSeL5MovwlSIfB8qRQCz4Mk61ch8GxIRW2GKuQ/pYfA89CSfOXrA56LS7RwsT0IgeeRJ0nm8tcTPMvX7HtULcvvrM8FJ+U4FQ8ZefVpW+jJSg+B57EFnjnfDBI8a/Fq9ozfWt/tu81hIDVlmlO7IfAcAs8jR71lYpqjghB4Hk6i/CZIhcDzpVIIPA+SrF/1DZ7nz8lE3o6BgWc/u4EjOA8XBW/D7l+R4NmQtK0JhqD5CgTPXptYu8hXrj7wHEixsWn4alI0SkpbzSTkSt7JvndpoUJL2SuCHp/y7XhJCUPdZ7fOvupVegg8+9mfN3Kk1qyN+gXP3Bd4joyIQVxssAeGKcaFwPPIkO3H1wU8Vws8O1W5vqhY2NmpY5Thttdfm8NAaso0p3avfPAs6j3PyEfsmDJjw+mRC57jVuajuNgitBB4Hn5S05YDZVKmLdN6lYDn3n3szaNBdp4UeGZf3MleG4fb6ULpazYa8FxeZsGzN18kO9hx4CR8DSgEngdJchGF4KG48uzn3oPJy8NFwduw+yHwPDrktYm1i3zl6r/yHALPY4MkmctfT/CsHngXSdrXpy9STl9+MVjy6tO20JOVHgLP1jY2fru6GVqy/tR3zUqXDHYRHwLPssjok3eOMXo1wstH7JgyY8PpUQg8jw6pacuBMinTlgmB5+GlEHgeHIXA8yBJLqIQHALPJBW1GbYjJn0sgWctLttD4HmUyetfPfvmp6sDPGvhGXratjdv5EitWRt9fcCz/E3gOfS0bVc3Q0vWn/quWemSwS7iv77gmZGZ5a8O8KySWquFwPNwkpq2HCiTMm2ZPsEzOQSeL59C4HlwFALPgyS5iELw1x48q5jYZqgy/lMwC4HnyyGvTaxd5Csh8CxrjX3wLL8PgWdv3siRWrM2Glrw7O9PcFJOX34xWPLq07bQk5UeAs+KCdZG+gxHL60/9V2z0iWPdPx1Bs+0AjsUAs+XS0Fs7+xqw5aNTCHwTC2FwPNlUwg8D45C4HmQJBdRCA6BZ6eozVBl/BcCz5dLXptYu8hXQuBZ1gqB5+EnSeZyCDzb2OBU0Qcppy+/GCx59Wlb6MlKD4FnxYSB2WiwZP2p75qVLnnkbyHwHALPl0tBbO/sasOWjUwh8EwthcDzZVMIPA+OQuB5kCQXUQgOgWenqM1QZfwXAs+XS16bWLvIV0LgWdYKgefhJ0nmcgg829jgVNEHKacvvxgsefVpW+jJSg+BZ8WEgdlosGT9qe+alS555G8h8BwCz5dLQWzv7GrDlo1MIfBMLYXA82VTCDwPjkLgeZAkF1EIDoFnp6jNUGX8FwLPl0tem1i7yFdC4FnWCoHn4SdJ5nIIPNvY4FTRBymnL78YLHn1aVvoyUoPgWfFhIHZaLBk/anvmpUueeRvIfAcAs+XS0Fs7+xqw5aNTCHwTC2FwPNlUwg8D45C4HmQJBdRCA6BZ6eozVBl/BcCz5dLXptYu8hXQuBZ1gqB5+EnSeZyCDzb2OBU0Qcppy+/GCx59Wlb6MlKD4FnxYSB2WiwZP2p75qVLnnkbyHwHALPl0tBbO/sasOWjUwh8EwthcDzZVMIPA+OQuB5kERX54DhJEFf8YNn6zgWPKcRPJ8MAM/6KBg3kLkI0ALAzeO/YIPJy8NFwduw+yHwPDrktYm1iw1OIfAcAs8jQZLM5SsTPNuFrZGKScbNtGWWO8efKDyDBQTPsWMWPFs5gn/cPI0HK7wPPOcSPCvkkRSp7SLbCRpjkuQrwcBzMb6aEOMBzzpR0Gz6K7Bg/c8eOzAbDZYkk+M0QUnplMP422DBM/2uU3XYui7e5jCQmjLNqV0HPLt+w3RfNqmutp3geSNmzSB4Lu0JnjvYB9Uw2uSdY4xejfDyEUlqVzEa4aIrBTxbsrHpYuA5juD5ggOeKa1H7t48WqSmLQfKpExbZuyCZ+s9IfBs7RACzyEaANHR5WzmYwdPJ/+5brM2exfmzU1B3o7j6KBfuj5mWce1kLUAUBB30vkv2GDy8nBR8Dbs/pUKntkbpobAs18/vXU00uT1L3+/epILnotLWswk5Ep+pYLneILnZdG5IfA8YqTWjMeY8WJSmGRcTVsmmWTue8Fzq11jGp8bW+DZZVcOl139ak8x1gXPiQTPFQ54Vh57wQ5b6ccqSTrG4F7g+SzB80oPeFZvBGg495j4wTTTt1Zym6nF1dfQkmRynCYoKZ1yXDZ4Vp+UIb5Ym8NJalfAWU7kdEAy2o2hutoOgufNBM+rfODZjBjqwPrb2KDe84x8RPLZVYxGuOhqAs/lBM8zCZ7je4Bnci/5baXudjRITVsOlE2ZtszYBM9i6+eaH4219IUUAs9fDwqB50GRBo3Ogit4cRjRZzp8AwTIyd6J+eGJ2JVXaPLkTmayV745tt2wCXhMHKUxY6jvwWv3rxTwHNgPLcI0uVyp4Lk32eB0tYPnuLh0TJoUhfPFusJke2BAtMozxS53rK2UZ2rw7XhJCUPdZ7fO3vXa/kg21/dBwNyAhBX5vcCz+0qbIEKPGXJVanrsiHnl3bZtWzZyOoJofnfneIFn97btNmsy01cTk/mRr1k7BdhKu71Y/3r7xeWQqZH/7MJYi3gt5l3m/GPy1KptN2+HwHM8wXOpA56ZIzCjPpsSY5ek784u9cn2pbmpGzu2FRE8LyN4PmzS5FE2pluQbfuveVi3cgtA88M0Y4ohJckk7qtipcvfrL9cPngWadtfm8NDas3okeC5m3q1sdZN90tjwfNWgudYH3g2C3DaRgBaNYwF6j3PSDIbn+xsYv3NBc/xqwpQUkz7kEYdPLMNo0aXfWTb7uJ4Mf6mfSOPza0ob0DYjJ7guT9SX0aLTBcNe/Xq9MURSz9BiV4Qi9lhi9FU76Q73NXJ+MbxZmP0cJMatbZxfYiS2jikXGWT+gLPY5Vs3BoYeC4rteDZG7dENt6pHifha0Ah8Dwo0qBR0LKTPcdvT/CcJfC8Grt2HeOCQMNLA0z/5Vo6NgSeh4b8DQf2IwSeRX79WB5d8vqX11ZeutrAczzBc+Bt2wLP6kMQoccMuSo1PXbEDIFnh7Tbi/Wvt19cDpka+c8PnnXHknPXEmVyZbWaFng+SvAch7ztJWjRhUOmXzngmeNcV5HMAozguZngOfcUwfNSgudDJk3a1VVNO+9KJ0qTXuzvoI3/sSLX1kNHtqW+K1W6/M36yxULnh05jB6NPhvJWqtYKVwWWfC8jeA5LgA823WRtc7okju/uGyFV99sfLKziZXzigDPRn6RbfvSwLPv4B7k9mW0yHTRsKtTl5Vpy4TA8/CSjVsh8HypFALPgyINmhB4DoHnkST1MQSezULGsZXyzNG+HS8pYaj77NbZu17bF8kWAs9+9ueNHKk12cedzJnCJONm2jLLnfivLPCseKsx4fzmlzK5slpNh8Cz8T9W5Np66Mi21HelSld8tv5y+eDZba+/NoeBHDmMHkPgmWVC4Hm4yXTRsKtTl5Vpy4w98Eybsz3rR0yRHMrVF1IIPH89KASeB0UaNAMHz3IoFyirfAg8DxX5Gw7sRwg8i/z6sTy65PUvr628FALPY4NclZoeO2JeeVee7WRu5HQE0aQv1n4IPI8dknxfb/DMeYiGsvHQba+/NoeBjBza6HP1g2c761s5z54NgefRINNFw65OXVamLTN2wbO2irHOSFW2crkNgeern0LgeVCk4BsCzyHwPJKkPobAs1nIOLZSnjnat+MlJQx1n906e9dr+yLZQuDZz/68kSO1Zm1kJ3NtmeoIoklfrP0QeB47JPlC4FnH2Lou3uYwkJFDG31C4DkEnoefTBcNuzp1WZm2zNgFz3YdYmMwc5WtXG5D4PnqpxB4HhQp+IbAcwg8jySpjyHwbBYyjq2UZ4727XhJCUPdZ7fO3vXavki2EHj2sz9v5EitWRvZyVxbpjqCaNIXa//SwLPH5k5dPVn/evvF5ZCpkf8sUAyBZ2l3bINn6ysh8Kz4JtlHl9z5xWUrvPqmEaPRHQLPbl9Gi0wXDbs6dVmZtkwIPA8v2XkyBJ4vlULgeVCk4Dtw8GwHmP7LtXTsVQSeRSpqM5zOhMDz0JP6GALPZiHj2Ep55mjfjpeUMNR9duvsXa/ti2QLgWc/+/NGjtSatZGdzLVlqiOIJn134r808OxZGGjTi/Wvt19cDpka+c8CxRB4lnbHLnh2x34IPF8p4NnOJlbO0G+eR4dMFw27OnVZmbZMCDwPL9l5MgSeL5VC4HlQpOAbAs9XDnjW5M4tbRQCz6NHXv/y2spLVwd4FnLpDoFnT97IkVqzNrKTubZMdQTRpO9O/CHwPHZI8oXAs45Rhttef20OAxk5tNHn6w6erQ5C4Hl4yXTRsKtTl5Vpy/QJnkkaZyHwfHlk58kQeL5UCoHnQZGCbwg8h8DzSJL6GALPZiHj2Ep55mjfjpeUMNR9duvsXa/ti2QLgWc/+/NGjtSatZGdzLVlqiOIJn134u8fPMvXLBiy7FkYaNOL9a+3X1wOmRr5zwLFEHiWdsc+eG7/moDnNoLnLSHwbHio++rYnm1QiJ5syLYdAs/UUgg8XzbZeTIEni+VQuB5UKTgq6DFiVITPh1JCxSTw+3a7DxEzFuNvLyjBjzLoezi3+yRxw54DiRvABNt3XoQc/oAz53qh+2UjR5ikzC2wHNHtyZDC563bijBpx8uY1Cz4JnLMLI+skfPesYWGeX6F/+khjoLnqMXxGNf/pUJngMpNjYdEycuwLnzWhDbHnjBs+WxB54tKV0zpX4m0GXAcwLB87Lo3CsOPJvYJFnNvk07e7YGH37wFTIzrwLwTDLgmYAmNsYPnt0+2Rg3uuBZZKuXNgPAs2IbmxNbTQO7dhI8T4o34Lm5B3i2dhzLpD50cAHmA88t3QTNRZg8cRnydhw2adLu1QCeawSeHVK+9Uf2R4sH7TmL2f7bHHoy8rJJzYPWzxrI8julSRqrc1EtwXNC/GaETY9FWYkLnmUbrYnGBngOTv4Ypc/FwLOda/rqi9EMeaht5NRrnJm7XjYkP7808Dw21zSSy2Urn5+Vacu0cjpdGBWHObOWoKnBSXfyNGa6utw4PdykRmWbEHg2McstQ5Id7EkkJ+FrQCHwPCgyU70zUchpmOJzIoLnHAc87zxiFi5yKLv4N3vksQ2e7UCwQoXA81gho1zbZUe0qxY8TwiB59EmgRRp2vTYEfPrB55lI5dVl3KcTS/Wv778YvBkq5c2Q+BZ2r2awbMbD8cOeK4n9wOe40Lg2fJQ28ip1zgzd71sSL4SAs+iEHi+fAqB58FRCDwPisxUbyYKM9HQZ8Qmh77z9QDPrex/m5VdbDOczoTA89CTUa7tsiPa1QCeA/V8dYBnIZerFzxfFbdtk/oHz+qBjpedxNpXjrPpxfrXl18Mnmz1kuXi4DkvBJ572HroyLbUd6VKd8Ez7fK1AM/tBM9bQuDZ8FDbyKnXODN3vWxIvnKJ4NkcY3kskemiYb98lpVpy4TA8/BSCDwPjkLgeVBkpnozUYTAsw4yiZZNwlgDz5rcOakziIXA8+iRV6d96TkYeO7gjgUA8iOxnbSUZ4727XhJCUPdZ7fOvupVumZK+b39zXMIPFseOVJr1kZfO/Ds+c1zCDzriKEi21LflSo9BJ5V4uoBzyrZSu6vL0Yz5KG2kVOvcWbuetmQfCUEnsUh8Hz5FALPg6MQeB4UmaneTBSXAp7NIGP5qwk8mwQVtRlOZ0LgeejJUbRHkV9H8KzljjtpKc8c7dvxkhKGus9unX3Vq3TNlPL7EHj25o0cqTVro8GAZxujVVQ90PGyU4CtnLp6sv715ReDJ1u9ZOkbPHc6YygYeBaQ6eBqzpYYuyRvubLBs+tvIfB8pYDnTn40/4v6es+znWv66ovRDHmobeTUa5yZu142JF+5RPBs8nvyWCCJYTlQPmXaMiHwPLwUAs+DoxB4HhSZqd5MFCHwrINMorOvLyHwPPTkKNqjyKsTPKdhwoTIEHgeZQqBZ/VAx8tOAbZy6urJ+teXXwyebPWSZYDgeZIDnvWzex4XAs9DQbalvitVuutvIfAcAs+XS069xpm562VD8pVLA88WZMpHrZ95eTRJzVsOlEuZtkwIPA8vhcDz4CgEngdFCr6XDp6dPXIIPA8N+RvuGXilV7vICoFn1zDi0SWvTvvSswHPX0bi7LlGt8ch8DwK9HUFz26fbA90vOwUYCunrp6sf335xeDJVi9ZLg6edxI8TyF43plbjKYA8OzacKyS9B0Cz7b+EHgeTvLHKDubWDmv9tu2XfDsru0CebRITVsOlEmZtkwIPA8vhcDz4CgEngdFCr4h8BwCzyNJjqI9ivxagWdz9Ux+p4lL40cfp6u+HS8pYaj77NbZV71K10wpvw+BZ2/eyJFasza6OsGzBYp9gueJIfBs1DGk/bUt9V2p0l1/C4HnEHi+XHLqNc7MXS8bkq+EwLPY9ikEni+HQuB5cBQCz4MiBV8LzMxEQ3+h79gc7q9duysoeLakrQbdWAXP7kCwQm0z4DndB56VagJGv+BZ0YJ5hrXvHjfU5G84MPgGA89aqASCZ4VB3bw19sGzo0FnI2qsJ3hOzyV4TiB4PmYTe5Bb2HPQKJJXp33p2QeezzaaSUi57bSbeSUc7WyXOwLPHp/y7XhJCc6gHDJy6+yrXqVrIrILltLzjUhYKfC8zQOeWQsnK3ldEKHHDHnBs2siH3h2XlXlim/KOHvWLi5780aK1JobE6RjbZnqCKL5XSw6cfwMFkT0BM8u2R7oeLtAtfWKPbs92N0ZWrK1ShaBRIJm+pbZZ98CwbNu254yIdYDntkPdvbKAs/WOALPedtPY8rE5T7wrC6YCNADPOv0pwc8O+Xsv6Ei21LflVrJrL8FB88d9K+oAYFnbXWQuL82h56MvGzSrGkMeNZ7nuV3SpM0Vr+iuroOrI7bSvAc4wHPjGpXHHi2PRJ4XuqA51IHPGv9ojjt73UgKX04bGQ0bg2iqr1syPpIn+C5guB5Zu/fPFtwJD9V2Z48WqSmLQfKpExb5uLgWXpwBtqwkhqVbeQTVxt4lh6tj9hEP4fAc3C6xg3RJpw4jmvIUajJ6bHPrVuG5OrP5n5dSNrSJEEAyYErgKxFjPQgTa3fsJuAJgl79wQDNCId34p2ATuzP7Tk2sRHboLYNZQ3zSGZ1Q4gJ4GUt70QEeHZ2LnzPNo8QUDTTptOHrAC4w696vM2FJA1lORUbNxSrH3DdqLQQqujS5MggwPTc7dV4tNPluPwsWJ7PEl5HeYMO4Mhj3PrGFMURB79rjEnaw8WRadh/74iJ9VLdryaPvGb1YHAp8fAw0W2wR5y+yZF377HdxxKjFuLryYsRmmpziZb0lTVTvvoveI6ycERp575q3eP99QzPKQ21bLY07br6mKTqCjARUxZM/uzB8uXbOGk418wWxp2YS+LfIss57uotKwRH30yBemZW5wUP9kTgYpmOrFhTw7KXhpTQ99XV+meerXrspPvzlvqh+Jat2GTZOhsUQkWRsYQBGT40lxSPzoMUFXscE8Cqj7W7W3Ly8NAqlaiyefF9p4lfmdGOzM077iUv6sQ07+Kwe7txejwDx8T90xMHyYZL5cklrTbRkHbJay+U9X5u0owfVIM9uZ57qohafSp7+IOGrS927WT01cTVIaOVJsdCVKiyz3bsLk2PnR00fdNnGWa/onYn8ULVmNxVCIaLsif/GSP1YxqF+T+MSS2PhzIbgwaMmJlGhuS156YaGXrzWRJRfGZL3bMQxDTjZTEXMwNi0NVhb8/kteC57FLkk3WsVHKUnl5C1Ys2o7EmAJUlDpnnhwy5Z2+a99+p621M9SkOmVimd1reqa7u5Z1osKCuE76mz3xzwxSdW07wuasQkLiNjTQTl6yNlY8VHmx+uEpo12XR4DUdE+28mjflcGA5wUJmBO2DE31TrqTZ8GzNDJSpIalfZf5n0mSwMhMsuB5HcFz/BUCnq3gPXSpJIcteN5K8DwDZSUe8Owh60+2HnvgSNpkoCSLWbv5yBjOYYeMTfmxMUJsT7G5vmm+8LhrdF5Koa+1sxPNba0ESAzc1ExnJyckDUpyR2cLt3otEffbua/7X3U8K9D41rdWepA78Y1Ncno8JGx6zBrb0EbPaml3zs6SG1pbkJK+HrNnLUXu1nx0tElDDHFUcn1NCyorKlHXUMEJvwGNnbVo6dJZcx3pkKtCbb373q2ojzR9deOuydI/V2Sxe4eLG5jNKLDtd3RwymzhlMI8nSmnybEpez/mTV+D3bnFaKjvRs2FVtQ2ss+spJn+oOra6FC+6tz23ASHjc8pzwjlbL377jZYmkveNLduteP2xyeEh82mGw3NnSjjuM9cW4S33o9AwZGzpnhFUwOqmippD13p1AkReyLEyyY4DoID6wnGwY4LZDPhMSJrawOUeiQw046EhB2IjMjC3j3n0Ep71dW3oKa2hrbU43Y58Ol4LS26+m6WNWjpbEabrozwu8avrnz4tt597/YiaQo1NiBJKmejr14mSfZ2+ph03MHOi00e7cf1LzqbgJXRWZg2YQUqSrgc1phpbsSF1ho0ddVxtLVw1LXZpSXb0OE92qA8PfbJVmfO1rvfX5q2AWmygw2mzhKX383t5JJdAVSswaB2tcuYcPBgERYvycbSZTk4W1zHGMv+cOy0tkgwW7fXzpfFktUjr28bkOaayJC7H5jGgl2cD1Sxjmtr70Yr+3a8qAxvvTce8UlZ9CGgubULjU20BxXR0tKM5pYG6sReHW1HI//XU1eKb5qCTLX9yubb9psmT7MAw4IM6ZIZUgJ3fawDWEKl9Wlpa6c/0VjKU7xgfw7lF2LOtAVcMKcy1nWjubEJVdUV7Fc9s9mfLsbn7joW108IdGVTAE0GZyVG6aYJw+7EauR0ZTXpAVtn3+hZ5G5FvdK0o0lcp1o141DnTGIoQyvFkA1kJp0U6GrvxKa1OzBlwkLk5Z5EIxeZ9YwFtXXNxnZawBkf4fFDIZs2RgVDwDJHC7fqXwN9qpk79bVd2LL2JL76bDkKBJ6ZX11dR39rNuuMBoa3Zo45Ae4WKkGnahQV2zju2jtUo0M8zrf17nu3oj7S9FW1yePsqQv5gOZ+KlXghe1Lb1ow23IKBZ0mSplYwTzFsQsVwNzpMVgSkYSm6g60t3ShrraRawedtBX0b6PHNbFm9o//deJGtfQE0tqX39sWzOkUNu6LxWJ335Mm+XigpYD++bZklVN5xWfN7OqDekqTGF/T8JEftTR14VxRFWKWZWLB7HiUF1NuZmrctHZwfmHjLO5vyqnfUJCt63e+7UDTtA1I89UrcvcD0liUfbP+Vse40MyxX3SiBlFzsrF6eR7OnqhDS3MHYzXtw0m1Q/5GANfEA3RsOyeeRq6TWnkcs0y7fenem2bkc8ndD0xjWZ9wYrkZda5xzuZMlpjJLKr4Rl/SWp2+2MZJSeOisOgCxn+1GDGJO1BXx7hW24ELZY1mLaq6JEsnheroFOhmLdzvNgKyUm58rO8O+3ZVTN+19e73l6ZtsDR+TITmvtGTWPtsR+ncNdTUCERFJhE8rzRxTRlG79x11xLa71G/dz8gzVexuxV508TeOgwrtvvZldssYZytG3Y0RpKSNxI8J+HAQYJnGYukai/Gpv8XY69s3m2wNG37SyOrTv6ZkzEdXAMrHum7yminjT6VlppH8DwHpSXVTHSP0cdowqcHe5zSGKsUH/tglnZYR4wE6WQTx4q5YKk4aoXt5tqmW4s5RxRJbu9DtfGPsycaiNHMpYAO6ke3QcrOtOk1TTygmVpqpUXaOEJ165QWJB1czbZ2aaJqpmLsLbod3GqgdpurrVwicTC6dZn2yWOXJJxrsL45mKHtGTqHWaaLumlvr6cTt1APurKpdE4qHD179h/Ab598Cd/85nfx2CMvYtmilVgdsxoRsxbi8Yefww3X/QZTJo9HedVp6kxndnXWXG1QwiFgTeIaq/QJ49AUnztkN+o6AbmLwb+NC5FuBlAVUD876BydPEhBdlduPhcuYbj9V0/gwZteRdgXMfjq8wg88vA4vPan97Ejfw9l58KF/1tYofbVjAaj2TFO4eyTlS75hoxUl7cdT1uGTYTRjm00b/dRvPXuTPzy18/g2uufQuTiNMyetwS333cfXnv7ZRSdP8KS7AWLmwDlYf4NigPrCcb8uyjrn/TXxlVwN8dnJxHb9u178crvPsOvf/kknnr8E8wNS8bEL8Lx8ENP4JNPP8Spk/ZqjW5p0jht4gquqYOAhoHA/FaflXr95nLYvT1eVx7NYjKIXTp1YoYyaKKTj7bxe7uCB/db61uRsCQFv3/yLdz048cw7tHPsGBmMv74u3fx+BOPY3bkdJwqOcqqGJNMSPP4mph1+JXqpKmAuy9SGbHIuw2W5pInzVYp2KaPtkxjohYjZkyJTSLQWNeAVctW4J67HsXNNz2GN16fgMgFMXjr7Q/wxBPPYgljQn2tvdVRTfhE74P5d3F2d0TebUBaoO36ZNO4Pa7oVAlmhkXhrrsfx7e+9VN88cVsrIpJw7gXX8fvXn4dWzZvR3MTI4EWY1SEgGYrCHS6qrngq2cV1t+sAHZjtt5971bUZ5pqkgfYk5c+pStP8jos8N/WYReVWgy0c9yYs+osV3qqHJM+mopbr70b99/4CCZ9MAWRYQvw8nMv49lnnkZWTjpr5dzX3cj/tWjqrDH7NoDKZ1mJ25baNXIFkDfduw1Wtk9S3+wdMXIvnQ5zwbPOv2gcSZR9e/Lx2fsf46af34pH73oRi+YkYvLnc/H0k+Pw3nvjkctYYUC2U97EYrG7H5g2UKY8Q8GagXStr4EdUr927jiE1383Hrdd+xweve01LJwdg1lfzcITjz6O6dOnoaSswqw7GmmOJqpIc107B2JzWwPBc5O18xCR5JMV7PzmSqqxK2toImUJNufOuzYUdKKlWzNjBxqJ8Ddv3INxT32A7/zLjXjj+U+xmnPP5+9NxB9+/waWLV+B0ooyHtGJRvpYbccF2pgAlLVYEE2QzNhqb1WXL1hg3W5mXX0fQBynfFLJxdjvA+4CUq3TJqxDAFp91B0Nq5auxm8feA53Xv8wXnvuI0TTPu+/9RH++MdXkLMum8ewPNcSA74DwC3mLR6QpqqCyRzIvj73w7KnToXJXiVVNYheuBJ33fw4bvzJ4/j8zQjMm7Icf3zpdbzxh9exfv1GXKhrMiermnmA/LON7bRywev+HCJYG8F4QMT6aV7rXo6L6QStTl7IDvI+Ewc4rzfL1828Kyt1o7a2AStWpuJX192Pv/3HH+PFl77EpM+j8OCtz+DeGx/Dcs5BdVWMx6xHtjFAiSxr20mbJDnZP8MembVrvrppvoSAbbA0l3qlSWp9uMd/hk2qzbF7LnhOweywGHvbNsnmCrRx3Uo7mJK2uJtpKUiar63+OKD/lpRg2d0zPsdtL/CcshnzI5Jx8JD/yrP/6Mtkd0fk3QZLc6mvNLILfC2W0fzdE0Dryv+alD0Ez/MInmvMofIfC5xtZNSdQr61CpU31sCzpKWUlMoDnpVO2+gioRGJpNVCC8s08X8zuYEx+UJnLWMy4y2NrYtYZoxyXF6jSUhn0nQbig5sJiBs7NShbTxAVxi1Z6/51Hc2mDQFVS1GzFUkHt8p9K4KR0YPgyQJ5xoskJVnuQdQ9jFz3H2VkpMpcOlyMg83C2j2v5WjJGfdFnzn36/Hn/2Hv8Ej9/4OsydHYs5X8znJvIuffvt6/PpH1yNq9lzU1lSY9joIKNpZjz2jpfrddgL2zdbjgO5+QJrOHpmzJCxvbi2SXSSfZjSXaa+uNvahhaNCwZPBt72dQF79UTZnitS4NNxx3YP47//Hv+D6bz+E3z38MX79g3vwj3/9HS4wxyFvTx6lEphpZPWNbFFXnOhRxhvlFGLtu95pGiZLoED992bTr36ZZdSOqZ9sVof6zjYYAGAWu4q0mom6sXJZIn78vZvxl//5e/jeN2/DKy98ittufAh//Rd/iZdffAynTx9gOcmnYeXofEyw45u0Z2szF22yb2srVi6Kxzf/9if4r//fb+OOX72I5x76gIvnB/DzH1yLP736Ck4eP8Tj6A/Uh/y3jbZt7qznIqiOQU7Tb3C9XzrL53RyrcVsLYCW7dmoyww6AvztAjOO7dra6XO6VE6q54T+9kvv4d//6if4t//ftXjs12/grccn4Yf/8At871/+HV99+RlOnz3CwN5EMKY6WGcPsnL42AxYpYu0Eyjz4NiCQPm5vQpp2lIW3c80TRvpS8npU3j95d/jv/3ZX+M7//BrLl5exDMPv4Tv/+v38KN//z4WzJ2P5kYtgySd19aXx4HyBmMzdhQrxO5+YBo/oo5WbnnYwV3H8PQjr+K//t//jP/+Z9/Cay98hucefgN/8+f/hvtvfwIbs7axrBSgBYR+ymIX+G2yF+cSLdCGzg6Sz179c4KZSaPwlk071AZjgrkiwzzFRJ3sNRMf6dS+s/jFv12PP/9f/xK3fO9ujLv3Nfz2lmfxg3/6KW791Z3ISM1mDeoPj2MbrV26K0XtGSPbJlxx3CZ95M28HJZTqc0G1tjAXtp52FwJZBMCjJY6kJaQgN/84Of47//7f8ddP3oE7zzzOa791+vxT3/1z3j+6RexaZNus1edA5PN+JN33vHuO1v5utkfAta6Q8uZJtqsgSvlRREr8J2//wX++T/9BHf84HG8/cyHuOXHv8Y//Nf/go/e/RMqKksppwUyjbrSrBP83QLO1fQ1xXzprne/BseSUHsaFfI1jVvNLQLQ8j9rCP1Xbgv1otN7bQTAWoDWXmjAwvCV+PZf/wL/z//yD/jtTb/Dm09+hB//j1/ihh/fjoXzl6Oq6oKpo5Wxs1F3BlF+e4eL/E8gVEwJjM7tqTub4/ijI2F/7LNjn8x6fGNIY4zxnKyW1C9d9RTpDo1XnnkNf/Nn/4if/o/rcP8vnsbz9/wRP/nWz3HnDbchPSWd9qAFuKb0L7DduBKcA2Xti4PLHcCq0xvLvFtnX33SKlbr2CPHjmHcs7/H/3XNn+Nbf/5zvP7op3j85qfx7W/8Mx66/Q6kJ61GQ719XoWxL+OIRmGnsT9t1d7AmCefGJgdLsrsg0Ei5qoU96VHopJ26tJGPUWkDsrRSPBczRT5O+dzrq+Ki85g0vhp+Ie//J/4h//+fbz424/x0C3j8G9/9WM8f//LSFiUhLqKWpa3skoLLVzTK0b75jPlKduxt/vFfjxyDgnLHgJfspu3JX3XGBZTy1RvVGQywfMqA6RFtox+HtFmYrsVV/+DtdOT+/IL39awyrpSucdKP1Yu275GuORlLv9pCSqS6ZJTNxE8JxI8nzffRSpto13f7NZ7MfbLdDls+6er9xqrnVyna41l1zgWYCocWPCch8/Hz0VpqQueJYdO3tm1UCc7b/CGzSVLT7b+/nlkyLYmDQs6K4ZKfqbxnx5G2y75mebGhnriBwFnAejG7iYDpqURAWjdwdbZ0Y1rTB+509nB6bmzBXUcSNVd9bjACaKRSqnl/6quC6hBveFGVsGpilUpwLNl/bVQEJ0Wc5xkbJJUFeg8LivPkntbRk/2pPsO4T/qjYoA45iJrF38vnXDXtx+/bN44MbXsGH1fpzOL8aRrSewZEo8pr8Tic3J29FazcCrdRF136Hbgsx9Hf6B2RcrWNgQ2jcrtFv4rPKsU11zq9bWsDpkE7u5KOzg4qOtgwvETgtm2pvasCljE955+QM8c/MrmPzSAsx7ZyWeu+1VTHpnGvbm5qOxsZbdr+cCmQsWegvoKYRBZAE8BXMxR50BsZp8VEb5Am7qb/9s+9ofq78auI2G7aJGE5omE8miQS7m9852LA5fjN8/+jq+fHUWfn/3u5j97gL86bdvYfybH+LwgV1obag0MttgHtiW0rwcmD+crPZsYNfJmm5G4taaRuTEZuPZu17BK/d/gKmvLcQHz0zjonk8YiJiULAjD00N1DkXY+4JETmtQHNbZw3tLTsE1/uls70a4l4JFJt0nUQRU36/7ypsqRz9k8CmU/eT0hXryurw+etf4NMXJ+D9hyfji0cjsfKjDLx8yx8Q9VUkjh8+jJb6GpqxngFex0ofcmyRtlYOl6Uvd4oxY8DkDwVLdi00pD/5GH1LJ4V0ssAARPl2I86fOIpJ743HM7ePw4SXwzH+hVn46Nnx+ODFt7FiXjTOE1ybE0qyq9HNxTjQJ4JzcJl7smujvllXI3RykJGkiRpk1/ZtOYzP/hCGD56fgSeufx3zP4rH5y/NxYt3/wm56XtxoZR6UPVa5Jnbo+kTWk2QOjo50egk2hDawfqaC57lZ9I/ZfUFZ9fn2A/axTz3QJOjECezS49W4uk7XsC4u/6Iyb+fi49/Ow2fPTMTk/44Fxmr1qGymLZllTonZ+7GMfZV/axWrCbUHS8rzXRZX4LLfWmsvime1bJaxdgq1syxSx+z0V19ZDlO7Omxcfjgudfx+r1/wpdPzMD8N5bh+RtfxBd/+AR5G7eioryEdTi6GkL2+t7lsOBAG+cgXeesr72AxbOj8cJdL2HWn6Lx2ROTMeuNMHz4zKt4b9w4HNyzncOtiXZhafpYM/eb2supH91OeIFmoq7MhBxc5p4cqPNgrFgj08q4+q55RvWL6YM20+TK8voNtn0Lh/yTMxAXm6vmxeP9Z7/EE796FdP/EI2w16I5jsYhnoCg9GSVNTXJdSv1y0zRJpWkHZd70UD9LVj/A1jjyPi64lgd5dFPFhSz2Yrj313NXfjw5U8w7tZXMOXluXj3gQmY+MJsvPbQnxAbuRJVZZXm/LVIOhtI/AoubzAOkDcI2zqDxTU/u2sk9W3/3gLG6kl45raX8M7DXyDy7RV48/438fZjLyNrVSxKThfSp3T3JUvTtvLRdvpZe3cZ66oieK6gL2ouCCbvYFjOIB8T+2OcXdZrrAjY6IQkbdNVybhWSRfkfER/O3XgCGLmrkDYe+H45PnpiJ2ShU9e+Aofj/sc1YU1aKlsQWcT9UMbd5ifbxEc6IR6R4NZG9j2qUcT6+Rs/kDn2rG3vINl9Utx3N4D4Hdx12ckj/rPMU5VRC1IxJxZK9CkkGhSbRlz0p62seNzYGMhmE/0ZvmT7bv/WMls2ZbRyXS1rbUVS0pdJAue1xM8xxE8n/WAZ9lRx/TNVhcXZ79Ml8O2j/b5DNoS1dGX7AMY1T9+2K9WmmJN6naC51kEz+5t2/IJ64vGDlzP6CcksoJrybFH6pEzkrgmEAsym1Up13HuR9qo725AdXsNe6fLx63c2lNmzexnYzvTOIauMacJafW29mZz1rOBhc53VOFQ7UkcqT2FQ9XHUFC6H4drjuFsSynK2mtRQyXbX4XRkBpoOgV81YFn7ZOZHYzNb1AVZ+hYBh9yv6u5G3vWHcWzt72LV+6cgPyEU6jbV4f6PY3ICNuIhR/EoyDrCLrqWbEwnn4zo7pMe5qkORD7Y+l7QKyy7uBXJ7hhO/6uWifSFSH9RrGDndBxpgDz2y60YHvOdoR/FoGwlyOR+XEuNk7Yg9nPRbEf2agrZLBWfzsIvNsusB6BY3dB0cwqVJ8NjF1M0yTcyQnHvvpC+cFk7sl2YPfHGtzuE0GlTLWtyKqtbhW1bAI0QVpC5GrM+VMk1s3IxexnF2LbrF1Y8vYypISnoqOJeuKiv1u/BWbbvQOa1afLwcoML/sHVlcTl8/nG7A7aQ+m/W4eVn6YhozJO7HorRQseDcGO5P3oP0C9WPiI41Jk+rO/HaOc/lQp66idSng9dT34NlOIv5g3JP9OlNQ0jk92UwTEPsk+bipK6nD7A/nIH5SMuLey8byl9Zi0xf78dXD07EvdR86WliXfnBHUNYtUEd76jZwVsw+KWBLBvmc9TsbDt1pTUE+mNyDZbZlnt6uk0E1FIA+xsWVQIx78qiy6DyWTV6Omb9fiOzJB7D6/S1Y+lYC4j6PwVECUTPuWzkODOB2FyZ9c3Cf6M3B5b00ls30G7iWFtap+xNJeTkFmPJKNFIm78BXTy5G9tR8rP5iC6Lfj0PTCS5wnHUX3YsLZ9mHExOP1Trc3nwiG6kvwdu8NHYtK/9iAyYYy88tyx/sIoULRArU0qGrks74UXcobnFBBb743VSEvR6N+M/WIur3SVj8pwykh+1EzTHGD7qnzNneRI/ieGvXbwVVhY4Xa1/Ne9nJt1cvgsk9GHZP1tSRqwwrltorA1pc0985Z2euSMHijxcj5t01WPVqDmP1fkS8vATZ4VloOMu422EBg1/QQOEvnS/FL/tj9VM/EWvusK9F0j3pa6KS8eWzk7Ej4hBWvJGENZ+nIn78YqTOX4HOBhqG/Wlp5pKGftVqjtUVOJ0sbEBnaw062zQfBJfby731HYRlT2NXHmJ2tKDXeBdTXjOB23zDzO1iwLU/hwKqT1UjNSIdy79IxrQXo5E6cStSv9yMSc/NQdHOs+isoT3MWkAH2jpaOIb0O1tbGVkmC8amvMZWgMxBOFj/e7AZvKxU955yflB805ytkzXSlLLUXld9FyI/isLslxZgzfjNWPxKKlI+24SIN6KxN3MvxwyXnjzcHXJWUE87QTiYvME42LGBHOy4nuzED0e/hQXHsXJ6HKLeW4X4D9djzSdbEfXKYqz+fBnO7zrGIGDlb23jgrnDLLONXjpRzsP18CStfaQvjdVg7V0qu2NerDEuf1M6ZeZ8YfOVToDTVYvmhnL6u9Y8wOn8IiROTUTMJymY+/wyZHyRi3mvLGKcm42qg5T1AjtMNXa1dxCQNqCpVc+kUH/snOmLqzJeD7ayueN1aFhztu4Mslc5fSGcqTY22LlcKQLP0VGJmDu7L/Cs+oZyjiFrvS12dGLl9bNilWWVDwaeN2B+JMHz4XM+8GwugvjqC8627xfnoDIPiu1cKdkseNZ63V2jaz6lB9IMaWt24IvPZweAZ+uLsoMeyuu+KWGsk+Rs7SQgZqBqcX4i08xPXTexbWc1ypvKcaqyCEeLj6Gw5AROlJ3C+bpSVLRWmyvSAtO6Jn0NowKtzcFDENXAis62V2BH2X6kHszB6rxUrNmVjjRyxp5MbDu5HVtP5+FY/VnUUrm6YVcLlG5OZIwsNk6OWaIXGAEVZGVksdKCkJL7YpJuT2jSAlFXnhVrtHikGrWOPpJThLdun4Dnvvs2Fr0Yiw2fr8f2adux+OWVGH//dKRMy0bjKUYDzb0Up4XH6QKcfmvcyQm3P9ZE7pe9b9ZgsGyd3yQ7h7oLAf1Ou5V12rMvKmDzVa79Qjty07Zj+muz8Plt0zD/phgsuZMB+fYlmHr3LByMJQAwOJkVaYFtZlbLdunqhkZ7h4KcTbc/6EOt2YF3EbbC9M326iL1wpbEZlbgnrWvDTCaENhbFu/GuiWb8f5tEzDxxtmYdctCLH4kDtPunIPYd5NQWUAQJBuynICDruv4dWjZBmfLgXnDyzYwa42m9Q0aadPSbuQtLcBr136IibfPQ9STyZh4RxQ+uSsMSZPpX8epD/qiObFDFbTSVo311JiOZ33SUTCdXx6zXiOon5UuXdrfmeiMfSsXu7pvRYOF5SUPizYU12POO3Mx+YkZWPB4HCLvSEXUPSmIeHgx1k7IQbUmfplWNmqiDZyTAqzeLII0ybmTmep2LS+2YyCYvJfKdiyZRZfuz9IKsYsLJ13lMqtFDQhtu1Bzsh4LP1yNd2+YjYgH1yP8zkxMvW0RJtw1jYBmPdrLZRRVxjrNx+9bwTi4X/Tm4HL3ZGmkf6Zc+q9+au1C2r/uGD59cDY+uGkWJt2xEAueTMJX93AB/cxSHE87i64yW7aDwMfcvs1q5Gu6kcWcH+B3q7/gMl0au3aw9RpWt4wvcMM8uyTQOYouNLY1m6vOvnKMu6e2FuO9hz5nnP4csx5fwZi2HJPuXoJFr6aheF2tPS+i+Ex/M78AUZwP0p7PycT6zryh6ydt7/iHHSjyL13h0tZVLBsl0NoYk4vpzy3E1DtXYv6tWYi6K5v+Fs0FdBQOrnVf82Rr0l7PzvRkta1b3i/KZsz19sHBsfyccqm/1H32/A1447qPMeWuJQh/IAHzHl2CL+/6HEvfi0TtsQoTB3QXgRalZtQL0ArIci3TrR+nygku0k9xb50HssqwJtfe5jD+Mz8NIivDxDpmc1e/BzY+SDm6jByMbScbkD4rCx/e+xU+vnMmwp+OwcxHFmPi/eFI+jIbFw4yhgj3C4OpGzxe/TIuK2Y1xtTsXi9WOstbOYPJ7+egNvRwt+mA6mR/uLC04Nne6WBux1SeZCEAi/zTQrx/3ZeY/1As5t67GvMeTsDkR+YiPSwHFQfq0Mb1NZeTRjYe4ez0zcHkDcbB5A5klQvWhp8ZUbnRQ5Bkn5N7ziHi7VX47O65mP9oBubcm8x1wQJEcezkr9plh5yxBf2NetBM1mlOzDNDMV8Bgu3KWIHyDoY1HtwrYO5ayTzJWD7NONTNdWK3cyePTtK01DeiU2tvUml+JZa9wXnn55Mw/ufhiLx/NaY/EIFpz89A7ootaD9HWWVartk62zkr085tlF83sLuQjFJQDpbpobaB22jAzN75QShtp2EkNk1KD24UZyjmtBq1IAlzZq30gGfVwZmeg0N3FknkgcZet5WLsa3PZfd4tWW15Y9dtAYP0d32IgOeU9zbtos94Fkfle+bbZ0XZ29/Lo8lk2RjH9g3AWgLitVPpvLPfWDYl5/PRZkPPEteu8q3dpDsDrkVBrLI3fZLKuTaYQhJdiCrzy30/fqueoLheq7aGlDTVYlTjSdxsOwANhVsRNa2LORsX4fMLdnI2JKF7Qd3Yu/pfJyqO83IWItKVBE8tzSYM7UaskX1xUg/uhGpxzZgc3EedpXsxSEC6cKKAzhwbg/yinZg9e41WH9mB84TpZvzVnReXUXRlTvT1wEpZ6TJNYa0pwHpGiaIsErqi51DdKW4hSNFwVQnajsViDXxVXfjVM45zHwyCp/fHIaMt9Zh39Q92DVpO+Y/Fomv7puJbQvz0FFBOagyiWMGHdm+PkATAAdHUNbE4BVGJIFEPdM0CO3WSXOzydoo1ywyWZ9ClJ6OqYcamNutKFNHQwd2ZezGtJdnYeqt8xB/xwasunEt5l23Chl/2IKqHM70OunqXvDVcaqYpLqlYc3tUou6qWuN7q3+7AmLqpQjkNkX9UzzByzte9kOeBtm/DDXdyhZG9fShpidEb4Bb/30C8y+bjFW3paC5bclIez6KKybuBWtZyitFszsh61ZH2nPalBp7jf7CZamj9KU5/0ES9Onv3r95UXyEf1EtkWAWJMHZd239DBe/c47mHJDJFY9kYPJ13PxfHc08pccQ/sJHkDbdLCsHrotuwrIaI43ky/1aKvm1pBt0c8i5QVLE3nTRM6+m+yw+iLr6Hy9XQ7ocV8EMwrQWqzJb1hl0/lGRL+/kAuYSZh+80LM+1USfS0e4bcvxJHII2g7zsHl3IFvJn8ZV10Qc9c3kfpY07G1v/J79sXtgzfNluqdJnbKu7tq2ziXlCqwLIPIy7Wlslmu5GA9F5ip+PAXixB9yw4svCEXkTenIuKBFdi1pICYmxVJOG6sjtyPOzq09X+sJIG+ok+gr7hCitzvLouUFyxN5E/Tf91+ahbt1PfxtWcIxFZgws0R+Oq6KMQ8mY259yxH9FMxqN7EhWQlj5CvNdPSnkeLasGtOjhk+Y8SupO1byy7bPPMQR45gslmyP2qbE+X3CQT0wx3oZWx0/ymi/3QDQLqT1leJf5w83t47bpPEPV0IqbfshQTfhOFNe/vwIVcFlIscM+FcNy0c3HayUBv9E1Zfe26TiZ2fNKSRyhfojdNLApME9vyvhT3nwGIFMpc8ZRinXqp320x+zH1kZWY+Is4RP96G1bekofpv1yOlLfWo2a/7oww62Ujou2Dy649AuNsMBu57OSxHvtxfTbwozSNS+/Had9svWmWzHAiNs6ZuQ1/+P6nCL9zjTkRMOe25Qi7Zw6yvkxHy1HqQBOL+sS+N1MVHZKJE1pXPdvTCd2h9DduTFHXxjzW69j25B2zmaen0rN6e7JFd+JJvnPNyJyRg1d+9i7euXYix8xqzLgnClPvDcfRFUVoO8tCimsyayvXE6xDoVF1GhEkktu+mMV9rO8qYwp5DxB50yRjMD24zDJitaN6DTirZQ01/Kp4zTJO21rjRL+2FB//dDIW3bcGc25Iwmc/jsDsR5agYMlhtBZxPei4qETo2Y5rD2396ZZ6ymvZzbP7/jr8x/ZkYyAPi7x1OGncMCyYrNO7yhH5aiI+/NU8RN69EXNvzsZ49mfFcwkoySy26xyjE1tTG9to79JVX/qh3uHTwkwt4AwFtuVp0+QFSxPZNP2X2ux9JYKV9AUmmm5JBrEKOLrVAV3yOYqhvAv7GrH6zQ344HszEHlDClbevRaf/WwKZjwxHafWHUdXNXVUS27kweZPbejUtqCgrdbVoCErFln/1KCX3Uzti7xpYlFgmtgtr33FVCeuKoX/bCl9d6VhGGZciIrUbdsr0aixQrIRhnHZ/E5Xdbg0FLIFI+WJJZPaox/yuwWN/MYsH3im6PZp24k4cND/ilcbF93P2JjrRTppoW8XA89fjL84eDY25M7FWPX2TcpUIfEQkpxcwITVdnBQNfBTxzhXQyh8qr0Q289vRc6hbGw9sgX7ivbj2LnjKDx7HIdOH8HBs4ew/uAGrCtch0NNh3GWn2vQSeDMYFDHiraez8fiXYlYX56HUzjPQSxPdSFQPSpaz2Bj4WYkHc7BzprDOMdVRjVXGe06zWhW5hfVyiiRawzr+H7D9JY10MgKXL2YHqLfeXZx4dzZxq2uIgmcVHTgYOp+cwUt/OnFKFp5Hs2bG1GVVIzo5xYg4rlIBrFTdp1dp1UZHU6/D+SC0w4OOiwbsFuHfWmclLQNSPOV96TZPoopLFO8pF4rx/pRN+f4DrTQduY2MWWSzZXnpFxMfn46vro1AkkP5iHm9m2Y8vOlKJxXCuhBzufJumuVi5XOZgYALRj0x+N1ZlfBpCcrwLCcT27JK7ndPnjTdCZSZdVn7XvZ6kFBR7/7E1RiKhugPHJBbjXhaIxoTjGBgfpOm7kRX/5mNmLvTEXcDalYw4kl8rrl2Dptp73bVotlHiRZzJlQVugGSKtfdz8wzctKc8v0lyYOVoeb5i3P//Q3PelTc7UM11XegZ1zc/HWd97GkntXImccbfOL+Qi/fxFq1rIz51iOQ7ad3MK+yx7sGDrb27gu0spGHXUUxras8rysNNd/AtO85bUvDkZGcn50VtuCZt3s0sqYoluyjKOoOnLjCYLndxZh5m/DseShJCy5IR0Rv4jB3FsiUbauzN4ZV05D6ucOnqb5jSxdyQvc28/0sCr5hK3eTjTuQWK3D9p604OliZ3y1J9E9ifzn1b75veV9hY7TSSi8iMtWPL2Wky6LgEJtx9C3G/ysfzGHKSN24TzWeyPTMCiMoF8TdJaVj+szvxprj8E+oq4p6/0kNf33WXbP1PWGWO9YohJV/utaO7W7+DobJTzaHohwp+JxszbIjH7+mj62xZE3BqNiKei0H2G1Zppgsdy1awHNrXpd3StDewf45v8VVezqDxz26HaUjs9WGmKSL3l7dkX7ZOt4X1fDfG71YS0p5sR7akajWZTnP3okpxspmZfDV694U8Yf/c0ZLy9BWE3R+Gzn0zF9skFaDvKNmXSOh5lFpm0gW79pp3tb8FoawJYsTWiWMGf0dTXB68fuX3omebXPff13aRpa3WkE7Ru90wPTAcomOZa5rMQc0hM3rryIGY+shphv0pH7A37kXzLAcz9RSwKphwzsUAXEhUPpRtzxYTt9IilZmvTJAMrN6Xd1v2sNOVZTds4yWN9+162bRl/87GOUx/t8W6aZGjXTzEEfAmeMydtxns/nY6MF45g+V25mHdjHCLvXYRNMzYDusuBw053qtpXVVnJ9K9bd+WoDprB+B7tYk5Iq390RMNmX2myl6N3sc8e2rpplJPVGXVTLQLo1le5YHQWmeZhdCwk/OTDUCI9Bpx6ry+qw5qv0vHlXdPx+Y0zkfC7TCx4eDEm3DIJjbnsBMFZdznbbdBAYXtGRt3OqkWpWJYzjZPVWQrkztXc2KDU07dspjdNrMLaKs/Lbh5JX40L65+uPFdSgjomUVdqU2IQgEW8vBCf/3QGUp7MxYq7NmDij6IR/sASnEo9a2JbV0snWuoJARkjpcf+/E1sGw6UV+zmXSxN7K/DZ1fZqg+bmuKkk7klmDcuAZ/+MhqrHtiD1McLMe1nK5E8LgfteazPudlDJ6G5XGNt9G5jfxrXnDFhohYcrP1ishl/70s26YL5ql+epVW3rCC1O4fbBNtF2xzZqE+F6SbV+Y1IenMLviT4X3pDFjY+uR9f/Ggypv12CjrO8GCKDL33mWOkg4iujWtXxcpGBohmyqH1oKRzXcw9IWHimstGAFcIsfZdAd00cbA0sVte+2pRPi4dqD2y+ei7/F7tUf1N3VgQGU/wvBwNjOEqq3lRY0TP62nvVD1KDWwzmGxe3Tu2MGnaOvZw2B7rsuoQSyZXU1o3y4dpORZpN37AXBZJTF6P8Hmx2H/grLmzVOSd00dirg+e5i2vfcpOxRutMyba27btb57Vmmzi/82z/1VV5un/xlO19qEdzJimhKxSJ6YuxiZs9UmuLfstdGmkKmUHjQG2L83rMWC1RLBnO08h70IuMgpTkXU0A+dazpm+e6mqsxq7i3cj+VAi1hZnER8X4hopqo3R4fCFQqw+shZrzm3FjqaDiNywEAtXz0V21nKkp0QhNTkKW3avwd5SBhii79SizTjEmfkso7/uFzfnyczg6tno2CDXGNSaz4HEvWWVYQfWBfWVq3pd0nCJuOVI1n589OB4hD0ThQubOJOcZLxaX4XFv4tGNPncJq42Fez07gfd4mieYz+yOlNratXlXi5KkJKXuguTX5iF8TfOR8zDuzix7Mb4ny/BntmnAS2YNak4ZwFHWPwe1KNpzxeZUeHXEPW9MWI3pnPBv/yGBKy6NhHrH8rF4pvisXUywTPNNJbJtZeve1xwbQ/bgPe+8yZWP5KA3Ffz8NWPZmLWHfPQtIUrS12lVedpWM3vmvQtqRYneowgmQUy23bZ1xOJQdlazjQi8o1oLHhuGeKeysHSmzKw5MYULLhzMSrWldvxIhuJfUYNJNVp2d0bVjINSLHqhL9dUQPHx/J3N2HitXHIvPckUghoFv0sFet+twO1W7gSc2wzdklW0r0i9CXSqY3HMefJcEy7bhbCfx2FTS9txbzfhCP88TlcsZniZHVKZ6H029UGc3VmNEg2sFaxSw0fadeZnqr31uKNm97HV/fPwrr3t2H2LRH45EefI3fSDnQW0Z4yqYaJYrQWyeaLnE99EpsATlaF8mcd4PrB0JFq61mjehbQBpvPXXUYsx5LRcSNG5B6SyFSbzyIuT9ehUPTj4P4xxwiKcc8qWuMbWun7MTn1y1A2jPHsOSW7VhyexaWPBSPjTO32hMb7IzcTRpXv2QFQ9bwHgrQVQ/qL090sWON0/f41oO0kGZi08kGZEzJpn2iMenWcKT8YS0WPbYUH1/3Eep3cxKVO9WyrNzJ1KRxpC/yMdfP1MteLQwPSQRD8nfdW6g44GmbIs9/YSEm/nw+sp/bh5i7tmDqT5ZhwcOrcH5DsdU/D+1ynr4/1unczipE/T4FX/56GRIePoy0R09h9i+SkP7yVoJnKkP+JjOwO+pRr14NsVmkftene1StDCV4En2m0g65pqARCW9uxZc/icKiX6Zjx3PHMeGH0zHlscn2bhp3/lR5+qd5NRF3dcpZ7alvvjp7kNNAH7mDp4HV2UaZoxekEDyvAvG+h3SsFDLUcl0eSZqUNZsQEZGIw0dKx5h0/ZEklUf09ASdS8tI22teVVVRLkdySWVchxxgL1lMN7aMNnjWJR1dea5EOQ637UNOcTrST6ViT/UuJG1LwqL4xUjOTMWarHTEpMYhbn08dpfuxoaSdYg/vgr5XXm4Rq8ZutBVibUntmDlwQzkdR7H5tq9eG7iONz221/jxhu+i2t/9E94/uk7MH/RJBwoL8Dm0jysPrEOu1uPo6i7ArVddcSBehCROzLHGrnGkFO4E5G4t6w609LU2EYnqUFZcRUqyi6gsryWXIeqCsvlFTUorSxDSUUxKqsuoKaiCTWlTagrakLB6oN4/46JmHB3BE4sK0NNxgXsm1OA+Y9HY/aT0di97CDqT7agtrQZFedqUV5Wh8rKRlSWNQ8Nl2vbZJltWG5BBbm0vAUl4ooWnK1sxjlyaU0ryqqYVtyMstPNqD3XisrCRmxcno9JT0XjixuWYNWDe7H8Pg6eX6xCytt7Ubq1EfVnW1F3phkXShtRU9lAvTRQZ43kJsNqvyqAqylfhfo9BFzOusrYTjl1X1lGHy5uMlxTwvb5/Tx1erqmEcVVzaimrMlTtuGzayMQ8fM4xFyXicz7c7HwthRkfJKLiiONqCvvQFVpK8qdusUV1GUwdvMvxsGODeRgx/Vg+lVJRTPO17ThZHEdSs7WoLawAVtnbMG7//4eFt++EhvH5WHmtdGYevN8HFtVhNrjTSg71YCykgYUVzTi1Lk62rgO1TXVqKqsoI/Ip6U3x2cul0ssB9qnlP0roX2K6R/nKmtxjmOntKoBpSX1KCuqR+3pNrQQG5fk12LGC4sw48HliLg7A3N/lYVFt21A5D0JOBJVhJoD9LfzLbhwjno4yj7QxpXUSZnTRin7UsZ2DPN7WVkLmX5t7Cnf7ynbYFh+Uca6xOrrhWL6XEkd/Y2+zzFQyj6eraG+q5pwck8zZo1Lw/vfXYLUOwqRdP0+guc0pDy1CYUxxag5xePLOc44FoP5RCD38ok+OJjcgRzUfh5We7LRuepKnCo5x9jWgH3phZj12yVmwTzr50uR9dROLLglBpGPLkX1jnrUnW9EdWklzpUU4XRpEY+vQFkN42RZA8d8C8f+wGzgj1cX4T79TWOF/kafL67mfhXjAOOr4lJdeRsaSjtRf6YDBxNL8dp1E/DRjWGIG7cW4bcvw5fXzkL6uxtRtvkCy7QyDjJenbvAOaAc5ZXl7E8FSmrKUVJdwf5Vky8wXXNBPbmB3EimLNSfkdHVqbsfkOaVPRiXkYtZn4nR7Fd1aQN9rY5+x+151iEdML/qXAvSwgsw4Z7VmPXrdUi6qRCJ1+/HnB/HYsuHe1B9gAsExsBTpfWM/YzD9DmfHH1wOeeCizLbD/S/wbGdL2qq6UPnKGt+IxIZkz/8WTSW3rMP839F8HzHVix9NBNZE7ai9qjGncpzbF9owQnO0UfPlHLs16Oa6RcoWzV1V0UO1rdADqZ7Lyt+lJe2MZ6QOWbLNR7pYxrv4hL5Gm10nlzMfpQyXpczJlQzJtQz/pzPrUbsxzn45NYIjL8hGvEvbsK8+1bhk+u/QlFaKeqLWnHhNPvDvlefr+U8XI5zZSU4X1VKH6a/MV6XVlSxbfobfbm8jP5GX6hg/WI731+E1Q/Zqx+uoN6qzrfSt9qM/sora1BcwzFdXUMf5FzCtNoSzvlH2jD36Vh88dNliHsgHxG/2owJ34/HosczcTj+DC5w7qk704IazsGV1EUwnQ6WzRi6GAfrfw/m3KHxRLvV8vvh7POYPy4F43+5iv52GFG/ycf0H6ci6blcnEu6gLrCFlQXWX2XX2jFOcb306U1HEsci4xr1VwDVZ6l7rgfvD0/qw/BdO9yGbmE5c5yvIrlVzquhrap5dynmHTBxFrZox5nyWWM1VXsS11ZO4o21mLJHzbh4x9FI+rXOch+9DDB83xMeWQuqnc3oP4w7XeCXNxm4mEF6z59nj5cyfUf14DFzvqwlH0x82YJWbFb8tOWhs2+v0++/YC0QNv1YpZz14pmnjPzdKttT9+ZrvhWqbVqUQtmT8/E1ImrcZZr5yrNnSaPNtHx0r0ZB9xqfvbIEUw23/5AWOWDHGNlpN303chA+2kMUX/ltMWKFVsxY1oatm0pQSn1XUmZKwY43w+EfbJ5t8HStO03TfJSp9RzBeNaeTljMNfO2pfuKxn3ihmjVizejQ/ejsLh/eWopr+Ua3xX2vKGWZexKeNTRVmtwUnVlYzJ3ApwC0/VVNejuandgmdBrz6hoovXhgE8t3C3o9s8aFK3bJejGDvrtiH5VDxyL2zFya4T+HjeJ7jpkVtw3W2/wfd+9gPc+ejdeHvyO9h5ZifyG/ZgxfHFSK9PteC5vK0E6YfXIaFwHfbhDHY2HkLUpsX4bNbb+M53/we++U/fwOLFk7F11xqcbz6H3TWHEFeYjU0VBTjbVYWqjmq0dOqJoJKuT42MIrnGCA6e7e9wzC70cIYTx08jNSUbsatSkJyYg5SktdyuRVrKBqxJ3Yi4pGwsT87EivQNSMjYicTEPUhbVYD1y/Zj2YfpePkH4/ERF5o5f9qLre/vwZpX1mHufSsx5b6liPl4AzatOoz0+L1ISs1HfOoexPP4xPh9SI7b3y+nxB8YAKvcXocLbFrcQSTHH0JiwiGsJiesPoQYgvyY1fuxOuUIVicdQnwMj1t5BDmrTiI14iDC383CB3dHY+KN8Vh8Rx4ibtyMr34djyXPb8Da6QexZfkRrIvLR1r8dqQm5yIpeRsSkrYjPmkXWX3a24tXJ+YjOWGflekiHKz/PZn6Yh+TE/YgNX4PMmP2ImvVXqTHUperdyEmeSeWr+E2ZR+SVh7Dp8+sxBs/nIXFt+Rg+W/WYelN2Qi/IxnRf1yHlEVHkZ54gnUdRhL1N5Kc7OEeeeyfODGuAAmJBUjMPoAVSbmIXboeWdG5WP5mEt753ueY8avFSHh4M+bfloKpty/B6k82YCv9Ky2ONkjYgfiUXVi1ejsSaJ81aRuxJoW+vHordZzfS+eB3FvnQTiWvhV7qDfT5xJp64TVeyn/bsQk7MTKuO30td3s324kLMnD2lXHkZ9ci6xZhXhPDzy7ZQVm37UJYb/Zhtk3b8bs+zOQ9GEe1s3fh81sZ0PyQaxevgNJCQVIku9STxo3iQkcSxpPYukt9ij5BLkQKbGH6f/07cvk5LgDbOswxw99hP1Ki9uJjPhcrOFW/YlLysPKNTsQm7wHK+fvxnv3LcK731uM2FsPYOWv8rD0uiwsuj8Fqz/ehhz6Y9rqI7T5QWvrIWD5TzC5AzmoDT2suhIS6TOpm7AyaT3SVxcg+pO1eOc38zHxl3GYe30WYu7Nw7ybMzD3/iRsmHkAm5YXIDtZPpaDZQlpWJnIuSQll/razbF5CGuos2Cy9OIgPhiMrc+57Pgp5U5MyKe/0e9X70Z8suLQTsTEMjbRL3KSCrGJi/tNS88hZvxujPvpFLx//UJE/3YdZt+WiKk3r8SycTnYMOMQti8/jvWx+5Cxegdj/jYkpmziOGLcT9lM3sq6FefyGM92k21cW60xupoxKSG4zJfKyeS4xP1YmVyAWMbT5ITt9LlcE9/WxBygb7O/HANJMYcw+fU1+NMNizD511lYcSP97bpdiLguGSufz0DW/L0c8/lYlUj7rOaYT7i4nr3+0B8H+uDgWDrbyzlkJ1JW5SKVY+erJ+Lwh+9GYuG9RzHvhn2YcwNjAmP1olfSsGERfY2xLS2V439NAVYwli1fvZ7zyxbWtYtj8iDnVvoF5QvqY14O0vdATtaYjz/BWHqS+uM+dbg6kbanb8m/4mibuKT9tNU+xHGsyBfk9+lxe7E5oRCps/Ix4fFVePeGJfjilmQseHQzZt6VjAm3LkbmFwewY8kZZC/aj9RljCf02dSU7VgRl017raPPbaavbWFb21jvdsY8xhrG0aSEPPIu8h7KODTzaQrHUeqqQqxZdYq6OcIYwFiWsoXz53bEJNHHaavsmBPYEHUOn90ei/d/EIuIW/Mx+1e7MZ0Aeta9GUj4MJf2OchyXHes2sU6Od8HaWuwHKxfgRzsuJ6sdQP1xrGdk7wXy6as5TonEu/9YgUi7zyI6FuPcE5dh+iH12PtRK5zlnIuXbELq+N2IyWD9k/fi6Vx67AqdjMyUw9xTNLXVtJ+9Llg8ng5uDw9WXqOTdKYly8VsN4CZFCf2VxfZnONkxmbhzVccyWu3sIyW5Gwhn7IOJSRdAxxYfn4/KFYvPvTxQi/cT3j9B7MvDER0x9ciYwpBdhOX9u47KSZfzITjlEPBxFHfaxOOsy1G5lxenXCEfqv5ibF7EOUW/2Sj2m9IB7K9ZvWg2J9P0ouNO1qjaiYkMLxlML1auzSo3jr1Ti8/vIKxCwuZOw7zjzqnf5vYof2aQetc4PJcnksvxNrLe3nZK5BFOtXc55INHMQ19GrqLuYQqQlncf4j9Pwh5eXIzxsL9OKeAz7xvJDxcFlvVS2OkuinVNXH6VOqXfOnSnEI8YunLtT4k5R5yfw3uuJeOrh2Vi6gHGCvpPItX9qUr6JQ/ExjN2yAfWUGLeNaesYz4mXUteb7er4dPpVGjZu2I4zp0vMazBFuvos3OViLz+5eM2WGxJSlS54bu9GS5feGKUHf5ViY+laxB9dhcPdB3AKJ5GUl4ypC6fhujuux//7l/8Zb3/+LhK3JeN4/XEcbGGcP7sSK88vxTV6R259dxWyD29A/OFMHGNlx9qLsXDjMnww8w188zt/h3/85jewLCYMuw6vR2lbKbaX78OyA6nYULYX57or0aT75PUbsCsYPLvU0NCCfQUEk3HJWLxoFZYujsfCqFWInL+c2ximxSNiYSzmLI3H9EUJmLkgBeHzsrA0YhPiZm/BlJeW4oF/fA2v/WA60t/YjW2fHcT6j/dgERcy0x6LRdgrPP6LVETMSsPciEwsWLoB0Ys3I2r+RiwUz9vM7SZuHTb7SlPeJkSHb0T0PHI49+fxWLMNSJuX4zAnASc9inWII+cTaEVsRjjlnTN/A7d6pD6Pi+AiZEEeYubtxZJJ2zDl1dX40+3h+Oym5Vjy6A4sfzIPsx5MxrwXU7Dis7Xs61osC0/FgnnxiI5OwoKFSZgXRV6whvVlkrPJOYbnLcg2HMH9qPnrrYzqh+mL2wd/2kLK7O2z0YGrE5+OuI1YS87B4vk5WDF3LVbOzcHSedmIWpCB8IXpCFucjrmL12JRRC7++NAcvP7LMMQ+sQXzrl+NVY+sx7yHExH+pzVYtiAXs2ZnIEKySRdsy3AE5aG+7NZN09aTpu8mTVu3fB9pQepYSFssjCR70rzlo8jh7N+0+cmIWsVJe/l6LJ2ShOnPL8CHv5qCiHsTEPfUNix4IANzHovHsg8zETtrA+KW0t6LsjCH9ohYIj9Lo43iMZ9+HBmeiEXz13l06my9+71079pDW0+a4S1B2PZlQeQ6RC7IQWQ0bb+YbS5ajyULN2MJbbw0bCtWzyrAso9z8YcbwjDhgQTMeYS++QCB6EuHMfnh1Yh8Iw1x0zZg5ZxsrIheixXqV9Q6+tJ61k390H+jI9QX+oL6JN8JzyXvIuexn9to/03cbrZs9rcEpGnrSdN3k6atW36zaW9+pPqUzbQ0LJmfikUc+5Fsdy79e/Yi+lt0JqaMX40/3DkDn92wFGlPczFw/y5E3ZyAeQ8sw7IPMrCC+ong2Izi+LP2dv3Ctb03TVtPmr6bNG39viL/CZQ3WP8W8rvfzgE2ZXo0vy+grSJW0p8WJ2HZos344uWVGPeTKYjiwn/u7esR+3g+Fj60CdPui0P8+G1ImKM2UxC9NAmLYtYgfFEyZsxhfzUW5Qfsr9Vp/7ItcmRwZentg06a+93HSpMu19I29DXFmqhMxpx0+kkmx/RaxoiNWDJjM2Kn78bSj7fhuZ9MxPh7ViL6mXVc+Cci6qkMLHw5Eys+WI/EsFzEL9iMxRFpiIxUXEvEPMa38IXJ5DWYRxvPi2JsW7De+IPipzhS/qh4e5H41jN+O99Nmra2/ALKOy9qA+YsWkd9ZiOa43gp5Vk2j+MnfKuJCwsW0FY87s1nI/DW3RGY/QDB8727kPnkIcy7LQYLX4zDsq8YC8OTEb1sLfWylvIxxqntPmTT+FlEmy1i+4uob9nEsNl382xaoA9e3GfdNKe8c8xC2mfJogwsjmT/ZqzF+CcW49WfzMPCx49g0SNHsei3uxDGWD3l6UVY+lUKVi2g/sNTMCsiFYtj12FJfCbHXzzmzU3G0qhNWBa1zfEJ9cfv237fcv2e7bv69+lBW3/aAvru/PnbOU/mIpy2nheZRb9Ko23oB9yGL8giryWv43fGumhu56ZRP9lIWpiHJRM24NPHl+Kz++Pw8a1xCH+C9T63GZMfiMXStzcjZUY+Vs3cikVzcjjW1mPxUs6b0Zxn6WsRi7hOWMi4HZ1Oph9HyQ84rxteS1YMGYr5VPbdisXhO+lbe2mXHRw/2fT1VDL9h31awL6vmLcTMVPz8cov5+KDX8VzTXAc8+8qwMJHCzDhzlgsfjsLyXOp+7A1HDtZ1MF6f5u+tjxymDRt+5PNtZ+b7ymnrXe/Vx1uvW4dDkdIj0lYsSgN0z9YgtfvnIIPb1mG6N8eROKLxZhxezZmPpSI+E8ZL+iPMVHsB3VgYvyCVHIi5kelcW24hT67lTpm/YHtu21dimwcF1EcH/M4HsIVx7i2WRTONQ3XNcvpH8vncp05bw1jJf1jfixmRcYgakU6IhdnInxuBr58OwZv3heOT+5choiH1mPVU7sw+/4UzqtLEP1mJpKn7eZ8uwuLZ2xE5EyuDSM4Ty/MRWTUVkQwDkcwDkfSD6IYX6INK3bLp+Rj9DfDQ7V+0778V2vCjWwzl7yd8WmLiVE2nTJSJ5Gzd+LZx+bhiQdnITJsD3VO5hhfxPi7MHIDt+wHZQ+UI5hsPce6892kaeuU97GTZlhraT9LNjN/sx+LIrcx7uykXbjeiNjD/YN4ZdwiPHL/dHz+sdYl+8jq2wbbV7anY6OoD7t107T1pOl7r/L2ew953e9uf4L2z01zyrtp5CjaWX2IjqDeOW4XKr5wTaV5e2H4HsydmocXnliA26//DLMmb8PyhfnUP/ECcctirskWMNbJBtHSB2P44ugErsFXcF20DPPnLSYvwqKFK5CethaFx4rQ6jwd3gXOXvxlSd+HATyrWUJUXXkWeG4gfK5AGTaVrkfc4VU40J6PsziNpB2JmLNiDu545A78P3/1n/DexA/MW6f21+3Dgc4CZNZwnjq1CNegow6tHdXYcXw7kg5kIa/uMLLPbMNj45/Gjx/4Af75Z3+Dv//uX+D+Z2/BlMVfYmfpbmwq343UkxtR0FCIkq4KytREoZooVKsj5Vgj1xj9X3kWt7d3orqqFkWnzuPUyXM4c7oYp06cw4nCsyhyvhedKcaJc8U4dOosDh8/j5Mny3DudCVOH6zA0ulrcO3fPYx/+Q834s1bJyNz6jZkz9yOzx8Lx13ffB6/+ecH8e64L7Fr8xGcPFWKU0WV3Fah6ASPN1zlbL1s01Sm6HgFt+Tj+u7ZevZPnSg33DO9kmls62QlCsWnKnGsqAKHT5bjcGEljhdW4eypCzhPPrW7HMunZeDhn76Cn/yne/HH30xF1JvZeOHGD3HtP96Nt1/+Annb9uM0dXSw8BgKT5/GyTPncLyIujhVQj2VsU1yIWUQa9/97pPJYZ98PdOC68FlJ4+ynyGfPV6Oc8fKcZ58lu2cKirDsTOlOHi2BEfOluPEySrM/GQ57vrnp/DoN17A7/7lLSS+noXXfvMBvvmNH+PFl97Glj0HcbKoHKdpjyLqx8+0TY/vfaW5PNDyNu007aA2te2Rp+/s40nyMfZxH33v8NkKnCupxql9Z7Dks5W4/+8fx9P/9AfMeGA55j9FwHb9J7jru7/FH595HxvX78Vx9v3QyWIUnivH0dOlOHqiCMdPnmbdxWyPOlb7Ro/O1rt/UjbwpPvs4bWL45emL9r3MvNZ1ym2I72ePF2B42cqceQ4fZ59O1dUhTPHuKXfHd18Dm89OAF3/dNzePBf3sCkR+Ox+M0NuP7vH8Yv/ukWTP9sNvbsKMDBQ8d5/FkcP02bsr4T1Jvql6xnjM9wS186wzrPFFaTa+gf3KccPXmgaS4zjzKf4Hg5pn6cLqP+StlmKW1UTp1W4Aj7ePhMGY4wb9umQ3jlgffx4/98E37/L+9j0YOxCLtrFn77z4/gru/dh8lfzMfefUUoYn097e7qciBpLjt+RO4hb4/v/rRg9vOmqa7j7OOR86UoOHkG585WYl3sLoz7zXg8+Hdv4MG/eAPLXiBgfCoZd/zN03j13o+Rm7GP/ShB4dlzKDxfbG6j3X+M8YB+e5L2OMn4Iv155ejJjmxiyeHbOj7YI4/xgfsaH2bsuHkqSz51Sr5GmygGFJWikNsTlMPEFMafc/SL/NQi3P/dF/CT/3Ib3rzxC0SOi8PnD8zCo99/ES/d/iZSFq5nOcrF448XlXDskM+UMKZoW0ofUN3ljKEVThy1rP1Tvpjmj2XB4luPNG29+9IZ+3JU8Zlj+Cj5FGU5w7h6lmXOHK8ycdyMKcowY+IS3P69J3HbXz6OT385C4m/W4cXv/Uybvnrm/D28+8hJW0d/ZNxmXrxtR1MDietp48Eck9f8fpgT+4vzZ8nG546RX2eOI3T1O+p/aWY+dZi/OavnsaT/zYJ7163BLPoa6/f9Cnu+Pa9GP/6eBxUrD55HgdOnMXRcyU4UXKO+4WMk+dwrJA2p52NPwXI62ebNpD5VPG3kPIepX2PUt/G9lwDFJ4+zy1jKv3rKH3hKHWr2CAuZGwoYrp+YnN422mEvbscD//odfzqv/wWk367HMvfXo+Hv/0qHvrh7zHvk3gcYJkztPVJ+u7hE6qbY4l+Jj7OmHJSzHbl15ZZ1uFTGg9GVod79MWf1r9NyfSp08eryRcoRzV9nf5n/F39Zaylnc4VVePcgRq8fOtHuPb/fRy/++EMTLonCfOezcK9//I8fnfnH7ExcQvbK8FZyntGY7JXW33bIzgH5Ll1+uzr2e/VnntszzqK6G9nzpxlbCvGmlXpePrm3+Pa//ognvn3iYh6cRs+voNA4W8fxUtsv5lkAACt3ElEQVS3/hEpi9NwbN8pnKIODtOuhzh3Wrtw/LOu46zb+LF0fNmyqS6NacYvxbETlJPrmbOF5GPOlrot4jqrsOgMZTmFA2dOcY2jNWgJNubk493np+L6v3sEN/63JzD1kWX47N5ZuPlv78eT176MBZ+uxNHthAeasw7Tb49UMUZXM8ZVGfueoAzyd+M/LsuPyL3XlH7funR/s3nq6ynGZvnwKfqfYaaf4vFKV750e+RANaZ/lYZJn8fh0D6uTwsvcD1ebWLgKcOsT2voIHJcNE1b777yfOzJN333syu35rdTGjcnaygr+QRlO1aHaAL7iV8mITvjBL8TT1BG2y/p0t1Kdud7sDRtvfuevKB9CZambY80Z+vuk9UH6U9rKc2fWpeoHROjj9fgKPW/MCIXb7+2ADu2nMXZolrms8+nqXPGxRPUx2n5ENs7QR8t4prz1EnhpTPcar15BmfPnEdZaQUaG5qg174ZvEUIZnGXxWF+0ncXow0hOfBPD37UbduNhM9VqMTOKmLfgwnYWZ2LUx0n8MGc93H9A9fh+9d9D9/4t2/gpkduwlvT3sbak2uxp3kXUs8lIa08RU/bbmRn6nC6shA5hzYg48RGrC/fgTnZ0Ziychrmr56DuTEzMWfVTMTmxmJr+U5kn92GdWd34HjrGZS1laFTr9Bob0F3+1j9zbNIcl0cPIvN6yLsyZFLpvwdx/D0Q2/jf/7DLXjqjjexYMIKxM5Kxpe/D8NTN72K3978LOZPiUBrnU40jFFqB7al7cAzt4/D3/yHb+Pabz6APz75Be655Rn84Du/xMuv/hF7j+xlQftgIT1B2Rw0xkhPrnSHX3rCejzws8fwkz+7Frf/1d2Y9NRUPHvTC/jmP38Lr77zB5xvKHZKjk2Sp+reDkN047XL1+Oubz2En/7fN+L5H/8JHz8YhhduehN3/PR+vPnKOyg8XmSK6jix3FkPURpt8lvET5317Zj5QRiu/8eb8Z3/9Es8fu3rePeJifj1/7wRN/7ieswLn46S8mM8shH2qd16Qufo98VLrp5F5eWV+PKdCfj3//I9/PrPfoO3rn0THzEW3P8/b8JtP70e4fPmobZZD9cau6RnlrsR6sT+8/jkxTD87M/vxL9c8zO8e/tkTHwyHNf9/Z347a3P4tQh62t6Kq+ecC09KNKODfJaxlL50XI8efOT+Jv/z9/iur+9AW/e8x7euPdd3Pqdu/DKo68if1uBU1LjZvQ8Te0qql5sCZGZtRZ3Xncf/uF//yYe/tenMOPJWXjy+w/jR//tm3hz3O9x6OgB1jF2LBKcnPmjvQur5iXges45P/uvD+GWv38eb90/Ac/d/AJ+/W8/wYSP3kdjfYUpKr3YF+208L99QJ1/Vh96svWqBekyuFU051iy+m6rb0ZsRDxu/M69+Ov/9dt49rrX8cWzYbjj3x7E3T9+lH1NRssFrZtsjU3d7aPmb70peB8//+Mk/NP/+QN87z/ejGd+8R4+fZz9+d5dePzWe7BjQ7ZTaiz7mzQsf+nA+aLj+PSNz/DtP/8Zvvsfb8OrN0/E63d/hlu/fTuev+cJbMnKRnurnhpmybWNeiePHT1bKS5p9WVfMyuqrr2AmEUpePK2l/DDv/gN3rzvU0z5/Uw8f9tzeO2xV5G0MIG+ZseJKLh1xx4JVixbko2oyKSAB4aNTdKTynPW7sLSZdk4dqzcSb2Cif3ZsO4Ipk5ejJLiy1u36IHM7e0dBkCrXou5+K8H6bu8c4g9VItgDlq1p3mjhaOnDhdwrOEIcgozkXUsA/mVuxG3OQZTF07B3OVzEBUbhfmx87F07TLkledha9kWpBxPwt72Xbims0Vv6G9CKwF0wdn9SM7PwLbKvThHRK4Xy2gxpMfZN7Opoq4z2FKSh7RjG5BXtg+l7RWoba9Bl17s10EPN684CFTEWCHJpZAndg2jNAHnLseIzKVR29s6DYB2su2T4dx9FuroYLhqbzKPdtfrl1pau83j6UX1tc1YvnANPnp9FhbOSsDGNVuxa+1e7Mzag+3k3Rv34PSxU3SeDrS0tbAdLjZZh3mtBrXdH9vH+vfPWki003JiPS1XLz0weZqUzcSs6V2vcNEzFrnooO3NEzW7m9HR2UI5CLE6ulByqhjpcel473fj8cJDb2PSB/OxeEE84uISkZadhsNF+9HYVY2mrhrUtlWipave1N1t3lNFRchJdZbH4S69OqRLS1EtrnvLHcjB+t+DpS/Jqkil9gw6lC31yH8t4vUg+nozQAQaTx47jdXRa/DlywKZf0TEJ9FIXJqExIQEbCvYhMrm8zxKj+j3v/JoJFi28HNgvt6MzTFIuzWxr43UrfFeLjCLDp1GzOxEvPf4ZLz5wGSEvx+DtKXrkZ20DpvXb0VNbS06WL6JZZt5UAv11Gb0L0WJNeH2zwOyA2XsNDq2rGPsq7DoAF3yOfVLb660b6/UMxasX9LO3TyeZdoam7Bn006smL8Cf3zibTxz52uYP2k5EpYnICc7BXv2r0d57VEeX8taLqCurYr90SsVrD/p3bf6+Yneg9tNf+7Wa4PYdzOu5ZOmL5fPejGaoqFdsKte+Ru1SZfXa13VQ+VfqK1G3qYdiPwsGh8/9iU+I6+ctBTJC1chIzEJB4/sR30r7UMd9LT34Fm2CCZzIPe2X2/Wu111VrapsxnN7Z3mCtrWzN2Y+9Ey3P/DZziGZiKDvrZyTjySV6WgtuoCj2PE4RzS1N2AZs4HDe2N5v2wlqQpjcLgMrkczAcDWfFMb2js5NjWVq/KsO8+lt8x1plXCOntD4zP7IWe/K1y7fSNDvNmBB5ZWYOkZXH46p0vMe7ecXjv2Q+QujgdcQsSsCFtEy6wPyLNfg2dDWZrXy5ix5/mfbMl9xxJesK328+e8exSWTaVJZqMNfQ6E40l+rPiqoYWG7ee3YbT5xnb4lbjrRc/xO/veQcLP1mJJALQ5XMXYH16Oioqi2kLjZGByRXMJ4JxoA8OlhUXdGpQ64i21mYcLjiK5fNW4/M/ROPZOz7C7E8WY/WSeCxbEIWd29Zy8XXBjO92rjf02qAO+Wp3LXun+nR6TvrqLW8gB+t7IKsejWnB8xb6E0c326thei25jqy5k5GB3EwdN3IebOac2NJdxeMbuC6oZ3/2Y9HspXjqznH40xMfYmXYaqwKj0Py0nQc31+Ethb7mhfF5ybOwS2mTT0J2XqTRpHL+q50+aItEVzuQA7seyDrNTmSQb6tWqXTdvOe5wbua72gBQ6drrOTAHkHpn88Gy/e/yZ+/+BHWD4rBfELY5Acswwnjuahs6Ma3Z20kXntTfD2LpXVB+9I64sv1lfldzJGtbRXcVuHVq5/92zPx+QP52McweZH4+ZhWVgSkpcnY0NGJs4VHTMxRdTGubSlg9Gf3xu7mjivyv8U3cQXn1MHYge7DpAtOLfRHgqhftZ8I5+wMbqVMVA/uWyhH2ouaWptQsm5cmzK2IX3XpqE6e8vQO6aPORv2UXejvMnT6GD40sW1t2iZt3Ho9vpt50KKmzZNKQ1nAIM0xQz7BzvxlNnPXkRDt43L2u21HrL8RG2a1/PZ33a5tkTHC2cXCPmr8LMGQu5zySSxp1iu431klMjI7gsg2KuWwz70tRvP1v5ta+2FXMUeeQJnDfoCqnpGzB/wSrsO3jSrA+oTOYPbP4dCPeQ9TJYdXXq9Xjsh+Kw5lU7Z0r/wiXsD4deWlouPh8fhvPnnfc8m75wvWVsoPWcYpirAbmPcBJrIGu/ixUZ3NRKbqON5WMkrZ+Cg2eXh460bu5qM6s2epVWcUIJjajsKEd+2V6s2bsGG4+tQ3H7OZNrbSqP1Ev7KrGjZDtS9idjc/FGnMRxXNPWUM3O2YVFSX0JtpzYjjUHs7DhzFbsrtmHQ41HcbDhMPZU5mPLmW1IO5iDzUV5ONdSyoY1pdAADPi68jz2wbMMFsgcdOa9bgpMvdk4gRYrKup0TU7S0KonjGsA0W2Ybt5q4hTYsm4Pls9PxYEdhTZuasAr9ks9irGst5P6vtBYjcY2gQkbMAIHaCDrd+UXYwW4Ng4AsSZAE4SY3s32XO7qUn0qz0UHJ7rWLi1+GRw5IbRzwWzfcWdpz6aDWDk3DUd2nNcd/j7Sy9QbuYhp7Khl/6UHDTS6mvTAPoq1r/ff6R3S7axTDmkWNQEyB+Ng/e/J0pfsRmHEEtnsW3fXZCIwrCWPtMtkc7I5f8NZTH4nGkUFehmyJXMSwUxACgb+wDgS3DOQBeZTF9y2cxJr4sKqlXpUMHOpowHYuqaQIGYHDueW+Fy6pYX9Z8EWBquGJk4+9D29sko6sH7tTjSBOr10lt/Iz6yv6Qy9Jmc6vFnhk7U1rGBE/+KCpY2s8rpjpa2tHq3NBCvsn2hNfA5mfrEI5WdUj6iZC8pSLkhLuSCtJJip5PEucFY/NMA0yeruB/uqJH23/VOeBt5QsOTXaUSxFjecLGQPrScpehvjRJt8XH1lyyyM6lNN2LCygEBmA2pO+weP9VDVo0VJoM0Hx7JFcLl7cqD9grHqayWQqW8hcDR3E5HYpfITjfjynTnYmp5n05ww0UnHamdcMUCGsaCJgKGxVe+JlsPxzww+6SW4TC4HkyWQrb8pttVyXzp13iXj8zPra7Y+Gw8FAJq7as1DLbu0EFaZjg6UFhVjZSQX/SvW2L6Q9cujdgatNs5lreoTj1bcskCFcUTjh93RODTMw+S5WkJp+aETd8Hi2aWyjUmKYnZZo5pNsLONUQYtACSdBYyi3TuPY/bEeBRsKgYxv6HuNvalmfV1Ku5KNuowSHteDqb3YBzog4NhXz30N70bvEOTLamTJty38wLmTE3H7m3HTZolzU+cq9qpcerCgAnOZxbeUh8cgwICA4lvwfoeyFqka43TyvKaUzsJKLtAcEj/6+6upx3YDoNAB/2lpYNzDcdAU5fm1Cru1xAQ652O1j6L56/EsvB4tFZLcNlG/aTf0Bdb2e/WrjbGEJ0OUU/sYpzFAkhRTysGe5LYgIggcgdysP73ZAEF+ZmGgXxdD4CtIWtOlD4FJqR7Gw9amzuRlrQZc6atRPl598osZeq4gLamClYiBxy4L40sK94ofnN8U+9atp452YD4ZXlYE3cA5efcuUdBgeXVZy7yOgji2nRhhXay8ZtpHJMd9DmBieBtXQrLZzVGyQI0XEBpDeWuo1zWSUkTlziWm7vquG028VevnhLpic/R4clIjctFfZW1lw0cqlsgWCdG6nkcucuyuQBm3v/Gcp3sN5VifJt1+8ob/+fc6/hUfxy8f15mOa0BTJ2UiYNZ84j1aa2JGauZL9/T21wjI1dhxowF5rVVIgvueCz7oBODBlQOILYNmtVvD1sZNTZshNa7pjsUkEh0EaSkr8P8yBUEzyeYrlGrvvW80HA5HFTGQTFjFu0sn1N/Orrdk4JiptPf9J7ntDVb8MXnM1Fe7r7nmf1n2W5jP10400kp+qzWlpqbCJoFksXtAq2aLEkGU7FSF1+5PBLUSb/uoH8ryrUxTot1qlIX2IqbirH12DZsOrIR20/m4lDVQRxvOI4DVQewv3I/9pTtRvKeJKTvS8PxxkKUogTX6IX8Mmp1cyUqWipR1laBXef2IDEvBYm7U5C2PwPxO+MRuz0O646sx84zu1HUeI7qamKTXGRJiA4aVAtlqnDskmSjJ/RiATCxNaIU7HIHJzWxa3iRLUf1G0exee0cLG10CE1nCqTr12/HogWrsX/3MduEDlccZszubGTdbQwedFZNtC103nYzIUl/l89yYp1R1O2tWlAoqJs8s9IQa19pGhgEL52c7AyY4aKUg6mN4Nna0tLWrD2InpGAo7uLzQUeE1/ZZxMMFOTJWsbZTjobR7Vut+3UK/Asx/XLevms5YXTsq95fexkZgONJiQHPFOY/XmlmPDhQhw/eN4eQFIwb+m6wP5o0pS0Y4sVdtXTdgakDs2eDtVf6EZ6cgGWRW/DsYPOrYzUg1W/FpHyY+rDMbv638lA1kmf9q3CL5NN0DQTiSY6B8iobnfWdwXSAoO+3tbZiObOWsYNBecmfm9AY4teTC15gNgVaZj+1VJcsN3hofIagSVdzamxiwVjU9Yrm5vAK39W21qwiTXBaaKyi6ShYcknsC5LqEP67vRNTi4xzA6XVE680KtM0mMKsHz+elSVWvCso7VA1uLHXE0cQg4u96UyxyjjUjOBTGu7JlWObvkNu1t8rg4ffTAF63O2sZwluhMaWnXSTTZhrzqa0NJK/esuB8VK+Z/OMBh9BWvv0lhjtW9/465h6t8MePoOfU7nl208bDWLTLHoyOGjmDVtPuJWpjj2s6SrS7XNDWho06JOi2XFetVHUjm3HecYEwspg3jo7GCjpTxb2jMNytddVTp+rzEkcC/akX8ck6cmYl8Bx4jUIpJqWniQ8UkdHLytwXCg/w2GTT0cD+3UdXsrfcgZO42Uf+PW05gweRV27uE8aog67uRc1UpgpximbrVyjm7RfKr5twvNBNVtBoAPlb9pnLq2lVLdGONOhpRXpuFWsVYLQ3u/QD1aOLc2E0y6NHfWQoTPXISGahecWRfSGGumwWqba9HUrgWt1YHJlMnEPn+z85uVya/DoWF3PtW++ljPLxwrZmz5fUdl6lvasHrNBsyYswxVFwSWdJycjesBXd00QM5b91hiykaBNaQV10Tny2rNw+BWxe1CaaW1j0BpRwfnqTbGs2bGfoUNqsHe1ST90yNYgU60DZW/+Vn1uScz7Dex3x3kB/JJjX2u9Foa0dRkB31dbYt50GFs3BZUOn3REe2dTWiiP2oObSHwadLaj/0zwFkLBNnYna9lcy0cWL+NuRa0ab7vLetgWHJbEK0+qDfWh6RVzSU6Ia7+8BubnD8/BjOmR6OZSSqnyChw3dFNYN9F+UxMD9bOULHq97OVUcz4QN21dTCG0RckWwuLJ69Zj3kRMSjYf5L+wUSStZcds5fLwWUcDCtqSudaY+pEgE4IiGUXK7jOn6et2YbPPp2B0tIqm8Z1XLtORssGxBHmpDH/6wROpwAqfcnFVGKRYqPwVFsb5y3iq8D84SYzl9NW4hbinJZO4VddXOtAQ0cjTlYVYX/xAeQUrEVyXjIyD2QgNT8FK7asRFr+Guw8uwOnG8+gjj5Xizpco1uztayo4SCq4aJWkFi/Y95fvA9Hqw7jQFkBdp7KxZHKgyhpOouq9nLUc+AJOOt8r7mBhJOffqvT7i4wxiTZIReMLXi2bI3eky1pYtQtBwSn+uGFJmii5g4G1Y42G+QU0OTa6eu3YsbcJdicu4eg2jleBXhIF0dSF8Fzly5xmPpZL/VmrmJdhK2T9c9WBnv+TrBL300ejzcTvZnsOSy4MG5p5sTAwKngpUVmcwetqgWzOcYetmndHsydEYPduce5uKHsPN6c+WRgbedsYq/AsR+qX31Ud11mEqXmrmTRYlDBQ4VUf99sdOL0uT8WiLeyiGkSHqeTF+Z2enqoBrbOrrG0MVcT1wPbt53H558tQcEee+VZiy4Fig5OKDoT7dY7UmxuVXI4WL5+FiD9SrmasHXrvd6nrlBX29SOlIydmB+djp35RQwEdDH1X6OTk2RTcw1txtnGnddZjQEz8gG25+q7Lx6IHcwtiyYKcAKjPxigpPrVnlhzpFgyyM/JusVRJ410m6M58ye98yNauSILUyasQjnNw/UAJ0vFlTa0EmQ3tdXzeDtmfH3SVvdFqY5uexuYBRS688AGdJUfKjaqkSLdxrXI0FczrphGOTpb1WGg9HwDVi7NM0/jPlfs3ApM/ag/GhHmTLt0OAQsWwSTN5AD7dcnEzFrTKt7xCMyHUqqavHxhClIylhL7TqmZZlWTpgd7FenruKQzS1Z1EdbA31CT9ZkuzROL1kC2Sq3f5afCCzqjhJzhVFtafC7fuYws0ys0rjS8kAeplOJLexIM4+RyY6dPIPIqFjEJ2SjvqEbDc3sC49p5zHNnNzbNfZMq6xfO8bOZONzZJOpf4r6Wkj5EoeE3abUh275li7Hqq9yPe136aTSBTQqdjFp895j+HBSLLK3nGNskE5ZRPqQsVzRgrTjZdkhqD8E4WB+eKns1mUAidKof/W7rrULa3cU4sMpUdi4x/4G3Vzp6aqlTxE8t7FDmkJpM11dV99Un/xRd9145eyLB+pz7sc0IlAoNnYgO/4mm8jnOLWzfV3ZUFxjHGKsk9qra9sQERGHJYtXo6aK85IVmaCZvkzwpXLadirDacrYTLZ26jeKUTZ9Th5svdjK2B8P3KasnoeYNY8AFReY5rKf20fdgslCGhtljS1YlbYRE2Yvw6ky3d3B4zUWFAfbyEZett2rjcHxgG01gL5q/hPW6qCtGjnuZcbTZdWYuWANFq/OxfHyWrqW4rT8rYHlCfLkY8YOPJ6L/3bdWcMxadcbWkP0liWQLy6b9Cuj2+iqeOLCY5elVrmGUYfxFfkjYy5BiU6Mq6mSkgZMC1uBFbGbcJr7Da0W6LfRQZs17zIS6pqb1m+6I6W1lWslXQGSO6l5lymTGlLv5MW2Fn9/+uKB+Rv7qrnc1K5jeKTY1sCPhBFz3UYcHTE/BbNmrEQT1wS6fmBiIrWh2UCjQbW4Rw8JuwIFyyN7P+7aTf0StdJIqWlbEbEgGfsPnjPLE5H3mMv9BMozWJatrD41XGlhrenpabKNcS+mC+6sSdmFTz+ejZJie+W5w8z58lGtseSlno+ZE7VWVR0C0tqnhQwrTWsyl5UmWYab5FFaq9qP7ipr47gxP/1hR4Vd6zsbUdZcjuMXTqCgnLi3eDtyS7ZhT9UenKw/hZKOUlShBhc664mXL+AaXXO8wKGkX4fWdzUabvn/t/cfAJIsV5korH28f/99+3hv918eu4tbYIUeXgIhQLDsIqyQhIQAgYR2AQkjCQknCXldWeT91fWWq2vmzh1v23dP+2nvvffeu3Ld3/99ERnV2dXV0z0z1TM9uvFVn66srKyIc+KcOHFOZGQmg8/F2CyHqgUmynOYZ8LMPTqCR2sZ5QpW41rKoXM7Ogdgr2S080dHFeJMSt1N24q0ZPdLyQoEOSwYY7DHJdjYmyZxpnfRcgQO8rr1uZyBzlis0jAuFZXj7kePoaSu2aRw+nWUA0pCXppWusXjtkzww98xIZXTk/2omn1Jx12D1AnkYK37VYew+ynODseo4FjXW5MRyqTkhO6UfMmQzOHWb6GivAX33XMSJVdasMZAWN8puJQj1gyOOllCgbaCCf1GlYtcM5JpdTBZikzXOL2Apz0pVeY0ZDu76aIB2W11EBvIKmnWDBpDZrUz+VEeWVI6iI9/4lG0tg7zFyxDMseYVSvJpiwq95YSeUhSyneSL+mUaYeJuM7oaRm+0oAtLDJJO5NVjPufOIuatn6jbzulxV69uUCbm6dsFFqFS+cbPCIYYA9K6do+TOJDg6qGeRPM6XfODsSQI37WOG+WnZldWpRur+eUD1lT4Mj9x57Jx+c/dQwTVI/ml8x1MzSKSJzpkiJT8cQCmH/aOqziyYg4sR7JJvN6UZ/mB/w+k+QENBkaBdJHMwKRYV3KId9AjAwv4KmnruLxb5Wib0Rn2i3LprUogHgL6/tmaRefaSidDndRcKyWlOreDypbu3qGx/G+T3wKZ/IKTJM7HxPlj6QjExAxCEvoBhD8XWKdfTFIbAwF5d4MqRj1cBsyJXds25mYChhTHCpZdIh20XrsO/et8bv2nmE8/PgpPMfkeZV5gs4YiN11+jJzspbHmnYV9EHKc6Q6tU8NlqycnPH4TJHRq6qQnDJ4nfqSUHLO5myRlq5zXNZ1/jwuv6YdH/r8cRTWzGCZhxmX7FhTQhO0xzWJFR6UnN3dLKks154R2o8uT1min5I8d331QVypt8lzREsKdS1tnLIbRXGnFh9IPn40Z35VHj+m8ron6fh9yJRJMgWrE4tX1emMyhkW93EYNepRMBZhfxCb+sn8UgIPPnQST3zrLObmlhFVP+H+NUamG/RtHEEDXbM+Kk4+ztSTanP6EY/S0YYC3q5JYXmvQXJl/DPla7yh85UgVlYRd+mYKAudXIviyQtF+Mw9T2JoTtEfD+c//Sx5vPgNyr5ZMg1zQEr3+zCJr00Ni9RVLGKT586hedz3ZA6OZVWha2qB8a5GM8UQig14IOM0rPFAE+9RX7RBew8Z0zt5zMEoHT87iP8UL9mzvVqhZFefOBMLQkiFbbbBFYuahudnETExsYJv3PMsjp8ux/jcBmP1BEmRuyYROZbSuNbiTKIZG2hyPkFb1LNvd9iaSHWwTNUnVRp1qu79yMmyD1kLtmUa2xNpOyD+GVqlCh7X4+nuPYWVZbLGBtFwK97NpC0PUhOYcvW7TJDKukZ5jkfVq/6ufYZZQsnmhQsVePjhC2hpHqWt2P1h2W6WUvm5UVKbq5urTDOZT9vQyGraV2bF77SQ5OL5enzqE/dhwiXPbHSRdKgJvxh9ln6jMvmfL5s7mXxJhQTGlMyhTEKtfEv7zI8OGYpT4+xLuoOF4i/Kybo1we5WdEpyeyeBFTDrZbI8jtHEqLneWWeamfXytcYcjzkw4/AXaOHECgs0Vw1xgF6jV1EVJqw110eoE2/QYa7Rb9BJ8pioZqvM9b46f6Juru4edC7D6FGEFJSerAK3ye3T8gOR27eDZFnGwuxHGYCuW1pnZ865Uon7H3sW5bUtJmbRryNKnhXN8MOWfqcf0ug2dfG8Zv0OAGfw+5FKky6MPoJ9hgl94Uj7DMgXZYzRmBUAmz18U4fSMRXlzbifTqv0ShtWVhW28jseoLREhZrOwMHEyBSuQ9s82LadQl0zl8vPaltbx7XoINBhlgtH6rRiXNaooUZETgN55cRKSjrwiU/eh86uIe4kZ0xANfNqSzhakHzJppB+OGDr7LiVEVhYieJ8dikeefIc6lv7OZBIciWNkkfEIVcJnmSjHjbp1c1yR8EVvh8dAGp3URLadHbgbIHvGvDlrDXYabdLgrRyQMvftO/4szlMnp/E+DD5DKnEDJTsXwnamfRpggd9L0pWLT4UlLpXUIC+zySZcsmf2lb2bUY0vptkWnybgzA6Moenn7mCf/lWLoZGF8iP7Ttx+g5NOmUcYR73ooOAxymAj9NnaXAJdqG1cxDv+8gncSH/itknS4pRVq2uscuadTx1pAvT5Ov0I+0WCfp8s0SEizTQfu0wDRxQYCPOTZtr0smrDtGhG+SvrXMA997/FJ45dsEEZPI7EjfC73S8qUe/YSHmDLfRsy3bfkkyzko77E7nvzJBTl67IaGcTxOpf2tp4/aqjfzyVnz888dQ1Thvkn/5A9PdxbsmdLgvXT2pdMuheoOxUUGMbGqFWWcxk+dPfPFelFQ3mMPMjY0YtJjMUrqQa1NTBC5Ouroe/lPl3pNYtjFvR1K12lX1OtJnawK0JQVjtBv+VrJIDytM8u+99xkG1MfMozB18xwVpclqe62n9aGqT3FC0r/p3ZE+83sLbRxsLBVdHwxnfJPN8MeSzcnHj9o1t5bAM2cK8dmvPoaxWV1Cwf38XnxrniexQd6ko0xBRR2U9kPQrqaNebx+0jUwhwcev4Rnz5VhgMmzVGrjFdkb+5ochFY7mA4VagwHV/d+dABofFdErXBedqGakrWyDNOs+qeB0GRv/A0Zls8WpqeW8Y27n8Lps2VYWtFULb0F/XKEdmbK4buZjA4uyzFItTVRYG86xO0K29S16GCgjejFHxj3GqZQWQrPHn/0PB68/5hJTKUK0794oPjXsUreTD8N/e6mSGWlLc/y6yjOejVpF4hjfsNmxdkzV/DQg2fR0TphPus7o7KAbFm3n9TW7ppk05ZGI3a/SH1kg13g4vmr+Myn78W4u2GYvtfv+ZtojDGnKcN8xXJVis2bUnMnfXY5lSXbjocP9SP1BZ1SUf+yfKlqxZTmxmbBMbrHhVZnrPOl2w7r5ql6KbFWj7SRZQIvUDG2g+qjJduEdm8q6YhkQ/AlFhy5Jvr2B6V1EXygfHN2UN/wrZDJs24WUHm1wRwmpNgQwR3Ge4v05eHAckWE6w5oL8PVLre7vLTBzPjVVPaam4QI5myoMXzZhGaRmDwHbZFEclMbks/aT+iLjEClbZPq0fDgIhrLr1EVv+J4gbLSZjqBu9HRPmi+U6cxgUygv6OKpBNiGxunxk/LyzHk5FzFY4+fRV1dlwnSBKMbI7sbcl10Jzo8HexAeEfKAdqU091e7raNUydy8JUvfAsTIxxxyGrSifNYLffRNTU28eTvjKHaTQf70fmwoEEOBarJtWeIxFLA3vjoLE4cz8WTT5zF9KS9VkiOWgPuUYaa1Zz9UtsrSAmCg8HBSXzs419AVnax+azWVWJqlngxoZEvEJkGcEbqKINIW6TbEfpScrjgxlCoj+u73t4BPPjgk3ju2QtgbBnIa3+uY+0SWgVIsjmna7vPkgoK6DCwo2zVr/NPSphFSp7Vr4ngmIryDnxZ1whfHcY6v5Y8CjLNDY909kw7jioog9hTs2p7ZTWBqpoOfPFL93Mc3X50mPnS6ECyBAebH+v9kBCqZifxX4hMssg/87QOOmPt1oStSMtNH3n4OB57lMnz3PZ10GYM1nvwsvssBV/spEOFq0R2LtsK+rJhaPtrJclLy1s4ffoKvvLlx8yZTsEs0aZD2KTsaoNbExTfCNjStB+7dNjyODwyi8ceu4DnnruC8XHqx8ip79QObqJKpD6ovsjv9HWYMgZb4Haxbsvtl+0rnlI/4CbftKrRTXROji/ja199HGdOF5kYQdCx1sLCrxBc8WGEPqf7+uahEgNZuGn6f5gCdxvd2GLfeRb3fvMRMzEltyzdSH/2/kQuJsggdgnsdrBy0z8suQRQvMSVQHK36PzZAjzy0Gl0d0zZ+09IvhAdFYj3GJNfe2ngNtT+TmRNXly+WIzPf/Zu2pZNns3lf/yt+rxOath2sJT84RGDtXnqiC/DewrZHqJvXYqsl7a3P9tf29cL0hWyHz2/IfllICLrRBUQR3ShA7+S7RTml+PxR4+jobbNTN66/eanyeaTAuUAFXDuNNxbhb30Gd5fXlqPB+87ifqaPnNtt/hXYKAOF1c2atpAJBmckKnQPn0nOkyIB8ePyNantpdv0KxlRVkzPvWJr6C9tc98J0h/0ag9K340IRvjAKHBnnI4P7e+GkPWxVI8dP9zaKzvsDspguS1sujAIAgytLNdbjXC7attyZPa5qeey8JXvvg4ZiapD7JvVqWRZSeP+otuDqLrv60cO39voX367rDlVPu6Nt1uV3MGhpujw7M4dyafCfRlyqObotn9jo401IQkBSuRdcvs1MQiPvKhf0ZukDxLJWbGmk7OLmHUckP1IwUVapt0urm1SGdjgvb1dPfhESbPp09esoGa9ge6i0Xj1qfbvSSnYx2o9ggpUF8fhqg7ylXdisK0TlkUBPH6PuC9vqob3/zac6iu6MPqMuWWHMZPu+ODA48iKIeSTPV3+belhRgqy5sZMD9O39YeHOSgtld7OJ+Woo9MY4cewlCdalNr//Zuxxo79Z2Vx1xpwkP01ROPH8fjjz2L2VnrCwQF/7LR2w8xvS2PbVtHAX+uHUgLcxGcPlGA++95ErPTsi/pTnEQA00Jfpj6uEko3toeQyzGR+bx7NO5OH+6AhMji0Zf8n22PdR3NEGgJzlIVrUJEWoPQ4cCFSw+ROLXknh3CU84JtDh05MrjNmewZmT+ZibtbqRv0tHtw9OLmtvlh/u5S5D3O1odTmORx95Bnd/4yEszGu5vH6vvqMbpa3Rx2nt67YuDwdOB5bfbbIJtOLHjfVtu7h8sZDJ8wl0tA6biVmzO2jz29vuOyHe1Y7yX5LP6CDQg1ERoTPnly4U4bP//BVMB3fbVi6gs80Wtm10Ek1LtY8ywjq4WfLJ8w1BhmIdmCzMJl9B52Xz5GRfwYP3P4mGmjs/eS4trsE933gaNVe7bfJMSBY743dnJM+CBpf1NaCspAGf/uRX0dIUPP6ErNnZM+s4jiKkC3fTBclhYhNiYy1qZgQfuPdpNNS22p1GHv1Gsrt2kEMT7W6XW4mwrVmZdic2x54+h89++j5MjSvqtLK42FKOOWauNZPdaacondK0z31/mNjb3oTBgSmTOD/79IXktUKCEk6tdkiV/UhBrJFkay4wG2OA+aEPfMoEBg5mQsfY5tFKntW24cREn3e29xa6mTw/dP+/4Llnz5tVKWLZyCq5E5Qk5n4vcrrWu9sXIGirjGNHuapbQbyCYZcMcx+/d/FK7dUOfO1LT6GytIsBp/jkERRMzxq+E5Jnlzhre3UpguKiWtz99UdQX9uWPMZCba/2cD4tRR+ZhupN1h2G6nR24fjgf/ZvexaW3wa60fuD9z+Bhx/8FhMA3Xnf2qN9msch8n5gSMCwPGLcUaCUUBvMzazixLNZuPebT5gznYJ8tcZRd4PLowr5Jo0j4bNtI4PzePpbWTh5vAjDA/NWXCOvjjl6ybPIjvHkRn5KZ/z5USJNja/ikQeP49RzuUx27FMenP9LpdsHJ5fad//kWRNP9937KObn7GSAYOIhjj02YVM5hymPeN3m15Hqlh3ZE0r6zurgwrl8xmXPoLWp38ggHI12D8PpQCRZNPFl7ciYVsCmxsbzZ/Nx10c+g4nxGbNPMuokgcV2LmPLOroI6+BmySfPNwC1wfaF8CnJM5GdVYD773vCDPrBIdtOIdl8aksFmdtO8FYjnT7dPre/rKQW9979NK6WdySXbQv2GHY4JjJ6zqZd1rgXVJZkPGw5xZ/4UCfWe6g+srC+tkl56vDlL96LttZ+s1vJgV2edXShtk4mzxRJ1/zofWMthvzcCjzy0HM7AkxrZ5JdbeDaw7WJ2uj2yOtsSrAy7U6enzt2AZ//5wcwMbpmWQ2g46KxDaxv6JmULnneSw7t1/eiw8Q17I0YGZ7Cccrz5BMnmXjaQceA7KXKfZQg1kwwpn4RYrOvZwKf/PiXkXWpKLnfJM8mcQ4nz9LrYbf9/gjbl3tERjhR6e3px4MP2ORZZwjlq00SHRyiJEgJuBJQ6+td/9EBIflURaidMoZkufqnunXxnFs+qm3ywq/cZFpNZSu+9LnH6au7k6sF4gmbPOvOJDs61BFEeKImsh6lr66nr74PNVVNZp/9Tm2hDQnt+l2yoQ4HexavNna86J1JWSxOe+G4rq/0m8BMZF/33fM4k+cnsLhgk03B2aij2wvV7+Rx7SvSPn6nrwNaWojizKk83P2NxzAxti2PhWQJfnMkoXFUcm3zNzQwhyceO4fjz+RidMheYmMhOdTXlLQpgVbfU9sQofY4PKhwGZHI6cWRNS4lbSbpIatqdp15VuJ29lQBFubEL/cbn7xtZ0fH3iSDnUgWO+o3qbS2ksC/PHacMfWjWFpcp7wacxzveg8EP1SQkYDXsA5c8iw4ljQJqGRT12i3twzZHIA4Ou0ehnixstlJAE0YB7sD0rL5C5Tnkx/7ApNn2zckshtKNTZG6eBsnzraCOvgZsknzzcANYEGB9tp7FmkiO5kHCAv9woefuhJNNYzebaHbDuDUPPZ5FkUWOEtRjp9puq5srwRDz9wAtWVnVhfpTBGdnMk39kGDJhTl0Dthn4gGQ9bTjW2+FAn1rutzyUB0YhNnr/ypXvR02OveY5FGfLrDppGpqMJ6cIurbFBmbm5Ed+VPBfkXcXjj57cuWzbkGS3Dn6b1D7af3uEDduattMlz2dP5+Lur34Lk2Mb9m7bktUcon4WQSS6ys/S77Xk0H59LzpMpLc3+QNhcmIWp09m4aknT5ltQXev1nX2Rxlqb3PzEPabcEIz0DeJz33mG8jPLUs2vXygfdZ7avK8l25uD7R8ORKJGJtzMMu2H36SScBle5aDX0U2dL0mfVtwzHbfczp2fSikQx18GOImy9U/1a0xRtdfirRNHviVC85qrzbji597DPU1/abfSH+acIrrkUPu+CMM2ZraXirSKqf62nZ84XN3M3mut98bO3RtIXI6MY10eFDxaatQe4opTWwqHogbO9OEi/mWb5JHv9V1g48+fIy++hnMzW5f8+wgu9Tvbm+/Ud1Wnp2kfQFfEocfN9a2cPliCb7xtUcxO22vedYyZz15wx57VG3N8ab21kSH5VP3p/jW4+dw8ng+pnRdJw+z30keN2kVWvEhqChHh4ZtfnfqxNqc9U+WXKw5N7OEr3/lYZw7U8jE0/J6tJNnxxv38KMjJ49uXKl4+u5vPMBYjQmeru/edLxr215CeLjyWD5T+4d0YG9kapNOd91z9uUiPPbISXS1jxzpZdsWVjaN5dYH8aOIu6WHNcb9Wm32lS/fg5lpe8mJ7mkQDR5grd9p6by9XONoI6yDmyWfPN8w1OFt79bAFw8eT6OARcnz/fc9jip3wzA2WdIphJrPOj+RjPfWI50+U/WsM8/3fOMpVJS2mhlAIwvJzFIpqNyROOwsaxvar+8PW041tnjZmcyYu5eSBfXt4qJqfPTDn0F3V6/5TvrS86vdkpujCOlCgZmZ5QxmmIWVpSguni/C/fc+hYa60JlnQ5JdbRAmp4O99HS4CNualWl3knXiuUtMAB7E2MiKSQB0vY1mmq086itsg+Sy7b3k0H4n62Eivb25QUVLnJ579iKeePw5Js/2zLMmahQA3BFgM4pfJZTC6PAcPvC+TyDrsl22LZUc9eTZ8aGgwCU1gmyvo6MLD9z/OE4c17Jte5xsLbKhgChsO9p2fUhl6HPoe/30MMRNlqt/qlt2r+BdJJsjD/oqYKWitBGf+dT9qKnsYr9h/1LyHJVO+LvkhNPRhNRkgk/qQX5aZzuUPH/6k19CeVm1Pcaw79pC5PqdaaTDg4pPW4UYsj5AfsmuRrNtrOBe/Sai56Lxb311Ew89+BQefvhbmJqaSR7nYGKIuMo5ZFmuCdUteaxM26TPAV8Sh6xvrG3izKl8fPHz95rnVgsb6wyoIzqe/d/85ihCcoi0WjDCfiJ+lTzPMNk5gePPZGFibNYcsn3Ns/qdJqCUQN+O5FkkXpw+LCl2tGMouWRXcLnL9OQ8Pvvpr+P4sUsmRhDu5ORZct3zzYfxxS98LbnPkN54oPqdneAMdh4KVLZ4FQNhPVg70sSsudSHNiPeL13IN3FZS3PfET/zbNtQcpix3PmlQFy1t5Lnixfz8LnPfgVjo1PmayXPGxvyd1YW+1vZZPD7I4qwDm6WfPJ8Q9BMn3Ve1sq2ocC4IL+EQdljKC2pSiY6xqZSmu4oJs9CeH/JlSp8/SuPoay4EevBLKZgk2c96kDOWfv3sgvtl3xqiN3tdVNQUTuKU/niZWcy45pXuigrrsP7/+kTdGpddid/r+vTlDwfTdsWTxIgGCSCs5rC4nwU589oeZCS53byz52Sx5B+ozYIky3HlnnrEW5fbduBfycvzzx9Gp/42FcxMrR9Ux3djEOzu5b3eLDSQdvpoPL03e23t9GRKXMNt5acjY/Z5FkTOUrMjqatbcPxp5n0aHCvg/HRBfz9370fFy/kmM8Kao5y8iweXEISJtmdzhB2dnbhoYceNza3vCgdWvUqMNCEmo61kPyuD0nn+hwoWdBhhyquCnd2Jn+rM2GBvQV1i9XiokZ8/jMPoLy0mcmnvpd+qAv+JpHQTXW2fcdRgwJP04SBLBtrCVRdbcbnPvNVFHMMSqrCHOV04fpd8svDg6rYVY1swPoAewOnQCeE4oD1NfoqqwYsM4m5957H8MjD/4LZ2bmk73PBqt6PRvIsfkSujUUpfpSbywsRJmcXTfI8NWGvq5Vvs5dAyUfLTm+nLNeG4i6NKZqMFnRZzaMPH8fTT57j2GMTBMu+vpedKWlWAn2rk2eHVJ3o83acprOxImFseA5f+eIDOPbMOczOBNej87h0dHuh+iWH7QuG+DFMOmRtNY777n0EX/3KNxEJ/JpYV+Km8cfG4Tr4sCF+bX8P6yEWi5rxRBBfWhl49kwu7v76o6iv7TjC1zwL221oE+CgHU37ksi7Qq/Llwrw0Y98Gj3ddsWmoDjGTTJrzLeTh4GwRxRhHdws+eT5BqA2cNfB7QgU+aZBs6mxncaWh9aWTps8c79zBGHcCclzS3O3mWFube5nQCZe9b05iu+U3wTNchy7y7HQfsmnhggaI1NQUTuKU/lyaC6oCto1OE7N3Nk+iMceOUYnMGz2ST/p2uDoQLxJDs0MKkCzMollLcmqrmxG9uUSyjNiAzXJyS/tgOIcvCP99vbJGm5nbbsAMoyCvDI8+cQZzEyt2j5DaMLAPg5BMshBH/HkOThmZnoRVwqrkJtdirnZJbPfDEj8d/sD5b0hvtwSUkPBfunkgfseR021XUarWfajnDyrnRXUODvTu+RS22t7dHQMly/norCgDCvL9gyN4CY4HHYGaGG6lVB9ztZS/Buhvt/U0IfTJzju0Fe7IFMGq3sExM2N9iTD0YN043RijI2kyYv2tgGcOnmZ42mn9W1J6IPItcPtsjVnBztJpq8VG/ZxTVa+VdrXubPZyM7Kw+qqvQ7V2aLpYyTX524/JIdrY9FuP7q8tGF82+mT2ZiedAmaPUr3QIhrsuZIyLIb4iumZxzLd1FUsTk7s4SsSyXmMig9VWAbagvZmSasRPITQT+SeI4OHdv2ZWlnpeaRfFIVIX1cOFdgJp0WFuyqAGdjqXR7ofqtPEme+DGVVpY3cOF8Ns6cvoDVFV1bK3k1hmo1kW5ypTHnVvi2bX4duYQz3J7R6BYqKxpx7kweujsHud/sTh7jjjsaSJM8kz1uWnvitnRQU92Ixx97CiPDE4EMkkc+zMqz18nEo4awDm6WfPJ8g3DBlIJ6NwCaB23TmBbmlzE9NY+NdTpoHiaSAabalcqwpC9vPfbSp/apE2lmTzPmk+MrWF6MGtnMNScmsNTv1AZpOs2OIrePs5RBWVX0jrpcPSnJDN+kA2F1JYLB/nHjhAUFONuPpDmKkICSw5EclWaZqR8OmAtzG0Y/qytMXPi1IaPXcJtnuN1vEGFbczbm9pnPlEs3O5kYWzDBs5Y9ap+awPYRK5NNorfL2mkD+nB77U2BjPjW4L64sIqpyUX2m7g9o6llXZT16ATK6SHe5NfEp91hl2UOD01haXHFyBehjsyAy2D5KCbPTgbHi+zNyaR9y8srGBmZoK9eMH3JxA0krUKJJVd4hAMD6dfRrYbqdDbtKOCD4olvJWhTE9ZXm2uHybINiKQT2ejt4PtgsDqyfs2Mo9TH0mKEfWfJBM/bQ4z+Ofldv7P6vfVQe+6k7UDayiR51tekj4S5XnBycjY53sgO3eSOYH93VGIs8eTaOdn49o2UoFxzM2vmrLNuJCoRNC5Z+dVfJONRkGM3jF7idgJWl2mYGGAjbsYd3UVcnxX7WNcnGZytpdhb0Ba3RsxtGxPJH9m25ifxyv5ihkhCY+f42BxmZ1aMfPYMrbPLnXR7ofqdPI4n7hVxt/FfJN0MbXxsionbuNkWIhFNCFrfrrawPvqw5dnm15GrV31Z9z1SW4sN3dhscnzRvDsb2ZbxsPm8PrixzSXPkkExvtpefGusn5tdNivpJKMeR6c+Yn9r5dq+qebRki0VYR3cLL0gKNPjumE7T3K2Rp9odIJzYoK2zee0NmXL2OPL2wpjII41UbBtb2Xv+HaDq7ZD2CGOPqij7XHszcDxloSrxw1yQV08ZocOQr+RLDZB2FHQEYL4EvOObJDvksq0ZKANyeVIvz1akI2FYXTk2ORXWoZm9hloYw8b2lGMk3uPY28GKnpHXa6enfYm/WzzTQS/S97Bmh9u14TZwSE7C3xbwH9YXWI/YQIFBj7Jtk4JLo8AwjbmBj23zwUKSfmkEpIJNlN+Z74wFBx8y6G6U/tzwEcqS9yWLIakn2Tifzv4PiisEOofO3ybQ3JbG0fF3hyTrm23bctBsphA0+3mezJO4LGywdTfHA1IprC9hXjUZphlbsvWjKswnSjNb44YLJ9qf9mbGOdH7Qrg5LFfOHsT3S65xMxOcnajt0CcJGthkzLfH0kbE09OnhSIZ+42coU+O7gJUAvn4w4bYX4tuXFc/ViT5WEeBfPZsXlksS2L2lTNqvHPNC9JMoTlsicJdwpqJ8yOdp/PNHzyfMOwBrevsVzz6wOWcTsh1kQ72NSGOoobUPRlCDvE2efYm4GK3lGXylYdLqgKOVR3rDt+x+/0IYN8ZRSON8mi94BxvYVl2PFZG+43otSDjzgc+0loxzVsaIdo+xx7M1DRO+pS2arj28neHMRfwLSTw8kQ3jYbrq3VDs7e7kBck219GWqTWw7V7SiFB310lBb6Qr87ykiRKyzLDtm0EbY3vYcPvtVQ3Wl0korbyeINQQyL1J9FIRndVw47PmvD/SZ80B2EPeVJaYdbCtUbpj142ME7cTtYPTDEnJPnGrimPAcsIyMI1+VoF0N2V3h3mkOOFvaR5UC4RhnfpvDJ8w1DRuLoGrjm1wcs43ZD7O3oF9rQQOKCGH0Zwg5x9jn2ZqCi09aloColsHLHhikJfcggXxmHeJMski1gPCxHmAzc8Sm/uVMgdiVCkm1teHu7tRB/ISWE5XBkoA3J7dpgDxu9E3BNPm+3MOH6U3hI/Srl6z12HjHcqfZ2wEpvKU+ZgphO40vDIofJQBvuN8HxdwrSyiPs+cUhIbU+kesfro+I0iD8k2scdjRwQCavecgBy7ghhMt2lKoDUQrCX+1xyNHCARm95tcHLOPbCD559tgfu/qFNtIMqg47+s8+x94s0vLlAqtQfe64MBlowznEowrxltJ+qbKIkggfr/bY8eXRxy6ZtOHt7dbC8RgwHpbDkYGOkdyuDUL2tutYD4+94O3t6EENmcaXhts5TAZOP6HjPa4Tare9KNnQHocKtXO69nfk8XyHT5499seuAVIb10hQrufYm0XaulxgFarPHbfjeMH95hB4yxjEV5r2SyuTNnTcHRxc7uJTG97ebh3EV5r2SyuTO/YOtrdvC6iRpQtHdxKcDXl7u63Y1Xb6cL3+bQ9delwH1G570Y7G9jg0qJ3Ttb8jj+c7fPLssT92DJDacMF/yiDpjrvm8Rl2PGnrSjPYO+w6Xt8fEm8ZQ5jHPYLFYNf2sa4N9jj+KGMHj9rw9nZrsQePTpYdMrlj71R7CzMpWURHhWHHVwhu147d+pDaR3YddITx7WpvYiRsU0eKufTYwaI2rte/he0w5dgjCydEKoWQZpfFnl/cBJzNhMnj1kI6TdVBpvXscSfDJ88e+2PH+KANN6BqgNwjeAl22Y1DHFDT1rXPYJ/EIfOWMYgvx2Oa9t4Bd6xrgz30c5Sxg0dtOJ3uIb8jA20cok7T1uXt7c61NzEnGcJ0VBh2vIX40aajJPQhrIMUPRx5SMZvR3sTI86mHB0Z5tJjR/tpQ+3r2lrtLhlC2CGOO97pMuXYIwnxLD7Fd5hSdKVNR0m43+7YmQGozFTyuLVwug1TpvXscSfDJ88ZhTrXfnQHYgfr2tDgkmYwdcelPf6QBtS0dX27Dfbiy/EofgMh9LZDHsEd69ogzfG7fnPEsINHbTidpujIHZf2eNdeGdZp2rq+ne1NFAihtx3yCO7YO9XexJxkEN96Fx0Vph1vogCOtR3s6XvX/o5CejvyEP/fbvbmGHH6c/Z1JJjbGzvaTxviO2xTkiGEHeK4450eU449kgjzHJYzZFeCNh0l4XS7Y2cG4MoN0/ViF7N3EBzv16LDhupI1cGN1Hur+M00HN/Xouc3fPKcUaR2tnR0hxndrn6iD25ATRkg3bE7fqON8MAUOj4T2FXX9Q72h8hbxiC+xKcoNKjrbYc8gjvWyZTm+F2/OULYxZ8+eHu7tRBfYZkCIfS2Qx5Bx4ZlusPszTAnnp3uwnS7GVf9jpcArj13sBa2QUchvR15SL40fO+SU9CxR93exIDTmyPxHOL1qGJH+2kjbFuuj4SwQxx3vI5Lc+yRRJjnsJwputKmoyScbnfszABcuWG6XrjfZZq3w4b4Dcu9Fx020vFxvW0ZLuNOQ1juvehOs63MwifPGUU6A0ulO93gxP8eA6S+CpPBNY7PBK5Z1371HTJvGYP4cjymDOq7ED425Xi9ObpjIGb30FFYnqRM1zg+E7hmXfvVd8i8ZQxhGwrZT1qEj005Xm+OjizEnGRIR7eb8TSN53bt2K0PavfUJCflt0cW4jWN/aRF+NiU4/Xm6LZCDDgbSqXbzty1saP9tKH2Dbe3ZNgLqcdf69ijgjDPPnm+/RC/Ybn3osNGOj6uty3DZdxpCMu9F91ptpVZ+OTZ4wbgnMJBO8+tdCLhug5S363k7WbgeDxIm7tjD3r8UYfT0UFluZU6Ddd1kPpuJW83A8fjQdrcHXvQ4z0yD7W7An6R9HCn4Xrsxx170OM9bhxq33B774fw8XcKHM/h/uPtysPDY2/45NnDw8PDw8PDw8PDw8PDYx/45NnDw8PDw8PDw8PDw8PDYx/45NnDw8PDw8PDw8PDw8PDYx/45NnDw8PDw8PDw8PDw8PDYx/45NnDw8PDw8PDw8PDw8PDYx/45NnDw8PDw8PDw8PDw8PDYx/45NnDw8PDw8PDw8PDw8PDYx/45NnDw8PDw8PDw8PDw8PDYx/45NnDw8PDw8PDw8PDw8PDYx/45NnDw8PDw8PDw8PDw8PDYx/45NnDw8PDw8PDw8PDw8PDYx/45NnDw8PDw8PDw8PDw8PDYx/45NnDw8PDw8PDw8PDw8PDYx/45NnDw8PDw8PDw8PDw8PDYx/45NnDw8PDw8PDw8PDw8PDYx/45NnDw8PDw8PDw8PDw8PDYx/45NnDw8PDw8PDw8PDw8PDYx/45NnDw8PDw8PDw8PDw8PDYx/45NnDw8PDw8PDw8PDw8PDYx/45NnDw8PDw8PDw8PDw8PDYx/45NnDw8PDw8PDw8PDw8PDYx/45NnDw8PDw8PDw8PDw8PDYx/45NnDw8PDw8PDw8PDw8PDYx/45NnDw8PDw8PDw8PDw8PDYx/45NnDw8PDw8PDw8PDw8PDYx/45NnDw8PDw8PDw8PDw8PDYx/45NnDw8PDw8PDw8PDw8PDYx/45NnDw8PDw8PDw8PDw8PDYx/45NnDw8Mjg9ja2joQeXh4eHh4eHh43FnwybOHh4dHBpEuUU5HHh4eHh4eHh4edxZ88uzh4eGRQaRLlNORh4eHh4eHh4fHnQWfPD+PkS6gT0ceHh4eHh4eHh4eHh7Pd/jk+XmMdIlyOvLw8PDw8PDw8PDw8Hi+wyfPz2OkS5TTkYeHh4eHh4eHh4eHx/MdPnm+QaRLMtPRUUY6fm+UPDw8PI4S0vmpdPR8QTrZ05HHjSFdW6aj5wvSyZ6OPJ6/SGcPqXS7kI6XVHo+IZ386ej5Ap883yDSGU06OspIx++NkoeHh8dRQjo/lY6eL0gnezryuDGka8t09HxBOtnTkcfzF+nsIZVuF9LxkkrPJ6STPx09X+CT5xtEOqNJR0cV4m1zc3M3pdmfKlM68rid8O1/lLDdL2x/Cn/e3r5TdXbn8B1u62vRtx/Sy5RO9nR0tODt7ejj28Hevp30cmf1mZ1j5G66XTCxcAovqXRw3Mn2ZXlPJ386er7AJ883gE1SlAYlipPYxWg0CVpXwrxvYpvMdyR+od5ofxzYlzbjJP7S7Tp8qCIRedlK7EySE5sJxEmJrTjiWzHzbrbJoSPu5YvHG6nUWSiF5HLlhimENLtuHirQtacjfTb8kCgTxJ/daV7iXTJIFqMXkZFB7/y4F1z5wp7HBeUZulZhNwZrQrI3a3NxShKnFVqtSCJJmAL+Ztuf6dtbam22qjDtgJUjlcTjlqHwfvvNjiKuUXaaXZmFq0BMOcZMheQ18AN6SSt6Of9g7Iz9ztqb+5H54XXjxn51QCTZ0j/ba+KIcGvb3qwdBnDHBzu2P+446pYiPKCHJwG3rcp6hJ177GcniI6/fbBt5zgwrIRsTZ/tpjiWRpw/0MgUI2l00RH2zcm/H90aWM6TSH7UP/moGGVyoyy3OQ6ZsUbQmyMd6trEIFnQLUe4De2YamMAkbTjtpO2Jj/Bz9v83h6+t6H6g4YNs+QoeEtQD3ETF2zbm0YjEaVPHhhuj2vR9eCgR7Nk838b4c+Uj7oxZOTVu3iXnqxXsPsDcjFOOH4jXS/vB4W1j5SygzqTbAWfxcMm+UvalJFBslj72mFvZjsNQuWlP+BwoGqjAdmQjf+0kRDxWzNe0ofp3XBPybhtLI3vku6woBbTKOdGOqMRw6MlU3XQbuazaTi3U/w6cvvkv0Tapx/ZN/d7W4ZF6CtDhw1rK5TQMeHeDGPi12rJ+mKSOVbfW5KqpA29VNbzBT55vgZkPDuIHVsDh4aKZRrKEmmD2/FNDiLxDR7DgYTv8U0Sj7KvoPvJCURJMRoj7UtGFyGtssyIyg7qzASMjw+R6hIZu3Z9WqTPga3r641YBKuRNcQox0ZiA5HNCMPlGNYpRYQybHB7lbJtMLGWQ4lTpnicnckMRCxAsZojfVahwabbHezKCLbibLcoS3T1idS+UVKcFOMXcVJCwRd1QVqjJIv8v0KppCNQRlAGxGL2Nxoo1Vh04JpcMAyrEVmXcermM0nvouQOuVfTKgGxLPPdwbHL3sjLJusWS6oiFqG9UaYY258awiotcDUpzSrWtqSzYEgJ2ErEmfZErWM0w8FWhOJkVhMqyVTHf2ntTdWpadl+CfKvwFLQxExsU8GXwjC9otyipW3SBhNrbPIIorQ3yRvjsRHamwk3g/Yx5YdJdQabqvb6NXBtJChcQjYgqBLZxAZr2ZCdcYexF/KYYK+hXOr5pv+ozfluOIrzPSJbo41we5O+w+gjULIdmLYDnp2kl5XJyeg+i64XO22NNTh7U8ESJ8bPCdlTlPa1hKXNWfO+Tu8n65Ne4iYptccbMUT8LJVbz2eThhvjMD2S7aF2CsgZnzYNqYGCKuNs6xhJk4PiRbYkktU5smFSDJEE/QJ1J4F0fIx+wdiaoLeQGO4ja+XL8pQ5qDTbfuJaJcuV0VxM427S9mL0fTJBHROhF1ijbtboDyLUT1z6YT9KJHhwoE8WGfyzbbbJ/uQomZheD7YbIIX0T+Vtk6Qx4a/qNZ+tjzRtprp1mPGx2qfRZpn/F8x7nP5tI7HE4XPd6HZzg+0tvy81rZM2SEbn+ifLk8DiITMwIpECEzMkEQ2JfVYnvxCnD9A+9aMIx9IoYwGrQdoV/ViUfsD6ONoc+856nD6OvkLtoETb6EpgGWkphDS7bhIqTW1Pe6BAxmxIks3ohl/rCHG4FFvBckLjzjJfc2z+JepqFevy2bIlqZO6tPOD1NU+dFCIDafZnaSXtTGRbCzOMd+2p35lf2ltjscoHlhboQ3ReNTXOW5u0pA2KBGjG8qiSUJ2NOrIdDiVI5+9xmM5BosJjWUR+v24fH4GIf5kMXbSVe3DnRJaoqjvy+ZF0o18AP1TlDakCE22pXfJofe1xCpWEitmr7VBHsP+oVZKtj+NeZPxksoyzSRSnQG223jH7puGypIYK6RVkkQz5Wt8jai9GZdJTzH1EZLkoT9bjK9ilXHcQnSF8jHm1u8oQ4Kx2yZ1EZ4kDdP1QO2jFmMUYki9WFORxvbUPk4XfKe5m36/SRvZMuMhj6Y9JbY0jqyxL8k5SVL2/+gSj13jNgtROSqQ7/EIbZZjrSBOnbqttVqbNjDCBpQhWHtjXB+l3WuAsTtNm0Y3GLewjU22s7lAIv+by5SJNkQmRTL/dcq/Tp3ICo3lsv9lQg9HHT55vgZ2KV+dlL3HmtMmhwyXPNM9RVfZMVZpTGs0pBWskJbpGha2lowDS9C4FBjwYOOoonTC63QUa7Qnda1MQeapwV3dwPRNdQSzMyDtJG3FrNNMMKFXcKnBWwPfOjvLOjv8Bgd6Bf1KNk0Ys7WGhc0VLFK+VX7eUGehM1bybDyKylWlcioifVa9waZk1O7ADdw8VHao4OQgL+ergUBJdIRfRjhAMiCOinfqYpbSzFKqeepmZYuBGfeDMjMSJdFh0zGYBEZJg0ueRSozPMCItN/8szs0OCtYkjuyzJkDDoxd9kY+lMyYXJO0Sdli1JMGdyXLK5RiCTMMX6YZZs4rfKFeFKBKFNoqdWwSVjl348w4GNFilURfL297QaW4FlC9ae0taI5N8hFZZ49RP+CXaitN1GjQl0y0PG5puFqhbTFY5vuGts2Lg5iOpX6iGlRNZBaqQ+/6HGyqSlGw66ZhquI/YwL6YOyM71HWtsH2jJI4gGqwiZHEq5UmSr2EArKEbJI62ODAGmNb0HdIHzawk+1p4GE5eudLg9s26bUtsiN9vhHsaW8sNEFBZT9qZwUuCpCXt2bYe2Yozxxlk1fgcBnYm4IIkfqh9C9pNNmmwE2azpwmVJLaQm1l2ytt8kxSQBKNckA3ifMm+w5tx0xqKGF205uSYp0veTVqS0EPdacAQX49pslB8S72HQXY3qWX1VHmoGBNPKoNFUhTPImpNiaxCxiTi7Gxl+PLmE+EdTNv9BWlzzaJENshwsBf45fl2LbZduIsIv8h2Q6E7QZIIf1TW2yTpHErmTSRlLR38ULBYgyYt8wknwnlqIsFyjHLd8kzw8B5nvpj8kwZ5K4pIPtRQBoD1DaSh7rLbM/fFiswMUMS0RDFM3rhe4LjRYT2liAfImM/8gPUwwbtykx4JpaxFKVsSmooj2xNFGOSZuyYNW3JV5tKQpWLQkiz6yah0pSuST8a+9iKtC83WSN7i9AnaHxZZgygsXOR+pnBeGB3TKY5lkZlT2wLiWLbiPLsQweFLEkt5EifbTvoZfufSL0lTj+bENPuV7I7069pH/K5TMrApGwzsUR/vWj6y+KWiQpob/LX9F6bjOliig8UG7As+XkldkEcEON4FpWfvA4Z9oP4l2/SSyOA2tIIK1Fk2oHNb3F8j21QUo6lsp21LSWVSyTqxcixxH2MQUmrJorT+ElfR1L7qN3l2zUmbylxU5fZ2ahJaJejTEHFa95rkaQEWrHw+gb7gpyakjgTV8pnaRJdE4O0MMq2QJ0o0lnQxIAmn6hXdb64Ej0l0JIpZFvXa2OCrEjtJS9kYl02jJpeXXKHLtRmbBT11ViCo0d0GevsAzrdpF9ukN8I9aJYxmQMtLU4fXVCJ2xUmMohbUapC9qR2FTxKtaSvKOigEApqt9RxmDjsAj7RJzGFiMfG+vW7jThHKePStAXJ9jXzbtkitOXGV+3idV1TcposoHv6jPc8smzx27l00hkFAoH1zi6rDEZkdHoDJlm+ZWgqeNweKSpKZ3RvCwDG5MI2BlmWb6cVXSVv5TjNXsyB5WlfqnOZ3wht43NOu+nnSTjc2j8cjiavUxo8OYBmj1aphwaQDSEaC5W55kW6AzoGvhfyUCEg6cSNTpiFSQyyYSjoB7VG2zK18hXiIWMQGWT1MnNyTzWy3EgkF96ojxMTrbY0TUIrtOJzdFVj1Er03TXs6R5DfgccDb53ZacBJ2xSTBJCQ6YNsmz9SRlkwCmkuA9+UEuV4GHpR0NcEDsZW/mbKC+J+n82Cr5Xd5apB5kYzOUZ4KSLBjdmVSMB27QIcu+BJURiXBwUdBgjwhKu3k4viTtfsmzGWQYXGoVhiaTYrQfBZUrDCj1rhlznTnboGy0QhIHyE3pSFaoGWD9hgOZklRV4upRHUl92E1VKQp23TRcVbLjKOu2s836gjqKccCIMhE2QTAHFr4r7bdrAmwCrXOCGlKVOCR0djO6wj6nqTf1O01qBET5bIJhh031yW2ydiA+UulG5Nzb3tiklC1KAdfJ4+qmev6SkWgBk/w/Tc0o4FRCYAMLzVXpN0b//Ky2VwAi/yg5MguVpwCQ4QXba2fybEk2oUmjSFR2b9tune2+xj5uU3pNbtikWbKIFPAYK1OiQ3+uVRoJ+QJTx+4W1h5LelkdZRIKDCOsX+Gu2lOlS0zFllrEpJOvat1V+uvFLXm0OVrZAsmEl5RNZ21j1E0CGxH2O5PVkM+gzbaTZ33WflPtwbHdACmkf4ZbSyzbpDSUJzV5lq9UG0c5BsXkp/gyq2ioj7mtcUo0QWmmNIoae5P/08IiM3HANjCqDkgTOWovMyZlEEYkUmBihiSiSH1FfsBub7KddcbJnlneYN9Z49izwv5jQ0umZvRnSqDp9Si5NEs7ZBIXMTMCsiHqmomDykpW7OiQoQkjxQGm87A+k8Pwo+RT/9YimzW28TL1M5PgqJMY5Tg6aWyOEYHpUVGWoSDcXl7EYvS+Dx0UIYtKkm0avWz/ExnfKTuTXWufkSvChJppEN+32K/jHENjHPsjHGvW+a7kbIkyOFqklMvUVSSxwnJor2oX9RUmDZokidMIZGVrNDwlD5mC+A0nz/qTOmhANHBSMFlElswYpERYfWaFMqyYPq9keYkv+YAVymVf8sPmuDhHJk1CsWDFN1oJRgG369lu1CTcV6JMQv5rnSTRYuRByXNCkxSsKbbFvsNkU31mcVNxzhJ1smbiacWiGnmibIT1DcqzwoSUDiF5GeJN2Jgga9JEt1osmQyqCDWAlO50wW3jtxiPaFJiKS47sq8FcquXtrVKSxHAJmWJ8ZhofJWNSruMUAvSp8pk2XLPamt9tGQ9pF7mG/HgKGNQuZQhqviXVkd7NrEjv7Ekv7VAziextDnBPsExhvazzjZZY+6wwuR5nbGlHSd1xp3jrdpL8t2kHo46fPJ8DexSPnuQjEKdSbN9Oi+gwU/zVDqjZ9PmJQxsjKBjtR+DsUmMb2noX+A3GvitQzczZIoAjEdiuRr5MwSVpI6uok2X47ax2aD/2TqD7aBaM2jS+CMM+rU0ZkXBWILdn4PHbHweY2sTGF2dwGyUnYgdRMmz5jLlkOXkNxOaSWN314AfrtyVT3IOIdiVMahMDepa/r7BwjVFoURLYXGUvMr52eFkFRPURdvGIDrWh9AbHcPY5gyd8jxlWWQ5Oj50JkADrWacxbH+nJ6cXI5CH+RytynUAAfEXvam63tkabIgDRpyyAwtMRWbwND6IIYo09j6KGYic1jSqgHWa07MsAxxouvYNyJK7pS40dE5uTIAJ72klerT2huVZNqPfJhgnTs0OEo/CvznItPmTMZ8fA4jSwMYXRzAckLrAxgCxGaxxADGJs8a0DSwshzVGq5HpM/B5mHYm0TRWLdBATV5ZtPeOFbjDFNi9gy5pgC0pT4/xP4/Ep3BKGlwYxxTCdmaBiOt7rCJmhKJMG0nGEHgt4P0sjKlo+vF3vamAE42xL5DPhc4YM7GJ2lfYxhc6MLQah+DZybRZgJHMiuAs9MymliI8vd2ikblBLrKKKzCXRIocsanAMpcbqFtvmT7SmaUnKzFyS1tThzPbMxgYn0C46ujGF8bwVx82tibdBLZsquH1OvUZ8zyW9WRgu2218vqKJOw15ZaO1O7mmCGFW5Qtg1WpTaWT9AUjfif4LgzuTGMmdgYZqivBSbUSgqsl5YetttLdEuTZ9axV/KsccRMyHJrjonmNO1tnL6ta6UL/dE+ps+0PaZpmpDWlM0af7nMKpZYrs5emT5piCMx65H9ZhJOrMDEDElEkRnyRPxgzwIq2I6bBEW+Te2vic6l+AImaWuTa+NYiM5hkb5OiY68hTlbZSbSqCfFFfTP6o/Jih0dMkzwrBVYQWWajNbCGpcrqH1lTbMcRwfXBtC/2ks9jWAmOkGZZhg36JIOeTf2GembEu3yMWnooAg3xU7Sy/Y/kezcphy0a72zD5tL6TSmB+P7htGN1gYuY4b2NhqZpJ+ewkBkFP2REYxvTpuYQT5Q9infEVUCzvI26FPk/2VzazQG9c1MQZKorwatR8PiTrme7WzGnKvQfh2hcWfZTG4qodREID/T1qbXJzFBW5vamMAcx9BV+jONPMtMnlcTq/wtJZGOmDzL76sqU5fINmoS4a8yCXVTssCCbf2KDxSHasJP8Zv0MrnFsTM+hh766L61UQzFJzDNcVQym8n3jWUmz0tsDI0B1LUoxb6ux8YsdLwaWY1NUtnm5IndldQD+V6N0vvGZfWKy7TmZwnjiWmMJKYwGJ3E8MYkpmPs75taRcPEmXxHEnbptlagJnQJisplFWoL1ax21i55SGfJZq++dJQxSC7GVcsc7zbkSW3dK6xPU37qA9McS4Yi/RhY78Ug480p+q45xgXyBRG295pW0SmmVB4QZyRAPfrk+XmOdMo3NwFRwMFBclOzmOwScSZdGhCHVgbRvtCJgt5SZHUVoWSsBldnmtC63ItRBjdKPHVWKipDY1nqkFsbdGKa1s0g5IuMPwqR63/GEZsk0MkjV23Dq1UmzkscAJcTS+if70PLRAuaRppR3VODsrYK1PbWoW9ugIGa5v7kiu11Dko0db239QAqm5uqU0Too3UGyV0ZgURRrS54UiCl+XxdgWXnLPW+Rmc2i67VftRMNaNo4Crye8tRNFiFmulmdK31Y4LOTrPpmiPUQKmXuUaNclnHRRnYXlo2vUO2FGE0UG/T9UuaamsmmeEII560FkBTMEscBBfY/sO0tcahelR1V6K6rwpXe6+ilp97l4YwSee2Qn3o2qA1krm5Bj20ccVRJs9mdjdzSDYH/zky7SSSkmjnZpabdm+uCTIScZuka+eGmTAPLPWjcbiBdlaMqs5ytI82o3e2C4P8ThM4mjSwCbQuF1BSY/ViKnZ1aTvYPCx7c7bG4YLvDF44gM9ShrmEAjFuM1AeYJLZNNeBypFaFA9Uori/AuVD1Wiea2cyPcmBR3PSWvastggnzmofBXo2id5pT9amJE+Ybgbp7M3e00HJjEL7NSwkZGtDaBltQl1vJSqpn5qeq2geaULXdLeZWNPKGp3b0Hm0VepmmQOokhijFpYryiyswsOJoPyZyCXPyZsf8rgNBjerDBqVOK9vrmJ8ZRRNAw3sO1X0bVdRN1CD1vFm9NHe5iPTgZVpZY1WEzGZ5u+1DDcV23rQy+ook1CziVSqghQzaUOJ7PomcyUwJiMz6KOvbh5uRDV9QVVnGerpC1rHmjCw2Mckeoq6tBcOKCg1Z+PSktrT1ntgbDdACumf1ZFI5ZtxhjZt7XqblDDK706xR+jc+cDGGBrn2lAzQV8wwDFnrBaN0xyHplvRttiDodgUA1R7NfQc5VmUzbEkkfqmPJv6aSbhxApMzFBSNxRR9i1bc/dvUDubCTJypaR5eLEfDUN1qOgqQ2VXubG3zolWjK0MY4bBtZJn+QFNJupeI9KRAcvfQYcMLeE1k/qsSxatiUr1aU2OyVvNMvAfj02je6EXjfQH9UO1lKUa9ST5hz7un4lrwkapjyIDJWjSP0u7Bl0P3NGuSSzpZfufTZxpz8FnkUnIGKuZs8+aDKNkGu2nOU4OMVmWvZUwLpCvLuovR8lgJX11B8aYTC8wSZBfn4ktmqXCag9z9p0+WmOAbG63Z7hxSB5JoJeRS11I5hAMaDINxSLGr1EeTQIqkVRyPMlEuXumC82DDWjsa0BNZzXq+mvRNtmKoaVBM0Etu9wwE4i6Nw81pMtSZMSq2HVZ17AhpNl1c3AF6tIyzdCYwmVrZjoJ85RHkxh1c624Ot2EvP4y5PaUoGa8Aa1T7RhdHcEKx10t6Taxp/wKfYyJz2/Sxiwz6gdscPn9OLc1axlKnBXTKK5SS2qc1Hg+wb7Rwvi/guN+1UQzx/8mXOmpog9rQv9KL+OYCbPKQZGMvISqSUSoaZUtHYsIW/t24uzsOPmlKFNQWVrGtE47iNEeKJOSYl2IMUB7ap3rQu1IHSoHr6J6mPY0UY/aySZ0LPdjanORmpKXYNtzzDeXPcqeGOv55Pl5jnTKl1HoWppYlI40ssgBbwVT6xOoG6zHla5SXGrOwcnac7jQkoNL7Xk423TZJNM1440YX58yA8tqQh2eBqtrcjVYBf0iU0gd4EWmjhApwJTjjMXZ/Tc11Ols8ioHiSn0zHWjnAP9xZoLyK3PRXFTEXKrspF9NRvFLaVon+zEBINMJXP2ehoNkzYYsh7AVWShLecbxEqmoPMXWoCkAUykwUyLfeWetPBXi0sH41NomGnHxeZcnKm+gIL2K8hrK8LlxlxkteSjkINlHZOagagWdCtEkCw6C69AO1gtIDcWBAH7QUc4ul6k2ppNZpRq6uz5Gh3aHAbWBlA/XEc9FKGwNg9X6gtQ1FiI3IY85DcXopQJTvVIPfUzwzbQck5NJ1A3GoU1y6zrm4xxBJVmAEmZVWxAzghtMkPNa3Bj4BKJ0zWbdtXwvYqx1SFc7SlHUWshLtdeQnbtZRQ25SKX77m1WahkQtC30G8SNHvWnb9TkKooQrWqrjARh2VvmjvROOdszdpbjFrRQtk1Js4r6GDCktd5BRcbs2lfuThffwln6y4iqzUX+b3FKBurRutyNyaZKihBtZMIdrZd21qKJtKSXZPoGGkcpZHmJgRMZ2+ycwVYs5tzGEmMoZlJS3FrMfJqc5BXnY2yxiKUNl6hP8hCHn1DLW2xd6Ufc1qOyt8tMjldNDepkT9gmykg1ymsjCJoDxmas7NABhs8xc0E5Tp9m25qZpf9a0XNEhPkHpS1liCfvGdV08YaslBAPWVRR9k1l1DfX4O5jWnqeM1M7KzEdIZD53hdEHMTDX69UFUkvWkyYpk+SeGKpirUt0cZjDUy6S9k/8+ryUVhXR7yrmYhu+Ii8upyUNZZisapBgxFh2in8owM/dUP2UbhxHlP29oPAX+7Sf+sjlzivFfyrKRRK4PG2B8GtiZRM9uMy+35uNxEWVrp49qKcZF+4EwV9dNehBra40BiMrj0RldFa1JRC+5Vku2jpvpDgMrdpsDe2F/ki4xsphfblUGasFBc0DzSyP5TiAtV53Gu8hwuU47cuizuKzITNx3jLZinr9ZkzUqCPk6XdLCktCJop6NMQ2VKZcYcNO5oUbmZQqK9UT/xSbTNd3JsqTPjTG49xxvaWz59QjHtr7StBJUcezqYPExvzfA3SjmtnzZnA1OC6ZvCrp875llPoAuN2azZkMY/52O1pTFE/rd6qhF5ffQFvSXIbsvD+YbLxmfntOXznWNrbzk6l/rp11eNt56hTIot5Pc1qq6yHsUgN9h79kSyrG2xAr3wj20nGRSvycYWthi1MCHrXehBeXcZdZKLC8XnkVeZh4LqAsYJxSjtLsXVvkoMMuHRsfID65u00jj9dJwRlPEBhOoLUwhpdt08mIDaa8gVN1otaQyZ3JpD62IP8pkwn2L8fKLuPM7wPYs6ym3NQyH7TutYi5l4WttaxEZimUVtBH5mp53dkL0ZYfmPZUGrmEziLOJ+E+LSrliX7R8RzFEH3at9qBiuwiXG/adqzuM045dLjJuzm4uR38G+MVqFhulajG+MUMYVcx8ke+Zf46PqYrmO+JFc8yU/ILJjz6FAxUo28qBcYJl8TTOa6d4YQgkT5ksN2bhQfZH+6yLjs8soYmyT01mAwsEyxjFd7OuzHJvWkGA+tBVlZMRYzyfPHmmVbwcCdVIGvgzGFuIzaOYAmNNWiOJhJi4z9QyguzHApKBjqRM1YzUo669ATmsB6iaaMZWYpQNjAsGALLqxaq6XZM+wlCEE8ST53aZkxwy+UOfXGePYJpORrXUz3C9uLaB9qhXZDCjL+hh4TdajZbIZ/Qw4J5ZGzdnoq73VDDaLUTvYgNH1SePsbOodzEAZ7yLa2dnFgiiTkM+x1/3pDLSW0sY4oOlK2Ti7/zp6ouMoHa9HNjt8flcJWijbKPUyMN+NrplONFIfhX3luNR9BWXjdRiNTlIaSaI7i9tlOJJMTl1n5KT//eDk3P/I3Ui1NZc8iwedqxzcHET5SBnOV51BQUMueqa6MLUyQXn6qbd21I02IK+jEBdbstG00IpxaPHwAuXRKgnqe2Udm1rjLtXcCIN7ICkz/zlyRmiX8NgFzromeJ0DnW6ioSVzw4sDTJzLkNOYhStdReicacPIyiD7Ti/aGURXMngpbLuCovZitE51MFDQzLnSbrs6QAOLqVn1OSIknr4Jvs0YTBX8pxvErFOmZV3nxLbVYt8Z8tbBQKuQgcpF9p+KwQr0LvdgaJnyLFOexVZcGSzBubZLKBgpRU9syEw+2Z6jVNMm0S7Ec6GfldF13pA0hpkUuk7sbW9RzLEH1c824nJbDgrou1rHmjGyMIRp2tvgbD+6JjtQM1TNYCaXNlmBvlg/f6FltXZ1hPqMWE7Q3jYj4j2TCNqDPCftLJBBAYnOLilp1mUouvmhfJvC3p6ZbpM0ZzN5aZ5qQv9Srzkj0LPcgdqxq8inLJrAqemrwtTauFm6rSBTWrFhuPRxAw19o5DqA1cqDpYpiWxmkbKMxMZQPVGHAvb3opYiNA01UD8Dxk8Pzw+ibaIVBW0FONNwBuXj5fQE08ZT6yxcOHlOtuUNGdBepH+uXPnNnUmNTZzlD2jp7EO6SdMwJlA4UY4TLUwwGSTX0Jf1LQ5iYm0KI8ujaJvtQGl/JXK7i1A5VY+B+DgTGt1TRNenKh3SuMyqORgYsQ4BEmubbEir/iJ7U/9VUqKl2vPxeYwsDaOqpxJZdZdR2VdmJqSHlwYxtjzE7U5UcF8R9XOlOR+9M11Y3lwwq750HxEz3kgelq+WTEIfHGUaKlPtZoga2tT5MU1vrjKZmULLShuKB0uR255H3ivRNd+DUepldHEYw/QL9YP19NNFKOi5goaFJtrbjPm9xs3U5PmGEZY/TOaftTVzszZjZ7bHWk+q/zY5k5Y08dQbG0F27xWca81GzXQjutf60DHfgaGVIXQvdKO0l+Ns/SXkdxabiXUtsrd3FNBZ9QTjjk1EEixXRncY2BYpSbIHSSIZ5NF0BwpdCSw/ltucjdymHLQyFu2dVrw2gZnlWXTP9DCWY1LNPlXWXWJWB+gs9TpjPnMtPv2jjdlYgTFsbjoKIc2um4d5Mor8EXtOfM3Yvnpyx1IfLjBJPteag8rpOrQyju5fHcTwunTTgfqhGjNJUN1bhYn1cTMhoAk4rSgwJzlC48EN2ZwTVqS2V6ApSq7Y1BitxNk8gwJ9TJyv0JYut7KvM0nuXOhBB9u5f3kMw8sTqB5pYAyah4vtF9GywKRfr+is8RuGPybQO+92rn/OT9oxR6wcClSw1B+L057XTW4yGB1F/kAxzrdmkfdaDDKuke/SSqYOtn85x8pLPbnIHeS4Q3l0+WCC+RD/GdIJE588P8+xS/lBcGkujmcnl/tqY8Cvs82XOnLRyAFmlCmLvcJWVz9M8ZgpDC53o6ijCDntBew8XRz0bVdfjTHNYwIb9BhTZyYgG00l1zGtLBxYKIOWJisw1DlAXZc1RAdVzmQmqzkLLfPN5F/n0xSyLZI76zDkxPKaC5HVmIcOBqM6H6jlg0ozVZbm/60z1iisilMpc1Bpip0lk844admcHKjCj1kmMw3zXXQA+cjrKsbg2jC/0bCne6TrGme5vTm0LXUhq7cYWUygO+kcdEduJTRKnpVIq0QzACsIUNvZqi3SiOR2pew+EHbYmojCaTBQqjmUGEDlfDmy+y5zYKc8dGgK1gRpRkHOWGwc1dM1uNyTjfzhQrRutNPWdK3NOuJx6meJA+WaHJwqMz/NKMK8G8VooAmSZyXO5hpn6kX3BpiJTKKmvwr5LTmonahG11oH9+uhFVo2bBdpT29OM8lpxYXaLOQyQRhWQmO+tXrZOehLIEt6KdCww04GocI0yHHQV4CmR4Np2bYma3S9XElfBbKactE+rr4zSQ4X+ANdTKBlnAvoWWnnoJSH850XUTFRg6m4zpvJ2mzfseGdDfX0somGlJXsvE7E9HSdCOvLUODfNGk0wOT+fNclnOu4iOb5VswkZsiJ+IuZ5X+yqYnEGIPlAvadLFTNXcVQXBMCuqRDC4sVFLFMXdOlZ/LdAH97wrQDKbAxY2eBDC55Fp+uXyhxHl6mb+sqM2eZW2eb2fNn+K0WYcoryFvP0P8NoLTzCrKYQLePtxoZTUKUWKPtmvSML9YjFiwnhwuq3txUJmrPnunCAE1QTLNPN60040LbRfq2fLTPtmExMW9/EEA21TLfhpPNJ3G68yza19qpN90c0SbPSZtK0g1I5BpiF+lfqGzqxJyBJn/WpreTZ42ji5tzaFpqwrGWZ3GpNwsjsVHT7g4LGzOoaCvDhavnUdCVh6xOjk8rrca3KYGQhqV3yM504wu5BbGQYYT7iuzA+JjA3sSvztLqztrzm/NoGm5EPn2BJqF7VjvNOKpLM5QetHJsPV9/DoWd+chpuIzyzlJjn7ZfsaRgebGtISSINlMpU1BZajddB0UfpxuHadpJ7dsX70PFTAVy+nJR0F+Ewdiw0aSgs+x9U73IbyhADvvWudbzuNSXjYHNIepljXqhDOyfh5o8mzKtrZnH0QXJs/yovID1qNa7Skea9C8erEJ2TxEqxqsZs40aO9QV9Dr32TKs5OwScuqzcYlUO95IX62bJkUZJ7EE6sfUEaOOlADejEzp4OQKdyHWoTbXuKc217XaS9TN1NYEyvtLcbnxAurHa9kj5Nd0OsFCl3Kdrj6NK/30a42XUdJZbJY8m+XbRl570mNHUODqP1SwAvkhkpbUz2/oumAtfZ5B2WA1LjIusJMw0+RS9+OWDpfROVGPi2WnkF17Eeeqz6Ns4CpHWo065i43pj+acSewtRuxOSe+aXqxaYg2bOJmO3nhpmTnyJ/il6zmi6gcKcPo1nDwa2ELY3NjuFBxCafqz+BUyxlcGS1F91ovpqJa3aTOxmOVPIeXbpsJGekkRS+HBVa3vraKxdiSOetcM9+AZ+qPI68vH5Ob4/aAACMrfTjfeA6nOs7iZNdZXOi6jNHEOCWhz9KNXNkfUifLblQPRx0+eb4GdimfvUidR0OggrKJxASK+kpwmh2neq6RLlh3BV3mL90VuAvsF9y3NcZEsxmXObhcGarCyNYcnRy7HoNvDbtyi5nsILLRVLKeQNuUg/VpINf113KhShUVfNXQaeU156JushYXGs7jcv0lTG2MYXxlEBeKT6O8o5RJgl3Kmd2cj8rBWozT2WnmX+WYDsRyNWzZjh9UuoMyDMkmAdlx9WgDaWeNwa5uAFIz0YKLTJ4bppvNkqXSqhyUXDmL6Po4xifa0T3SgIH1AVylbs5QN7VjzZiM6u6hmtrQyyY05j/1fruSZ52Z6Up04HTvCVzqv8jgZcAE+pdLLuLU5RPoGulkfbrBUwSDiSFULl7Fma4zKJkqwQRfcvR6lII566z8NPDZmUaYdzviKHCiQ6VedIYposCD/UJXNQ0u9JngsrT7CsYSw6gaq8Aj2Q/hyfwnmODkmUSnY76LgWcfrvSUIbe5kH2oB3Nxa20mOTM2ZkYbVr7TzhSk65VRqDidRV23p7fMNYqkpa1VdMx2I7cpz5wtn14fQs9ILZ4+fQ8e/NbnUVGXhYXIEPmeQc96By73XMa5pgsYWRvjPvU+lzwrjFHvsdzbRCOQT6R2ld72outEWF+GqDO9lKQ1rjbhqdZjKJwoRudqD5rGWswjkRz6pntRP1yP1sUWXO69bOyyea2REmpBrU2uVZ6xNcVyN8DfnnDyGhuzZGWg3hnUmmSG9raxaS6SITeL5r4AOqvcsagVGSPIac/Co9kP4+zV0yhiElPeX2IChZ7lLuoxG5XdFZiNztJHa4kd/YFJnqUT2nRQ/aGDqt9cpz2s0jo2dcZswSSMw+S/eLoYxxng1E7XMdyZ46ExjM4M4bnzx/C1h76CooYi9NNPXF2owum+MygcKWDfmSHfCi5DNpWkG5DINcQu0r9Q2QpopRvTfi55tjdjUyiqm5sVDefjPPmsmCrD2bKT+MRXPoZPfe7j+PBdH8Tb3/VXeMs7/gQPPPsNNE7V4FzjSVROlmB6a5S2pnOCS6yGRrZCuVZZn9yCWMgwwn1FVmAkMvamkc96NgXEU5EpJpN5KOsqRftsK+4/dw/+8XN/j3/49N/jnf/8N/i9v3wdXv/O1+MiE56q4UrkNeWgabSBsgQTt5rUZrm2lpAgyfYNUaagstRuCl0YyCs+0LgxxdSkaaMBeSO5yB3OpX6q8I3j38SHPvlBvO/j/4R3vudd+JO//BP89QffhvO1F1A8UYLnOk6gZb2V0uiZsBoDWN4tSp5NbCOd8OUm0p1n1Yi+srmK7tl+nGnIRsV0LXI6cvGFxz6LD332/fjgp9+L9370nfj9P34NPvTp96CmuwzVA1XUTz79e49JnPX0AZ0lNUsczC3vWa/OSGYSEmVbJENqN8mkOEtJm2xlbmsGHcttyGq5iDomcJUDZfjyE1/C+z/3AXz4Mx/B++56H17zR7+LP//gn6NsrByVoxXmDHXbVKvxirJZxZ/Gt7HNbGWEa9dDBW2CbejiAiVu81tLaJhsxeXWPNQwBq2brManH/44/ukT78aHv/A+vPcjf4c3vfX38Vfv+Z8o6yzCFfrsc525aNscwZg5+6zLUjKTPMtDatgSaQhTlE6PZezJRjDSwBImGdsXdeegsCsHzbO1ePTiA/jk1z6Gj33mo7iLfeR//dmb8Zo3vxpPlDyJnNECXOzJRs1UA6Y3Z9i71lkia9LZWtmRJuaNa5YepA+RdhyeMtg60N3jVzbWMRtfQutGNy4O5+A8x/OS0SI89Nw9+OCH341P3/UhfPKuD+Ct7/hT/NkH34yn659C7lQBnm4+jvaNXtrikrmcLh5n5CJf75Pn5zd2KV+DAA1DQ6UWKA5Hh5HXV4ScoWL0MKBpX+pB+WAZnW4JuntrUF5xDifOPojm3jKMbDBZ6ClGdlcx+hikjTGBlvtS+GA6UAY7iGw0lYxfNE7FBpgaHE2iyeBQyeIsA6v8lnwmzJfRudSBD97/Qbzira/AV499Ebm1F/HBz78H7/r4O3Cm8iz61gZRMVBDp12A7uUBBm8696xhX/LIxbiObypNoQxBMhm5+M89U0PBGAOZFQb53UzOinorUDpSjUHq6fGzj+JP/+IP8LUvfggleSfw9a9+FO//2N8gq4YB9cYgzrQykeutZFKqa1KU0tiXBiwlNnpGrFm6bSoP4HgI7Uyz68BIb2+6QdAyOuLtONbxNHJHss1sZ0VPKd789jfh53/1Zfi7D/8t8mrzMLqm6ZsZdG/14nTXaWQNZZml3hpsJYXOYGGVnOmkzo0wuA/CvJsBwATNmkzRGT4N0gwwN1fIwhK6ptuYpGShlvrpWerCh+//AH7pf/0iXv2uV+GP3/tHePVfvwrv/up7UNxfig71q76rqB6qZ8I5ySFH5Sm4DA0wrMsONCKbgtoZ9QwJqmJUnJJnPe9T9wsI7hWwtLmM+tEmXKy+gI6pZrQNV+NzX/sAfvcPfhm/94ZfZnD52/jCgx9GHQf7aYyhdKIUxyqPo29xgLrhUMwAwtgYK9CdxNViN5Q8i64DYX0Zkn/gay4xj9LpMpwaOIOm9RYU9ZTgkw/8Mx559hFUNVxlkjaCR049gs8//gV0rXaieOoKznSfQtViBSaYmuqMiK6DMmdlzJksVWaqzAycrOr7AVkZXODMwJ/1r2oZLPvyQmIOBQyAsxuzMJIYQsnAFfzhe34fv/jGl+E1f/M7eM07XoW/+NRbcLL6BLrWO3F1qBJX2q6gb45BAf2igkyVaqc2pJM04qTdeRNQWWw+Jc+JFZs864EtU3z18ZU3nouTLSfQsd6B6sGrOJV3HB//wkfxO6//Lfzaa38Vb/ibN+C5qhPo5siUNZWFU62nML4+xmIVXG7blFu+rXHhuuFk3kX6F9isq4dkrDoYezSKJhRs0fbH1odxseMsSuYLUb9QjU8++FG86Gd+GP/xe/4ffNd/+P/h+77/e/AGBqCXSk9hSMFd80kUM8AbT/TTs82wBy2yChraEg1tmfUp4hULGUa4r0gaySNbU4qmmEAvPamiZ7obWbWXUTdcg9bpFrzvG+/Fz/zmi/HCl74QL/yVF+Inf/kn8eq/fDXymLh1r3aisDXfXJOqJbi2FKV96v9qt5Agpm1TKFNQWeqrmvPXmWd+UHrASAWVC+U423sa5QtlqFuqxx/8zR/gR37sR/CTv/hT+K8/8UL81596Id74rjehuLsULZFWPNf9HMqmyzG/ucBi+dI4dguTZ73kS3XvCD26zCbPCeNn5yKLaB3vxBnGOc2rXThffx6vfetr8IM//gP40Ze8ED/38h/Hi1/yE/jAx9+NcY47A0vdOFtxlmNPnb1siIleNKZHDdHWdL+aCEn3ERELmcJ2t0mS2s0mz5oO1MpFJm7xMVQMl+FS63n0bnShmAnl77/99fjPP/Y9+JGXvAg/9bKfxk9Qlj9935+hcaHR+LaclizU0C5nmXhrJYrsVncRV9yUTNRcux4qKE+CnlWPzqJMGkm1VrOoW/LkoifC+K0zD7/xpl/B9/7X/4Qf/qnvw4+9+Efwkl/4cfzjXW+z4+xKJy4OFqJ0pQ09W7rpqyYBaAPJ8WCbrhdqCYVJIs0naXG7bhCqkUCT95pg1qV0Q7F+5HZcYtxfiJb5Wnzgq+/Gj/38i/Cfv++78ePsGy958U/jd/7ot3Ch+SLqNppwpvMiCvtKGcMtMA7SZTSMYxi/bsmWwsmzmcwQyQACHIJO1DZRjtMbrE+nJcpnqvFs1ylUb9SiZr4S//ixt+NlL/1p/NLP/jR+9id+lPb0o/iDv30dztNf10UbcKz7JAoYz4zFpmlLQcSiHMMnz89v7FK+BgET3NqzAINMuvL7rqBwrALNsW4cqzmBf/jK3+OvPvA/8Z6P/AXe9Ge/hdf+4X/DU+cewMBqD4r66BjaC9GbGMeoufZZKadcYqajywAqMumA+UFOhYGTlmTpmiZzq3+6YS0AGo+OIb81D7ktOWhbaMPbPvd2/Luf/Xf48d94ET7wxXfjw1/+J/zMK38a7/jUO9A02YrGiTacqjrPRLuXTk9LuzUnqplMnaHRWUEls/QEhjIwcKZCRam8hBwPHb+uHdfyYDNUxtA5040TV8+jdq4VY1sT+JN3vBkv+rH/gs9++j34n3/0m3jRj3w3vvuH/i3++aFPYxCTyBksRWFnCQZXhimFzptxkNK16aY8DsQJtZk8WwiGh4ACpNl1XXDtZJyPsbdNcy16/WodTvQeR/lsCcbjozhdehIv/61fxHf8X/8bXvDv/xVe9sqX4cvPfBktq20Y2hrB5b7LyGai3ZPoo37mTfCtIPwwlm0ndRvYmKFA9+4sk95lbwuRWQZVs2hjUFnQlovGmXqUDBXjF9708/jlP/0lvP4ffg8/9N9/EN/xfd+Bf/uj/ycey3/C3NylYqiax5dgbG2KSdE6y5KrVpRsJ03MmSe+y+5E6qU2wc6QoCpGg5sCJQ100XXagyZZZCkbaJpoxsmS59A924rsitP4rd/7RbyGyfMnPve3+IEf+7f4rv/33+Cue9+Lro021M3X2cSGydmKbmYVJM+6Rlezt7pQwAbOliicJbWx+LgWHQBOX0ZnIWwmOPhRZ+MbE7jYcwnZU7noZ++43JqNP/untzAIeBX++C1/hI9/8S783p+/Dn/wrt9n/6pGw3odLvafQ+VcOZPnUfrGOZMUbWmSQctoM2xvO+wsICuPGbqN3uXZtLhRy2UnN8ZR3HEFVwfL0cfk6+4zX8f3/7fvwUvf8BL8+K/9KF7wnS/A9//378M7v/hO1E7VoW2+jceXMEDrMI95sWdorF+xCbTVzI52dLxkCipK7WaiN/Ye2rbGHCXPXZvdJnm+1HsereutuOfEN/DyV/48/sP3/3v82mt+FZ/8ysfxgy/7QbzjC+9AG9qRN5eP403HzV3T3TXPtgIFOUws6Nv0mKVUe9gXOjwt6V/Ibk1rUS+a2GA/VaCuvqvkOcq+PLDYy7HzKRTPFmKYFpfbfAkf+dz78I6/fSv+6q//FO9451vx6NP3msekjUX7kNt5nslzLgZjnUohqB0lz7S1Zcq1wrq5afjIFAK5wvpWmOiSZ5OA8KVVKDPRaXPdaXlPKeomatG93oWW5WaUjJYguysb2d05yO7MRn5PHlqXWtAX6UVRR6FZaTO/qbPo9ux1cLEQ62DbBXVyczdlCpJRy96VPLMZtYx5AXpA2DTKJ8rwXOdzaNlqQcNqA+564C588u5P0s/l4KkzT+Oj9AdP5jxtrhtu3KAf7DuF/OECzMbmbNHsF7f0zDNfaj0lzvKn6rkmeWaSOL02h8aRVpyuu4jmpU4mPK345omv4a6v/hOeu/gosgqO4ZFvfRU5pac5/utSjn6cKj3FhLPOrDDSmeeozjwredZYsMa4Qze9EguZgtOtuqmI22q3cPJsJjZiIyjj2JnXnY325VaMb43hbOVZxp9/jfd/+oP4FnWT36qkrtWsQOta68Tlpov0g1cxtTkFPT9Zvk1jpUq3lVGQZLuGKOOgptT/E3YCWnfYntmaN/cMye4qxBDHEfWPrx37Av72Y3+BD3/2XfjMVz+Arz/0KZQ2ZmOCsrcsteN8fz4Kput4vC4xZPwnWwjsbC86CNQSLnm2tDN5lgbkj/vXe5DXlYWSgXwMxDqQ13IBH/nye/GXf/dmfPCu9+DJpx9BTVcl+hOD6MEATndcxPmWLParBZbCXi5/6Jb/O73fwuRZZSYSW1hjX9FJsOKJSjzV9hwaNpvQEW3FxbKTOH/uGTRUFaOtqRIl1Vl4LO8hFI0UoinRilNDF3CZOphgXKdoy/Q0nzx77FK+BgEahhJEXafVu9jNgbyAhlSBtlgPzrZfwIcf+jD+5pN/ifd+6u14911/iY9/6d0oarjERLsfBT0cQDuKMLQ5jXkGzbrXru6uGdXz0Q6jZ6jIZIfkB5ICJ52d0eNXVjYWOcAovFzE4NqQGcQLOvJRPVmNf7rvffjdv/td/Pc3/TJ+/lUvwYtf8WP4Ly/7Xnzk3g+jbbGTyUwNztRcpPMY5q91rtaee9biKLXQoSfPBixP5WvJNgczPbJAulFA07s4iDP1WSgeqUbHag/ecdfbmcR8N/7Hr70Y/+l7/g98x79+AX7kZT+MBy48RKc2jpyhMpT0VjI5G6METIkYCOmZ1xqwNBzHzKRDyJEJEidFJLcrZfeB4dppO3ne4qC9hPrlOpwfOovyuVJUjV/FB7/8Afz7//zvmDz/K3zn9/+f+N///XfgF179C3i25jk0rrUwmbmMK5MlGOWAqjtybsTW7NIgTTDLJ98og2mQ1G1gY4YC3cud2gVPDGFMcqihfwltky1mCZmWZlVNXsVr/+G1+LHX/DiTmu/Hj7zihfilN7wc3/3S/4hHch83l0No6XZxRznmoouYWps2d0E2QxydvgmcDzt5FjTARViP7h6tyQjZCS1fN3BqmGzC2atn0THXguyas/i11/8CfvLlP4A3/MVv4Qdf8h/wqj97Bb5y/DOomC5DzXI9zjVfpI32m+TZnmkyC+hMwKdgz87h2mCQlVlSG0ucveiAcPoyOgvBJc+TkSlk9efiMhO09lgXfdcw6kbqcDL3JP7uA3+Ll73ipfjO7/1O/CGT565IJ2qXqnGu8wyuzlaaM8/LDAzUNmaSQckzm+x6+NsXYTsLyMqznTybtqR2dH39bHwKV/srUDFQapY5Ppb3CH76d38C3/3y78K/e9H/jRf8Hy/Af/ql/4gPPfAhdDORa5/tRFH7FXTPdGN5S4sBpROrlyCdMbSjHR0vmYKKkurVX9lvlfRqmlPL4jujXcgfyUNWzyX0xXpRP1aHv//4u/D9P/o9+H9/9oX4nT/+bbzol1+Eux75KDrRhSsLxTjZcgoja8OmnPCZ51uXPKvdqJmU5Fl3yVXy/HT1UyidL0NHrB3v+/r78KO/8CL8r7e9CW/7u7fiV37j5/GHb3ktLlSewUC0G/m9WSgaykNvpIMBn5Jn+gL5gXXWZW8xYPnIFAK5wvqWLEYeYxe6EeI6lrT0NDFnbspU0JKPqoEqTG4xadlgH1moRRP9clu0A8drjuMLx7/AxKcUg4kBXOm6gtKOUtqpLubSQ99cuhdYW1AnN3dTpiAZ1W6yN90wjK26yNbVNbSVk5V4ru0EalZrUDpZjt9882/hJa94CR49+QieuXAMr3rj7+BtH30HKgerjHxnB86jjAn3fOL2nHm2tmYfuRdOnnWGdW5jAa2TnbjUlo8mXULTkY03vucNePWf/yYeOv41fO6ej+AVr/15vPfT78TgMtOdtX769fOoHKjG7KaW1Wsco2+TvekRRuZu0ZlUBOHEUTcNuqraTdZmJwVXTeI2Eh9E7VQ1CnvzUTddw1FyEll1Wfhvr/tv+KGX/Ff85bv/GnnNTGy4X9QX7UXlcAUaJxvNPSw0Eq9xPJa3vB3Js+qTL9Az0ZWM6vZnpb1XcbE9F73sF8WDxfi1P/3vtLdfwa//wS/hB37qe/Hy3/pJfPxr70P3bDu61/s5Tl1B2XQjRx09AT4zybOOUPOrRbZJUYWJYkykKx1opchIbBAXGs8grzMLrYsN+MRDH8Ivve7n8PJXvhQ/9fIfw6vf8Nu4dPUiujf70MZI80znJVymfFPmchPGqozFdYMtp2dDjJe3aw50clhge5jn03Ps1AWYBaNlONZ2ClfXalEwXIBP3ftR/MP734bTZ57E5DTtp6UA7/7a3+Gh8kfQstWBnMkiXBktZ/I8hQjzmDjHEvV1nzw/z7FL+WYQ0IBGh8ygaowJmh6xk9tRgNa1TrTQGZeNVaCorxBVfeVo0PMPJ+swsNGLjpUuZLUVoKC7FOPmRkFBQqFniOoZaYfRQWSsLqgLyJ151p22NxL2ikvNZc7EZ8w1z7lteaiaqMbxqudwpukMCul8n770L/jsQ5/APSfuNo9J6l0boMxF5lEiekay7rCrm1goYNVyL5s4s+Mr2TSk9rMsZBKa4VKwb4fKuLkzrpbCyInq4fS5umNmez4altpR3n8VT2b/Cx549uv45pNfxgPP3YcLFboZUieuMqA+28FgZ7gBM1E9NkR36aWDNHfatQGzveZZTu3akIiObgTO1pwDUp0KqLoZNF7su4DCkXy2fzfyqnPwkc99CJ/55qfxrQtP4JHTD+OJrCfMDcMaVptwuuUsCoeucMjUNdwrTP414LMC55MzqAst+TTLPncQnb5JZlRZzFwntrS2wFyKQ/bWIjqn2821zTUjVRiODuFE9Ql8+NGP4J1fehfuOfNNFDC4ebLoKbTOtOPqYC1OXz2HxrEWBmRLWIovm5vdmbKNnQWkgSigw0iet/SoL61yMDankCPGAVTXBc6jaa4dlxpzUDVWjc75NpwpPY6P3fMB3HXf+/HwpftQriWN001o2mhF/kQpTtSfRf/SEPveBnTvAReEa6mhC/a0ysXcCIm1WQrJos1Uuk7IzsKQf4uzHRc2F9Gw3IyTnWdRPFnGdG2ONriKuc1ZtPY141L+BdzzrW/iRMlzGEj048pgIQOeC2haaOIArAe6LJv2p6Nh8kzSzVAyicCXhcn2G+lFLWfWipCDDWNrU5EJsyy2gL6tfb4V7XOteCz/Ybz/wX/CF57+Ah699DgeLXwMVSM1GIoMo5CJc059DkZWRqhdpt8x3XVbN9cxWuHL1bdNSV4yBRUllZtHpCjItNegaul2X6QPV4aLkN152SzFnOOre6wLxy89g49+4UP44Ofej6dznkbDRD1qlmrN9Wu5fflsh0nj+zc12WgKl4+JB6TP1wnxmJb0z5YfJpNysm9q3FPf1TWPWo0ysjGK7MEC5M9cwemu83jl3/wuvvfnfgCfuOeT+MqjX8Zv/vFv4Cde8RP4+IMfQ+1cHXJ6c1AyXoL+WD8lV8K5zNKUzLAeNzmYUVjBnJ+zZG1N9WqaJkI5dK2yxkHdkCm3MQ+VtLmWmSZ8/LGP4zV/97t41d++Br/37tfj5//oF/DKv/4dXG65jObZZuS3FqBxqMmsdNJk2oq5QZ1CdWNppjn3aNLMQuXR3rSMNMpxVO0qe2ucbzQ3DiwcuYKsrhz86ht/Ff/m+/4NXvH6X8Vf/uNb8Lo/ey1+4TW/iEcuP0K/0YBz3efRMNdgnj8s/lOD6RuGVcNuMv9sg5hL0oxubKKjyUjpyGiKfnY5voKOmV6cbryM2kgHvnzxbvzIb/0oXvy7L8Eb//GP8MJf/iG84P96AV791lfiSmcRGqebkdWch+rxBtjn2irCod1yPJUNUDBWLxIfGYKTSyLJ/ZshwPQeY2322SgrmIxPoZrjTVbrZeqoAW2LbfjoNz+K7/zh78T/5z/+f/FdP/j/4MW/+GJ86P6PoHO9izJU41LDJdSP1pnVbCrH3HGbZd6u5Fl32k4wNtBtG2djs6gaqkNudzFqF5rxrYpj+IFf/S/49bf+Gn7udS/Fv/nBf42fesWL8Mo3vwKl7YVoGK83jxRrX+rGDOXRJHTYJ+9F+4KH6LAkORWbcUaWZCdm1T+G1wcZ0+ejdKSEfGfj9/7hdXjhK34Yr3zLK/FTv/Fi/O//+V/j9e98A3IGClGzzn7EJLt4oIK2pHu366x/YDtO19o2H6SPkE4EvTnKFCRThP0jGjE3y21d7TRnki/05+DqbA1OlD2Hd3307XjVG38br/mTV+LX3/g/8DN/+LP4UvbXUb5cgzP0C41zzYzJ5qnHdfoO6kA5Uqi/X1fb30HwyfM1kE75Sp4VnG8ysZpfHUdDTzUK6FxrxmsxBD0rWKGjznfINUX4vmqWbJQOX2VHz0ftaCPmEgscnBj8M4HVtZPmroOHYVfkV50jTC55VvCv1+omw+ItXUOzjNbJFlxuyEb5UCUD4WZoiaBchRaojMd1hnnBBCtXh2pwWTc5GW81ibNuDCJp5dpN4qxOr0FF9bFa43gCFjKJOAvW80/duUY9X3ZJCTQ/TW4uoHqmFWdbclE6UWueI6okR3dD1yynEmSl+iPcnzNWgeP1l9A81WEes6Ph1jw2IQiYNRCba2kkxD7QEY6uFzvtzAYcmhwQp1pAVzJcgvPN59A202I0MbY2jLnoNHlUC2xRA+sY2hpG2WglLrVmo3aq3gTWGhw1wxtd59DvlpjdCIN7wJzxUyCRhjQoi2IJDjYRPWpK+lkm7yMMLisYOOajbbaVfA+ia6WbiWcHdTdBjs0cP6a2ZnGpNgcX67KZ2FCLdPBmxpYvhUc2eWZdATleZLf6n0Ex2W9Ya0JWk8A623ONJG70yJzutSEUdJUguz0PPeu9TDhn0LTYjOrJGm7r/vrWJzRtdOC59vO41JmP0Y0JSkI5w8mzeZd0SphsIEjBAkojzU0I6GzNwSTPTKy02HlwaxTHG0/hfPtl9MUGTVKsaTaTFBPq7yOxYTTNNOJy82WUDJRSP/Z5wjrfq1UGxiaU0OiGOplURODLwmRlMT2VPKr12Jrsw0sMeHU/h7bJVjNZU9ZbgqGNfkzQI/RRT/JxanP5al1zVz/ZiNOVZ1HeWU5/omtQY1jV0kLKI73LG7h2C1OSl0xBRYkkG+1aAZu5lITamUxMonayDtns4+XDFewvOvu6ZlZDDc70oZljzNTWJD3dBMomK3Ch+xKqaIdzMQY4SpTNWeZtUvJsJr+uF47HXaR/zma3KTV5Nn6BLTxNvquXm3Cs8wyOtZ3Fh//lk/jFN/4KfvsvXoXX/NXr8LOv/jn8zl++GnefvQ/ZPYW41J2HOvatcfqGOXP+R71LZ7Hlc1iVKKMI+A+1mSNNaqjfKnFe1eN2KI+SgPLuShR3lqBssIx8fxP/+PV/xF9/9m14xxf+Bn/7pb/H55/+Eq70lCCrMRv5LYUYXBoxifMyx681lqXxjDVYcfhvjybNHILyNUGYiLB+8qCXru3sWx9AyWC5edzOqZozeMuH34I3/+Ob8Y6PvAO//ce/ide95bV4x13vwNnq04xzSnGZCULfep+xV42bqcmz6S83g10/324clzzL1qylycbkX62H1WTlEOO2y0yML/QX4qGyJ/Gmu/4MP/37P4efIb3k9S/Fb771t/HFY9RPXylyOgpR3F+JnlW7MFippm70qictOB+tMXo3TzcDFUZSO8l3aghQFWxLeQKNGWpbPdqsf7EPua059L/FyGnLwZ9/6K34Dz/+XXj5a34J/+O1v4of/Okfwps/9L9QP9eA/M4C5LcXoG+pl71mgXIsmxME6zHGbkxibRuq3m0WkpRpmHJZny67YxwcY99Zji+hZ3EAudTNpY58nG69hN//4BvxU3/wUvzAr/0wXvWOV+Ezj/8z3vel9+Jy9XmUtBaivKPEXJajSSu1TdjG9qJ9oUOsOdm215DnSD5eOqcO5HPHGJNcHa1C0SDtqe0C/umB9zO5fCl+5JU/jl//i9/Bmz/4Vnzg/o/hVMt5ZPXlIae7AC2zHZjX9fMsUFUIW9Szed6zYc8x4JJnbQffOcoUVHSU7Rbl6L6pZwPNomq6gfHwOdSvtHGUnDKPCv38E1/EWyjLy//ol/Hrb38l7il6GFmDhTjTcB79y330FyssizaUoG/neOWT5+c50infDgTsPAyo1qMLGJ8fRE0nk4BGJtBjdehjQjOWmDHJ2ggDzo7VfvP854tMNst7r2J0bdwMSnEOTonImpnlzXiHcAWSX9PZQ2QNWw6f4dimHsOi2W774IM+3ZG6pxyFXcWoHKlG12IPJpjI6LonLeDSo5Cqhqtxvu4SrnSVYnh9jEOrzotq5lBXhYSTGVef3TRjACmT0PN2zfMWWbOutF7kQKDryHXjCD3/czAybm4adrr+Mq5QB53xAXN9sx5toHSmgwN83nAZzrbnorC3HMOro9SMTczs3Xo1MxiEMEb/rPSaMuhI97p+7LYzBQP28RS6KVX/yiAK2gpxkQNHw1g9Zhg0awGRlkFPbU2hZ6UXRd2lOF97id83YzI2gyU5acqhx0GsrSwirgfZi7sbYXAPuEAynDQ7skGyDZYVzqzFaW+URTPfXQvdyG/LR1ZLFhrnGjEWHzOhsJYL6rru3nldD8iEtDkPLTMd7E36Tqmdhh23woH1sJ0cGV6M1uwrg2KyNnu3zQ3WsaTJACZUui+7hsGpxDwTr2bz2LqcjgLUzjWZZ9fqnO0E7W2IqUzdbCvOd+TgfFcOWpY6OYAu8tdaumWTZyV8sj3zMkGZDQQpWEBppLkJAZ2tOSh5VnKlSZixrWmUj1Uhm0FM6UAFOubaTRKqxWrTiQmzWqBzoQPFHcXIby5A13wfpbSJs+xVz4zU49E00Wh4z6QiAt8SpmS/4csmzzZYXtuSf1rFdFRLtytxvvosSnqKzGognVXTQ06Ugo3QV1TTf6vvFLQWYWh52NiZXYGi1QEqU6XvERQ4G8wUWKQFyzeWQVvbpCxbWuK4Tl8wZJKz3MZccyape7ETk1H7yJ016qhjvhVFlDO3qwDl41UclwaYmK2YiVONAa7Pim5n8qxUQPfJ7Y4O42RHNk51klou4UMPfwy//+434E0f+J/4q0+9HV89eTey2vNxsS0Phf3l6KO+dK5J588WjIZ13kllq70yjYD/UJsl2y44sykfuxK3+pmnL+ie66F+SpnY5JnVKN0b3RjeHKYXmKRfGEcTfUEhg9JzVZfQNGpX1CxqEjuwNU0MswYrDwXao0kzB6M31qYl/DH5JPUeXSqwjhnK0z7fg7z2KzhZeRb3nr4Puc255sZTdz/zdXzsm3fhVOlJFHddQQF9X8NEA33bvPEDtzN51ksWptUN8rHqRepH80w6W5a68SwThBMtF/F0zSkzYfORxz+Fp0qfM9ek5vVeQX53MS40ZqN5rgNzSjT5W/l6nX+26+w2mXCwRPafzEGyyOdr/KRMoeRZfk7tqJFCMZeiNlHLlM6OX8azJc/iS09/GR/46gfx6PlHcbLkNO458wAeuPwIx6Us5NAWe1cG2F+WzOPUtNJBE4fr0TXGB0qeVTcpeNtB2xuZgYpK+m7GW3GOHHE9I30BdaONONdwGefbsnFf/qN42xf/Hm/7/N/jidJjKB+5yj5zHmdKTqGitQSDU11YXJsy8Y3tk9s2thftC8MbSW2vhFZN40gJtBJd6Z0+R/cp6FzqQn5PIU41nMGxmuP44KMfxR995M349LNfQuVMI2oXWnCRvu1M/VlcZVw9EZ029mPXllgocU5olZH9437jLfk/NP7rC0eZgtojwTo4JqzHVzG7ybhsdZDjfjEudxWhlrY1YeL/JbQud+BYxQl8M+shPFl1Epc7ClE5VIPJ9XGqcZ1lMCbzZ549hHTKtwOBAim5TjpQBjQDkxwoGwqR25CHKz2lKBmpQtV8M67OtyCrr5jOmMlZRyn6F/rZ3XR7egUrdPIxGpoMN9MdItnZWGjgoJKOKkGjpnHr2gQt3dbAr5lMnTGa44A3uDqMysFqXGbCks3EpnacgRkHmpa5ZlzpLcXlpmyUdJehh8HyLB2HzoREOaCoLcAByiyflUwhp6+qNbyIuJkRqBxJqRAsQnl0/2UNBXJKK+zIZljhgNc1222eSX2RSc3VqQbUMWkpn29CzWIbshhcPnP1FArMRMCoub5RLtEmL3ynM5ADS8JVqndHIcjdbVPKl3sgnY3tIL60hG8poTUM6+id7UNufQ6yai+iaqiCQU0LmilXzWg1SqmXyzXZuNJahrE1PR9Rv1s1EySSR2d/EwzOFLTuYv4m4AJJk8imJat9BZrLES27VgpMe6P9dMx2IL+dfYe2pjtr103UoXWmGXVjNShoK8Cp8jOoHq6n+1aqw99ywLcTHBrFWK4CjLB9KwCkzg4nebY3DVlnHascrDcozwbb1Vwfz9fYBhOw4Tqcq7uMrM5C1M21oWWh19haNQfQM01ZOFV/EY3zbQyhlYjqxme0XNqZvQ5UwT+5VvDMwVnkAkFnU5InTDcDZ2NJcFP1qX0VLCr1rxlrQDYTNAXGVYPl6JnpRBsH1Com1OW0N52hbR5uxXx0hYmDHhOniQ2mRHyPRFfpKzVZQxu4aW5DCOk7TJJF4YgSZ9mHzugrwNFLfkrXopZ2Fptr7XX9c/10LVoX2tDK4Li0twJnrp5nMlrA4waYyCxjYZNekf59KbbC5Ej6sRpI9s0kydcGtp5RsEZTpiwjgZUog/aEgi5gMbaKzqluVHRVmufRVvSVopM21k15OukT9Niai7S1bAbM7XPd7G3yjuw3/L0eH+f67DapLlPpwaHj05L+yVHuJGlnd/KsCagNM5nZuNSDi0z2z7fl4MpwGf11FZpXWlE9U4uCPiZmPSWoYP9qYWI6HdekCCgXfZwmOKRvo3n1etWVSQT872ozJc8aK6yt6fnM6tMLTAB07XP7VDsu1Wchq4ljz3AV9dODnqVBNM60mknBrPpc1A41YmJ92iTNdkpQE4zsO9SRa7X0zcmdooxBZcnWrK+2k0/khXJphJ+KLaB+uBlFbSUoZ1+p5XjTOFmLtrkmNE3WoYg+XI+Cqx2qxUxshn5Rq7bk89Vuqf1lJ10P3NF63ya9QvYl3YQ+K7ES2bRTlz+sG/9bMVqD0w0XkdNdhPqVdjStdqNjeRAVY/ThTDYvMIGrpjwTsSkmmvYSN3vWVxGPrn3VjZZYovp/xqCyrA7s2MZNpxa9k3Rdry4TWN5cMjf9mt2aReN4I+OcLBQwoWmabkLXYrd5pGj1aD2yWvPxXMVpVPYzcYtwJN1aMkvqtZpGflq6VltRGeFGDZH+iRFRhhAqX3UrPlnaWMAqE+iFxALtqwGnqs8jq6MAdbNtaFvqZxLaiuKhq8hvK0JuXR66xzqwEpnF2tos4rqni/FrO20rHe0Lwxf/MdY3pKQ2JYFWHC371qpNTcC2z3XiYhMT/taLKJu+itrlZlQvNeHqbD2KRytQyFizpLcEvZRDlmSeP8I6FCarOoawpiptWzUrirETQEY3ouDNkA7MCFQu242xhlYgLLD9J+NLaJ7txbmGXJyqPY/K0So0zjahfLQS9Yydi4YqcaG1EBX0XSNrUyaeiyXWmM+sYivGXuGTZ49dyudgJaPQYGkXNWlRHwduGtv4whDahptQ2FyIU1Xn8GzVGZymA85lwlk1Vo8BDpqrTIB0s4mECSjVKdR5WCYpswh6mMp1g2xA6vS6MZCZEWb3jFEWzdnbQWHDBI2DayOon+BAyeD4PAeQU5TlVPVpnGMwVjVSjbHIuEk07Xw/hxImD3qWr02cWa9m65yzV98M7eJbRrFJmaJxDouUVQ7JBO4KRNiZYxzAF2NzmI5OopZB16n6SzjGwfJfak7hX6pO4mxLNpO1RkxujFFyPc5JAbLmA5W0kBTAOI8m4qYh99kIs/2FCwgtSXhzwDWxy8bSkC1ZsiUwF11A92wXqvsZNDdfwonyYzhW/KR5Xm1FTwV65wcwwcFkjonLWkJn0HXdF7WrM4FsoRiTASXQB+HtoHCBZDKBSEM20NxOaGQ7Smg0A945322Sl+zmXJzmIH+q9ATyW/JQz37TNttpntmt2f4lBjBamq+E1Q74KpttH7ZvtRlb7DCSZ3uZgJkmYu3SCnUSp/3H2aaUSSm0rivtoDzlQ9U4zcD5saJn8a2yE7jQlMe+U4+elX4GY5QnuNOpnaSh5fJd5RneqTNHksRagPUXkmcvul44+0qCm/ILsjNZyyx9wQB9QRflqR2jPJXH8XThE7hQexo5DZdQ0noF3dM9mFmfp51tYiPO38X0a9orB2Nd556gb7CO4EY43AMhfaeSmzzR3eV1E6cI69fLnKmhPJORCTSxzxe1F+BExXM4VvIszlQySGvMxdX+Gozpbu78zSyThZmNeWNr6kMKkJ0mXLttk3xEYOsZA6WgDJrgtHaxhY0YA3a2sXyp0s9FBjrDS2NoHG5AXlMWTlY8i2eKn8CzpU+hsD0PbTNt6Fnux+ialnUrLaNukn6N/Sfol5YoGcu9Luj4tKR/gU9Mtotaztm29bPyavK5ugxDt2KaYlDfFxlB1XgdcrvykduZg0sMRk9WP4fs1iy0zrbTF0xjNr5skpYoq9lgXRv00apB/d2eZdT0gnjIFLZlSSUlz6p3nXpa2liCngSgyTS95uL0bXPduEpfkNdWYCZnjpeewtmqi+bmh3p28HRiHpPrM5hdXzCjj2xtncmzHo1om5L/bfUppP2ZlFFlyd+o/0om8sIgeCNBz8av1inrdGQB/QuDuNrHBKY1Bxdrz1CWEyjqyEHVQDn6FnvMWXclZmum70uGcD9JTweFjkxPeln7kiWEfaa2ZfPG5mT7lE/Rmy5Fm9mcQsdiBwo6i3CW/uws47WnK07iPOOCSibWWhk1G5+mZa7Sry0hyphCNqsy9X+d8mnVm9SROYhv9Y1gcljxh4xbH4NdWuKr/qrJmlkmj4tMonWfioG1ASbLNchp4ThaeY5+Oot2V4TygSp0M2mboT1ORmeYnGrFU4w64pi6vmh8tUH6xiXpnzO8zMCVqJp16V1Evk4+mz5thcmYHi84uDyASvJ+iv3mWMUpM/Gc1VGEuvEmDCwPMRZYYHOskz2OMdSvjTO27Wov2h86Ro2uiJWkDNe1vyOzW/3V5gIaW4Y2hlA2wpi5hT6r7gyeqTqOE4w1lTi3zDajf7kX89SBohf19QhjZbp06L5z6soptZKsBVsLIzkViA4ixoEgv8YxjolzVI/fZPusct8E7b11pte0dW5bDp6rOMb4/yyyWrOR03YF1cOtGKXPWmWb6xK2xfU5lrHMsjS++OT5eY9dyqeF22tQdV1gDNMcJObouPSs5A06r2U6poGZbrRPtppZv+ZZBi+rA5imA9ZzR016F2NYGt2wHY91KLRUX1R/yByCHkZekxQMti55ljyaoV2NMAmO2+U7Gvi1pGmB0s3QwXYu9qN2pgk1M/V8r0frYjtGYqNmmeMcdHX3EluC8uhsJh2fueu1Ht+gmTr1fnkCfgz7nox1HxUkMVnPlm5yYuoJgkKdXYmxZRV4MoHWLbfmY9PoWupFLQfLqoU21Cy0o291GLPRaQ6M0yxolaQBVmWIcbUb20qeTRMCpv3sbvMuMsI4RuTkFHRoWHXC7y/tLhtLS7YkBTNrHDDlqKei4+hd6UDzfB2aZuvQOkfnrAGSybXOAC5Fogy2FURIJXEsmzura4JgjaIoIBfPmYEJJI12pQy1G0ltKDKfGW4kYmZplp0CYP9hAKwzNEqh59l3hiPjaF/oRMN4I5rHGhhYtqOfieYsk+vp+Bwm4wwSlHKTd12Dqkkf0zCBXTsy7cWXOBJJ/kxBZWmyS2QMTrYW4eAd0XM/1ZM1fbPGAXIG4xuTTDo5+FOW2olmdCz0YmBpyFyjHtmkv+DgpMRSE2lx2qmZfOKvWZCxYXNtqpHADp6WrDzSnI50dKOadPYVhj6byyG4vUiZFjdXMRXTJQGd6JhvQtVYGZrn6tC73IHh1UEGMMvqNZYndnSRJgNjOkPK32tljrlZneE8Q0jReZis/m14q4kancvTtXTzsTksm+vl1zCXmMXw2iBaprXCoR4NEy3oXOgzlzlo5YpknqV+tLpAZwBXqOMN+jbJaHSgOnaQ/Cl1JVvPGNiGpn71GZtIaUGPHmdvVtnxs/bqzOB8bB6DK71omK5BxVgJGmdrMbRGX2Ce6mDlWGd/MZNJgY9MTaCdfiTPgaFD05L+iUNry7Z82Qg9o1lRYSeLlMjIH9jpNCUiCeMLhpgE9K92MeBvxdXhUtRP6Pn7vSaglkZNT1Ab0EhlWnIFqtf4X/UptyNjCFpbyWDQXo7smWc7SakEejm2ikUGkbp+WWeYdJZvJDKG9vkuY2ealG6b7cbQ+gR1I+8Xo72tYZk+bY0CaXWB/DxLZ/k7mpLED6mUMajXqHV1XlX3YaBm1J9Zrxu/lSiubkXY74cxQHtrm2pExWAROpYa0Ud/oLva67KNDd1117SP+kW4n6Sng0JNIEtypM/6NUsx3DsyL+nG2Te53ybZndYPaSxcpC8YZ5LWh+6FHrQwJmiYa0EL4xxdy6r1a5vUou7wkGCSuRkJHlGlcqmjjagmo8VF5mB9l03yzXiamjzLMetd9s+j9egs3dVczw2e4f+BKP0a5dBlAY3TLWiaaWNSPcpv9VSIVTNZs0L/pstRluOr9syz7JovA9uglljDbsoMVJJWcC2SVlhZhHag6GmD8Wgkoidp6MQU45y1EbSON6NFMfWc4p1OjEQnMJXQc6p5LP2jJjVc7JHOvlJpP6hd7bSeJlrUv6kVMszirS5YlXSg8GYjRt/KvqvpWa2NG40NMUnWvVva0DjD2Gy6Fr30ZVOJMfKrx1PZBdtqcd0OJMZyRKafBUVLxVbNimGsTZsWC94M7S/GgSBrU3/XhJ8mMVSvIhlGibSrFUzFp9jfu9ExV08d1KBprBaDiyNYYHw9z5huLhalT6AeGQdofNVUqPyhT56f59ilfA5WSp61AGiJNMXBb04d2CQjonUGWgzAmHhqWaqWc+hdz1I2qTIDBl0TsMkISAPkOsuUm2D4nam+ECDoYertjoLB1izbJsm4bUITIS/qPsFyZw76SqWVqMwwkNF1pnom3ay5PnCJL8mlq1LtlT9mwbSSVN34TFGdEueU5FmOx+zmx4zKKTFVqEgiRpU0yxOJD0ZVG+vcpivgYKHbaWmhH0MW0pJZNKurmCKUMRFbIGM8lkGXrmXRoGsKp1NQ8rwlUgSh+gKZDBlh9M/ukMtV4iyS2wsOuCZ22Vga0tn1OBswRr3JmWqm0w2XS0YzGjbtFcEKlOV0I+RXvzHzGeRfZwE3NrXywdqidciZgQ0kWZEhym3sLXg339nvtQxegbOutV/jgKfJGl1XqmWbulpWN//RAKQHcTDdMY/T0HLTRSab8+Rd9rmiMzsKvo3CpZOdZNrLtL6lTMOsPInSxjSpomnjCO3ePGec9mbuYaDgV/cR0APgtKSLvBsp1rFEv7AaXTB3pdw0yTaTB+lLkwpm9p9linu2l5kIUrsZaRzppSPskfZoSzciqbOvVKgm9YA1+gclXXpU2sSmboaoB2xoweMEZZul1hRoM8iQXW6zz+ZIYI19zyZ/9CbU2Y1xuAfS6N2RlUkSqKfISuK0+3WsMhBwN0bUpJ+urdd9HqylaUv+wT5vVMu1VxhcblAHyxGGOwwQ4tR7UgtBu20T9wZ2nimwVJME6kyqZNBkK6uyXUuuVm6On20qYJ/WP0f9TEHP2dYiaCuf+pdNUy3/4tElzuHE1tSo8vXvoNChaUn/rGW6esw2X0qeY0quKITlSsEpg0n6bK16UDC8poSf0sxjHDOxYW7r7N8S9cGEx9xgk8WpSM3JyLR0alSPkaO+ttheOvthGckUbIXXSp6tpcnW5Nt09jnKhHgV8+YSFSUuy5RH46YukJKdRWln8hNa86VLJZR8cxzWJA1Zd80YakoSP6RShmDsjfrQeTStRVPvMcWTYmzb1XXZojyWzkzpzgfzxhdMJobpD/Q4xGnqbRm6V0hMuiS/u/tJejoo1ATOWh1ZFvVyvVNWFvjPwL6N3ti+OvNsbIM8Kj2IxeawEZcf08g5RyubolzqNer/i/RfywwJVqh6+uooDY1+gJkdbY42Rv8f3Ygy1MhcnxfEf9rkWfauXWRB75sxjuKMdfTSkvK5Td2VRha2REkWMbo5gUkzeaZ4jXbIviNvoARal6LoZqi6FEV9TzZsEOg7SeRiN2UGKkmnkxZFtIFlTbaqH9GxxTZWSHr8nFYPLrEvSQIbe85ye5a6UTygJ6uY+wxElX5Lz/KRO20rHe0HWZHGNV32poeVKrJX05v+IMblamRGfNcNNnXGXCswdTs5jvIk9fZpbk2Rbz0NQDHNPMvQdd3kV+M/ixErJlRlWXJfYTVbsqOYbMIc7Oo3PybdJFSEytcIoVV9qxRKPUOredY5uMgLyFNFaFGr7OsLiTHGMDoRqBVdW4zFmDQzl1mg7pTl2CjHJ88exC7ls/eYsyo0O83MaABU+CgTl9nLMccYpMXpmHRVjJ1l0tkXnVlSb2PXUI+jYcWZXMgAzdjPEjJrViqNRGeSpGCw3U6eNcCJb9UtmTTzr3MAchYMGs3MuWTQcGqv9tH8mjqHXhryFSyYdI4Bkbl2W9GcKB6QilfVJPNVwFnGoMJUqKmHUsgL6dSMKtR7hK2rx4ApudfMGvnXzWk0MaDOrnBZyaQ9fcFRyXR61y623cwSd9NmrIy7TJ16F4ww+mfJ2oEl4/DM/mtjl42lISXPsaj44Ge+NFmzsilJNBzq3uEKNhWSSSdyhwFH3IhTDwpMFTyYoMhM9CiYyBzcoLXD3oL2E+l7bvBFa1HwzPaW7YhXbdneoqFFEtjgzS6GshaoT1rqpMeOmJufsRzDv6mTFNi2tk2bhV6ZxhZtKxFn+9EmzIhnRj2SsbcNJjXq6zZhW9nUuSdJon6lHmaT5QQHG/6AvMreKJmZsAnaKGgvkzhre9fLQu/6hcONSOrsKxWqRRajZ5ubNudLk4AK/3U2RtMCsjdpRQOlJmd0sxOpWaRgOxKVrcmbaAiWvBnUhXgWqc1SyLQZ+TbXXbENTeJpSNzKh2kKTcO8PICzOOOlDemMjPYqfDUTnFEmeQHrtv3th51tp21bd6Zga6IdOP6NbJKbfxxGTPLM6sSnZFDopluJ2QBOQcwK5ZFESu5UjuOZ22qbgCzPkkPf2WMODPuzNLT9YbtdrDQJ1qlVFXZlBSngxz5nmsdSWukqQr+8woRAV9xSC0zK7CRMnP3M+GK5WUWaMi2TUHCHknQzzupL1Z8piH/bX9Mlz46kJ42HzupW2f+X4jobY89hSR9u5NT9EvRIKtmbfqXLAnS2N6kN/nOUdmfyy8zA2pvjXOODXhYxJmrrG0oSlNLpjJxd/aRxR55BI6os0CZ9sis7Zrk+sh8dFDpSTRGG9rGU0EtWxpfaMrBvZ1fSkfy3sRFyHIsv8xg955heLbFAXS1QHxqNpCMmbvxuM6YYQp1N9kXSROmGPrNETaqrvIzB8W8sgp9pzypf9m5iKruLotDUeYQm9SiTXorJNDVoR811zEZnKZMiVPskgWXGc25k1dlq+yg0yiCZ2D4GtjG3iUfspsxAJanbKv5dY/0rHBMVE6ti3bAutqG4jGMj9REX7+z/6j2KBpaV+BtZKLdkSUSoW+mZ7XcA2g88iqXLr9pJLXu1PNlx7ULmaV622VQmj7PrUU3r8jccXzbnaEuLRjMiacGc49X9DHQjzaAosWPCB5Yl6XeSrEHl8yD3A9Vp6iVdJ1Llt8XpVIrubUDLMT6M/Z3H6OSLvJEiNK0A0LMoIuzn8sUxHcuYRZmPWY1CPenyJvUa+Tq1xlFNnvfj4Xp4PNTk+Sg12kER5nlP4kuDnZYm6WVM3HReWbV10jprYNyanBSPM985CgYWHb1NofL3oOtFujJk1I6S+4xE6kZm6AuRXupQwRZl0XJZvbvnK+uXrEmVBYLonXuDhDMQ1xD/knXuRweGjjXEbh8mzTqbpJ5uT9uUwwWiSmKkHQ32cpN2UkO03SaplJRL2/xLD30RphtHav2JIIk3wSY5F1l9aMZWDsvKZvWyXbd+mwyUzTdyjzfH20GRKoMl8WBpWxJHSUtLs22Pt7/VK4Sbb+7rhzNqBTcB2RtlkIyO7GtbNvvZ8K9OoWOkE9lqCOG+uR8yKXKqnowdkdRHXJ/X/RoMabiVzRk/wH5l+A0TOeNvra1Zu8sstypP9dj2C5M70+lI/Fk+LVk5LP92WyQ/bW1sp6725tm102FC9VtObJuaZk0lc4zrJ2GyL0mRpJBtpdKtwM46xYflZwdP5NTKI9635dG2vjOw6qeJ8fiATF9kefbLzMqTzs7S0bb1bPMelsGSlUxkJbXvktxKz/872snSrQHrci9Tr2QPiN9q9YP8wk55tuWSNEYC89ttcjoO6/lGsd8vw/XuJNXt6pfxyJ7Er9OGJSud9Ga/MzZFvpPE3xsKYgFHmYHKYXlqQ/JgSG2miSWTvDs+7HHcMJSMa+jLFAvIPzu9KNbR/20N7bQ3h7Ast4T4Ugtva4FSc79pbxF51LvRj/Hhks/KtK0tqzE7UeJ0uz+Fsdd+W/P2y7SZ+ElDan/rn8QbxxmS0m23LTJyqAxDrk7Vb8mFE/zbRUmk3XlthOVL7YOG+ArLuM2jtrRPcol/TSGI7MlC+72OsL8Pa8SUEa7jFtBBoOP28kFun/t+P+iYQ0ueHTNhuhOQju90lNYQU74LU7rjwkj3fSpdL9KVsR9P16Lwb93vw0h3bHhf6jHXooNBx1lHmzaYCQLodN+lp/S8pNKtQGqdOjOT2p76nLrfbTu4fan7bwUcT4dBtxvpeAq380EonU6Oiq7CCehBKF1/cn2TpauKDGL/Pn9wsv1nL72lw0GPywTS1XWjdL1yZhrp6r0WT+koXI77bfj3h4F0dnbjdHBZw3SrkY6H69WVo7Ce3O8PC6l13yrKLNRG2zbjfFV437Zvtcfu9Gk7jw23+158p/vuqFCq7ez1fbrv0pHDtb7jt/y83YY3T7vrSkeZRrjsdO1kj0nH725KZ1uOdtrjdvm3ig4CHReWPwy3L137pMJ+t4X/P1DD/UdZWhtlAAAAAElFTkSuQmCC" style="height: 411px; width: 620px;" /></span></span></span></p> <p style="text-align: center;"> <em><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Bản vẽ mặt bằng mộtt nhà xưởng</span></span></span></em><br /> </p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Reference Line (Định ᴠị công trình theo đường chuẩn là đường thẳng): một đường chuẩn có thể được хác định bằng cách tham chiếu tới 1 đường thẳng gốc đã biết. <br /> <br /> 1. Xác định đường gốc<br /> <br /> Một đường gốc được gắn ᴠới 2 điểm gốc ᴠà được хác định theo 3 cách: Đo đến điểm gốc; Nhập toạ độ bằng taу; Gọi điểm từ bộ nhớ.<br /> <br /> a) Đo tới điểm gốc. Nhập tên điểm <strong>PtID</strong> ᴠà đo bằng phím <br /> b) Với điểm gốc đã biết toạ độ tìm kiếm điểm <strong>PtID</strong> trong bộ nhớ. Nhập toạ độ bằng taу. Hiển thị những điểm ѕẵn trong máу.<br /> (1) Điểm gốc trang bị 1 <br /> (2) Điểm gốc thứ hai.<br /> (3) Đường gốc.<br /> (4) Đường chuẩn.<br /> <br /> 2. Dịch chuуển/Quaу đường gốc<br /> Đường gốc được dịch chuуển ѕong ѕong, chiều dọc, chiều đứng hoặc là quaу. Tất cả các kết quả đo ѕau đó ѕẽ ảnh hưởng đến đường chuẩn.<br /> <strong>BP</strong>: Điểm gốc.<br /> <strong>BL</strong>: Đường gốc.<br /> <strong>RP</strong>: Điểm chuẩn.<br /> <strong>RL</strong>: Đường chuẩn.<br /> <strong>Off</strong>: Dịch chuуển ѕong ѕong.<br /> <strong>L</strong>: Dịch chuуển theo chiều dọc.<br /> <strong>R</strong>: Thông ѕố quaу.<br /> <br /> Nhập thông ѕố: Sử dụng phím nàу để chuуển con trỏ đến trường thông ѕố bắt buộc nhập. Ta có thể nhập các thông ѕố như ѕau:<br /> <strong>Offѕet</strong>: Dịch chuуển đường chuẩn ѕong ѕong ᴠề phía bên cần của đường gốc, ᴠào hướng của đường gốc (BP1-BP2).<br /> <strong>Line</strong>: Dịch chuуển đường chuẩn theo chiều dọc tính từ điểm gốc trước tiên theo hướng từ điểm gốc đầu tiên tới điểm gốc vật dụng hai.<br /> <strong>Rotate</strong>: Quaу đường chuẩn theo chiều kim đồng hồ хung quanh điểm gốc.<br /> <strong>Height</strong>: Đường chuẩn cao hơn đường gốc.<br /> <strong>Ref.Hgt:Point1:</strong> Chênh cao ѕo ᴠới điểm gốc chuẩn nhất.<br /> <strong>Point 2</strong>: Chênh cao ѕo ᴠới điểm gốc chuẩn hai.<br /> <strong>Interpolated:</strong> Chênh cao dọc theo đường chuẩn.<br /> <strong>No height</strong>: Chênh cao không được tính toán ᴠà hiển thị.<br /> <br /> 3. Tiến hành đo hoặc chuуển ѕang chế độ chuуển điểm bề ngoài ra thực địa. Tiến hành đo đến điểm đích. Chuуển ѕang chế độ chuуển điểm bề ngoài ra thực địa.<br /> <br /> 4. Ứng dụng tương trợ “Line&Offѕet”: tính toán ra ᴠị trí của điểm đo ѕo ᴠới đường chuẩn bằng cách hiển thị các lệch dọc trục, lệch ngang, chênh cao…<br /> </span></span></span><br /> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc đạc công trình hay đo đạc công trình là khảo sát và khai triển bản vẽ thiết kế của công trình ra thực địa, dùng cho thi công và giám sát xây dựng công trình đúng bản vẽ thiết kế. Quan trắc dịch chuyển của công trình ra thực địa, chuyên dụng cho thi công và giám sát xây dựng công trình đúng bản vẽ thiết kế. Công cụ đo bằng những mẫu máy đo đạc như máy kinh vĩ, máy thủy bình,máy đo khoảng cách laser, máy toàn đạc điện tử … </span></span></span></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiệm vụ chủ đạo của công tác trắc địa trong xây dựng là đảm bảo cho công trình được xây dựng đúng kích thước hình học và đúng vị trí thiết kế. Chỉ khi hai yêu cầu này được đáp ứng thì công trình mới mang thể vận hành an toàn. </span></span></span></p> <h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="font-weight: var(--h2_typography-font-weight); font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">III. Những thiết bị được sử dụng trong định vị thi công công trình</span></h2> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#ff0000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-tu-dong"><strong>Máy thủy bình tự động, máy thủy bình điện tử</strong></a></span></span></span><span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">:</span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Xác định cao độ, dẫn mốc cao độ, đo chênh cao, quan trắc lún…</span></span></span></li> </ul> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">Máy toàn đạc điện tử</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span> Bố trí trí tọa độ thiết kế ra thực địa; tính toán khoảng cách ngang, đứng, góc phương vị của đường, tọa độ điểm, diện tích và bố trí đường thẳng, đường cong; dẫn lưới lập mốc đường chuyền…</span></span></span></li> </ul> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">Máy định vị GNSS</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span> Khảo sát thành lập lưới khống chế tọa độ; bố trí điểm phục vụ cho công tác chuyển điểm thiết kế ra thực địa; giao hội, bố trí đường cong, tính diện tích…</span></span></span></li> </ul> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;"> <span style="color:#000000;"><img alt="" src="/admin/webroot/upload/image/images/Banner (665 × 295 px) (31).png" style="width: 665px; height: 295px;" /></span></p> ', 'images' => '202305301610048b836b9276e806fc2f8458b2bc05f8fc.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy toàn đạc điện tử', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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Hà Nội cấp ngày 28-04-2009<br /> Điện thoại: <a href="javascript: void(0)" style="font-family: tahoma, geneva, sans-serif;font-size:11px;"><span style="color: rgb(255, 255, 255);"><strong style="font-family: arial, helvetica, sans-serif;">(</strong><strong style="font-family: arial, helvetica, sans-serif;">024) 3776 4930</strong></span></a></span></span></p> <div> <p> <strong style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><u>Cửa hàng</u></strong><span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">:</span></p> </div> <p> <span style="font-family: tahoma, geneva, sans-serif;">- <span style="font-size:12px;">Số <strong><span style="font-size:14px;">145 </span></strong></span></span><span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">Láng Hạ, Phường Láng Hạ, Hà Nội</span></span></p> <p> <span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></span><br /> <br /> </p> ', 'contactinfo_eng' => '', 'taikhoan' => '<strong><span style="color:#04529a;">Số Tài khoản các ngân hàng của công ty Tân Á</span></strong><br /> <br /> 1. 13022-0506-5430 - Nguyễn Văn Hiệu - Agribank - CN Trung Yên, HN<br /> 2. 0011-00404-0367 - Nguyễn Văn Hiệu - Vietcombank - CN Sở Giao dịch, HN<br /> 3. 711A-6202-9713 - Nguyễn Văn Hiệu - Vietinbank - CN Thanh Xuân, HN<br /> 4. 190-256-018-210-13 - Nguyễn Văn Hiệu - Techcombank, Hà Nội<br /> 5. 1231-0000-368-767 - Nguyễn Văn Hiệu - BIDV CN Quang Trung, Hà Nội', 'contactinfo' => '<div dir="rtl" style="text-align: left;"> <u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Văn Phòng</strong></u></div> <div style=""> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ: Số 157 Đặng Văn Ngữ, Phường Kim Liên, Hà Nội, Việt Nam<br /> Tel: (024) 3776 4930 <br /> Fax: (024) 3776 5908<br /> Email: thanhdatsurvey.JSC@gmail.com/ tracdiathanhdat@gmail.com<br /> Hotline: <strong>0913 051 734</strong><br /> <br /> <strong><u>C</u></strong><strong><u>ửa hàng</u></strong></span></span><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Số 145 Láng Hạ, Phường Láng Hạ, Hà Nội</span></span><br /> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0942 288 388</strong></span><br /> </div> <div style=""> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></div> <div style=""> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0949 322 456</strong></span></div> <div style=""> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>VPĐD tại Tp. Hồ Chí Minh</u></strong><br /> <br /> - 1/56 Nguyễn Thái Sơn, Phường Hạnh Thông, Hồ Chí Minh</span></span><br /> <img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADUAAAAoCAYAAABerrI1AAAIK0lEQVRoBdWZi1fTRxbH8/esW3W77Wnrqnva7XH7dNk+7Lq7h/Io8jIEGiCGN9XKK0SBJITwy+uXH8kvFgUEUZ4iWI5Va7UVH1sf1VWrq+261W0tIt89d+L8GkJegJ6VOWfOZCYzc+9n7p07k4kK80z3H0ziyu1zOHF1DINnZew4th3Wg3rUDWVgc18iirrfQn7na9B2vIqCztdR2PUmK6lO7cU9b2NLXyIMw5mwjZeg/YtG7P+6HV9ePYhrty+A5p9vUsU7cHLqZ0x8ewi9E06Yxwqg352ATP/vkOFf8chz5o6V0HcnwDJWyOSd+vazOUHGhDp9/TCkIzVMyOMAiHdOgvQercWZG0dj2iEi1KFv9qJm8INHboV4IaL1qx1Kx5FLAxHhZkFduDWB+uGsJxImFHT7iAZXb5+fBTcDauCMF+TPoYMXWs/asQrZn6wGlQudK3S8uv1FjJ7rmAGmQLUfb1qQwHT5eWzwPosP2n7LNje5B/n/5e/PstW89p+LrKT6P/51DJ9fHsLI1+3Q7lzDxmXIzy9IPgUwnhgUheTQFYhVL+l5G77PDcjveAVJ7l/jfdevWNb4f48f7n3P549ZbhvMVMbSPMmeZXAcqkR571/mrNORy4NMnurGnctxD87asRKGoQwcvtSPqQf32QQlXQmKUgS2ECi+MGTN6ekH7AxsGNHE7bY57S/hx8k7UFG4jmUV/n3l3r/OWvnHBRUsiA50rkOssu+0BBWd/rE68u9pU966ey1YHiJB3f7xJs7dPIHjV0ZBx8PY+S6MX9yDL66M4OyNY7h59yqbJ9j9gi3FhdDK53e+GreOjQfyoKIrDFc6nvLAuV1cHiuDoZLFpcj2r8TW/uSYiuTufBkf7fs7dJ1vsH3Egagk9+OJFiEevXifyn1/g0qz8w9zGtT1ZQvzdy60uCsBydJypPuem9M8XAleUvRMlZ5GomuJAjWNadAxw/vEU+btWgOV2r86/kHyChgGNihQhy/1gYJHNGFa35+wpS0bNVIhtkhq6HzvRO2fLr/AoiotGkFZRvORIcd/v9zQ9ixUWd4XkCItjyqIK03uVd2XyoxEN2veHqn8UH4NH7epYXLUwdTQCLPNiGpJCwKNNIa3f9yfxG7rtjE9ksVlMfvTuLS2Z5Dsfgqq4/88oITkJHEpSPFwmXw9RVyKi99NoHog+p1Q710Ps1gHl8vFcmuzALPBAluTTWmzig0o86ZEvelrdr6EI5f6kSY9jfddS5DiWc5cnUolS4G2ZPEpxrHruAns8P3s4j5s9K9ijUmuJQiX9Z1rceLKKMp734u4atn+1TB6yuEQHHA5A0AEZqmzoKnaxHJwO/UjeLUceV/Tta3/tARdx+vK4gcHFf451fMbyEcNzIsY1P2pn7Fvwo1tQ1loHM6BaX+ukhuG1Wjar0H/KQmFXW9EBCLzN4pVsJlsTHlLrQVOhxNOpwtOwYmWRhvsLYJiqWajlfWzGq1oERuRI78cdW7bwSJUdL8LCkxl3e8ouWT3n1HUuRaO8TLcuhM4JpS7H49m4crJqXugqML9PVxJe4WsQspzqxCU3y/D4xEhCHa43W6lbqkPWM9S38zGNXg2R52fZNKv4nhSXFCxTvRc+Y9wuhyKFQSrnVnJJ/vQUN+AEm0pdOpNKMorRn2VAT6fF6IoQrDZlTG0IJu867BRfjEiHEXa0MM/HGRMqLHznRGF0OpRUKiS8phydsHB3I0UJAsZa43ISdVAt1EHnUbPwDSpGlRVboXP71OA2B50uVAr6VHmTYoqz7h/YziOGW1RoX66/1/QyR/O3XhblaSFRTQoe8lUY1bAdDmbQLlEW4KiD4tRpC2GPq8I+ZkFsFlt8HrbQO5H7kpuS0GjRtJGlUdyv7r26QyI0EpUqJ6T9pgCaiUdLKIRzdsDG58UdDlccDgcioUIhkE9BNNm5sNssjAoU00gKlLAMIsG1EgFMWXS9SpaighFT1TajldiCqCzxiAVM1cSmgXYbRQQXKD9VFVRBU2KBpty9QGovGLkpuaiTFeONm8b21fksq2WVrYQdBxUeNNiyiRrnbp+OCJXRKjxCz1xTU4CCuS1yv6g/eR0OiFJHmaJqspq6NQ6FGQVoCC7EB8Vb2YwBOVwOGeMK/UmgoIOd+1opWlUO3eoWLeGUIEGT2nAWlYB5lozLAYL3C43ZL8MQRBgabKgpcXGLChJEqzbrKwfnWu0ELSfQueMVqc3x0iRMKyl6IU02oThvqPDs0VsYlchfk6RK5LCBOG2uyGJItxkSbsTfC9RoKDjQOtbO2eZeyYcYa0VFmrXCcucBRCoRl4Dq7sRglWAveWXM4iCAIGaa8zK9YnCeKu5Fa2OFhT63pqXPAoYdJMPTWGhKnrXz0sIgWX7V7Fzy+EOuhI9jIx0qSXL8VwvlUAd43oUziuC24J/UHK4WVDffHd63kDBwuiSWv4wMjYJdWhsMMJkq4fRU4bKtvS4A0LwnOE+7/6qlbMo5Syo7pPCI4EKp8DjaKN/TkLTLKiqgdRFBUULdf2HyzO4ZkDRKyp1oht5ac+6h/ldlPY8eblsz3vQ7Q5EzJ6QKKhAURTpPeVCxZ712CA9E/UHGf9h9v8uU8VlKOtZx/64o6c0nhSoO/f+DWG8dFHAhC5mUVcC6J2RJwWq96Rjxpt46MAnvU6/3HlSoIRPSxallfhiG/rTOFPg4YVqw2dkpHno1Sbw78ViK8nTeFIsRe8Qg2e8ixJq695ETE1PcaZfLMVbRs5+wl5nMr3PQS2vfGJztm8F0004WIyfJu9y9Vn5P2E2W2r6o5rUAAAAAElFTkSuQmCC" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0904 925 936</strong></span></div> ', 'telephone' => '01659 014592', 'hotline' => '0913051734', 'email' => 'tracdiathanhdat@yahoo.com', 'url' => '', 'meta_key' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax, Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GNSS RTK, máy thủy bình, máy toàn đạc, máy laser, máy GPS cầm tay, UAV, ống nhòm (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...). Uy tín, chất lượng, giá tốt hàng đầu tại Việt Nam!', 'created' => '2012-06-05', 'modified' => '1769758152', 'youtube' => 'http://youtube.com', 'twitter' => 'https://twitter.com/', 'myspace' => 'https://myspace.com/', 'facebook' => 'https://www.facebook.com/thanhdatsurvey.jsc/', 'email2' => 'duycuong7640', 'skype' => 'hothihuyen.hn', 'yahoo' => 'duycuong7640', 'yahoo1' => 'duycuong7640', 'content' => 'Thanks for your interest in Vn Discoverytours. For a fast response, please submit this basic Quick Enquiry form below by clicking “Submit”, and we’ll get back to you by e-mail within 12 to 24 hours (in working days). For urgent booking, call us at +84 974 839 873', 'video' => '<iframe width="1280" height="720" src="https://www.youtube.com/embed/mR4kOuAkEtY" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>', 'slogan' => 'trung tâm sửa chữa và bảo hành máy giặt electrolux', 'slogan_eng' => '', 'printer' => '', 'googleplus' => '', 'bando' => '<p> <iframe allowfullscreen="" frameborder="0" height="410" src="https://www.google.com/maps/embed?pb=!1m18!1m12!1m3!1d1680.2372398112452!2d105.81212934716025!3d21.01437303922492!2m3!1f0!2f0!3f0!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ab63b645b665%3A0xa6797ac6008687bf!2zQ-G7rWEgSMOgbmcgVHLhuq9jIMSQ4buLYQ!5e0!3m2!1svi!2s!4v1449908805279" style="border:0" width="600"></iframe></p> ', 'gioithieu' => '<p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/gioithieu.png" /></p> ', 'thongtincongty' => 'Sửa máy lạnh tại nhà 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style="font-family:tahoma,geneva,sans-serif;">Là công ty chuyên nhập khẩu, cung cấp và chuyển giao công nghệ các loại máy đo đạc, trắc địa phục vụ khảo sát thiết kế, xây dựng và đo vẽ bản đồ của các hãng nổi tiếng trên thế giới như: LEICA, TOPCON, NIKON, PENTAX, SOKKIA, GLUNZ, TRIMPLE, SPECTRA, GEOMAX, GARMIN..., chúng tôi cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! </span><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm cùng</span> <span style="font-family: tahoma, geneva, sans-serif;">đội ngũ nhân viên, kỹ thuật viên năng động, có trình độ cao chúng tôi tự hào và tin tưởng Quý khách hàng sẽ hài lòng khi sử dụng các sản phẩm và dịch vụ do chúng tôi cung cấp!</span></span><br /> </p> <div style="text-align: justify;"> <span style="color:#ff9966;"><span style="font-family:comic sans ms,cursive;"><span style="font-size:14px;"><strong style="font-family: tahoma, geneva, sans-serif;">Hỗ trợ 24/7:</strong> <strong>0942 288 388/</strong></span><span style="font-size: 14px;"><strong>0949 322 456</strong> (Zalo) </span></span></span></div> ', 'gt_eng' => '' ), 'tin_ft' => array( (int) 0 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 1 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 2 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 3 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 4 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 5 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ) ), 'slideshow' => array( (int) 0 => 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} .large-4 { flex-basis: 33.3333333333%;text-align: center; max-width: 33.3333333333%;margin-bottom: 30px; } .large-4 a{ color: #fff;text-transform: uppercase;font-weight:bold; } .large-4 .col-inner{padding:0 15px;} .expand { display: block; max-width: 100%!important; padding-left: 0!important; padding-right: 0!important; width: 100%!important;padding:10px; } .button.success { background-color: #4a90e2; } .box-shadow-4-hover:hover, .box-shadow-5-hover:hover, .row-box-shadow-4-hover .col-inner:hover, .row-box-shadow-5-hover .col-inner:hover { transform: translateY(-6px);box-shadow: 0 30px 40px 0 rgb(0 0 0 / 20%); } .box-shadow-1, .box-shadow-1-hover, .box-shadow-2, .box-shadow-2-hover, .box-shadow-3, .box-shadow-3-hover, .box-shadow-4, .box-shadow-4-hover, .box-shadow-5, .box-shadow-5-hover, .row-box-shadow-1 .col-inner, .row-box-shadow-1-hover .col-inner, .row-box-shadow-2 .col-inner, .row-box-shadow-2-hover .col-inner, .row-box-shadow-3 .col-inner, .row-box-shadow-3-hover .col-inner, .row-box-shadow-4 .col-inner, .row-box-shadow-4-hover .col-inner, .row-box-shadow-5 .col-inner, .row-box-shadow-5-hover .col-inner { transition: transform .3s,box-shadow .3s,background-color .3s,color .3s,opacity .3s; } .box-shadow-3, .box-shadow-3-hover:hover, .row-box-shadow-3 .col-inner, .row-box-shadow-3-hover .col-inner:hover { box-shadow: 0 10px 20px rgb(0 0 0 / 19%), 0 6px 6px rgb(0 0 0 / 22%); } .button span { font-weight: 400; } .is-shade:after { box-shadow: inset 1px 1px 0 0 hsl(0deg 0% 100% / 10%), inset 0 2em 15px 0 hsl(0deg 0% 100% / 20%); } </style> <div class="" id="row-2097407503"> <p style="font-family:tahoma,geneva,sans-serif; font-size: 14px;"> Nếu bạn đang tìm kiếm phần mềm trắc địa, các thông tin liên quan về máy móc đo đạc, trắc địa cho dự án của mình bạn đã tìm đúng kho lưu trữ! 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Hotline: 0913051734!' $keywords_for_layout = 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!' $title_for_layout = 'Máy toàn đạc điện tử' $tinmoiup = array( (int) 0 => array( 'Post' => array( 'id' => '802', 'name' => 'Dữ liệu RINEX – Nền tảng cốt lõi của hạ tầng trắc địa hiện đại', 'code' => null, 'alias' => 'du-lieu-rinex-–-nen-tang-cot-loi-cua-ha-tang-trac-dia-hien-dai', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong hạ tầng trắc địa hiện đại, RINEX không phải dữ liệu phụ, mà là nền móng kỹ thuật của hệ tọa độ quốc gia. RTK giúp đo nhanh hôm nay, nhưng RINEX mới là yếu tố đảm bảo bản đồ, mốc và công trình đứng vững trong nhiều năm tới.</span></span>', 'content' => '<p> <em><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trong những năm gần đây, công nghệ GNSS RTK cùng các mạng trạm CORS phát triển mạnh mẽ, giúp công tác đo đạc, thi công và bố trí công trình đạt được kết quả gần như tức thời với độ chính xác cao.</span></em></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Tuy nhiên, nếu nhìn ở góc độ xây dựng và duy trì hạ tầng trắc địa quốc gia dài hạn, nhiều quốc gia phát triển như Mỹ, châu Âu, Nhật Bản đều có chung một quan điểm: RTK là lớp ứng dụng đo nhanh ngoài hiện trường, trong khi RINEX – dữ liệu GNSS đo tĩnh – mới là lớp nền cốt lõi của hệ tọa độ.</em><br /> <br /> <em>RTK cho phép định vị nhanh theo thời gian thực, nhưng độ ổn định và khả năng kiểm chứng của kết quả RTK phụ thuộc mạnh vào điều kiện truyền cải chính tại thời điểm đo. Ngược lại, dữ liệu RINEX cho phép xử lý hậu kỳ, kiểm chứng, đối soát và duy trì độ ổn định tọa độ trong thời gian dài.<br /> </em></span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. RINEX là gì?</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX (<em>Receiver Independent Exchange Format</em>) là định dạng dữ liệu GNSS thô chuẩn quốc tế, được phát triển và duy trì bởi cộng đồng GNSS toàn cầu dưới sự điều phối của các tổ chức quốc tế như IGS (International GNSS Service) và RTCM SC-104.</span></span><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX cho phép trao đổi dữ liệu GNSS giữa các thiết bị và phần mềm khác nhau, không phụ thuộc hãng sản xuất, và được sử dụng rộng rãi trên toàn thế giới cho các mục đích kỹ thuật chuyên sâu. Dữ liệu RINEX cho phép:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xử lý hậu kỳ GNSS (Static / PPK)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bình sai mạng lưới GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm soát chất lượng và truy xuất nguồn gốc số liệu</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Duy trì và kiểm chứng hệ tọa độ theo thời gian dài</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK cho kết quả nhanh – RINEX cho kết quả bền và kiểm chứng được.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Cách các quốc gia khai thác RINEX trong hạ tầng trắc địa</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tại nhiều quốc gia, mạng CORS quốc gia không chỉ phục vụ RTK thời gian thực mà còn coi dữ liệu RINEX liên tục là tài sản dữ liệu cốt lõi. Mô hình khai thác phổ biến:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu trữ dữ liệu GNSS 24/7.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cho phép tải RINEX theo các khoảng thời gian:</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">15 phút</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1 giờ</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6 giờ</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">24 giờ</span></span></li> </ul> </li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cung cấp đầy đủ metadata:</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thông tin trạm GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian quan sát</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chu kỳ ghi (1s, 15s, 30s…)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ quy chiếu và mô hình tham chiếu.</span></span></li> </ul> </li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Ví dụ tiêu biểu:</span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mỹ: NOAA CORS Network cung cấp dữ liệu RINEX phục vụ đo tĩnh và xử lý hậu kỳ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Châu Âu: EUREF Permanent Network (EPN) lưu trữ dữ liệu RINEX cho bình sai lưới khu vực.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhật Bản: GEONET do GSI vận hành, cung cấp dữ liệu RINEX cho xử lý hậu kỳ và nghiên cứu GNSS.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm chung của các mô hình này là coi RINEX liên tục mới là nền tảng bền vững của hệ tọa độ quốc gia.<br /> </span></span> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/ncn_agol.png" style="width: 800px; height: 511px;" /></span></span></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Vai trò của RINEX trong hệ thống trắc địa hiện đại</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều quốc gia đang triển khai mô hình tổng hợp:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS CORS + RINEX → lớp khống chế nền, duy trì hệ tọa độ dài hạn</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc khống chế vật lý → đối tượng kiểm chứng và cơ sở pháp lý</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK → công cụ đo nhanh ngoài hiện trường</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đây không phải xu hướng “bỏ mốc”, mà là:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm phụ thuộc vào việc chạy mốc thủ công tốn thời gian</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuyển vai trò mốc từ nguồn gốc duy nhất sang đối tượng kiểm chứng</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng vai trò của dữ liệu GNSS chuẩn hóa trong duy trì hệ tọa độ</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. RINEX giúp ổn định và kiểm soát hệ tọa độ theo thời gian như thế nào?</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu RINEX cho phép xử lý hậu kỳ và bình sai mạng lưới, nhờ đó:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm ảnh hưởng của thời điểm đo</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế tác động của điều kiện khí quyển và môi trường</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng khả năng đối soát và truy nguyên số liệu</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khái niệm “ổn định” ở đây được hiểu theo nghĩa kỹ thuật: Cho phép tái xử lý, kiểm chứng và so sánh tọa độ tại các thời điểm khác nhau, tránh sai lệch tích lũy do đo nhanh tức thời.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Ứng dụng thực tế của dữ liệu RINEX và lợi ích khai thác RINEX hiệu quả</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu RINEX hiện được sử dụng rộng rãi trong:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập mốc khống chế GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bình sai lưới quốc gia và khu vực</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan trắc dịch chuyển công trình, địa chất</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Làm cơ sở kỹ thuật và pháp lý dài hạn cho bản đồ và hạ tầng kỹ thuật</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> Khai thác RINEX bài bản mang lại:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm thời gian và chi phí thiết lập lưới khống chế</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nâng cao độ ổn định và khả năng kiểm chứng số liệu</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp với dự án lớn, triển khai dài hạn, yêu cầu pháp lý cao</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chủ động khi RTK không ổn định hoặc mất hiệu chỉnh</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. Cấu trúc dữ liệu RINEX gồm những gì?</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu RINEX không phải là một file đơn lẻ, mà là tập hợp nhiều file thành phần, mỗi file đảm nhiệm một vai trò riêng.<br /> <br /> 6.1. File quan sát – Observation file (*.obs). Bao gồm:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sóng mang và mã giả</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu GPS, GLONASS, Galileo, BeiDou…</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thông tin thời gian, tần số, tín hiệu</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">File bắt buộc khi xử lý GNSS hậu kỳ và bình sai.<br /> <br /> 6.2. File quỹ đạo vệ tinh – Navigation file (*.nav, *.gnav…) có chứa q</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">uỹ đạo vệ tinh (broadcast ephemeris) - d</span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ữ liệu cần thiết để tính vị trí vệ tinh theo thời gian.<br /> <br /> Tùy phiên bản RINEX và hệ vệ tinh, file điều hướng (Navigation file) có thể được đặt tên khác nhau.<br /> Trong các hệ thống và phần mềm cũ (RINEX 2.x), file điều hướng thường được tách theo từng hệ GNSS, với các đuôi phổ biến như:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GPS: .N</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS: .G</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">BeiDou: .C</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Galileo: .E</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong các hệ thống hiện đại sử dụng RINEX 3.x trở lên, file điều hướng thường được gộp đa hệ GNSS và sử dụng chung đuôi .nav (hoặc .rnx), trong đó chứa đồng thời dữ liệu GPS, GLONASS, Galileo, BeiDou…</span></span><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6.3. File đồng hồ vệ tinh – Clock file (*.clk)</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh sai số đồng hồ vệ tinh và trạm</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác cao hơn dữ liệu quảng bá</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dùng cho bình sai chính xác cao và nghiên cứu dài hạn.<br /> <br /> 6.4. File quỹ đạo chính xác – Precise orbit (*.sp3)</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quỹ đạo vệ tinh độ chính xác cao</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp với .clk để nâng cao chất lượng xử lý</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> 6.5. Các file phụ trợ</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Metadata trạm, antenna, receiver</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">File khí quyển, site log</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giúp nâng cao độ tin cậy và truy xuất nguồn gốc số liệu.<br /> <br /> >>> Phiên bản RINEX và xu hướng hiện nay:</span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 2.x: cũ, hạn chế hệ GNSS.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 3.x: đa hệ, phổ biến hiện nay.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 4.x: hỗ trợ tín hiệu hiện đại, độ chính xác cao.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế xử lý GNSS hậu kỳ, RINEX 2.11 vẫn được sử dụng rộng rãi nhờ tính ổn định và khả năng tương thích cao. Nhiều lỗi xử lý hiện nay phát sinh từ việc chuyển đổi RINEX không đúng chuẩn hoặc thiếu dữ liệu đi kèm.</span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Bài viết 30_1_26.png" style="width: 800px; height: 526px;" /></span></span></p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 3 & 4 là xu hướng chính trong các hệ thống CORS hiện đại.<br /> <br /> Hiểu đúng và khai thác đúng dữ liệu RINEX chính là bước chuyển từ đo nhanh sang đo bền vững trong trắc địa hiện đại – đặc biệt trong bối cảnh Việt Nam đang vận hành các mạng CORS và duy trì hệ tọa độ VN-2000.<br /> <br /> <em>>>> Nguồn tham khảo:</em></span></span><br /> <ul> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">IGS & RTCM – Chuẩn dữ liệu RINEX</span></span></em></li> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">NOAA CORS Network (Mỹ)</span></span></em></li> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">EUREF Permanent Network (Châu Âu)</span></span></em></li> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GEONET – GSI (Nhật Bản)</span></span></em></li> </ul> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/RINEX - GNSS DATA (665 x 295 px).png" style="width: 800px; height: 355px;" /></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>', 'images' => '202601301021570e6ecbd8766b1296dffb848e42581f6f.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy RTK', 'meta_key' => 'Máy RTK, Vngeonet, RINEX, GNSS, CORS, RTK, GNSSStatic, PPK, BinhSaiGNSS, DuLieuGNSS', 'meta_des' => 'Máy RTK, Vngeonet, RINEX, GNSS, CORS, RTK, GNSSStatic, PPK, BinhSaiGNSS, DuLieuGNSS', 'created' => '2026-01-30', 'modified' => '2026-02-02', 'status' => '1', 'view' => '4420', 'slug' => 'du-lieu-rinex-nen-tang-cot-loi-cua-ha-tang-trac-dia-hien-dai', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '517', 'rght' => '518', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 1 => array( 'Post' => array( 'id' => '801', 'name' => 'Đo không gương (Non-Prism) trên máy toàn đạc', 'code' => null, 'alias' => 'do-khong-guong-non-prism-tren-may-toan-dac', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo không gương (Non-Prism) trên máy toàn đạc là gì? Khi nào nên dùng, khi nào không nên dùng? Phân tích ưu nhược điểm, sai số giao hội và khuyến nghị kỹ thuật khi đo Non-Prism trên máy toàn đạc.</span></span>', 'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế thi công và đo đạc, đo không gương (Non-Prism) là một tính năng rất hữu ích của máy toàn đạc, nhưng cũng tiềm ẩn nhiều rủi ro sai số nếu sử dụng không đúng mục đích. Bài viết dưới đây sẽ phân tích bản chất đo Non-Prism, phạm vi ứng dụng, ưu – nhược điểm, ảnh hưởng đến giao hội và các khuyến nghị kỹ thuật cần tuân thủ.</span></span></em><br /> <br /> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Đo không gương (Non-Prism) là gì?</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế đo đạc, không phải lúc nào cũng có thể đặt được gương phản xạ. Các vị trí như tường cao, taluy, vách hầm, kết cấu thép, khu vực đang thi công hoặc nguy hiểm là những trường hợp điển hình.<br /> Đo không gương (Non-Prism) là phương pháp đo khoảng cách không sử dụng gương phản xạ. Máy toàn đạc phát tia laser trực tiếp tới bề mặt mục tiêu và thu tín hiệu phản hồi để xác định khoảng cách và tọa độ điểm đo.<br /> <br /> Phương pháp này cho phép đo các vị trí:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khó tiếp cận hoặc không thể đặt gương.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không an toàn để tiếp cận trực tiếp.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần đo nhanh hiện trạng mà không bố trí phụ trợ.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.1 Ưu điểm của đo không gương</span></span></h3> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo được các vị trí “bất khả thi” với phương pháp đo gương.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng mức độ an toàn cho người đo ngoài công trường.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian đi gương, giảm nhân lực.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất hiệu quả khi đo hiện trạng, kiểm tra hình học kết cấu.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.2 Nhược điểm và hạn chế kỹ thuật của Non-Prism</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bên cạnh ưu điểm, đo không gương tồn tại nhiều hạn chế kỹ thuật cần hiểu rõ:<br /> <br /> <strong>Phụ thuộc mạnh vào bề mặt đo</strong></span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt sáng, phẳng, khô → đo xa hơn, ổn định hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt tối, thô, ẩm, xiên góc → tầm đo giảm rõ rệt, sai số tăng.</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác thấp hơn đo gương</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không có tâm phản xạ cố định như gương.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách lớn hơn và kém ổn định hơn.</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hao pin hơn</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo Non-Prism liên tục tiêu thụ pin nhiều hơn so với đo gương.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (40).png" style="width: 800px; height: 671px;" /></span></span></p> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.3 Những lưu ý quan trọng khi sử dụng đo không gương</span></span></h3> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không sử dụng đo không gương cho mốc khống chế.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không dùng cho dẫn mốc, nghiệm thu pháp lý.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ dùng cho đo hiện trạng, kiểm tra, tham khảo kỹ thuật.</span></span></li> </ul> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.4 Khoảng cách đo không gương của một số dòng máy phổ biến</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng cách công bố của nhà sản xuất thường được đo trong điều kiện tiêu chuẩn:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica FlexLine TS03 / TS07 / TS10: ~500 m / ~1000 m (tùy cấu hình)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon N-Series: ~600 m</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon XS-Series: ~800 m</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Topcon GM-100 Series: ~500 m</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thực tế ngoài công trường, khoảng cách đo thường ngắn hơn catalogue, phụ thuộc mạnh vào bề mặt và điều kiện môi trường.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5 Khi nào nên dùng đo không gương?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo không gương phát huy hiệu quả trong các công việc:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo chi tiết hoàn công.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kiểm tra hình học kết cấu.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo taluy, vách đứng, vách hầm.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo các điểm nguy hiểm không thể tiếp cận.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Đo không gương là công nghệ bổ trợ, không phải để thay thế đo gương.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Hỏi và Đáp: Đo không gương & sai số giao hội</span></span></h2> <br /> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. 1 Vì sao đo không gương dễ gây sai số khi giao hội?</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vì đo Non-Prism phụ thuộc vào bề mặt phản xạ, không có tâm phản xạ cố định như gương.<br /> Trong bài toán giao hội, sai số nhỏ ở từng hướng bắn có thể bị phóng đại tại điểm giao, khiến kết quả thiếu ổn định.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.2 Sai số giao hội khi dùng Non-Prism thường đến từ đâu?</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các nguyên nhân chính:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt phản xạ không phẳng, không đồng nhất.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tia laser phản xạ không cùng một điểm hình học.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Góc bắn xiên, bắn vào mép cạnh hoặc bề mặt nhỏ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách lớn hơn so với đo gương.</span></span></li> </ul> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.3 Đo không gương ảnh hưởng nhiều hơn đến giao hội góc hay giao hội cạnh?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo không gương ảnh hưởng mạnh hơn đến giao hội cạnh, vì:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách của Non-Prism lớn hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội cạnh, sai số khoảng cách tác động trực tiếp tới vị trí điểm giao.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với giao hội góc, sai số vẫn tồn tại nhưng ít phụ thuộc hơn vào chất lượng phản xạ.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.4 Vì sao giao hội nghịch đặc biệt nhạy cảm với đo không gương?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội nghịch:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đặt máy cần được xác định rất chính xác.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không xác định được tâm phản xạ rõ ràng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các trạm có thể “nhìn” vào những điểm khác nhau trên cùng một bề mặt.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điều này khiến sai số khó kiểm soát và khó phát hiện.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.5 Có thể giảm sai số khi buộc phải giao hội bằng Non-Prism không?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có thể giảm rủi ro, nhưng không loại bỏ hoàn toàn, bằng cách:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn bề mặt phẳng, sáng, rõ ràng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tránh bắn vào mép cạnh hoặc bề mặt nhỏ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngắm vuông góc với bề mặt.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo lặp nhiều lần để kiểm tra.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp kiểm tra chéo bằng phương pháp khác.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ áp dụng cho đo tham khảo, không dùng cho mốc.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.6 Khi nào tuyệt đối không nên dùng Non-Prism cho giao hội?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không sử dụng trong các trường hợp:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dẫn mốc tọa độ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập lưới khống chế.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc pháp lý, nghiệm thu công trình.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công việc yêu cầu độ chính xác cao (cm – mm).</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.7 Vì sao đo gương vẫn là phương pháp chuẩn cho giao hội?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vì khi đo gương:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có tâm phản xạ xác định rõ ràng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách nhỏ và ổn định.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các trạm cùng xác định một điểm hình học duy nhất.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đây là yếu tố then chốt trong các bài toán giao hội.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.8 Có nên coi đo không gương là phương pháp thay thế đo gương?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không. Đo không gương là giải pháp bổ trợ, không phải phương pháp thay thế.<br /> <br /> Khuyến nghị nên tuân thủ quy tắc kỹ thuật:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có thể đặt gương → ưu tiên đo gương.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không thể đặt gương → dùng Non-Prism đúng mục đích.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> >>> Đo không gương (Non-Prism) mang lại nhiều tiện lợi trong đo hiện trạng và các vị trí khó tiếp cận, tuy nhiên phương pháp này nhạy cảm với sai số, đặc biệt trong các bài toán giao hội.<br /> Trong thực tế, giao hội thuận có thể cân nhắc sử dụng đo không gương cho mục đích tham khảo, khi điều kiện bề mặt cho phép. Ngược lại, giao hội nghịch không được khuyến nghị sử dụng Non-Prism do sai số khó kiểm soát. Đối với các công việc thiết lập lưới khống chế, dẫn mốc tọa độ và hồ sơ pháp lý, việc đo bằng gương phản xạ là bắt buộc để đảm bảo độ chính xác và giá trị pháp lý của số liệu.</span></span><br /> <br /> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/CHỌN ANH TÀI (16).png" style="width: 800px; height: 618px;" /></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>', 'images' => '20260128101209aeccf2a028c6aa7fa3ea11fe774d0584.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy toàn đạc điện tử', 'meta_key' => 'Máy toàn đạc điện tử, máy toàn đạc, đo không gương, NonPrism, EDM, trắc địa, đo đạc, trắc địa thành đạt, Leica, Topcon, Nikon, Sokkia', 'meta_des' => 'Máy toàn đạc điện tử, máy toàn đạc, đo không gương, NonPrism, EDM, trắc địa, đo đạc, trắc địa thành đạt, Leica, Topcon, Nikon, Sokkia', 'created' => '2026-01-28', 'modified' => '2026-02-01', 'status' => '1', 'view' => '1067', 'slug' => 'do-khong-guong-non-prism-tren-may-toan-dac-1', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '515', 'rght' => '516', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 2 => array( 'Post' => array( 'id' => '800', 'name' => 'Đo không gương (Non-Prism) trên máy toàn đạc', 'code' => null, 'alias' => 'do-khong-guong-non-prism-tren-may-toan-dac', 'cat_id' => '0', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo không gương (Non-Prism) trên máy toàn đạc là gì? Khi nào nên dùng, khi nào không nên dùng? Phân tích ưu nhược điểm, sai số giao hội và khuyến nghị kỹ thuật khi đo Non-Prism trên máy toàn đạc.</span></span>', 'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế thi công và đo đạc, đo không gương (Non-Prism) là một tính năng rất hữu ích của máy toàn đạc, nhưng cũng tiềm ẩn nhiều rủi ro sai số nếu sử dụng không đúng mục đích. Bài viết dưới đây sẽ phân tích bản chất đo Non-Prism, phạm vi ứng dụng, ưu – nhược điểm, ảnh hưởng đến giao hội và các khuyến nghị kỹ thuật cần tuân thủ.</span></span></em><br /> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Đo không gương (Non-Prism) là gì?</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế đo đạc, không phải lúc nào cũng có thể đặt được gương phản xạ. Các vị trí như tường cao, taluy, vách hầm, kết cấu thép, khu vực đang thi công hoặc nguy hiểm là những trường hợp điển hình.<br /> Đo không gương (Non-Prism) là phương pháp đo khoảng cách không sử dụng gương phản xạ. Máy toàn đạc phát tia laser trực tiếp tới bề mặt mục tiêu và thu tín hiệu phản hồi để xác định khoảng cách và tọa độ điểm đo.<br /> <br /> Phương pháp này cho phép đo các vị trí:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khó tiếp cận hoặc không thể đặt gương.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không an toàn để tiếp cận trực tiếp.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần đo nhanh hiện trạng mà không bố trí phụ trợ.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.1 Ưu điểm của đo không gương</span></span></h3> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo được các vị trí “bất khả thi” với phương pháp đo gương.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng mức độ an toàn cho người đo ngoài công trường.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian đi gương, giảm nhân lực.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất hiệu quả khi đo hiện trạng, kiểm tra hình học kết cấu.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.2 Nhược điểm và hạn chế kỹ thuật của Non-Prism</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bên cạnh ưu điểm, đo không gương tồn tại nhiều hạn chế kỹ thuật cần hiểu rõ:<br /> <br /> <strong>Phụ thuộc mạnh vào bề mặt đo</strong></span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt sáng, phẳng, khô → đo xa hơn, ổn định hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt tối, thô, ẩm, xiên góc → tầm đo giảm rõ rệt, sai số tăng.</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác thấp hơn đo gương</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không có tâm phản xạ cố định như gương.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách lớn hơn và kém ổn định hơn.</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hao pin hơn</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo Non-Prism liên tục tiêu thụ pin nhiều hơn so với đo gương.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (40).png" style="width: 800px; height: 671px;" /></span></span></p> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.3 Những lưu ý quan trọng khi sử dụng đo không gương</span></span></h3> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không sử dụng đo không gương cho mốc khống chế.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không dùng cho dẫn mốc, nghiệm thu pháp lý.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ dùng cho đo hiện trạng, kiểm tra, tham khảo kỹ thuật.</span></span></li> </ul> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.4 Khoảng cách đo không gương của một số dòng máy phổ biến</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng cách công bố của nhà sản xuất thường được đo trong điều kiện tiêu chuẩn:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica FlexLine TS03 / TS07 / TS10: ~500 m / ~1000 m (tùy cấu hình)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon N-Series: ~600 m</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon XS-Series: ~800 m</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Topcon GM-100 Series: ~500 m</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thực tế ngoài công trường, khoảng cách đo thường ngắn hơn catalogue, phụ thuộc mạnh vào bề mặt và điều kiện môi trường.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5 Khi nào nên dùng đo không gương?</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo không gương phát huy hiệu quả trong các công việc:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo chi tiết hoàn công.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kiểm tra hình học kết cấu.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo taluy, vách đứng, vách hầm.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo các điểm nguy hiểm không thể tiếp cận.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Đo không gương là công nghệ bổ trợ, không phải để thay thế đo gương.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Hỏi và Đáp: Đo không gương & sai số giao hội</span></span></h2> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. 1 Vì sao đo không gương dễ gây sai số khi giao hội?</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vì đo Non-Prism phụ thuộc vào bề mặt phản xạ, không có tâm phản xạ cố định như gương.<br /> Trong bài toán giao hội, sai số nhỏ ở từng hướng bắn có thể bị phóng đại tại điểm giao, khiến kết quả thiếu ổn định.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.2 Sai số giao hội khi dùng Non-Prism thường đến từ đâu?</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các nguyên nhân chính:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt phản xạ không phẳng, không đồng nhất.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tia laser phản xạ không cùng một điểm hình học.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Góc bắn xiên, bắn vào mép cạnh hoặc bề mặt nhỏ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách lớn hơn so với đo gương.</span></span></li> </ul> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.3 Đo không gương ảnh hưởng nhiều hơn đến giao hội góc hay giao hội cạnh?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo không gương ảnh hưởng mạnh hơn đến giao hội cạnh, vì:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách của Non-Prism lớn hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội cạnh, sai số khoảng cách tác động trực tiếp tới vị trí điểm giao.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với giao hội góc, sai số vẫn tồn tại nhưng ít phụ thuộc hơn vào chất lượng phản xạ.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.4 Vì sao giao hội nghịch đặc biệt nhạy cảm với đo không gương?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội nghịch:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đặt máy cần được xác định rất chính xác.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không xác định được tâm phản xạ rõ ràng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các trạm có thể “nhìn” vào những điểm khác nhau trên cùng một bề mặt.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điều này khiến sai số khó kiểm soát và khó phát hiện.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.5 Có thể giảm sai số khi buộc phải giao hội bằng Non-Prism không?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có thể giảm rủi ro, nhưng không loại bỏ hoàn toàn, bằng cách:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn bề mặt phẳng, sáng, rõ ràng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tránh bắn vào mép cạnh hoặc bề mặt nhỏ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngắm vuông góc với bề mặt.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo lặp nhiều lần để kiểm tra.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp kiểm tra chéo bằng phương pháp khác.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ áp dụng cho đo tham khảo, không dùng cho mốc.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.6 Khi nào tuyệt đối không nên dùng Non-Prism cho giao hội?</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không sử dụng trong các trường hợp:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dẫn mốc tọa độ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập lưới khống chế.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc pháp lý, nghiệm thu công trình.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công việc yêu cầu độ chính xác cao (cm – mm).</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.7 Vì sao đo gương vẫn là phương pháp chuẩn cho giao hội?</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vì khi đo gương:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có tâm phản xạ xác định rõ ràng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng cách nhỏ và ổn định.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các trạm cùng xác định một điểm hình học duy nhất.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đây là yếu tố then chốt trong các bài toán giao hội.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.8 Có nên coi đo không gương là phương pháp thay thế đo gương?</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không. Đo không gương là giải pháp bổ trợ, không phải phương pháp thay thế.<br /> <br /> Khuyến nghị nên tuân thủ quy tắc kỹ thuật:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có thể đặt gương → ưu tiên đo gương.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không thể đặt gương → dùng Non-Prism đúng mục đích.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> >>> Đo không gương (Non-Prism) mang lại nhiều tiện lợi trong đo hiện trạng và các vị trí khó tiếp cận, tuy nhiên phương pháp này nhạy cảm với sai số, đặc biệt trong các bài toán giao hội.<br /> Trong thực tế, giao hội thuận có thể cân nhắc sử dụng đo không gương cho mục đích tham khảo, khi điều kiện bề mặt cho phép. Ngược lại, giao hội nghịch không được khuyến nghị sử dụng Non-Prism do sai số khó kiểm soát. Đối với các công việc thiết lập lưới khống chế, dẫn mốc tọa độ và hồ sơ pháp lý, việc đo bằng gương phản xạ là bắt buộc để đảm bảo độ chính xác và giá trị pháp lý của số liệu.</span></span><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>', 'images' => '202601281012092e874776f1f92f702ba41b53941ccdc8.png', 'images_multi' => null, 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy toàn đạc điện tử', 'meta_key' => 'Máy toàn đạc điện tử, máy toàn đạc, đo không gương, NonPrism, EDM, trắc địa, đo đạc, trắc địa thành đạt, Leica, Topcon, Nikon, Sokkia', 'meta_des' => 'Máy toàn đạc điện tử, máy toàn đạc, đo không gương, NonPrism, EDM, trắc địa, đo đạc, trắc địa thành đạt, Leica, Topcon, Nikon, Sokkia', 'created' => '2026-01-28', 'modified' => '2026-01-30', 'status' => '1', 'view' => '2', 'slug' => 'do-khong-guong-non-prism-tren-may-toan-dac', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '513', 'rght' => '514', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => null, 'name' => null, 'parent_id' => null, 'alias' => null, 'images' => null, 'lft' => null, 'rght' => null, 'pos' => null, 'status' => null, 'title_seo' => null, 'meta_key' => null, 'meta_des' => null, 'created' => null, 'modified' => null, 'slug' => null, 'cate' => null, 'link' => null, 'name_eng' => null, 'name_tq' => null, 'type' => null, 'hot' => null, 'content' => null, 'display' => null, 'content_eng' => null ) ), (int) 3 => array( 'Post' => array( 'id' => '799', 'name' => 'Máy toàn đạc điện tử Leica TS20 - Dòng máy robot cao cấp!', 'code' => null, 'alias' => 'may-toan-dac-dien-tu-leica-ts20-dong-may-robot-cao-cap', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica TS20 là dòng máy toàn đạc điện tử robot cao cấp của Leica Geosystems, được thiết kế để đáp ứng các yêu cầu khắt khe trong khảo sát, thi công hạ tầng, đo vẽ bản đồ và xây dựng công nghiệp. Leica TS20 tập trung vào tự động hóa, độ ổn định và độ chính xác cao, giúp tối ưu thao tác hiện trường và nâng cao hiệu suất làm việc trong mọi điều kiện công trường phức tạp.</span></span>', 'content' => '<p> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><em>Leica TS20 là dòng máy toàn đạc điện tử robot cao cấp của Leica Geosystems, được phát triển cho các công việc khảo sát, thi công hạ tầng, đo vẽ bản đồ và xây dựng công nghiệp. Dòng máy này tập trung vào tự động hóa, độ ổn định và độ chính xác cao, giúp tối ưu thao tác hiện trường và nâng cao hiệu suất làm việc trong điều kiện công trường phức tạp.</em><br /> <br /> Trong thực tế triển khai, Leica TS20 được cung cấp với nhiều cấu hình tính năng khác nhau nhằm đáp ứng đa dạng nhu cầu sử dụng. Trên thị trường và trong tài liệu kỹ thuật, các cấu hình này thường được phân nhóm như sau:</span></span></p> <ul> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Auto Aiming (<strong>TS20 A</strong>): Hỗ trợ tự động ngắm gương (ATR).</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">PowerSearch (<strong>TS20 P</strong>): Bổ sung khả năng tự động tìm gương.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Imaging (<strong>TS20 I</strong>): Tích hợp camera và các thuật toán AI hỗ trợ đo đạc, cho phép nhận dạng mục tiêu, theo dõi chuyển động và thu điểm bằng hình ảnh trong môi trường phức tạp.</span></span></li> </ul> <p> <br /> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Bên cạnh các cấu hình tính năng, Leica TS20 còn có các tùy chọn kỹ thuật chung, bao gồm:</span></span></p> <ul> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Độ chính xác đo góc: 1″ / 2″ / 3″ / 5″</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Tầm đo không gương (EDM): 800 m hoặc 1600 m</span></span></li> </ul> <p> <br /> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Mức độ tự động hóa và hỗ trợ AI phụ thuộc vào cấu hình được lựa chọn, trong đó TS20 I là cấu hình cao cấp nhất, phù hợp cho các dự án yêu cầu hiệu suất, độ tin cậy và kiểm soát chất lượng cao.</span></span><br /> </p> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica-TS20-Application-Tunnel-300dpi-2-2048x1365.jpg" style="width: 800px; height: 533px;" /></span></span></p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Leica TS20I – Phiên bản tích hợp Camera & AI</strong><br /> <br /> Chỉ phiên bản TS20I (Imaging) mới được Leica trang bị camera và các thuật toán AI hỗ trợ đo đạc, giúp nâng tầm hiệu quả khảo sát hiện đại.<br /> <br /> <strong>AI – Công nghệ tạo khác biệt trên TS20I.</strong><br /> <br /> Trên TS20I, Leica ứng dụng AI kết hợp camera và thuật toán xử lý thông minh, cho phép:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận dạng mục tiêu chính xác hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo dõi chuyển động mục tiêu ổn định hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế nhầm lẫn trong môi trường nhiều vật phản xạ.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các xử lý này được thực hiện trực tiếp trên thiết bị, giúp đảm bảo tốc độ, độ ổn định và an toàn dữ liệu khi làm việc ngoài hiện trường.<br /> <br /> <strong>AI-Detect – Nhận dạng gương & cảnh báo sai cấu hình (TS20I)</strong><br /> <br /> Sai loại gương là nguyên nhân phổ biến gây sai offset và sai số đo. AI-Detect (chỉ có trên TS20I) sử dụng camera để:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận dạng loại gương Leica đang đo.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">So sánh với cấu hình gương trong Leica Captivate.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cảnh báo ngay khi phát hiện không khớp.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính năng này giúp:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm lỗi chủ quan.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tránh đo sai – làm lại.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nâng cao độ tin cậy dữ liệu thi công.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> <strong>AI-Follow (Dynamic Lock nâng cao) – Theo dõi mục tiêu mượt mà</strong><br /> <br /> Trên TS20I, AI hỗ trợ khả năng dự đoán chuyển động của lăng kính khi:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bị che khuất tạm thời.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Di chuyển trong môi trường đông người, máy móc.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhờ đó, TS20I giúp:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khóa lại mục tiêu nhanh hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế mất tia.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giữ quá trình đo liên tục, ổn định.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> <strong>AI tăng cường ATR & PowerSearch (TS20I)</strong><br /> <br /> Thuật toán AI giúp ATR và PowerSearch trên TS20I hoạt động hiệu quả hơn trong các điều kiện khó:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sương mù nhẹ, mưa bụi.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gương che khuất một phần.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều điểm phản xạ trong vùng quét.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đây là khác biệt lớn giữa TS20I và TS20A / TS20P.</span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica-TS20-Application-Cadastral-Surveying-300dpi-15-1-2048x1365.jpg" style="width: 800px; height: 533px;" /></span></span></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> <strong>Các thế mạnh chung của dòng Leica TS20</strong><br /> <br /> Bên cạnh AI trên TS20I, toàn bộ dòng TS20 vẫn kế thừa những giá trị cốt lõi của Leica:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác đo góc & khoảng cách cao,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Động cơ Direct Drives nhanh, êm, không ma sát,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm Leica Captivate trực quan, dễ thao tác,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phím Trigger đo nhanh,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu trữ dữ liệu lớn, xuất file linh hoạt,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết cấu bền bỉ, chuẩn công trường,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dọi tâm laser/quang học chính xác.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> <strong>Lợi ích thực tế khi sử dụng Leica TS20</strong></span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng tốc độ đo & bố trí công trình,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm nhân lực vận hành,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế sai sót hiện trường,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu ổn định, đáng tin cậy,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp từ khảo sát địa hình đến thi công công trình lớn.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> <strong>BẢNG SO SÁNH: TS20A vs TS20P vs TS20I</strong></span></span><br /> <br /> <br /> <table border="0" cellpadding="0" style="width: 100%"> <thead> <tr> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tính năng / Chức năng</strong></span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20A</strong><br /> <strong>(Auto Aiming)</strong></span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20P</strong><br /> <strong>(PowerSearch)</strong></span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20I</strong><br /> <strong>(Imaging/ Camera & AI)</strong></span></span><br /> </th> </tr> </thead> <tbody> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động ngắm mục tiêu (ATR)</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có<br /> (ATR tiêu chuẩn)</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có<br /> (ATR tiêu chuẩn)</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có<br /> (ATR tăng cường nhờ camera & thuật toán)</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động tìm gương (PowerSearch)</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có<br /> (kết hợp camera & thuật toán nâng cao)</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Camera tích hợp</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Thu điểm bằng hình ảnh</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận dạng mục tiêu / gương (AI-Detect)</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo dõi mục tiêu di chuyển (Dynamic Lock)</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Khả năng giữ bám khi mục tiêu<br /> che khuất ngắn hạn</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có (AI-Follow)</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Làm việc hiệu quả trong môi trường<br /> nhiều phản xạ</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiêu chuẩn</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiêu chuẩn</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tối ưu hơn nhờ camera & thuật toán</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức độ tự động hóa</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cơ bản</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Trung bình</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cao nhất</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ đo không người<br /> (one-man operation)</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có (ổn định nhất)</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm vận hành</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Captivate</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Captivate</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Captivate</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng phù hợp</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo topo, bố trí cơ bản</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo nhanh, nhiều trạm</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan trắc, đo phức tạp</span></span></td> </tr> </tbody> </table> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Xem thêm Cataloge TS20: <a href="https://drive.google.com/file/d/1KRyhFd21zOZpYZFqy6uUF-xJFJkJJGmE/view?usp=sharing">TẠI ĐÂY</a></span></span><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <div style="text-align: start;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="text-align: justify;">> >> </span><span style="color: rgb(51, 51, 51); text-align: justify;">Liên hệ </span><a href="https://tracdiathanhdat.vn/" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear; font-size: 13px; text-align: justify;"><strong style="margin: 0px; padding: 0px; font-weight: bold;">Trắc Địa Thành Đạt </strong></a><span style="color: rgb(51, 51, 51); text-align: justify;">để được tư vấn chọn máy toàn đạc Leica phù hợp đúng công trình – đúng ngân sách – đúng nhu cầu thực tế tại Việt Nam!</span></span></span></div> <span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"> </span>', 'images' => '20260123093036f5e1f1626a72bb19c3eb73da64c29a2e.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy toàn đạc điện tử', 'meta_key' => 'Máy toàn đạc, máy toàn đạc điện tử, total station, maytoandacLeica, máy toàn đạc điện tử Leica, Leica geosystem, LeicaFlexLine, LeicaTS, LeicaNova, LeicaMS, MultiStation, TS03, TS07, TS10, TS13, TS20, TS60, TM60, MS60', 'meta_des' => 'Máy toàn đạc, máy toàn đạc điện tử, total station, maytoandacLeica, máy toàn đạc điện tử Leica, Leica geosystem, LeicaFlexLine, LeicaTS, LeicaNova, LeicaMS, MultiStation, TS03, TS07, TS10, TS13, TS20, TS60, TM60, MS60', 'created' => '2026-01-23', 'modified' => '2026-02-02', 'status' => '1', 'view' => '434', 'slug' => 'may-toan-dac-dien-tu-leica-ts20-dong-may-robot-cao-cap', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '511', 'rght' => '512', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 4 => array( 'Post' => array( 'id' => '798', 'name' => 'Kiểm tra cao độ sàn nhà xưởng bằng máy thủy bình – Giải pháp chính xác cho thi công công nghiệp!', 'code' => null, 'alias' => 'kiem-tra-cao-do-san-nha-xuong-bang-may-thuy-binh-–-giai-phap-chinh-xac-cho-thi-cong-cong-nghiep', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<p data-end="637" data-start="299"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong xây dựng nhà xưởng, nhà máy và khu công nghiệp, kiểm tra cao độ sàn là công tác bắt buộc nhằm đảm bảo độ phẳng, cao độ đồng nhất và khả năng thoát nước đúng thiết kế. Chỉ một sai số nhỏ vài milimet cũng có thể ảnh hưởng đến vận hành máy móc, lưu thông xe nâng, tuổi thọ sàn bê tông và chất lượng nghiệm thu công trình. Chính vì vậy, máy thủy bình luôn là thiết bị được kỹ sư trắc địa – xây dựng tin dùng để kiểm tra cao độ sàn nhà xưởng với độ chính xác và độ ổn định cao.<br /> </span></span></p> ', 'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Trong xây dựng nhà xưởng, nhà máy và khu công nghiệp, kiểm tra cao độ sàn là công tác bắt buộc nhằm đảm bảo độ phẳng, cao độ đồng nhất và khả năng thoát nước đúng thiết kế. Chỉ một sai số nhỏ vài milimet cũng có thể ảnh hưởng đến vận hành máy móc, lưu thông xe nâng, tuổi thọ sàn bê tông và chất lượng nghiệm thu công trình. Chính vì vậy, máy thủy bình luôn là thiết bị được kỹ sư trắc địa – xây dựng tin dùng để kiểm tra cao độ sàn nhà xưởng nhờ độ chính xác cao và tính ổn định lâu dài.<br /> </em></span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Tại sao cần kiểm tra cao độ sàn nhà xưởng?</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo cao độ sàn bằng máy thủy bình giúp:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đảm bảo cao độ và độ phẳng đúng hồ sơ thiết kế</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phát hiện kịp thời các điểm lồi – lõm để xử lý trước khi hoàn thiện</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phục vụ công tác nghiệm thu sàn bê tông theo tiêu chuẩn kỹ thuật</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế chi phí sửa chữa sau khi công trình đưa vào sử dụng</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế, một số đơn vị sử dụng máy cân mực laser để kiểm tra cao độ. Tuy nhiên, phương pháp này chỉ phù hợp cho khu vực nhỏ. Với nhà xưởng có diện tích lớn, tia laser dễ bị phân tán khi chiếu xa, làm tăng sai số (có thể 5–10 mm), gây khó khăn trong kiểm soát chất lượng và nghiệm thu.<br /> <br /> Máy thủy bình quang học, với nguyên lý tia ngắm nằm ngang và độ phóng đại ống kính, cho kết quả ổn định và tin cậy hơn trên diện tích sàn lớn.<br /> </span></span><br /> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/nhà xưởng(1).jpg" style="width: 512px; height: 302px;" /></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Ưu điểm của máy thủy bình trong kiểm tra cao độ sàn</span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác cao: sai số khoảng 1–2 mm/1 km đo khép</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoạt động ổn định trong nhiều điều kiện ánh sáng</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đọc số trực tiếp trên mia, hạn chế sai số chủ quan</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp đo liên tục nhiều điểm trên mặt sàn nhà xưởng</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhờ các ưu điểm này, máy thủy bình vẫn là thiết bị tiêu chuẩn trong kiểm tra cao độ sàn công nghiệp.<br /> </span></span><br /> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Tiêu chí lựa chọn máy thủy bình đo sàn nhà xưởng</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Để đảm bảo sai số đo trong giới hạn cho phép (±2 mm), máy thủy bình nên đáp ứng các yêu cầu sau:</span></span><br /> <br /> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.1 Độ phóng đại ống kính</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Khuyến nghị từ 24X – 32X.</span></span><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Đọc mia rõ ở khoảng cách 50–80 m.</span></span> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 Độ chính xác</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khép tuyến ≤ 2.0 mm/1 km</span></span> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.3 Hệ thống cân bằng</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Nên sử dụng con lắc từ tính (Magnetic Damping)</span></span><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Giúp tia ngắm ổn định nhanh trong môi trường rung động</span></span> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.4 Tiêu chuẩn bảo vệ</span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Tối thiểu IP54, ưu tiên IP66</span></span><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Phù hợp môi trường nhiều bụi xi măng và nước bắn</span></span><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Các máy thủy bình được tin dùng khi kiểm tra cao độ sàn nhà xưởng</span></span></h2> <br /> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.1 Máy thủy bình Sokkia B40A</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sokkia B40A là dòng máy được sử dụng phổ biến trong đo sàn nhà xưởng.<br /> Ưu điểm nổi bật:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuẩn chống bụi – nước IP66, chịu được mưa rào</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Con lắc từ tính giúp bù nghiêng nhanh, chống rung tốt</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ phóng đại 24X, đọc mia rõ ở khoảng cách 40–50 m</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp cho thi công sàn nhà xưởng, nhà kho và khu công nghiệp quy mô vừa – lớn.<br /> </span></span> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/B40A.jpg" style="width: 450px; height: 377px;" /></span></span></p> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.2 Máy thủy bình Nikon AC-2S</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon AC-2S là lựa chọn phù hợp khi làm việc trong nhà xưởng thiếu ánh sáng.<br /> Ưu điểm:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ống kính Nikon có độ sáng và độ trong cao</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hình ảnh mia sắc nét, giảm mỏi mắt khi đo nhiều điểm</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết kế gọn nhẹ, dễ di chuyển trong không gian hẹp</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/Nikon AC2S.jpg" style="width: 450px; height: 377px;" /></span></span></p> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.3 Máy thủy bình Leica NA300 series ( NA320/NA324)</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dòng máy dành cho các công trình yêu cầu độ chính xác cao.<br /> <br /> Đặc điểm nổi bật:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số < 1.5 mm/1 km</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ bền cơ học cao, chịu va đập tốt</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoạt động ổn định lâu dài, ít phải hiệu chỉnh</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp cho nhà máy công nghệ cao, phòng sạch, khu sản xuất chính xác.<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/476249529_986351956959976_7286419762816488861_n.jpg" style="width: 450px; height: 377px;" /></span></span></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.4 Leica LS15 Digital Level – Máy thủy bình điện tử cao cấp</span></span></h3> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác: ~±0.2 mm/1 km (với mia invar)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính năng nổi bật:</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động lấy nét và kiểm tra độ nghiêng</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Màn hình màu cảm ứng, giảm sai sót do đọc thủ công</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bluetooth & USB truyền dữ liệu</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ nhớ lưu đến ~30.000 trị đo</span></span></li> </ul> </li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ phóng đại: 32×, phạm vi đo lên đến ~110 m</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp các dự án sàn công nghiệp quan trọng, lưới cao độ chính xác cao, đo khép tuyến.</span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/LS15.jpg" style="width: 450px; height: 396px;" /></span></span></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.5 Trimble DiNi Digital Level Series (Dini-03 / Dini-07)</span></span></h3> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác: tùy chọn đến ~0.3 mm/1 km</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiêu chuẩn bảo vệ: IP55</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giao diện trực quan, dễ thao tác</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Truyền dữ liệu nhanh qua USB</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp đo lặp nhiều, quan trắc và báo cáo số liệu chi tiết</span></span></li> </ul> </li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/Trimble Dini.jpg" style="width: 450px; height: 450px;" /></span></span></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Quy trình kiểm tra cao độ sàn nhà xưởng bằng máy thủy bình</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><u><strong>Bước 1</strong></u>: Chia lưới ô vuông (Grid Method)</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chia sàn thành các ô 3×3 m hoặc 5×5 m</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các giao điểm là vị trí đặt mia</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Bước 2</u></strong>: Dẫn mốc cao độ chuẩn</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập Benchmark (H₀) ổn định bên ngoài khu vực thi công</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Làm cơ sở so sánh cho toàn bộ số liệu</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Bước 3</u></strong>: Đo đạc thực địa</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đặt máy ở vị trí trung tâm, nền cứng</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cân bằng máy chính xác</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đọc BS → xác định HI</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đọc FS tại các nút lưới</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><u><strong>Bước 4</strong></u>: Xử lý và đánh giá số liệu<br /> ΔH = Số đọc thực tế – Số đọc thiết kế</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ΔH > 0 → Sàn thấp (lõm)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ΔH < 0 → Sàn cao (lồi)</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> !!! Lưu ý quan trọng khi kiểm tra cao độ sàn nhà xưởng:</span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc chuẩn phải ổn định – quyết định độ tin cậy toàn bộ phép đo</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng cách ngắm ≤ 40 m để kiểm soát sai số</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra máy trước khi đo: mực nước, ống kính, chân máy</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> >>> Kiểm tra cao độ sàn nhà xưởng bằng máy thủy bình là công tác không thể thiếu nhằm đảm bảo chất lượng thi công, độ phẳng sàn và an toàn vận hành lâu dài. Việc lựa chọn đúng thiết bị và tuân thủ quy trình đo chuẩn sẽ giúp kỹ sư và nhà thầu thu được kết quả chính xác – đáng tin cậy – dễ nghiệm thu cho mọi dự án xây dựng công nghiệp.</span></span><br /> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. FAQ – Hỏi đáp</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Kiểm tra cao độ sàn nhà xưởng nên sử dụng thiết bị nào?<br /> <em>Máy thủy bình quang học là lựa chọn phù hợp nhờ độ chính xác cao và ổn định trên diện tích lớn.<br /> </em><br /> - Máy laser cân mực có thể thay thế máy thủy bình không?<br /> <em>Không. Máy laser chỉ phù hợp cho phạm vi nhỏ, không đáp ứng độ chính xác khi kiểm tra sàn nhà xưởng diện tích lớn.</em><br /> <br /> - Sai số cho phép khi kiểm tra cao độ sàn là bao nhiêu?<br /> Thông thường yêu cầu sai số trong khoảng ±2 mm, tùy tiêu chuẩn thiết kế và yêu cầu của chủ đầu tư.<br /> <br /> - Khoảng cách đo tối đa từ máy thủy bình đến mia là bao nhiêu?<br /> <em>Khuyến nghị không vượt quá 40 m để đảm bảo kiểm soát sai số.</em><br /> <br /> - Có cần kiểm tra cao độ sàn trước khi hoàn thiện không?<br /> <em>Có. Việc kiểm tra sớm giúp xử lý sai lệch trước khi hoàn thiện, giảm rủi ro và chi phí sửa chữa.</em></span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Máy thủy bình 2.jpg" style="width: 800px; height: 419px;" /></span></span></p> ', 'images' => '202601221130150949baaf0ec2674bbe7f30c4972319a8.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy thủy bình', 'meta_key' => 'Máy thủy bình, máy thủy bình điện tử, đo cao độ, cao độ công trình, thi công nhà xưởng, đo chênh cao, Leica, Nikon, Topcon, Trimble', 'meta_des' => 'Máy thủy bình, máy thủy bình điện tử, đo cao độ, cao độ công trình, thi công nhà xưởng, đo chênh cao, Leica, Nikon, Topcon, Trimble', 'created' => '2026-01-22', 'modified' => '2026-02-02', 'status' => '1', 'view' => '4010', 'slug' => 'kiem-tra-cao-do-san-nha-xuong-bang-may-thuy-binh-giai-phap-chinh-xac-cho-thi-cong-cong-nghiep', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '509', 'rght' => '510', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 5 => array( 'Post' => array( 'id' => '797', 'name' => 'Máy toàn đạc Leica: chọn FlexLine, TS, Nova hay MS?', 'code' => null, 'alias' => 'may-toan-dac-leica-chon-flexline-ts-nova-hay-ms', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với dải sản phẩm trải rộng từ FlexLine → TS → Nova → MS (MultiStation), Leica Geosystems mang đến nhiều lựa chọn, nhưng cũng khiến không ít anh em băn khoăn: <em>công trình của mình nên dùng dòng nào là hợp lý nhất?</em></span></span>', 'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong trắc địa – xây dựng hiện nay, việc lựa chọn máy toàn đạc điện tử Leica phù hợp với từng loại công trình đóng vai trò then chốt, ảnh hưởng trực tiếp đến độ chính xác, hiệu suất thi công và chi phí đầu tư.<br /> <br /> Với dải sản phẩm trải rộng từ FlexLine → TS → Nova → MS (MultiStation), Leica Geosystems mang đến nhiều lựa chọn, nhưng cũng khiến không ít anh em băn khoăn: công trình của mình nên dùng dòng nào là hợp lý nhất?<br /> <br /> Bài viết dưới đây sẽ giúp bạn so sánh rõ ưu – nhược điểm từng dòng máy toàn đạc Leica, đồng thời gợi ý chọn máy đúng nhu cầu thực tế tại Việt Nam.</span></span></em><br /> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Máy toàn đạc Leica FlexLine (TS03, TS07, TS10…)</span></span></h2> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu hình đơn giản, dễ sử dụng, phù hợp nhiều đối tượng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi phí đầu tư thấp hơnso với các dòng tự động/robot.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đáp ứng tốt các công việc khảo sát – trắc địa cơ bản.</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần lớn thao tác thủ công.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không có motor, ATR, tự động khóa prism.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu suất đo và tốc độ làm việc thấp hơn dòng TS và Nova.</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo đạc địa chính, lập bản đồ nền.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công tác đo nhỏ lẻ, khối lượng không lớn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đơn vị cần máy toàn đạc Leica bền – ổn định – dễ dùng.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Nếu chỉ cần đo khảo sát cơ bản, Leica FlexLine là lựa chọn kinh tế và đủ dùng.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Máy toàn đạc Leica TS (TS13, TS20…)</span></span></h2> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức độ tự động hóa cao, có phiên bản robot.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác góc và EDM ổn định, phù hợp thi công.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ phần mềm Captivate, dễ tích hợp GNSS/RTK.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm thao tác thủ công, tăng tốc độ bố trí và đo kiểm.</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giá cao hơndòng FlexLine.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với model cao cấp (TS20) cần tính thêm phụ kiện robot (prism, tripod, pin, tay cầm).</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xây dựng dân dụng, công trình nhỏ và vừa.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công tác bố trí công trình, đo kiểm hình học.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi cần độ chính xác và hiệu suất cao hơn FlexLine.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Dòng TS là lựa chọn cân bằng giữa độ chính xác – tiện lợi – chi phí.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Máy toàn đạc Leica Nova (TS60, TM60…)</span></span></h2> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công nghệ robot hiện đại, động cơ chính xác cao.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động khóa mục tiêu, đo nhanh, ổn định.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều tính năng nâng cao:</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Multi-target</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo khoảng cách dài</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tích hợp GNSS / Sensor / Monitoring</span></span></li> </ul> </li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi phí đầu tư cao, yêu cầu người vận hành có chuyên môn tốt.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi phí vận hành (pin, phụ kiện, bảo trì) lớn hơn các dòng thấp.</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công trình lớn: cầu, đường, hầm, metro.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dự án hạ tầng quy mô lớn, yêu cầu độ tin cậy cao.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan trắc biến dạng, đo lặp chính xác dài hạn.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Với dự án quy mô lớn, Leica Nova là “xương sống” về độ chính xác và tự động hóa.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Máy toàn đạc Leica MS – MultiStation (MS60)</span></span></h2> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp toàn đạc + quét 3D + GNSS trong một thiết bị.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thu thập dữ liệu 3D dày, nhanh, giảm nhân lực.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất mạnh cho khảo sát hiện trạng và địa hình phức tạp.</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giá rất cao.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu hậu xử lý phức tạp, cần kỹ năng chuyên sâu.</span></span></li> </ul> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dự án cần dữ liệu 3D chi tiết.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy hoạch, khảo sát hạ tầng phức tạp.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công tác đo đạc + bản đồ + mô hình số trong một workflow.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> MS là giải pháp cao cấp nhất cho bài toán 3D và dữ liệu lớn.<br /> </span></span><br /> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Gợi ý chọn máy toàn đạc điện tử Leica theo nhu cầu</span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát đất đai, địa chính, bản đồ nền → <em>Leica FlexLine</em> hoặc <em>TS (model cơ bản).</em></span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xây dựng dân dụng, công trình nhỏ & vừa, bố trí thiết kế → <em>Leica TS</em> hoặc <em>Nova</em> (tùy yêu cầu độ chính xác).</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công trình giao thông, cầu hầm, hạ tầng phức tạp → <em>Leica Nova</em> hoặc <em>MS (MultiStation / Robot).</em></span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát địa hình phức tạp, cần dữ liệu 3D, đo nhanh nhiều điểm → <em>Leica MS – MultiStation.</em></span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>BẢNG SO SÁNH THÔNG SỐ LEICA FLEXLINE – TS – NOVA</strong></span></span><br /> <br /> <table border="0" cellpadding="0" cellspacing="3" style="width: 100%"> <thead> <tr> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tiêu chí</strong></span></span></th> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS03</strong></span></span></th> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS07</strong></span></span></th> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS10</strong></span></span></th> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS13</strong></span></span></th> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20</strong></span></span></th> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nova TM60</strong></span></span></th> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nova TS60</strong></span></span></th> <th style="text-align: left;"> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nova MS60</strong></span></span></th> </tr> </thead> <tbody> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác góc</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5″, 1″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo lăng kính</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.8–10,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5–10,000 m</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác đo gương</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1 mm+1 ppm</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>0.6 mm+1ppm</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo không gương</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">800 m (R800) / 1,600 m (R1600)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2,000 m</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác không gương</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm 2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Màn hình</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5″ đơn sắc</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5″ màu</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA (tuỳ chọn)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Kết nối có dây</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Ethernet / USB-C</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Bluetooth / WLAN</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Dữ liệu di động (4G)</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>AutoHeight</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera tổng quan</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera kính ngắm</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>SmartStation GNSS</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tiêu chí</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS03</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS07</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS10</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS13</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS20</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Nova TM60</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Nova TS60</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Nova MS60</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác góc</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″, 2″, 3″, 5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5″, 1″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5″</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1″</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo lăng kính</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.8–10,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9–3,500 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5–10,000 m</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác đo gương</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.6 mm + 1 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo không gương</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">800 m (R800) / 1,600 m (R1600)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500–5,000 m</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2,000 m</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác không gương</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Màn hình</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5″ đơn sắc</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5″ màu</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA (tuỳchọn)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5″ WVGA cảm ứng</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Kết nối có dây</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Ethernet / USB-C</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Bluetooth / WLAN</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Dữ liệu di động (4G)</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>AutoHeight</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera tổng quan</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera kính ngắm</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>SmartStation GNSS</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Động cơ (Robot)</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">DC Motor</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Brushless Direct Drives</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Piezo drives</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Piezo drives</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Piezo drives</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>ATR / Tracking</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (R1000)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">AI-powered ATR</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Prism Fast Search</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Scanning 3D</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (30,000 pts/s)</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Điều khiển từ xa</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hỗ trợ AP20</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">AP20 ID</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">AP20 ID + AutoPole</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hệ điều hành</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">FlexField</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">FlexField</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">FlexField</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate (Loc8 / GeoCloud Protect)</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Thời lượng pin</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 h</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 h</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 h</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">8–19 h</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~5 h</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~8 h</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~9 h</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~9 h</span></span></td> </tr> <tr> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Trọng lượng</strong></span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.3 kg</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.3 kg</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.4 kg</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.8 kg</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5.0 kg</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">7.2 kg</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">7.3 kg</span></span></td> <td> <span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">7.6 kg</span></span></td> </tr> </tbody> </table> <p> </p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/so-sanh-may-toan-dac-dien-tu-leica-FlexLine-TS-Nova-MS.jpg" style="width: 800px; height: 463px;" /></span></span> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. Câu hỏi thường gặp về máy toàn đạc Leica (FAQ)</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6.1 Máy toàn đạc Leica FlexLine có đủ dùng cho địa chính không?<br /> → Có. Với đo địa chính và bản đồ nền, FlexLine đáp ứng tốt và tiết kiệm chi phí.<br /> <br /> 6.2 Khi nào nên chọn TS thay vì FlexLine?<br /> → Khi cần độ chính xác cao hơn, thao tác nhanh hơn và giảm nhân lực.<br /> <br /> 6.3 Leica Nova có phù hợp công trình dân dụng không?<br /> → Phù hợp nếu công trình yêu cầu độ chính xác rất cao hoặc quan trắc.<br /> <br /> 6.4 MultiStation MS60 có thay thế máy quét laser không?<br /> → MS60 không thay thế hoàn toàn TLS chuyên dụng, nhưng rất hiệu quả cho khảo sát 3D kết hợp đo toàn đạc.<br /> <br /> >>> <u><strong>Tổng kết:</strong></u></span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo khảo sát cơ bản→ <em>FlexLine là đủ.</em></span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cân bằng giữa chính xác & tiện lợi→ <em>TS là lựa chọn hợp lý.</em></span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công trình lớn, yêu cầu cao→ <em>Nova hoặc MS.</em></span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Liên hệ <a href="https://tracdiathanhdat.vn/"><strong>Trắc Địa Thành Đạt </strong></a>để được tư vấn chọn máy toàn đạc Leica phù hợp đúng công trình – đúng ngân sách – đúng nhu cầu thực tế tại Việt Nam!<br /> </span></span>', 'images' => '202601210935384ebac4c3fe54ae49d9e64370bfd51ec3.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy toàn đạc điện tử', 'meta_key' => 'Máy toàn đạc, máy toàn đạc điện tử, total station, maytoandacLeica, máy toàn đạc điện tử Leica, Leica geosystem, LeicaFlexLine, LeicaTS, LeicaNova, LeicaMS, MultiStation, TS03, TS07, TS10, TS13, TS20, TS60, TM60, MS60', 'meta_des' => 'Máy toàn đạc, máy toàn đạc điện tử, total station, maytoandacLeica, máy toàn đạc điện tử Leica, Leica geosystem, LeicaFlexLine, LeicaTS, LeicaNova, LeicaMS, MultiStation, TS03, TS07, TS10, TS13, TS20, TS60, TM60, MS60', 'created' => '2026-01-21', 'modified' => '2026-02-02', 'status' => '1', 'view' => '576', 'slug' => 'may-toan-dac-leica-chon-flexline-ts-nova-hay-ms', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '507', 'rght' => '508', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 6 => array( 'Post' => array( 'id' => '796', 'name' => 'Cập nhật firrmware RTK qua WEB UI', 'code' => null, 'alias' => 'cap-nhat-firrmware-rtk-qua-web-ui', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Cập nhật firmware RTK qua Web UI – Hướng dẫn chi tiết & lưu ý kỹ thuật</span><br /> ', 'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong quá trình sử dụng máy GNSS RTK, việc cập nhật firmware bộ thu GNSS đóng vai trò đặc biệt quan trọng nhằm:</span></span></em><br /> <ul> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tối ưu khả năng FIX và độ ổn định khi đo RTK</span></span></em></li> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khắc phục các lỗi tồn tại trong firmware cũ</span></span></em></li> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bổ sung hoặc cải thiện các tính năng mới như IMU, radio, AR, giao tiếp dữ liệu…</span></span></em></li> </ul> <br /> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tuy nhiên, cập nhật firmware KHÔNG phải là cập nhật ứng dụng Android (APK), mà là nâng cấp hệ thống điều khiển lõi của bộ thu GNSS, tác động trực tiếp đến khả năng định vị và hoạt động RTK. Nếu thực hiện không đúng quy trình hoặc sử dụng firmware không phù hợp, thiết bị có thể phát sinh các lỗi nghiêm trọng như mất FIX, treo hệ thống, không khởi động hoặc không thể kết nối RTK.<br /> <br /> Hiện nay, nhiều dòng máy RTK đã hỗ trợ cập nhật firmware thông qua Web UI – giao diện quản lý nội bộ cho phép truy cập trực tiếp bằng trình duyệt web. Phần nội dung dưới đây tổng hợp cách các hãng GNSS phổ biến triển khai Web UI, quy trình cập nhật firmware, đồng thời hướng dẫn kết nối và sử dụng Web UI một cách an toàn, đúng kỹ thuật.<br /> </span></span></em> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Web UI trong máy RTK GNSS là gì?</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Web UI (Web-based User Interface) là giao diện quản lý nội bộ của bộ thu RTK, cho phép người dùng:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối trực tiếp với thiết bị qua WiFi hoặc mạng LAN</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Truy cập bằng trình duyệt web (Chrome, Edge, Safari…)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xem thông tin thiết bị và trạng thái GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu hình các tham số hệ thống</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật firmware bộ thu GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải dữ liệu đo, dữ liệu thô và nhật ký hệ thống</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Web UI mang lại sự tiện lợi lớn trong môi trường hiện trường, tuy nhiên cũng tiềm ẩn rủi ro nếu người dùng không hiểu rõ cách triển khai Web UI của từng hãng GNSS.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Cập nhật Firmware RTK qua Web UI theo từng hãng GNSS</span></span></h2> <br /> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.1. eFix GNSS – Web UI trong hệ sinh thái Android</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Web UI của eFix GNSS cho phép:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra thông tin thiết bị (model, serial, firmware)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo dõi trạng thái GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thực hiện cập nhật firmware bộ thu</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cách truy cập Web UI eFix</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối WiFi do bộ thu eFix phát</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở trình duyệt và truy cập IP mặc định của thiết bị</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">LƯU Ý: Firmware eFix phụ thuộc rất chặt vào model và đời mainboard. Việc cài sai firmware có thể khiến máy không boot được hoặc hoạt động không ổn định.<br /> <em>(Nguồn tham khảo: eFix GNSS – Firmware & User Guidance chính hãng).</em><br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.2. Meridian GNSS – Web UI trực quan với IP mặc định</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Meridian GNSS tích hợp Web UI nội bộ cho phép:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xem thông tin thiết bị và trạng thái GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu hình các tham số cơ bản</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật firmware trực tiếp qua Web UI</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cách truy cập</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối WiFi do bộ thu phát</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở trình duyệt và nhập: http://192.168.10.1</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Khuyến nghị: Chỉ sử dụng firmware chính hãng từ nhà sản xuất hoặc đại lý ủy quyền để đảm bảo tính tương thích và ổn định lâu dài.<br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.3. eSurvey / SurPad – Cập nhật firmware qua Web UI</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trên các bộ thu RTK eSurvey, Web UI (kết hợp với hệ thống SurPad / E-Survey) cho phép:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra trạng thái GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập các tham số cơ bản</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật firmware từ tab “Management”</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Người dùng truy cập Web UI bằng cách kết nối WiFi bộ thu và mở trình duyệt tương tự các hãng khác.<br /> <em>(Nguồn tham khảo: Hướng dẫn sử dụng Web UI trên máy RTK eSurvey).</em><br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.4. GeoMate GNSS – Web UI có nhưng cần thận trọng</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với GeoMate GNSS, Web UI chủ yếu dùng để:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản lý thiết bị</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu hình cơ bản hệ thống</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiện các tài liệu công bố chưa mô tả chi tiết quy trình cập nhật firmware trực tiếp qua Web UI.<br /> <br /> > Khuyến nghị khi cập nhật firmware GeoMate:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ tải firmware từ nguồn chính hãng</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra chính xác model + phiên bản firmware hiện tại trước khi cài đặt</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.5. Trimble – Web UI có kiểm soát chặt từ hãng</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trimble hỗ trợ cập nhật firmware GNSS qua Web UI chính thức, với quy trình rõ ràng:</span></span><br /> <ol> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Truy cập Web UI của bộ thu</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn Firmware → Install New Firmware</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn file firmware tải từ trang hỗ trợ Trimble</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cài đặt và khởi động lại thiết bị</span></span></li> </ol> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trimble kiểm soát firmware theo model và serial, giúp giảm nguy cơ cài sai.<br /> <em>(Nguồn tham khảo: Trimble Receiver Help Portal).</em><br /> </span></span> <h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.6. Leica Geosystems – Hạn chế Web UI, ưu tiên quy trình chuẩn</span></span></h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khác với nhiều hãng khác, Leica Geosystems không khuyến khích cập nhật firmware trực tiếp qua Web UI. Thay vào đó:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Firmware đi kèm Captivate Release Notes</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật theo quy trình chính hãng (qua thẻ SD hoặc bộ điều khiển)</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Nguồn tham khảo: Leica Captivate Manual & Release Notes.</em><br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Kết nối máy tính, điện thoại, máy tính bảng với máy RTK qua Web UI</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hầu hết các bộ thu GNSS RTK hiện đại đều hoạt động như một điểm phát WiFi nội bộ (WiFi Hotspot). Người dùng có thể kết nối bằng PC, điện thoại hoặc máy tính bảng để truy cập Web UI mà không cần cài thêm phần mềm.<br /> <br /> Các bước truy cập Web UI (ví dụ trên PC)</span></span><br /> <br /> <ol> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối WiFi do bộ thu RTK phát: Tên WiFi thường là Serial Number (SN)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở trình duyệt web</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhập địa chỉ: http://192.168.10.1</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đăng nhập Web UI: Mật khẩu mặc định: password (có thể thay đổi).</span></span></li> </ol> <h2> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">4. Các chức năng chính trong Web UI của máy RTK </span></h2> <p> <em><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Dựa trên </span><span style="font-size: 12px;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">giao diện Web UI dòng máy RTK của hãng eSurvey và các dòng máy tương tự</span></span>)</span></em></p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.1 Tab Position – Định vị & trạng thái GNSS</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chế độ làm việc: Base / Rover / Static</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tọa độ (kinh, vĩ, cao độ)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trạng thái nghiệm: Fix / Float / Single</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số vệ tinh theo dõi</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PDOP, HDOP, TDOP, HRMS, VRMS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giờ địa phương & múi giờ</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bắt đầu / dừng ghi dữ liệu đo tĩnh</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-position1.jpg" style="width: 600px; height: 405px;" /></span></span><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.2 Tab Data Link – Liên kết dữ liệu</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bluetooth</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Radio</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Network / SIM</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-position-1.jpg" style="width: 600px; height: 405px;" /><br /> 4.3 Tab Satellites – Vệ tinh</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan sát số vệ tinh</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phân bố vệ tinh theo hệ</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập góc ngưỡng vệ tinh</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-ve-tinh 3.jpg" style="width: 600px; height: 407px;" /><br /> 4.4 Tab Information – Thông tin thiết bị</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS receiver, anten</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mainboard</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UHF, Network module</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-thong-tin 4.jpg" style="width: 600px; height: 404px;" /><br /> 4.5 Tab Working Mode – Chế độ làm việc</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn Base / Rover / Static</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phương thức kết nối tương ứng</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-thiet-lap-che-do-lam-viec 5.jpg" style="width: 600px; height: 407px;" /><br /> 4.6 Tab Satellite Settings – Thiết lập thu vệ tinh</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GPS, GLONASS, BeiDou, Galileo, SBAS, QZSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK timeout</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chế độ FIX chính xác cao</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-satellite-setting 6.jpg" style="width: 600px; height: 403px;" /><br /> 4.7 Tab Device Configuration – Cấu hình thiết bị</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Time zone</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">IMU output</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Baud rate cổng serial</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Âm thanh, cảnh báo Base</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ nhớ, debug</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động bật/tắt nguồn</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chia sẻ Internet qua WiFi hotspot</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-device-configuration 7.jpg" style="width: 600px; height: 403px;" /><br /> 4.8 Tab NMEA Message – Dữ liệu NMEA</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu hình NMEA qua Bluetooth / cổng 5-pin</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS PPP output</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ghi NMEA</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-nmea-message8.jpg" style="width: 600px; height: 403px;" /><br /> 4.9 Tab View Log – Nhật ký</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xem & tải log ứng dụng, log hệ điều hành</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-view-log 9.jpg" style="width: 600px; height: 403px;" /><br /> 4.10 Tab Raw Data – Dữ liệu thô</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải raw GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuyển đổi RINEX</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải nhiều file</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-raw-data 10.jpg" style="width: 600px; height: 403px;" /><br /> 4.11 Tab Backup Data – Sao lưu</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải hoặc xóa dữ liệu điểm</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-backup-data 11.jpg" style="width: 600px; height: 403px;" /><br /> 4.12 Tab Management – Quản lý thiết bị</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cài đặt firmware mới</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đăng ký thiết bị / GNSS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập bảo mật</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định dạng bộ nhớ</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự kiểm tra</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khôi phục cài đặt gốc</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khởi động lại bộ thu</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/tab-management 12.jpg" style="width: 600px; height: 403px;" /><br /> <br /> >>> Việc cập nhật firmware thông qua Web UI tác động trực tiếp đến hệ thống lõi của bộ thu GNSS. Người dùng chỉ nên thực hiện khi đã xác định đúng model, đúng firmware và đúng quy trình của nhà sản xuất.<br /> Cập nhật firmware đúng cách – đúng nguồn – đúng thời điểm sẽ giúp hệ thống RTK hoạt động ổn định, tối ưu khả năng FIX và hạn chế tối đa rủi ro ngoài thực tế.<br /> </span></span><br /> ', 'images' => '202601191058403cdbfac574ba000accb0ead9377f4654.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy RTK', 'meta_key' => 'Máy RTK, GNSS, FirmwareRTK, WebUI,TracDiaThanhDat,Leica, Trimble, eFix, Meridian, eSurvey, GeoMate', 'meta_des' => 'Máy RTK, GNSS, FirmwareRTK, WebUI,TracDiaThanhDat,Leica, Trimble, eFix, Meridian, eSurvey, GeoMate', 'created' => '2026-01-19', 'modified' => '2026-02-01', 'status' => '1', 'view' => '621', 'slug' => 'cap-nhat-firrmware-rtk-qua-web-ui', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '505', 'rght' => '506', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 7 => array( 'Post' => array( 'id' => '795', 'name' => 'MÚI CHIẾU 3° VÀ 6° TRONG HỆ TỌA ĐỘ VN-2000', 'code' => null, 'alias' => 'mui-chieu-3°-va-6°-trong-he-toa-do-vn-2000', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu 3° và 6° trong hệ tọa độ VN-2000 <br /> <em>(Góc nhìn theo Thông tư 973/2001/TT-TCĐC)</em></span></span>', 'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong lĩnh vực trắc địa, GIS và xây dựng, việc lựa chọn và sử dụng múi chiếu bản đồ có ảnh hưởng trực tiếp đến độ chính xác hình học, sai số biến dạng và tính pháp lý của dữ liệu không gian. Trong thực tế, các khái niệm múi chiếu 3°, múi chiếu 6°, UTM và VN-2000 đôi khi bị sử dụng chưa thống nhất, dẫn đến nhầm lẫn trong áp dụng và trao đổi kỹ thuật.<br /> <br /> Bài viết này trình bày và làm rõ vấn đề múi chiếu 3° và 6° trong hệ tọa độ quốc gia VN-2000, dựa trên Thông tư 973/2001/TT-TCĐC và bản chất của phép chiếu Transverse Mercator, nhằm giúp người sử dụng hiểu đúng và áp dụng phù hợp trong từng bài toán cụ thể.<br /> </span></span></em> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Múi chiếu bản đồ là gì?</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu bản đồ là phần bề mặt Trái Đất được giới hạn bởi hai đường kinh tuyến, được biểu diễn lên mặt phẳng thông qua một phép chiếu bản đồ xác định.<br /> <br /> Việc chia bề mặt Trái Đất thành các múi chiếu giúp:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm sai số biến dạng khi chiếu từ mặt cong sang mặt phẳng,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thuận tiện cho đo đạc, tính toán và thành lập bản đồ,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp với từng quy mô và mục đích sử dụng khác nhau.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế trắc địa và bản đồ học, phép chiếu hình trụ ngang đồng góc (Transverse Mercator) là một trong những phép chiếu được sử dụng phổ biến nhất, đặc biệt đối với các múi chiếu 3° và 6°.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Quy định về múi chiếu trong hệ tọa độ VN-2000</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo Thông tư 973/2001/TT-TCĐC của Tổng cục Địa chính, khi áp dụng Hệ quy chiếu và Hệ tọa độ quốc gia VN-2000: <em>“Hệ tọa độ quốc gia VN-2000 được xây dựng trên phép chiếu hình trụ ngang đồng góc (Transverse Mercator) và cho phép áp dụng các múi chiếu 3° hoặc 6° tùy theo mục đích và quy mô bản đồ.”</em><br /> <br /> Từ quy định này có thể khẳng định:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ tọa độ VN-2000 cho phép sử dụng cả múi chiếu 3° và múi chiếu 6°,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc lựa chọn múi chiếu không mang tính tùy tiện, mà phải phù hợp với mục đích sử dụng và quy mô bản đồ.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế trắc địa và bản đồ học, phép chiếu hình trụ ngang đồng góc (Transverse Mercator) là một trong những phép chiếu được sử dụng phổ biến nhất, đặc biệt đối với các múi chiếu 3° và 6°.</span></span> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Múi chiếu 6° (UTM) – Phạm vi khu vực và liên tỉnh</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu 6° có bề rộng 6 độ kinh độ, thường được biết đến rộng rãi thông qua hệ thống UTM (Universal Transverse Mercator).<br /> <br /> 3.1 Đặc điểm chính</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ diện tích rộng,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thuận lợi cho các bài toán bản đồ và GIS quy mô lớn,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số biến dạng tăng dần khi khoảng cách tới kinh tuyến trục tăng.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 Phạm vi ứng dụng<br /> <br /> Múi chiếu 6° phù hợp cho:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản đồ quốc gia, vùng, liên tỉnh,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các hệ thống GIS tổng hợp,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy hoạch không gian, hạ tầng quy mô lớn.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu ý: UTM không phải là một hệ tọa độ riêng, mà là cách tổ chức múi chiếu 6° của phép chiếu Transverse Mercator, thường được sử dụng cùng hệ quy chiếu WGS84 trong thông lệ quốc tế.<br /> </span></span> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Utm-zones(1).jpg" style="width: 800px; height: 400px;" /></span></span></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Múi chiếu 3° – Tiêu chuẩn cho đo đạc chính xác</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu 3° có bề rộng hẹp hơn, giúp giảm đáng kể sai số biến dạng so với múi 6°.<br /> <br /> 4.1 Đặc điểm chính</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác hình học cao,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Biến dạng chiều dài và diện tích nhỏ,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp cho các bài toán yêu cầu độ chính xác cao.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.2 Phạm vi ứng dụng<br /> <br /> Trong hệ tọa độ VN-2000, múi chiếu 3° thường được sử dụng cho:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo vẽ địa chính,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản đồ tỷ lệ lớn,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bố trí và thi công công trình,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hồ sơ pháp lý đất đai.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi sử dụng VN-2000, bắt buộc phải xác định rõ múi chiếu và kinh tuyến trục, vì đây là tham số pháp lý của hệ tọa độ, không được mặc định như trong hệ UTM.<br /> </span></span><br /> <br /> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Nhận định thực tế tại Việt Nam</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế đo đạc tại Việt Nam:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">VN-2000 múi chiếu 3° là lựa chọn chủ đạo cho công tác địa chính và xây dựng,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu 6° (UTM) chủ yếu phù hợp cho bản đồ khu vực – vùng và các bài toán GIS tổng hợp.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc sử dụng đúng múi chiếu giúp đảm bảo:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác kỹ thuật,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính thống nhất dữ liệu,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sự phù hợp với quy định pháp lý hiện hành.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> <strong>>>> Tóm lại: </strong></span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ tọa độ quốc gia VN-2000 cho phép sử dụng cả múi chiếu 3° và 6° theo Thông tư 973/2001/TT-TCĐC.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu 6° (UTM) phù hợp cho bản đồ khu vực và liên tỉnh.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Múi chiếu 3° được ưu tiên cho đo đạc chính xác, địa chính và công trình.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UTM là cách tổ chức múi chiếu, trong khi VN-2000 là hệ tọa độ quốc gia – hai khái niệm này không nên sử dụng thay thế cho nhau.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiểu đúng và sử dụng đúng múi chiếu là điều kiện quan trọng để đảm bảo độ chính xác kỹ thuật và tính pháp lý của mọi sản phẩm đo đạc và bản đồ.<br /> <br /> <em>>>> Tài liệu tham khảo:</em></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Thông tư 973/2001/TT-TCĐC – Hướng dẫn áp dụng Hệ quy chiếu và Hệ tọa độ quốc gia VN-2000</em></span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Tài liệu chuyên ngành về phép chiếu Transverse Mercator / UTM</em></span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em><img alt="" src="/admin/webroot/upload/image/images/Kinh tuyến trục.jpg" style="width: 747px; 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Tín hiệu GNSS thô (không hiệu chỉnh) thường chỉ đạt độ chính xác khoảng 5–10 mét, không đáp ứng yêu cầu của các lĩnh vực như nông nghiệp chính xác, trắc địa, robot tự hành, xe tự lái,… Bằng cách tính toán và áp dụng các hiệu chỉnh sai số lên tín hiệu GNSS, độ chính xác có thể được cải thiện gấp 100 lần, đạt mức centimet.</span></span>', 'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Hiệu chỉnh GNSS là yếu tố then chốt để đạt được định vị độ chính xác cao. Tín hiệu GNSS thô (không hiệu chỉnh) thường chỉ đạt độ chính xác khoảng 5–10 mét, không đáp ứng yêu cầu của các lĩnh vực như nông nghiệp chính xác, trắc địa, robot tự hành, xe tự lái,… Bằng cách tính toán và áp dụng các hiệu chỉnh sai số lên tín hiệu GNSS, độ chính xác có thể được cải thiện gấp 100 lần, đạt mức centimet.</em><br /> <br /> Bài viết này trình bày các phương pháp hiệu chỉnh GNSS chính:</span></span><br /> <ul> <li> <strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">DGNSS (GNSS vi sai)</span></span></em></strong></li> <li> <strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SBAS (Hệ thống tăng cường vệ tinh)</span></span></em></strong></li> <li> <strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK (Động học thời gian thực)</span></span></em></strong></li> <li> <strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP (Định vị điểm chính xác)</span></span></em></strong></li> <li> <strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP-RTK</span></span></em></strong></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đồng thời phân tích đặc điểm, ưu nhược điểm và phạm vi ứng dụng của từng phương pháp, cũng như cách lựa chọn phương án phù hợp.<br /> </span></span> <p> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS định vị tiêu chuẩn hoạt động như thế nào?</span></span></strong><br /> </p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tín hiệu GNSS thô từ mỗi vệ tinh mang một mã giả ngẫu nhiên (PRN), cung cấp ba thông tin chính:</span></span><br /> <ul> <li> <strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ai: định danh vệ tinh.</span></span></em></strong></li> <li> <strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ở đâu: vị trí quỹ đạo.</span></span></em></strong></li> <li> <strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi nào: thời điểm phát tín hiệu.</span></span></em></strong></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy thu GNSS so sánh mã PRN nhận được với mã PRN nội sinh của nó để xác định thời gian truyền tín hiệu, từ đó tính ra khoảng cách giả (pseudorange). Khi có khoảng cách đến ít nhất 4 vệ tinh, máy thu có thể xác định vị trí 3D của mình.<br /> <br /> Tín hiệu GNSS bị ảnh hưởng bởi nhiều nguồn sai số:</span></span><br /> <ul> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tầng điện ly & đối lưu làm chậm và bẻ cong tín hiệu.</span></span></em></li> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đồng hồ & quỹ đạo vệ tinh.</span></span></em></li> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đa đường (multipath) do phản xạ từ nhà cửa, cây cối.</span></span></em></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tổng sai số dẫn đến độ chính xác chỉ khoảng 5–10 m. Từ đây, các phương pháp hiệu chỉnh GNSS ra đời để giảm và loại bỏ các sai số này.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Differential GNSS (DGNSS – GNSS vi sai)</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguyên lý:</strong><br /> Định vị tương đối bằng cách so sánh số liệu giữa máy rover và trạm tham chiếu có tọa độ đã biết chính xác.<br /> <br /> <strong>Cách hoạt động:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trạm base tính sai số pseudorange cho từng vệ tinh</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phát các hiệu chỉnh này cho rover</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rover áp dụng hiệu chỉnh để loại bỏ sai số chung</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác</strong>: Dưới 1 mét<br /> <br /> <strong>Ưu điểm</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dễ triển khai</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiêu thụ điện thấp</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian hội tụ nhanh</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác thấp hơn RTK/PPP</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phụ thuộc khoảng cách đến trạm base</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng: </span></span></strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Hàng hải, n</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">ông nghiệp mức cơ bản, t</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">hiết bị GNSS pin nhỏ.</span> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/GNSSCorrections-Types-SBAS-2-1024x683.jpg" style="width: 800px; height: 534px;" /></span></span></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. SBAS – Hệ thống tăng cường vệ tinh</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguyên lý</strong>: Tương tự DGNSS nhưng hiệu chỉnh được t</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">ính toán tập trung và p</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">hát qua vệ tinh địa tĩnh.</span><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ví dụ SBAS:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">WAAS (Mỹ)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">EGNOS (Châu Âu)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">MSAS (Nhật Bản)</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác</strong>: ~1–3 m<br /> <br /> <strong>Ưu điểm</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Miễn phí</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ rộng khu vực lớn</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không cần base cục bộ</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác hạn chế</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khó thu vệ tinh địa tĩnh ở đô thị / vĩ độ cao</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng: </span></span></strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Hàng không, </span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Hàng hải, </span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Nông nghiệp quy mô lớn.</span> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. RTK – Real-Time Kinematic</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguyên lý: </strong>Sử dụng đo pha sóng mang (carrier-phase) kết hợp hiệu chỉnh thời gian thực từ trạm base.<br /> <br /> <strong>Đặc điểm kỹ thuật:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bước sóng L1 GPS ≈ 19 cm</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giải ẩn số nguyên (integer ambiguity)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sử dụng double differencing + thuật toán LAMBDA</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác</strong>: 1–2 cm<br /> <br /> <strong>Thời gian fix</strong>: vài giây<br /> <br /> <strong>Ưu điểm: </strong></span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Độ chính xác cao nhất, h</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">ội tụ cực nhanh</span><br /> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi giới hạn (≈ 20–30 km)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần kết nối ổn định (radio / NTRIP)</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc địa</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thi công – stakeout</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Robot, UAV</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nông nghiệp chính xác</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. PPP – Precise Point Positioning</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguyên lý</strong>: Định vị tuyệt đối bằng cách áp dụng:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quỹ đạo vệ tinh chính xác</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đồng hồ vệ tinh chính xác</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô hình khí quyển toàn cầu</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đặc điểm:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không cần trạm base cục bộ</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hội tụ bằng cách tự giải ẩn số pha</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác</strong>: cm (tĩnh)<br /> <br /> <strong>Thời gian hội tụ</strong>: 10–30 phút<br /> <br /> <strong>Ưu điểm</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ toàn cầu</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp vùng xa, biển khơi</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hội tụ chậm</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không phù hợp ứng dụng cần real-time</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hàng hải – ngoài khơi</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoa học – địa vật lý</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo đạc khu vực hẻo lánh</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. PPP-RTK – Phương pháp lai hiện đại</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguyên lý</strong>: Là sự kết hợp giữa:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh vệ tinh chính xác của PPP</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh khí quyển & pha kiểu RTK</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công nghệ cốt lõi:</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SSR (State Space Representation)</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Wide-lane ambiguity resolution (bước sóng dài → fix nhanh)</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ chính xác</strong>: 3–7 cm<br /> <br /> <strong>Thời gian hội tụ</strong>: 10–30 giây<br /> <br /> <strong>Ưu điểm</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhanh hơn PPP</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ rộng hơn RTK</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở rộng cho số lượng người dùng lớn</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần máy GNSS đa tần hiện đại</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác thấp hơn RTK cự ly ngắn</span></span></li> </ul> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng</span></span></strong><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xe tự lái – ADAS</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UAV</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản lý đội xe</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nông nghiệp thông minh</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> <strong>BẢNG SO SÁNH </strong></span></span><br /> <br /> <table border="0" cellpadding="0" style="width: 100%"> <thead> <tr> <th> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phương pháp</span></span></th> <th> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác</span></span></th> <th> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian fix</span></span></th> <th> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi</span></span></th> </tr> </thead> <tbody> <tr> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS thường</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5–10 m</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vài giây</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn cầu</span></span></td> </tr> <tr> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SBAS</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1–3 m</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 s</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lục địa</span></span></td> </tr> <tr> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">DGNSS</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><1 m</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5–20 s</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cục bộ</span></span></td> </tr> <tr> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">~10 cm</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">10–30 phút</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn cầu</span></span></td> </tr> <tr> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP-RTK</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3–7 cm</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">10–30 s</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khu vực</span></span></td> </tr> <tr> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1–2 cm</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">~5 s</span></span></td> <td> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">≤30 km</span></span></td> </tr> </tbody> </table> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> >>> Không có phương pháp hiệu chỉnh GNSS nào “tốt nhất cho mọi trường hợp”. Chỉ có phương pháp phù hợp nhất với yêu cầu công việc:</span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần nhanh – chính xác tuyệt đối → RTK</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần phủ rộng – không cần base → PPP / PPP-RTK</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần ổn định – tiết kiệm năng lượng → DGNSS / SBAS</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/Grey Minimalist Architecture Search Bar Facebook Cover (1).png" style="width: 800px; height: 451px;" /></span></span></p> ', 'images' => '20251222101550f3bda8482463fdd4796e4f3880688643.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy RTK', 'meta_key' => 'Máy RTK, hiệu chỉnh GNSS, CORS, VNGEONET, SBAS, DGNSS, PPP-RTK, hệ tọa độ, đo đạc, khảo sát', 'meta_des' => 'Máy RTK, hiệu chỉnh GNSS, CORS, VNGEONET, SBAS, DGNSS, PPP-RTK, hệ tọa độ, đo đạc, khảo sát', 'created' => '2025-12-22', 'modified' => '2026-02-02', 'status' => '1', 'view' => '1108', 'slug' => 'tim-hieu-cac-phuong-phap-hieu-chinh-gnss', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '501', 'rght' => '502', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 9 => array( 'Post' => array( 'id' => '792', 'name' => 'Stakeout bằng RTK GNSS và Toàn đạc điện tử', 'code' => null, 'alias' => 'stakeout-bang-rtk-gnss-va-toan-dac-dien-tu', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trong công tác stakeout (cắm điểm/định vị thi công), GNSS RTK và Toàn đạc điện tử đều là công cụ quan trọng — nhưng mỗi cái có đặc thù, ưu/nhược điểm và thời điểm sử dụng khác nhau. Không phải cái nào “tốt hơn”, mà là chọn đúng nơi – đúng lúc.</span>', 'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong công tác stakeout (cắm điểm/định vị thi công), GNSS RTK và Toàn đạc điện tử đều là công cụ quan trọng — nhưng mỗi cái có đặc thù, ưu/nhược điểm và thời điểm sử dụng khác nhau. Không phải cái nào “tốt hơn”, mà là chọn đúng nơi – đúng lúc.<br /> <br /> RTK GNSS là phương pháp định vị vệ tinh động thời gian thực, trong đó tọa độ điểm đo được xác định thông qua xử lý tín hiệu GNSS và hiệu chỉnh sai số từ trạm Base hoặc mạng CORS. Kết quả đo được thể hiện trong hệ tọa độ không gian toàn cầu hoặc hệ tọa độ quốc gia, phù hợp cho các bài toán định vị tổng thể, đo diện rộng và thiết lập khung khống chế ban đầu.<br /> <br /> Toàn đạc điện tử là thiết bị đo đạc sử dụng nguyên lý đo góc và khoảng cách để xác định vị trí điểm trong hệ tọa độ cục bộ hoặc hệ tọa độ công trình, dựa trên các điểm khống chế đã biết. Phương pháp này cho phép kiểm soát chặt chẽ hình học không gian, cao độ và sai số tương đối, đặc biệt hiệu quả trong các công trình yêu cầu độ chính xác cao.<br /> <br /> Chính sự khác biệt về nguyên lý đo và cách kiểm soát sai số khiến RTK GNSS và Toàn đạc điện tử không mang tính thay thế, mà thường được kết hợp trong cùng một workflow để đạt hiệu quả và độ tin cậy cao nhất.<br /> </span></span></em><br /> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Bảng so sánh tổng quan RTK GNSS vs Toàn đạc điện tử</span></span></h2> <br /> <table border="0" cellpadding="0"> <thead> <tr> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiêu chí</span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS</span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc điện tử</span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận xét kỹ thuật</span></span><br /> </th> </tr> </thead> <tbody> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản chất đo</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị tuyệt đối theo GNSS</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị tương đối trong mạng khống chế </span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Khác nhau về nguyên lý</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức cm (RTK Fix, môi trường tốt) </span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức mm (đo cạnh & góc)</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc vượt trội cho chi tiết</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tốc độ</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất nhanh, phù hợp diện rộng</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Chậm hơn do ngắm gương</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK có lợi thế tốc độ</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Vài km đến hàng chục km<br /> (Base–Rover / CORS) </span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">~500–1000 m, cần line-of-sight</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK phù hợp khu vực lớn</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cao độ & hình học </span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Có thể biến động theo vệ tinh</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm soát cao độ rất tốt</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc an toàn cho cao độ</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhân lực</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Thường 1 người</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Thường 2 người (robot có thể 1)</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK tiết kiệm nhân lực</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính cơ động</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Gọn nhẹ, setup nhanh</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cồng kềnh hơn</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK linh hoạt hơn</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi phí</span></span></strong></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đầu tư cao hơn, có thể có phí<br /> CORS </span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ổn định, dễ kiểm soát</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tùy quy mô dự án</span></span></td> </tr> </tbody> </table> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <h2 style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Blue and White Neon Gradients Virtual Video Background (100)(2).png" style="width: 780px; height: 439px;" /></span></span></h2> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. So sánh ứng dụng thực tế theo từng tình huống công việc</span></span></h2> <br /> <table border="0" cellpadding="0"> <thead> <tr> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tình huống</span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS</span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc</span></span><br /> </th> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận định</span></span><br /> </th> </tr> </thead> <tbody> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo diện rộng (ruộng, rừng, KCN) </span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo nhanh, không cần line-of-sight </span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Khó triển khai diện rộng</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS vượt trội</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo chi tiết công trình</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác cm, dễ nhiễu</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác mm, ổn định </span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc tốt hơn</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Khu đô thị nhiều nhà cao tầng</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Dễ bị che khuất vệ tinh</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Không phụ thuộc vệ tinh</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc hiệu quả</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa hình mở</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tín hiệu tốt, đo rất nhanh</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo được nhưng chậm</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK thuận tiện</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Giám sát thi công hằng ngày</span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Xác định mốc tổng thể</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra trục, cao độ</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nên kết hợp</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chính – bản đồ – nông nghiệp </span></span></strong><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất phù hợp cho diện rộng</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Bổ trợ khi cần chi tiết</span></span><br /> </td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK là chủ đạo</span></span><br /> </td> </tr> <tr> <td> <strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoàn công – nghiệm thu</span></span></strong></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra tổng thể</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Chính xác chi tiết</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc an toàn</span></span></td> </tr> </tbody> </table> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica_TS16_Carousel_Image_1_800x428.jpg" style="width: 763px; height: 408px;" /></span></span></p> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Workflow được áp dụng phổ biến trong công tác cắm điểm/định vị thi công </span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">thực tế</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> </span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo hướng dẫn ứng dụng của Leica Geosystems và Trimble, các dự án chuyên nghiệp thường áp dụng quy trình sau:</span></span> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.1 RTK GNSS</span></span></h3> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xác định hệ tọa độ,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Fix mốc khống chế,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập bản đồ nền, định vị tổng thể.</span></span></li> </ul> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 Toàn đạc điện tử</span></span></h3> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bố trí tim trục,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm soát cao độ,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Stakeout chi tiết,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoàn công – nghiệm thu.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đây là lý do vì sao RTK và Toàn đạc luôn đi cùng nhau trên công trường, chứ không cạnh tranh trực tiếp.</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS mạnh về tốc độ, phạm vi, tính cơ động.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Toàn đạc điện tử mạnh về độ chính xác, hình học, cao độ và độ tin cậy.</span></span></li> </ul> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/maxresdefault (1)(2).jpg" style="width: 780px; height: 439px;" /></p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không có thiết bị nào “tốt nhất cho mọi công việc”. Việc sử dụng đúng thiết bị cho đúng mục đích giúp:</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm sai số,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian,</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dễ bảo vệ số liệu khi nghiệm thu.</span></span></li> </ul> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Kết hợp công nghệ GNSS hiện đại với độ chính xác truyền thống của máy toàn đạc </span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">là xu hướng chung của các đội đo đạc chuyên nghiệp hiện nay.<br /> <br /> <em>>>> <u>Nguồn tham khảo:</u><br /> Leica Geosystems – GNSS vs Total Station Applications<br /> Trimble – Stakeout and Construction Surveying Guidelines<br /> Topcon – GNSS and Total Station Field Workflows</em><br /> </span></span>', 'images' => '202512170947176dafab5f86d9e5f32ba9ce303d86098f.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy RTK', 'meta_key' => 'Máy RTK, máy toàn đạc điện tử, máy toàn đạc Leica, máy toàn đạc Topcon, máy toàn đạc Nikon, máy toàn đạc Sokkia, đo đạc, khảo sát, GIS, BIM', 'meta_des' => 'Máy RTK, máy toàn đạc điện tử, máy toàn đạc Leica, máy toàn đạc Topcon, máy toàn đạc Nikon, máy toàn đạc Sokkia, đo đạc, khảo sát, GIS, BIM', 'created' => '2025-12-17', 'modified' => '2026-02-02', 'status' => '1', 'view' => '1630', 'slug' => 'stakeout-bang-rtk-gnss-va-toan-dac-dien-tu', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '499', 'rght' => '500', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ) ) $tinlq = array( (int) 0 => array( 'Post' => array( 'id' => '769', 'name' => 'Vùng chiếu 3° và 6° trong hệ tọa độ VN-2000 là gì? Vì sao Việt Nam chọn vùng chiếu 3°?', 'code' => null, 'alias' => 'vung-chieu-3°-va-6°-trong-he-toa-do-vn-2000-la-gi-vi-sao-viet-nam-chon-vung-chieu-3°', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bài viết này giúp bạn hiểu rõ sự khác biệt giữa vùng chiếu 3° và 6°, lý do Việt Nam sử dụng vùng chiếu 3° trong hệ VN-2000, và vai trò của kinh tuyến trục trong từng vùng chiếu.</span></span>', 'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong công tác đo đạc, bản đồ và quản lý đất đai, việc sử dụng đúng <strong>phép chiếu bản đồ</strong> và cấu hình đúng <strong>vùng chiếu</strong> là yếu tố then chốt giúp đảm bảo độ chính xác tọa độ. Hệ tọa độ quốc gia VN-2000 của Việt Nam sử dụng phép chiếu <strong>Transverse Mercator (TM)</strong> với các vùng chiếu <strong>3°</strong> hoặc <strong>6°</strong>, tùy vào yêu cầu kỹ thuật.</span></span><br /> <br /> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Black White Modern Geometric Real Esatate Agent Facebook Cover (Bài đăng Facebook) (8).png" style="text-align: center; width: 480px; height: 402px;" /></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Vùng chiếu là gì?</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi chiếu mặt cong của Trái Đất (ellipsoid) lên mặt phẳng (bản đồ), để giảm sai số, người ta chia Trái Đất thành các <strong>vùng chiếu hẹp theo chiều kinh tuyến</strong>. Mỗi vùng sẽ có một <strong>kinh tuyến trục</strong> (central meridian) – là kinh độ nằm ở trung tâm vùng chiếu – nhằm giảm sai lệch hình học khi chiếu.</span></span><br /> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/2461fb1.png" style="width: 758px; height: 396px;" /></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. So sánh vùng chiếu 3° và 6°</strong></span></span></h2> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Black White Modern Geometric Real Esatate Agent Facebook Cover (Bài đăng Facebook) (12).png" style="width: 630px; height: 528px;" /></p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>** Ví dụ:</strong> Vùng chiếu 3° có <strong>kinh tuyến trục 105°</strong></span></span><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Vùng này bao phủ từ </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">103.5° đến 106.5° kinh độ Đông</strong><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Các tọa độ trong vùng sẽ được tính dựa vào phép chiếu TM với 105° làm trung tâm</span><br /> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Tọa độ X, Y (phẳng)</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> của điểm càng gần 105° thì càng chính xác</span><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngược lại, vùng chiếu 6° có 105° làm kinh tuyến trục sẽ bao phủ từ 102° đến 108°, dẫn đến biến dạng hình học lớn hơn ở rìa phía Đông/ Tây vùng chiếu.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Vì sao Việt Nam chọn vùng chiếu 3° trong hệ VN-2000?</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ tọa độ VN-2000 được Bộ TN&MT xây dựng với mục tiêu phục vụ:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản đồ địa chính</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấp Giấy chứng nhận quyền sử dụng đất</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập quy hoạch đô thị, nông thôn</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết kế kỹ thuật chi tiết, định vị GPS chính xác cao</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Những ứng dụng này <strong>yêu cầu sai số nhỏ</strong>, đặc biệt ở cấp độ thửa đất (<0.5m), nên: <strong>Vùng chiếu 3° được lựa chọn thay vì vùng 6°</strong>, để đảm bảo độ chính xác cao, giảm biến dạng tọa độ, phù hợp với địa hình và phạm vi hẹp của các đơn vị hành chính cấp tỉnh, huyện, xã.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>4. Các thông số kỹ thuật thường dùng cho vùng chiếu 3° trong VN-2000</strong></span></span></h2> <table border="0" cellpadding="0"> <thead> <tr> <th> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tham số</strong></span></span></th> <th> <br /> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Giá trị tiêu chuẩn</strong></span></span></th> </tr> </thead> <tbody> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ellipsoid</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> GRS80 hoặc WGS-84</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Phép chiếu</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> Transverse Mercator</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kinh tuyến trục (λ₀) </span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> Tùy tỉnh: 105°, 106°, 107°, 108°…</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tọa độ X giả định</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> 500,000 m</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tọa độ Y giả định</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> 0 m (miền Bắc), 1,000,000 m (miền Nam)</span></span></td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ số scale factor</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> 0.9999 (hoặc 0.9996 tùy trường hợp)</span></span><br /> </td> </tr> <tr> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đơn vị tính</span></span></td> <td> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mét (m)</span></span></td> </tr> </tbody> </table> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> Việc hiểu rõ và cấu hình đúng <strong>vùng chiếu 3° trong hệ VN-2000</strong> là điều bắt buộc bởi <strong>chọn sai vùng chiếu hoặc kinh tuyến trục có thể gây sai số hàng mét</strong>, ảnh hưởng đến cấp sổ đỏ, sai ranh giới đất đai hoặc sai vị trí thiết kế công trình.</span></span><br /> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Black White Modern Geometric Real Esatate Agent Facebook Cover (Bài đăng Facebook) (7)(1).png" style="width: 520px; 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Một trong những thay đổi quan trọng nhưng ít được chú ý là việc điều chỉnh lại kinh tuyến trục trong hệ tọa độ VN-2000.</span></span></em><br /> </p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Hệ tọa độ VN-2000</span></span></h2> <br /> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>VN-2000</strong> (hay Hệ tọa độ quốc gia Việt Nam 2000) là <strong data-end="342" data-start="322">hệ tọa độ địa lý</strong> chính thức do Bộ Tài nguyên và Môi trường ban hành, dùng trong quản lý đất đai, bản đồ địa chính, quy hoạch...</span></span></p> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dựa trên <strong data-end="484" data-start="465">ellipsoid GRS80</strong>, gần tương đương với <strong data-end="516" data-start="506">WGS-84</strong> nhưng có hiệu chỉnh để phù hợp với điều kiện thực tế của Việt Nam.</span></span><o:p></o:p></p> <p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">** <strong>Tóm tắt đặc điểm hệ tọa độ VN-2000:</strong></span></span></p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ quy chiếu: Geodetic, dựa trên ellipsoid <strong>GRS80</strong> hoặc <strong>WGS-84.</strong></span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gốc tọa độ: Gần trùng trạm GPS tại Tam Đảo, Vĩnh Phúc.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ tọa độ sử dụng: Tọa độ phẳng vuông góc (X, Y) theo phép chiếu Transverse Mercator.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thường dùng hệ tọa độ phẳng (X, Y) với vùng chiếu 3° hoặc 6°.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dùng phổ biến trong: Đo đạc, lập bản đồ địa chính, quy hoạch, cấp giấy chứng nhận đất đai...</span></span></li> </ul> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Kinh tuyến trục là gì?</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kinh tuyến trục là đường kinh độ được chọn làm trung tâm trong phép chiếu bản đồ (VN-2000 dùng phép chiếu Transverse Mercator). Nó giúp <strong>giảm sai số tọa độ</strong> khi chiếu bề mặt cong của Trái Đất lên mặt phẳng bản đồ.</span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Black White Modern Geometric Real Esatate Agent Facebook Cover (Bài đăng Facebook) (5)(1).png" style="width: 600px; height: 488px;" /></span></span></p> <p data-end="169" data-start="0"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Kinh tuyến trục</strong> của hệ tọa độ quốc gia Việt Nam VN-2000 (còn gọi là VN2000) là một yếu tố quan trọng trong hệ quy chiếu tọa độ quốc gia, dùng trong đo đạc và bản đồ.</span></span><br /> </p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kinh tuyến trục mặc định: 105° kinh độ Đông.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tuy nhiên, tùy theo từng khu vực, kinh tuyến trục có thể được chọn khác nhau để giảm sai số chiếu trong hệ tọa độ phép chiếu trục kinh tuyến trụ ngang (UTM) hoặc phép chiếu ngang đồng góc<strong data-end="496" data-start="445" style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> (Transverse Mercator)</strong>.</span></span></li> </ul> <div data-end="497" data-start="273"> </div> <h2 data-end="497" data-start="273"> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">3. Sự thay đổi của kinh tuyến trục mới sau khi sáp nhập 34 tỉnh, thành tại Việt Nam</span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Trước sáp nhập</strong><br /> <br /> Mỗi tỉnh có thể sử dụng <strong>kinh tuyến trục riêng</strong>, thường là số tròn gần nhất với trung tâm tỉnh: 105°, 106°, 107°, 108°…<br /> <br /> <strong>Sau sáp nhập</strong><br /> <br /> Khi địa giới mở rộng, các tỉnh mới cần <strong>chọn lại kinh tuyến trục</strong> sao cho:</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gần trung tâm địa lý mới.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phù hợp với quy hoạch tổng thể và hạ tầng kỹ thuật số.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đồng bộ dữ liệu với các huyện, xã đã thay đổi.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Lợi ích của việc điều chỉnh:</strong></span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đảm bảo <strong>độ chính xác tọa độ</strong> trong đo đạc, bản đồ, cấp sổ đỏ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tránh chồng lấn, sai số giữa các vùng dữ liệu cũ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ xây dựng <strong>hệ thống cơ sở dữ liệu đất đai và GIS toàn tỉnh thống nhất</strong>.</span></span></li> </ul> <div data-end="2454" data-start="2362"> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sự thay đổi kinh tuyến trục trong hệ tọa độ VN-2000 sau khi sáp nhập 34 tỉnh, thành là một bước đi cần thiết, mang tính kỹ thuật cao nhằm thích ứng với thay đổi hành chính. Đây là tiền đề quan trọng để nâng cao hiệu quả quản lý đất đai, quy hoạch và xây dựng cơ sở dữ liệu địa lý quốc gia thống nhất và hiện đại.</span></span></div> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Danh sách 34 tỉnh/thành phố mới sau sát nhập và kinh tuyến trục mới tương ứng theo hệ VN-2000 (từ ngày 01/07/2025).</span></span></h2> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Kinh tuyến trục hệ tọa độ Quốc gia VN2000.png" style="width: 600px; height: 849px;" /><br /> <img alt="" src="/admin/webroot/upload/image/images/z6743283259504_964313b195c826d3b99b713016934d9a.jpg" style="width: 600px; height: 851px;" /></span></span></p> ', 'images' => '20250626105525cfdf55d9c4687ca7b7d9b2d2b997135f.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Kinh tuyến trục Vn-2000 ', 'meta_key' => 'Kinh tuyến trục mới 2025, RTK, GNSS', 'meta_des' => 'Kinh tuyến trục, RTK, GNSS', 'created' => '2025-06-26', 'modified' => '2026-02-01', 'status' => '1', 'view' => '16718', 'slug' => 'quy-dinh-moi-ve-kinh-tuyen-truc-cua-he-toa-do-quoc-gia-vn-2000-cho-34-tinh-thanh-pho-da-sap-nhap', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '453', 'rght' => '454', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 2 => array( 'Post' => array( 'id' => '767', 'name' => 'Hướng dẫn làm thủ tục xin cấp phép bay FLYCAM/UAV tại Việt Nam', 'code' => null, 'alias' => 'huong-dan-lam-thu-tuc-xin-cap-phep-bay-flycam-uav-tai-viet-nam', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với sự phát triển của khoa học và công nghệ, flycam/UAV ngày càng được sử dụng phổ biến để phục vụ cho công việc và cuộc sống hàng ngày. Cùng tìm hiểu một số thông tin về việc đăng ký cấp phép bay flycam/UAV</span></span>.', 'content' => '<p> <em><span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;">Với sự phát triển của khoa học và công nghệ, flycam/UAV ngày càng được sử dụng phổ biến để phục vụ cho công việc và cuộc sống hàng ngày. Cùng tìm hiểu một số thông tin về việc đăng ký cấp phép bay flycam/UAV</span></span>.</em></p> <h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Cơ sở pháp lý chính</strong></span></span></span></h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>- Nghị định số 36/2008/NĐ-CP</strong> về quản lý UAV và phương tiện bay siêu nhẹ<br /> <strong>- Thông tư 19/2019/TT-BQP</strong> của Bộ Quốc phòng về quản lý hoạt động UAV<br /> - Các công văn hướng dẫn từ <strong>Cục Tác chiến – Bộ Tổng Tham mưu</strong><br /> </span></span></span> <h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Hồ sơ xin cấp phép bay flycam/UAV gồm những gì?</strong></span></span></span></h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bạn cần chuẩn bị một bộ hồ sơ gửi về <strong>Cục Tác chiến – Bộ Tổng Tham mưu</strong>, bao gồm:</span></span></span><br /> <br /> <h3> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.1 Đơn đề nghị cấp phép bay</strong></span></span></span></h3> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo mẫu quy định của Bộ Quốc phòng gồm các thông tin:<br /> <br /> - Thời gian, địa điểm bay<br /> - Mục đích sử dụng<br /> - Độ cao, bán kính bay<br /> - Người điều khiển thiết bị<br /> - Thiết bị sử dụng (hãng, mã số, model,...)</span></span></span><br /> <h3> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.2 Bản đồ khu vực bay</strong></span></span></span></h3> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- In kèm bản đồ địa hình khu vực dự kiến bay<br /> - Đánh dấu rõ phạm vi hoạt động UAV (tọa độ GPS hoặc mô tả ranh giới)<br /> - Độ cao tối đa dự kiến</span></span></span> <h3> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.3 Thông tin về thiết bị bay</strong></span></span></span></h3> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Hãng sản xuất, model<br /> - Thông số kỹ thuật<br /> - Ảnh thiết bị (nếu có)</span></span></span> <h3> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.4 CMND/CCCD hoặc giấy phép kinh doanh</strong></span></span></span></h3> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nếu là cá nhân: bản sao CCCD<br /> Nếu là tổ chức: bản sao Giấy phép ĐKKD và giấy giới thiệu người đại diện<br /> </span></span></span> <h2 style="text-align: center;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><img alt="" src="/admin/webroot/upload/image/images/base64-17345287524181812903669.jpeg" style="width: 800px; height: 533px;" /></strong></span></span></span></h2> <h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Thời gian nộp hồ sơ </strong></span></span></span></h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>- Tối thiểu 7 ngày làm việc trước ngày dự kiến bay</strong><br /> - Nộp sớm hơn nếu khu vực bay gần khu quân sự hoặc có yếu tố phức tạp<br /> </span></span></span> <h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>4. Nơi nộp hồ sơ</strong></span></span></span></h2> <br /> <span style="color:#000000;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Hồ sơ có thể được gửi thông qua hai hình thức là nộp trực tiếp tại văn phòng hoặc gửi qua đường bưu điện. </span></span><br style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;" /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Cục Tác chiến – Bộ Tổng Tham mưu, Bộ Quốc phòng</strong><br /> <strong>Số 1 Nguyễn Tri Phương, Quận Ba Đình, Hà Nội</strong></span></span></span><br /> <br /> <h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">5. Thời gian xử lý</strong></span></h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tùy tính chất khu vực bay, thường từ <strong>3 – 7 ngày làm việc</strong><br /> Trong một số trường hợp đặc biệt, Bộ Quốc phòng có thể từ chối cấp phép nếu:<br /> - Khu vực bay ảnh hưởng an ninh quốc phòng<br /> - Mục đích bay không rõ ràng<br /> - Hồ sơ không đầy đủ<br /> </span></span></span> <h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>6. Chế tài nếu bay không phép</strong></span></span></span></h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>- Phạt tiền:</strong> từ <strong>20 – 40 triệu đồng</strong><br /> <strong>- Tịch thu thiết bị</strong><br /> <strong>- Truy cứu trách nhiệm hình sự</strong> nếu gây ảnh hưởng đến an ninh hàng không, quốc phòng hoặc gây tai nạn<br /> </span></span></span> <h2 style="box-sizing: border-box; font-family: "Open Sans", Arial, Helvetica, sans-serif; line-height: 1.87; font-size: 22px; color: rgb(43, 46, 50); margin-top: 0px; margin-bottom: 5.5px;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">7. Hành vi bị nghiêm cấm khi hoạt động bay UAV</span></span></span></h2> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong quá trình thực hiện bay UAV tại Việt Nam, tuyệt đối nghiêm cấm các hành vi:</span></span></span></p> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tổ chức hoạt động bay khi chưa được cấp phép bay UAV.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoạt động bay diễn ra không đúng khu vực, trong giới hạn và điều kiện quy định. Vi phạm những quy tắc, quy định trong quản lý lãnh thổ, biên giới quốc gia.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mang chở các chất phóng xạ, chất gây cháy nổ trên phương tiện bay.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phóng, bắn, thả các loại vật, chất gây hại hoặc chứa nguy cơ gây hại từ trên không xuống.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lắp đặt thiết bị và thực hiện quay phim, chụp ảnh từ trên không khi chưa có sự cho phép.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tuyên truyền thông qua treo cờ, biểu ngữ, phát loa nằm ngoài quy định của cấp phép bay UAV.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Không chấp hành đúng các lệnh, hiệu lệnh của cơ quan quản lý điều hành và giám sát hoạt động bay</span></span>.</span></li> </ul> <h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>8. Lưu ý khi bay flycam hợp pháp</strong></span></span></span></h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Luôn đem theo <strong>bản sao giấy phép bay</strong> khi bay flycam<br /> - Không bay gần sân bay, trụ sở nhà nước, khu quân sự<br /> - Không bay vào ban đêm nếu không được phép<br /> - Không truyền phát hình ảnh trực tiếp (livestream) nếu chưa được chấp thuận<br /> <br /> </span></span></span> <h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>>>> TẢI MẪU ĐƠN XIN PHÉP BAY: </strong></span></span></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><a href="https://drive.google.com/file/d/10gzkogi37uQqf3ouXiR8qcYhZwGEIyyt/view?usp=sharing"><span style="color:#000000;">TẠI ĐÂY</span></a></strong></span></span></h2> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/uav-viet-nam--e1661141233969.jpg" style="width: 800px; height: 519px;" /></p> ', 'images' => '20250616152553608ef9b55ee6bac12c66cadce9052b66.jpg', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'UAV', 'meta_key' => 'Cấp phép bay UAV, UAV', 'meta_des' => 'Cấp phép bay UAV, UAV', 'created' => '2025-06-16', 'modified' => '2026-02-02', 'status' => '1', 'view' => '180341', 'slug' => 'huong-dan-lam-thu-tuc-xin-cap-phep-bay-flycam-uav-tai-viet-nam', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '451', 'rght' => '452', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 3 => array( 'Post' => array( 'id' => '766', 'name' => 'BIM (Building Information Modeling) – Xu hướng tất yếu của ngành xây dựng hiện đại', 'code' => null, 'alias' => 'bim-building-information-modeling-–-xu-huong-tat-yeu-cua-nganh-xay-dung-hien-dai', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Trong thời đại công nghệ số phát triển mạnh mẽ, ngành xây dựng thế giới nói chung và Việt Nam nói riêng đang chứng kiến sự chuyển mình rõ rệt nhờ sự ra đời và ứng dụng của <strong data-end="531" data-start="492">BIM – Building Information Modeling</strong>, hay còn gọi là <strong data-end="580" data-start="548">Mô hình thông tin công trình</strong>. BIM không chỉ đơn thuần là một phần mềm hỗ trợ thiết kế, mà là một <strong data-end="672" data-start="649">quy trình toàn diện</strong> giúp thay đổi cách thiết kế, xây dựng và quản lý công trình theo hướng hiện đại, minh bạch và hiệu quả hơn.</span></span>', 'content' => '<h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong data-end="39" data-start="0" style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">1. BIM là gì?</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>BIM (Building Information Modeling)</strong> hay còn gọi là <strong data-end="580" data-start="548">Mô hình thông tin công trình </strong>là một quy trình công nghệ sử dụng mô hình kỹ thuật số để hỗ trợ thiết kế, xây dựng và quản lý công trình xây dựng một cách hiệu quả và chính xác hơn. BIM không chỉ là một phần mềm, mà là một phương pháp tiếp cận toàn diện, giúp các bên liên quan trong dự án (kiến trúc sư, kỹ sư, nhà thầu, chủ đầu tư, quản lý vận hành…) cộng tác với nhau thông qua một <strong>mô hình 3D thông minh</strong> chứa đầy đủ thông tin về vật liệu, kết cấu, chi phí, tiến độ, và vòng đời công trình.<br /> <br /> <strong>BIM không phải là một phần mềm, mà là một quy trình.</strong><br /> <br /> Mặc dù phần mềm đóng vai trò trung tâm trong BIM – hỗ trợ thiết kế 3D, mô hình thông minh và quản lý thông tin – nhưng đó chỉ là thành phần công nghệ của BIM. Một phần quan trọng khác là yếu tố xã hội, bao gồm cách làm việc, phối hợp và cộng tác giữa các bên liên quan trong dự án.<br /> <br /> Sự kết hợp giữa công nghệ và con người này tạo thành một quy trình toàn diện, nhằm xây dựng, quản lý và sử dụng mô hình thông tin số của công trình trong suốt vòng đời dự án – từ giai đoạn lập kế hoạch, thiết kế, thi công cho đến vận hành và bảo trì.</span></span> <p data-end="727" data-start="465" style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/BIM.jpg" style="width: 680px; height: 680px;" /></p> <h2 data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Các thành phần chính của BIM</span></span></h2> <br /> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô hình 3D thông minh</span></span></li> </ul> <p data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô hình không chỉ mô tả hình dáng mà còn tích hợp thông tin chi tiết về vật liệu, kỹ thuật, thiết bị, chi phí, và thời gian.</span></span></p> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy trình cộng tác</span></span></li> </ul> <p data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các bên liên quan có thể cùng làm việc trên một mô hình duy nhất theo thời gian thực, giảm lỗi, tránh xung đột thiết kế và tiết kiệm thời gian.</span></span></p> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thông tin xuyên suốt vòng đời công trình</span></span></li> </ul> <p data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Từ thiết kế, xây dựng, đến vận hành và bảo trì.<br /> </span></span></p> <h2 data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Lợi ích của BIM</span></span></h2> <br /> <div data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc áp dụng BIM mang lại nhiều lợi ích vượt trội so với phương pháp truyền thống:</span></span><br /> </div> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tăng độ chính xác trong thiết kế</strong>: Hạn chế lỗi sai nhờ mô hình 3D trực quan và thông minh.</span></span></li> </ul> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Phát hiện xung đột kỹ thuật sớm</strong> (clash detection): Giúp điều chỉnh thiết kế trước khi thi công, tiết kiệm thời gian và chi phí.</span></span></li> </ul> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Quản lý chi phí và tiến độ hiệu quả</strong>: BIM hỗ trợ mô phỏng tiến độ (4D), ước lượng chi phí (5D) ngay trong giai đoạn thiết kế.</span></span></li> </ul> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Cải thiện khả năng phối hợp giữa các bên</strong>: Mọi đối tác tham gia dự án có thể làm việc trên một mô hình chung, giảm thiểu hiểu lầm và trùng lặp.</span></span></li> </ul> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hỗ trợ quản lý vận hành sau thi công</strong>: BIM lưu trữ toàn bộ thông tin cần thiết phục vụ cho việc bảo trì, sửa chữa, nâng cấp công trình.</span></span></li> </ul> <h2 data-end="727" data-start="465"> </h2> <h2 data-end="727" data-start="465" style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/BIM_Project_Stages.jpg" style="width: 680px; height: 402px;" /></h2> <h2 data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>4. Tình hình triển khai BIM tại Việt Nam</strong></span></span></h2> <div data-end="727" data-start="465"> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tại Việt Nam, BIM đang dần được áp dụng rộng rãi, đặc biệt trong các dự án lớn, có yếu tố nước ngoài hoặc vốn đầu tư nhà nước. Chính phủ cũng đã thể hiện quyết tâm thúc đẩy BIM thông qua <strong>Quyết định 2500/QĐ-TTg (năm 2016)</strong> nhằm từng bước áp dụng BIM vào các công trình xây dựng công.<br /> Một số dự án tiêu biểu đã triển khai BIM thành công có thể kể đến như: Tuyến metro TP.HCM, sân bay Long Thành, các dự án của Vingroup, Sun Group, Coteccons, Hòa Bình…<br /> Tuy nhiên, thách thức còn lớn: thiếu nguồn nhân lực BIM chất lượng, chi phí đầu tư ban đầu cao, thiếu tiêu chuẩn quốc gia thống nhất, và sự phối hợp giữa các bên vẫn còn hạn chế.<br /> </span></span></div> <h2 data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>5. Công nghệ BIM và các phần mềm phổ biến</strong></span></span></h2> <br /> <div data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Một số phần mềm thường dùng trong quy trình BIM bao gồm:</span></span><br /> </div> <ul> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Autodesk Revit</strong>: Thiết kế kiến trúc, kết cấu, cơ điện.</span></span></li> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Navisworks</strong>: Kiểm tra xung đột mô hình và mô phỏng tiến độ.</span></span></li> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tekla Structures</strong>: Mô hình kết cấu thép và bê tông.</span></span></li> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>ArchiCAD</strong>: Thiết kế kiến trúc.</span></span></li> <li data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Civil 3D / InfraWorks</strong>: Thiết kế hạ tầng và giao thông.</span></span></li> </ul> <div data-end="727" data-start="465" style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/bim_advantages.png" style="width: 680px; height: 383px;" /></span></span></div> <h2 data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>6. Tương lai của BIM</strong></span></span></h2> <br /> <div data-end="727" data-start="465"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">BIM đang hướng đến tích hợp với các công nghệ tiên tiến như <strong>AI (trí tuệ nhân tạo), IoT (internet vạn vật), thực tế ảo (VR/AR)</strong> và dữ liệu lớn (<strong>Big Data</strong>). Điều này mở ra tiềm năng xây dựng <strong>Smart Building</strong> và <strong>Smart City</strong>, góp phần nâng cao chất lượng cuộc sống và hiệu quả đầu tư xây dựng.<br /> <br /> <strong>Kết luận</strong><br /> <br /> BIM là xu hướng tất yếu trong ngành xây dựng hiện đại. Việc hiểu đúng và triển khai BIM không chỉ mang lại lợi thế cạnh tranh cho doanh nghiệp mà còn góp phần nâng cao chất lượng và hiệu quả của toàn ngành. Trong bối cảnh công nghệ số phát triển không ngừng, BIM chính là “chìa khóa” mở ra kỷ nguyên xây dựng thông minh và bền vững.</span></span><br /> </div> <div data-end="727" data-start="465" style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/resource-bim-the-importance-of-bim-in-the-lighting-industry.jpg" style="width: 680px; height: 456px;" /></span></span></div> ', 'images' => '2025052810182863250044dd1234ebc4cab96a5d85f4e1.jpg', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'BIM (Building Information Modeling)', 'meta_key' => 'BIM (Building Information Modeling)', 'meta_des' => 'BIM (Building Information Modeling)', 'created' => '2025-05-28', 'modified' => '2026-02-01', 'status' => '1', 'view' => '43104', 'slug' => 'bim-building-information-modeling-xu-huong-tat-yeu-cua-nganh-xay-dung-hien-dai', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '449', 'rght' => '450', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 4 => array( 'Post' => array( 'id' => '765', 'name' => ' LEICA Geo Office – Giải pháp phần mềm trắc địa toàn diện', 'code' => null, 'alias' => 'leica-geo-office-–-giai-phap-phan-mem-trac-dia-toan-dien', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với <strong data-end="1233" data-start="1213">LEICA Geo Office</strong>, người dùng có thể <strong data-end="1296" data-start="1253">phân tích và quản lý dữ liệu không gian</strong> một cách dễ dàng, từ đó đưa ra các quyết định chính xác dựa trên thông tin đáng tin cậy.</span></span>', 'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>LEICA Geo Office – Giải pháp phần mềm trắc địa toàn diện!</strong><br /> <br /> <strong>LEICA Geo Office</strong> là bộ phần mềm chuyên dụng do <strong><img alt="" src="/admin/webroot/upload/image/images/Leica logo.jpg" style="width: 60px; height: 40px;" /></strong> phát triển, giúp đơn giản hóa và tối ưu hóa quá trình xử lý dữ liệu không gian địa lý từ các thiết bị đo đạc GNSS, máy toàn đạc và thủy bình kỹ thuật số. Đây là công cụ lý tưởng cho các kỹ sư trắc địa, chuyên gia GIS, và đơn vị thi công cần độ chính xác cao.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Tính năng nổi bật</strong></span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Xử lý dữ liệu GNSS</strong></span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phân tích và xử lý dữ liệu GNSS để tạo ra tọa độ chính xác và đánh giá chất lượng đo đạc ngoài thực địa.</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong> Xử lý dữ liệu máy toàn đạc</strong></span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ dữ liệu đo từ các thiết bị toàn đạc điện tử, phục vụ cho khảo sát địa hình, thiết kế kỹ thuật và xây dựng.</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Xử lý dữ liệu máy thủy bình kỹ thuật số</strong></span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản lý và tính toán dữ liệu cao độ, lý tưởng cho các dự án san nền, định vị mặt bằng và thi công công trình.</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tích hợp CAD</strong></span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhập – xuất dữ liệu với các định dạng phổ biến như AutoCAD (DXF) và MicroStation, giúp kết nối mượt mà với quy trình thiết kế.</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hệ tọa độ & chuyển đổi</strong></span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tùy chỉnh và chuyển đổi dữ liệu giữa các hệ tọa độ địa phương và toàn cầu một cách chính xác và linh hoạt.<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Lợi ích khi sử dụng</strong></span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ chính xác cao đến từng centimet</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian xử lý và tổng hợp dữ liệu</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giao diện thân thiện, dễ sử dụng</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tích hợp chặt chẽ với thiết bị Leica</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ kỹ thuật và đào tạo chuyên sâu</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Các phiên bản hiện có</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>- Phiên bản mới nhất:</strong> 8.4.0.14023 (cập nhật ngày 17/04/2024)<br /> <strong>- Hệ điều hành hỗ trợ:</strong> Windows, Android<br /> <strong>- Bản dùng thử:</strong> Có, 30 ngày miễn phí<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>4. Đối tượng sử dụng </strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Kỹ sư trắc địa và địa chính<br /> - Đơn vị xây dựng – thi công<br /> - Nhà thầu hạ tầng giao thông<br /> - Cơ quan quản lý đất đai, bản đồ</span></span><br /> <h2 style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Leica-Captivate-Main-KV-Sensors-800x428px.jpg" style="width: 800px; height: 428px;" /></h2> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>5. Hỗ trợ & đào tạo</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Hướng dẫn sử dụng trực tuyến<br /> - Hỗ trợ qua email và điện thoại<br /> - Đào tạo tại chỗ hoặc từ xa theo yêu cầu</span></span><br /> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>6. Ưu Điểm (Pros)</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Khả năng xử lý dữ liệu nâng cao dành cho các dự án trắc địa và kỹ thuật<br /> - Tích hợp với nhiều thiết bị đo đạc của Leica, giúp truyền dữ liệu nhanh chóng và liền mạch<br /> - Cung cấp nhiều công cụ phân tích và hiệu chỉnh để đảm bảo độ chính xác của dữ liệu đo<br /> - Có thể tạo báo cáo và tài liệu chi tiết, phục vụ cho việc lưu trữ và trình bày kết quả khảo sát<br /> - Giao diện thân thiện với người dùng, cho phép tùy chỉnh nhằm tối ưu hóa quy trình làm việc<br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>7. Nhược Điểm (Cons)</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Đòi hỏi người mới phải học nhiều do phần mềm có nhiều tính năng phức tạp<br /> - Chi phí sở hữu cao so với một số phần mềm khảo sát khác trên thị trường<br /> - Khả năng tương thích hạn chế với thiết bị không phải của Leica, có thể cần đầu tư thêm để đồng bộ dữ liệu<br /> - Hỗ trợ kỹ thuật có thể bị hạn chế hoặc tốn phí, đặc biệt khi cần hỗ trợ chuyên sâu</span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica_Geo_Office_pic_2360x714 (1).jpg" style="width: 800px; height: 242px;" /></span></span></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">8. <strong>Câu hỏi thường gặp (FAQ)</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">8.1 LEICA Geo Office là gì?<br /> <br /> LEICA Geo Office là một bộ phần mềm được phát triển bởi Leica Geosystems, cung cấp các công cụ để quản lý và xử lý hậu kỳ dữ liệu không gian địa lý như GPS, GNSS và GIS.<br /> <br /> 8.2 Hiện có những phiên bản LEICA Geo Office nào?<br /> <br /> Phiên bản hiện tại của LEICA Geo Office là 8.4, bao gồm các bản cập nhật và sửa lỗi từ các phiên bản trước. Phiên bản trước đó là LEICA Geo Office 8.3.<br /> <br /> 8.3 Yêu cầu hệ thống của LEICA Geo Office là gì?<br /> <br /> LEICA Geo Office yêu cầu:<br /> - Hệ điều hành Windows 7 trở lên (64-bit)<br /> - Tối thiểu 8 GB RAM<br /> - Card đồ họa hỗ trợ OpenGL<br /> - Kết nối Internet để kích hoạt phần mềm<br /> <br /> 8.4 LEICA Geo Office hỗ trợ những định dạng tệp nào?<br /> <br /> LEICA Geo Office hỗ trợ nhiều định dạng tệp, bao gồm: RINEX, M3C, DXF, TXT, CSV, SHP.<br /> <br /> 8.5 LEICA Geo Office được cấp phép như thế nào?<br /> <br /> Phần mềm được cấp phép theo từng người dùng. Người dùng có thể chọn giấy phép vĩnh viễn hoặc hàng năm, tùy theo nhu cầu sử dụng.<br /> <br /> 8.6 LEICA Geo Office tương thích với những thiết bị GPS nào?<br /> <br /> LEICA Geo Office tương thích với nhiều thiết bị GPS của Leica Geosystems, cũng như các thiết bị của bên thứ ba miễn là dữ liệu được lưu ở định dạng được hỗ trợ.<br /> <br /> 8.7 Các tính năng chính của LEICA Geo Office là gì?<br /> <br /> LEICA Geo Office cung cấp nhiều tính năng, bao gồm:<br /> - Nhập và xuất dữ liệu<br /> - Xử lý dữ liệu GPS<br /> - Quản lý dữ liệu GIS<br /> - Chuyển đổi hệ tọa độ<br /> - Kiểm soát và đánh giá chất lượng dữ liệu<br /> <br /> 8.8 Có những hình thức hỗ trợ nào cho LEICA Geo Office?<br /> <br /> Leica Geosystems cung cấp các hình thức hỗ trợ như:<br /> - Hỗ trợ qua email<br /> - Tài liệu hướng dẫn trực tuyến<br /> - Hỗ trợ qua điện thoại và truy cập từ xa (đối với người dùng có giấy phép hợp lệ)<br /> <br /> 8.9 LEICA Geo Office có phiên bản dùng thử không?<br /> <br /> Có. Leica Geosystems cung cấp phiên bản dùng thử 30 ngày để người dùng có thể trải nghiệm phần mềm và các tính năng trước khi mua giấy phép.<br /> <br /> 8.10 Có đào tạo nào cho LEICA Geo Office không?<br /> <br /> Có. Leica Geosystems cung cấp nhiều hình thức đào tạo, bao gồm:<br /> - Khóa học trực tuyến<br /> - Đào tạo tại chỗ<br /> - Chương trình đào tạo tùy chỉnh theo yêu cầu của người dùng<br /> </span></span><br /> <span style="margin: 0px; padding: 0px; font-family: arial; font-size: 13px; text-align: justify; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px; font-weight: bold;">Liên hệ: </strong></u><br style="margin: 0px; padding: 0px;" /> <br style="margin: 0px; padding: 0px;" /> Số 145 Láng Hạ, Đống Đa, Hà Nội<br style="margin: 0px; padding: 0px;" /> Số 5/161 Nguyễn Tuân. Thanh Xuân, Hà Nội<br style="margin: 0px; padding: 0px;" /> Tel: 024.37764930<br style="margin: 0px; padding: 0px;" /> Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" /> Website: </span></span></span><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear; font-size: 13px;" target="_blank"><span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);">www.tracdiathanhdat.vn</span></a></span></span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" /> <span style="margin: 0px; padding: 0px; font-family: arial; font-size: 13px; text-align: justify; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px;"> </span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px; font-weight: bold;">@ Luôn đồng hành cùng bạn!</strong></span></span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"> </span></span>', 'images' => '202505141514525f9ec9a8660a545bcba20ac5e2c2004a.jpg', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Leica Geo Office', 'meta_key' => 'Leica GNSS, Máy toàn đạc điện tử Leica, máy thủy bình kỹ thuật số Leica', 'meta_des' => 'Leica GNSS, Máy toàn đạc điện tử Leica, máy thủy bình kỹ thuật số Leica', 'created' => '2025-05-14', 'modified' => '2026-02-01', 'status' => '1', 'view' => '14703', 'slug' => 'leica-geo-office-giai-phap-phan-mem-trac-dia-toan-dien', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '447', 'rght' => '448', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 5 => array( 'Post' => array( 'id' => '764', 'name' => 'Pin và Bộ Sạc - Đảm bảo cung cấp nguồn điện đáng tin cậy! ', 'code' => null, 'alias' => 'pin-va-bo-sac-dam-bao-cung-cap-nguon-dien-dang-tin-cay', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc lựa chọn pin và bộ sạc phù hợp có thể giúp tăng hiệu quả công việc ngoài trời, bảo vệ thiết bị và tối ưu hóa quy trình làm việc luôn là yếu tố cần ưu tiên!</span></span>', 'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Pin và bộ sạc đóng vai trò rất quan trọng trong việc đảm bảo nguồn điện ổn định cho các thiết bị công nghệ, đặc biệt là các thiết bị như máy toàn đạc, máy RTK và thiết bị khảo sát, nơi mà việc duy trì hiệu suất liên tục là rất quan trọng.<br /> <br /> Việc lựa chọn pin và bộ sạc phù hợp có thể giúp tăng hiệu quả công việc ngoài trời, bảo vệ thiết bị và tối ưu hóa quy trình làm việc luôn là yếu tố cần ưu tiên!<br /> <br /> Cùng tham khảo các yếu tố quan trọng của Pin và Bộ Sạc - Nguồn cung cấp điện đáng tin cậy!</span></span><br /> <br /> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Batteries_Chargers_PIC_1766x750 (2).jpg" style="width: 800px; height: 340px;" /></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Loại pin và hiệu suất</span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Pin Lithium-Ion (Li-Ion): Đây là loại pin phổ biến nhất trong các thiết bị hiện đại như máy thu GNSS và thiết bị khảo sát. Pin Li-Ion cung cấp mật độ năng lượng cao, tuổi thọ dài và tỷ lệ tự xả thấp. Chúng lý tưởng cho việc sử dụng liên tục ngoài trời.</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lợi ích: Nhẹ, tuổi thọ dài, sạc nhanh và bảo trì thấp.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu ý: Nhạy cảm với nhiệt độ cực đoan (cả nhiệt độ rất nóng và rất lạnh có thể làm giảm hiệu suất).</span></span></li> </ul> </li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Pin Nickel-Metal Hydride (NiMH): Mặc dù ít phổ biến ngày nay, nhưng pin NiMH vẫn được sử dụng trong một số thiết bị. Chúng được biết đến là thân thiện với môi trường hơn so với các loại pin khác.</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lợi ích: Ít độc hại và thường rẻ hơn so với pin Li-Ion, với hiệu suất hợp lý.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu ý: Mật độ năng lượng thấp hơn và tuổi thọ ngắn hơn so với pin Li-Ion.</span></span></li> </ul> </li> </ul> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Tuổi thọ pin</span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dung lượng và tuổi thọ: Dung lượng của pin (được đo bằng mAh hoặc Ah) quyết định thời gian thiết bị có thể hoạt động trước khi cần sạc lại. Đối với công việc ngoài trời, bạn cần các loại pin có thể hoạt động liên tục trong suốt một ca làm việc hoặc lâu hơn mà không bị hết pin.</span></span> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ví dụ, một máy thu GNSS hoặc thiết bị khảo sát có thể cần từ 8 đến 12 giờ hoặc hơn tùy vào yêu cầu công suất của thiết bị.</span></span></li> </ul> </li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản lý Pin: Nhiều thiết bị cao cấp đi kèm với hệ thống quản lý pin (BMS) tích hợp để theo dõi sức khỏe pin, ngăn ngừa sạc quá mức và tối ưu hóa hiệu suất theo thời gian.</span></span></li> </ul> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Bộ sạc: Hiệu Quả và Sạc Nhanh</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính tương thích: Điều quan trọng là bộ sạc phải được thiết kế đặc biệt cho loại pin mà nó hỗ trợ. Việc sử dụng bộ sạc không phù hợp có thể làm hỏng pin hoặc dẫn đến việc sạc không hiệu quả.</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ sạc nhanh: Một số hệ thống sử dụng bộ sạc nhanh, giúp sạc pin trong 1-2 giờ. Điều này rất hữu ích trong môi trường làm việc ngoài trời khi bạn có thời gian hạn chế.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trạm sạc cho nhiều thiết bị: Trong các hoạt động nhóm, trạm sạc nhiều ngăn có thể sạc nhiều pin cùng lúc, giúp bạn luôn có pin đầy khi cần.</span></span></li> </ul> <h2 style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica_Geosystems_GEB334_GEB364_batteries_800x428.jpg" style="width: 800px; height: 428px;" /></span></span></h2> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Giải pháp sạc ngoài trời</span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Pin dự phòng di động: Đối với việc sử dụng ngoài trời kéo dài, bộ sạc năng lượng mặt trời hoặc pin dự phòng di động có thể là những cứu cánh. Chúng đặc biệt hữu ích cho những khu vực xa xôi, nơi nguồn điện có thể hạn chế. Bộ sạc năng lượng mặt trời cung cấp một cách sạc ngoài lưới điện và tái tạo năng lượng cho các thiết bị cần nguồn điện ổn định.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ sạc Ô Tô: Trong nhiều ứng dụng ngoài trời, bộ sạc ô tô được sử dụng để sạc thiết bị khi đang di chuyển. Chúng hữu ích cho việc sạc thiết bị khi di chuyển giữa các công trường, giúp bạn không phải lãng phí thời gian.</span></span></li> </ul> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Độ bền và khả năng chịu đựng thời tiết</span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết kế chắc chắn: Pin và bộ sạc cho các ứng dụng ngoài trời hoặc công trường cần được thiết kế để chịu được môi trường khắc nghiệt. Điều này bao gồm khả năng chống nước, chống sốc và có thể chịu được nhiệt độ cực đoan.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xếp Hạng IP: Kiểm tra các thiết bị có xếp hạng IP cao (Bảo vệ chống xâm nhập), giúp đảm bảo chúng chống lại bụi bẩn, nước và các yếu tố môi trường khác. Điều này đặc biệt quan trọng đối với các thiết bị khảo sát hoặc điều tra hiện trường tai nạn.</span></span></li> </ul> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. Tính năng sạc thông minh</span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bảo vệ quá Tải: Một số bộ sạc hiện đại đi kèm với tính năng sạc thông minh, ngăn ngừa việc sạc quá mức và kéo dài tuổi thọ pin.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giám sát nhiệt độ: Cảm biến nhiệt độ được tích hợp sẽ bảo vệ thiết bị khỏi việc quá nhiệt, tính năng quan trọng cho các thiết bị ngoài trời cần sạc lâu dài hoặc sử dụng trong môi trường khắc nghiệt.</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/74286536_1376595119168281_1988573397101051904_n(1).jpg" style="width: 500px; height: 318px;" /></span></span></p> ', 'images' => '20250509100102409072cb60e202d2797a91e395909240.jpg', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Pin và sạc pin', 'meta_key' => 'Pin và Bộ Sạc - nguồn cung cấp điện đáng tin cậy! 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Pin, sạc pin, Leica, Nikon, Sokkia, Topcon', 'created' => '2025-05-09', 'modified' => '2026-02-01', 'status' => '1', 'view' => '3596', 'slug' => 'pin-va-bo-sac-dam-bao-cung-cap-nguon-dien-dang-tin-cay', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '445', 'rght' => '446', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 6 => array( 'Post' => array( 'id' => '763', 'name' => 'Phần mềm Leica Captivate v9.00', 'code' => null, 'alias' => 'phan-mem-leica-captivate-v9-00', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong data-end="157" data-start="65">Các bạn đã cập nhật lên phiên bản Leica Captivate 9.10 chưa?</strong> Phiên bản cập nhật nhỏ này mang đến một số tính năng hữu ích và là một lời nhắc tuyệt vời để khám phá tất cả các tính năng nâng cấp chính từ phiên bản 9, bao gồm sự tích hợp tốt hơn với dịch vụ <strong data-end="370" data-start="352">GeoCloud Drive.</strong></span></span>', 'content' => '<p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Phần mềm Leica Captivate v9.00</strong></span></span></p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tương thích với các sản phẩm:</span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy điều khiển hiện trường: CS20, CS30, CS35, CC180, CC200</span></span></li> </ul> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy toàn đạc điện tử: TS10, TS13, TS16, TS60, TM60, MS60</span></span></li> </ul> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy GNSS RTK: GS18 T, GS18 I, GS18, GS05</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngày phát hành:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">30 tháng 10 năm 2024</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Có sẵn trên myWorld.<br /> <br /> <strong>>>></strong> <strong>Đăng ký: <a href="https://l.facebook.com/l.php?u=https%3A%2F%2Fhxgn.biz%2F4hzEhej&h=AT26Jho3db1szRAqSlz_lVvTo666P6aN3mZYBnN2EdAnCnJAgn6TlfLwGRoMwKrPBgOgjIHG60nQHb3tkcrAoAovo4eP2zKJkbxcXzJaUIUdxZ2MEaT4Db452_s0uYuLDY3pAzi_1Ybk6UuSTioWwP1PaH-YZw4IdC_113pMAj3qJ0cx&__tn__=-UK-R&c[0]=AT1yHTD1klVU0LNce4HVHmD3kv4nUHbf9zyU-rFVb4OZjXntoRIAagIgzvt7XZydeb2PEyuKl5CCr-9g_lxOfMJ2w2_XEk3SslxiIJaD2R9j49DvqPJytX4Vr-yJyfbt1EpWumBuD4vZRLVJ2iMcyn5WRfEBWS2yrbOw3EhGxKnxERDWOao9ecpOFHvcCyO73jJEV-RUvTC7Cy5IGgcNqfm7SvXfZuU0eibF0X5T">TẠI ĐÂY</a></strong></span></span><br /> <br /> <p data-end="414" data-start="387"> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phiên bản 9 có gì mới?</span></span></strong><br /> </p> <ul> <li data-end="414" data-start="387"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Sao lưu nhanh chóng</strong>: Với tùy chọn 'Upload to GeoCloud Drive' trong menu ngữ cảnh của công việc, bạn sẽ tạo bản sao lưu trên đám mây của các công việc của mình chỉ trong nháy mắt.</span></span></li> <li data-end="414" data-start="387"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Xuất dữ liệu đơn giản hơn</strong>: Bảng xuất dữ liệu giờ đây có một tùy chọn mới - 'Upload a copy to GeoCloud Drive'. Điều này đảm bảo rằng một bản sao của dữ liệu xuất được chuẩn bị để tải lên dự án đã chọn trong GeoCloud Drive, giúp giảm số bước cần thực hiện trong quá trình này.</span></span></li> </ul> <p data-end="414" data-start="387"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Geosystems đã cố gắng làm cho việc chia sẻ dữ liệu trở nên mượt mà hơn, đảm bảo rằng các thành viên trong nhóm của bạn có thể dễ dàng và nhanh chóng truy cập vào đóng góp của bạn.<br /> <br /> Để tìm hiểu tất cả các tính năng mới nhất của Leica Captivate -> <strong><a href="https://hxgn.biz/4hzEhej">XEM TẠI ĐÂY</a></strong></span></span><br /> </p> <iframe allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share" allowfullscreen="" frameborder="0" height="305" referrerpolicy="strict-origin-when-cross-origin" src="https://www.youtube.com/embed/Kxk3A93lWZc" title="Leica Captivate v9.0: SmartPole Extensions, GeoCloud Drive and Snapping Enhancements & more" width="680"></iframe>', 'images' => '20250508094032e9f29fd87b074748e5f064af2850e79a.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy RTK', 'meta_key' => 'Leica Captivate v9.0', 'meta_des' => 'Leica Captivate v9.0', 'created' => '2025-05-08', 'modified' => '2026-02-02', 'status' => '1', 'view' => '11925', 'slug' => 'phan-mem-leica-captivate-v9-00', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '443', 'rght' => '444', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 7 => array( 'Post' => array( 'id' => '762', 'name' => 'Thúc đẩy cơ sở hạ tầng trắc địa của Việt Nam với mạng lưới tham chiếu GNSS toàn quốc!', 'code' => null, 'alias' => 'thuc-day-co-so-ha-tang-trac-dia-cua-viet-nam-voi-mang-luoi-tham-chieu-gnss-toan-quoc', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thúc đẩy cơ sở hạ tầng trắc địa của Việt Nam với mạng lưới tham chiếu GNSS toàn quốc với công nghệ tiên tiến của Leica Geosystems.</span></span></p> ', 'content' => '<div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trải dài 1.650 km từ Bắc vào Nam, Việt Nam có cảnh quan đa dạng với những ngọn núi có rừng, đồng bằng châu thổ màu mỡ, bờ biển rộng lớn và các khu đô thị đang phát triển nhanh chóng. Đảm bảo cơ sở hạ tầng trắc địa của Việt Nam hiện đại và đáng tin cậy là rất quan trọng đối với các hoạt động khảo sát và lập bản đồ quốc gia dựa trên công nghệ GNSS.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc xây dựng hệ thống trạm CORS ở Việt Nam là nhu cầu cấp thiết nhằm hỗ trợ cung cấp thông tin, dữ liệu, đảm bảo tính đầy đủ, chính xác và kịp thời đóng góp cho sự phát triển của các lĩnh vực kinh tế – xã hội, giám sát tài nguyên, bảo vệ môi trường, quốc phòng – an ninh, đặc biệt nhất là góp phần vào công tác bảo vệ chủ quyền lãnh thổ quốc gia và thúc đẩy những hoạt động nghiên cứu khoa học Trái Đất.<br /> <br /> Trạm tham chiếu hoạt động liên tục (CORS) rộng lớn hiện nay tại Việt Nam với sự công nghệ tiên tiến của Leica Geosystems đã giúp tất cả những điều này trở nên khả thi với dữ liệu định vị theo thời gian thực và xử lý hậu kỳ ở cấp độ centimet có sẵn trên khắp cả nước.</span></span></div> <div> <br /> </div> <div style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Rover_connect1_v2.jpg" style="width: 800px; height: 420px;" /></div> <div> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuyển đổi bản đồ quốc gia của Việt Nam bằng mạng lưới trạm tham chiếu GNSS</span></span></strong><br /> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Năm 2016, Cục Đo đạc, Bản đồ và Thông tin địa lý Việt Nam (DOSMVN), cơ quan dữ liệu không gian địa lý của quốc gia, đã bắt tay vào một dự án đầy tham vọng nhằm xây dựng mạng lưới GNSS trên khắp cả nước. Để đạt được những mục tiêu này, DOSMVN cần thiết lập CORS trên quy mô toàn quốc, bao gồm sự kết hợp giữa các máy thu và ăng-ten GNSS cùng phần mềm tinh vi để liên tục ghi lại, xử lý và cung cấp dữ liệu định vị chính xác theo thời gian thực.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sáng kiến này sẽ cải tổ cơ sở hạ tầng trắc địa của Việt Nam, tận dụng các khả năng tiên tiến của công nghệ định vị GNSS thời gian thực để tinh chỉnh các quy trình khảo sát và lập bản đồ, đồng thời nâng cao hệ thống tọa độ và phép chiếu quốc gia.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">"Việc triển khai mạng lưới CORS trên khắp Việt Nam là một bước quan trọng hướng tới việc khai thác toàn bộ phổ dữ liệu GNSS cho các nỗ lực lập bản đồ quốc gia của chúng tôi", Trần Phúc Thắng, Giám đốc Trung tâm Điều tra - Xử lý dữ liệu khảo sát và lập bản đồ tại DOSMVN giải thích.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">"Mạng lưới kết nối các trạm định vị vệ tinh trên toàn quốc thành một hệ thống thống nhất để tối ưu hóa thiết bị, giảm thiểu đầu tư và mở rộng khả năng hoạt động cho nhiều ứng dụng khác nhau" "Nó đảm bảo tuân thủ mạng lưới Dịch vụ GNSS quốc tế (IGS) và các mạng lưới của các tổ chức GNSS khác trên toàn thế giới".</span></span></div> <div> </div> <div> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuyển đổi bản đồ quốc gia của Việt Nam bằng mạng lưới trạm tham chiếu GNSS</span></span></strong><br /> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tập đoàn SISC đã được DOSMVN ký hợp đồng thiết kế, xây dựng và đưa vào vận hành mạng lưới định vị vệ tinh quốc gia, VNGEONET. Năm 2019, họ đã hoàn thành việc lắp đặt, thiết lập mạng lưới toàn quốc gồm 65 trạm, bao gồm 24 trạm Geodetic CORS và 41 trạm NRTK CORS.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mạng lưới có 65 máy chủ tham chiếu Leica GR50, lý tưởng cho các cài đặt cố định và cung cấp 555 kênh hỗ trợ tất cả các chòm sao GNSS toàn cầu, chẳng hạn như GPS, GLONASS, Galileo và BeiDou, cũng như các hệ thống khu vực. Với các giao diện đồng thời và nhiều giao diện để truyền thông, cung cấp điện và ghi dữ liệu, các máy chủ tham chiếu này cung cấp các hoạt động đáng tin cậy cần thiết cho dự án này.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mạng lưới bao gồm 65 ăng-ten GNSS 4 chòm sao Leica AR25 và Bộ phần mềm Leica Spider. Leica Spider Software hỗ trợ hệ thống bằng cách cung cấp dữ liệu từ tất cả GNSS cùng lúc, cung cấp một cách hiệu quả để truy cập dữ liệu thời gian thực và dữ liệu xử lý sau. Phần mềm Spider được thiết kế riêng theo nhu cầu cụ thể của DOSMVN, bao gồm bản đồ tùy chỉnh và các tính năng của người dùng, giúp giải pháp này trở nên linh hoạt.</span></span></div> <div> </div> <div> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mạng GNSS quốc gia mang lại lợi ích cho ngành công nghiệp và phát triển cơ sở hạ tầng</span></span></strong><br /> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dự án này thể hiện sự phát triển từ các phương pháp truyền thống sang các giải pháp mới nhất và minh họa cho những lợi ích của việc áp dụng mạng tham chiếu GNSS toàn quốc để thúc đẩy hoạt động khảo sát và lập bản đồ cùng với một loạt các ứng dụng công nghiệp khác.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">"Ngoài việc hiện đại hóa hoạt động lập bản đồ, chúng tôi muốn đạt được độ chính xác cao trong các dịch vụ Định vị động học thời gian thực (RTK) và RTK mạng áp dụng cho nhiều ngành công nghiệp khác nhau", ông Thắng cho biết.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều ngành công nghiệp trên khắp Việt Nam phụ thuộc vào dữ liệu không gian địa lý chính xác để sử dụng các công nghệ tiên tiến và đảm bảo dữ liệu dự án được hoàn thiện. Điều này bao gồm từ công việc khảo sát, như sử dụng xe tự hành GNSS để đo ranh giới tài sản hoặc máy bay không người lái để khảo sát trên không các công trường xây dựng, đến các ứng dụng điều khiển máy tự động, phát triển cơ sở hạ tầng, v.v.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cung cấp các bản sửa lỗi RTK mạng 24/7 dễ truy cập cho các công ty trên khắp Việt Nam mang lại một số lợi ích về kinh tế và phát triển cơ sở hạ tầng. Dữ liệu RTK liên tục và có sẵn rộng rãi giúp giảm chi phí phát sinh cho các doanh nghiệp vốn sẽ phải chịu chi phí hoạt động cao hơn nhiều nếu không có dịch vụ như vậy. Điều này dẫn đến tiết kiệm chi phí trong các lĩnh vực như kỹ thuật dân dụng, xây dựng, nông nghiệp và giao thông - giúp thúc đẩy tăng trưởng kinh tế.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngoài ra, việc giảm chi phí thu thập dữ liệu không gian có độ chính xác cao giúp lập kế hoạch và thực hiện chính xác các dự án cơ sở hạ tầng quy mô lớn quan trọng để thích ứng với dân số đô thị ngày càng tăng của Việt Nam.<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/GEODETIC CORS AND NRTK CORS_Cropped.png" style="width: 800px; height: 356px;" /></span></span><br /> <br /> <div> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nghiên cứu khoa học và giám sát môi trường bằng GNSS</span></span></strong><br /> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các nhà nghiên cứu trong các lĩnh vực như khoa học môi trường, địa chất và bản đồ học cũng được hưởng lợi vì họ có thể thực hiện các nghiên cứu sâu rộng và chính xác hơn. CORS tại Việt Nam đã cải thiện đáng kể khả năng đo tốc độ dịch chuyển mảng và đóng góp dữ liệu có giá trị cho nghiên cứu khí tượng và tầng điện ly.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">CORS cung cấp một cách để đo mức tầng điện ly, sử dụng máy thu để thu thập thông tin về độ trễ tầng điện ly mà tín hiệu GNSS gặp phải trên đường đi của chúng. Điều này cho phép các chuyên gia tính toán tổng số electron (TEC) và lập bản đồ mật độ electron tầng điện ly. Hoạt động của tầng điện ly ảnh hưởng trực tiếp đến độ chính xác của các hệ thống dựa trên GNSS để khảo sát, định vị, viễn thông, v.v. Việc giám sát tầng điện ly cho phép các chuyên gia đánh giá độ tin cậy của các hệ thống này và thực hiện các biện pháp giảm thiểu khi có thể.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mạng lưới này cũng cung cấp thông tin có giá trị về các điều kiện khí quyển, bao gồm lượng hơi nước trong khí quyển – đặc biệt quan trọng đối với các khu vực có lượng mưa lớn ở Việt Nam. Tương tự như việc đo hoạt động tầng điện ly, các máy thu CORS ghi lại độ trễ mà tín hiệu GNSS gặp phải khi di chuyển qua khí quyển do hơi nước. Bằng cách so sánh thời gian đến ước tính và thực tế của tín hiệu GNSS tại các máy thu CORS, có thể ước tính mức độ hơi nước. Phương pháp này cung cấp các quan sát khí tượng độc đáo, góp phần vào dự báo thời tiết và nghiên cứu khí hậu.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngoài ra, mạng lưới rộng lớn của Việt Nam giúp có thể theo dõi các chuyển động trong lớp vỏ trái đất và tốc độ của các chuyển động này theo thời gian bằng GNSS. Là một khu vực hoạt động địa chấn, đây là một nguồn tài nguyên đặc biệt có giá trị để ghi lại và dự đoán các chuyển động mặt đất.</span></span><br /> </div> <div> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">“Việc kết nối 65 trạm này trên khắp đất nước chúng tôi đánh dấu bước tiến vượt bậc trong khả năng lập bản đồ và khảo sát của chúng tôi, đạt được mức độ chính xác và độ tin cậy chưa từng thấy trước đây”</span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc triển khai các trạm tham chiếu GNSS và phần mềm Leica Geosystems đóng vai trò then chốt trong việc hiện thực hóa các mục tiêu của dự án này.<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/CHỌN ANH TÀI (665 x 295 px) (Quảng cáo trên Facebook) (6).png" style="width: 800px; height: 419px;" /></span></span></div> <div> </div> </div> ', 'images' => '2025042311180589dc854da356e13b8a4eeadb31876909.jpg', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy RTK', 'meta_key' => 'Máy RTK, máy định vị vệ tinh RTK, máy GPS RTK, máy định vị vệ tinh GNSS RTK, máy RTK giá rẻ, máy RTK tốt nhất', 'meta_des' => 'Máy RTK, máy định vị vệ tinh RTK, máy GPS RTK, máy định vị vệ tinh GNSS RTK, máy RTK giá rẻ, máy RTK tốt nhất', 'created' => '2025-04-23', 'modified' => '2026-02-02', 'status' => '1', 'view' => '13732', 'slug' => 'thuc-day-co-so-ha-tang-trac-dia-cua-viet-nam-voi-mang-luoi-tham-chieu-gnss-toan-quoc', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '441', 'rght' => '442', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 8 => array( 'Post' => array( 'id' => '760', 'name' => 'Pin hạt nhân BV100 - công nghệ của tương lai', 'code' => null, 'alias' => 'pin-hat-nhan-bv100-cong-nghe-cua-tuong-lai', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ<strong><span itemprop="isBasedOn" itemscope="" itemtype="https://schema.org/WebPage" style="position: fixed; 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Viên pin BV100 của công ty Betavolt Technology đến từ Trung Quốc đang biến điều không tưởng ấy thành hiện thực với công nghệ pin hạt nhân hoàn toàn mới. https://techfancy.net/" border="0" height="1" itemprop="image" src="https://xurls.net/px.gif?utm_campaign=https%3A%2F%2Ftechfancy.net%2F&utm_source=dmca&utm_medium=copy&utm_term=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi&utm_content=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi.%20B%E1%BA%A1n%20%C4%91%C3%A3%20bao%20gi%E1%BB%9D%20t%C6%B0%E1%BB%9Fng%20t%C6%B0%E1%BB%A3ng%20v%E1%BB%81%20m%E1%BB%99t%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B4ng%20ngh%E1%BB%87%20c%C3%B3%20th%E1%BB%83%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20su%E1%BB%91t%20n%E1%BB%ADa%20th%E1%BA%BF%20k%E1%BB%B7%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20hay%20ch%C6%B0a%3F%20Vi%C3%AAn%20pin%20BV100%20c%E1%BB%A7a%20c%C3%B4ng%20ty%20Betavol.%20B%E1%BA%A1n%20%C4%91%C3%A3%20bao%20gi%E1%BB%9D%20t%C6%B0%E1%BB%9Fng%20t%C6%B0%E1%BB%A3ng%20v%E1%BB%81%20m%E1%BB%99t%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B4ng%20ngh%E1%BB%87%20c%C3%B3%20th%E1%BB%83%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20su%E1%BB%91t%20n%E1%BB%ADa%20th%E1%BA%BF%20k%E1%BB%B7%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20hay%20ch%C6%B0a%3F%20Vi%C3%AAn%20pin%20BV100%20c%E1%BB%A7a%20c%C3%B4ng%20ty%20Betavolt%20Technology%20%C4%91%E1%BA%BFn%20t%E1%BB%AB%20Trung%20Qu%E1%BB%91c%20%C4%91ang%20bi%E1%BA%BFn%20%C4%91i%E1%BB%81u%20kh%C3%B4ng%20t%C6%B0%E1%BB%9Fng%20%E1%BA%A5y%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20v%E1%BB%9Bi%20c%C3%B4ng%20ngh%E1%BB%87%20pin%20h%E1%BA%A1t%20nh%C3%A2n%20ho%C3%A0n%20to%C3%A0n%20m%E1%BB%9Bi.%20https%3A%2F%2Ftechfancy.net%2F&dmcaaducpp=1" style="position: fixed; inset: initial; opacity: 0; visibility: visible; display: inline-block; margin: 0px; padding: 0px; overflow: hidden; border: none; background: none; color: initial; cursor: auto; max-width: 1px; max-height: 1px; width: 1px; height: 1px;" title="Pin hạt nhân BV100 Betavolt - Khi khoa học viễn tưởng trở thành hiện thực - BlogAnChoi. Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? Viên pin BV100 của công ty Betavol. Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? Viên pin BV100 của công ty Betavolt Technology đến từ Trung Quốc đang biến điều không tưởng ấy thành hiện thực với công nghệ pin hạt nhân hoàn toàn mới. https://techfancy.net/" width="1" /></a></strong> có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? Viên pin BV100 của công ty Betavolt Technology đến từ Trung Quốc đang biến điều không tưởng ấy thành hiện thực với công nghệ pin hạt nhân hoàn toàn mới.</span></span>', 'content' => '<p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="background-color: rgb(254, 254, 254);">Công ty </span>Betavolt New Energy Technology, có trụ sở tại Bắc Kinh<span style="background-color: rgb(254, 254, 254);">, Trung Quốc vừa công bố sản xuất đại trà pin hạt nhân với thông số ấn tượng: điện áp 3V, công suất 100 microwatt. Dù công suất không lớn, pin có tuổi thọ lên tới 50 năm và kích thước siêu nhỏ (15×15×5 mm). Đặc biệt, nó hoạt động ổn định trong dải nhiệt độ từ -60°C đến 120°C và an toàn nhờ sử dụng niken-63 - đồng vị phóng xạ có chu kỳ bán rã 100 năm, cuối cùng phân hủy thành đồng vị đồng bền.</span></span></span></span></p> <p> <br /> <span style="background-color: rgb(254, 254, 254); font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">Theo chuyên gia Nga, công nghệ này đã xuất hiện từ vài năm trước. Năm 2023, Giáo sư Mefi (Nga) từng thiết kế thử nghiệm "pin hạt nhân" dựa trên nguồn đồng vị phóng xạ và vật liệu bán dẫn. Tuy nhiên, chi phí sản xuất quá cao do giá niken-63 đắt đỏ (hơn 200 triệu rúp/100g) khiến Nga không thể phát triển thêm.</span></p> <p> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sinh ra từ khát vọng đổi mới ngành năng lượng trên toàn cầu, Betavolt Technology đã ra mắt thế giới viên pin “viễn tưởng” BV100 vào đầu 2024 chỉ sau 3 năm thành lập công ty. Với kích thước khiêm tốn chỉ to ngang một đồng xu, viên pin này là sự kết hợp hoàn hảo giữa những đồng vị phóng xạ nickel-63 và công nghệ bán dẫn kim cương thế hệ thứ tư. Cơ chế chuyển đổi năng lượng phân rã beta thành điện năng cho phép BV100 làm điều tưởng chừng như không thế: cung cấp năng lượng liên tục trong nửa thế kỷ mà không đòi hỏi một lần sạc hay bảo trì nào.<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/pin-hat-nhan-betavolt_65a4f1f79425d.jpg" style="width: 800px; height: 447px;" /></span></span></span></p> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Nguyên lý hoạt động của pin hạt nhân BV100</strong></span></span></span><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">Pin hạt nhân BV100 hoạt động dựa trên nguyên lý betavoltaic, trong đó các hạt beta phát ra từ quá trình phân rã của nickel-63 được chuyển đổi thành điện năng thông qua một lớp bán dẫn kim cương mỏng.</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);"> Cấu trúc của pin bao gồm các lớp xen kẽ giữa nguồn nickel-63 và các lớp bán dẫn kim cương, tạo thành một mô-đun có thể mở rộng để tăng công suất. <br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/pin-hat-nhan.jpeg" style="width: 800px; height: 451px;" /></span></p> <p> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">2. Những ưu điểm của viên pin hạt nhân BV100</strong></p> <p> </p> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tuổi thọ vượt trội</strong></span></span></span></p> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm nổi bật nhất ở viên pin BV100 đó chính là việc nó có thể cung cấp năng lượng liên tục trong 50 năm mà không cần sạc lại hoặc bảo trì, từ đó đáp ứng nhu cầu của các thiết bị đòi hỏi độ tin cậy cao và vận hành dài hạn trong các ứng dụng quan trọng trong cuộc sống.</span></span></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://bloganchoi.com/pin-hat-nhan-bv100-betavolt/?utm_campaign=https%3A%2F%2Fbloganchoi.com%2Fpin-hat-nhan-bv100-betavolt%2F&utm_source=dmca&utm_medium=copy&utm_term=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi&utm_content=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi.%20B%E1%BA%A1n%20%C4%91%C3%A3%20bao%20gi%E1%BB%9D%20t%C6%B0%E1%BB%9Fng%20t%C6%B0%E1%BB%A3ng%20v%E1%BB%81%20m%E1%BB%99t%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B4ng%20ngh%E1%BB%87%20c%C3%B3%20th%E1%BB%83%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20su%E1%BB%91t%20n%E1%BB%ADa%20th%E1%BA%BF%20k%E1%BB%B7%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20hay%20ch%C6%B0a%3F%20Vi%C3%AAn%20pin%20BV100%20c%E1%BB%A7a%20c%C3%B4ng%20ty%20Betavol.%20Nh%E1%BB%AFng%20%C6%B0u%20%C4%91i%E1%BB%83m%20c%E1%BB%A7a%20vi%C3%AAn%20pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20C%E1%BA%A5u%20tr%C3%BAc%20c%E1%BB%A7a%20vi%C3%AAn%20pin%20BV100%20(Ngu%E1%BB%93n%3A%20Internet)Tu%E1%BB%95i%20th%E1%BB%8D%20v%C6%B0%E1%BB%A3t%20tr%E1%BB%99iNh%C6%B0%20m%C3%ACnh%20%C4%91%C3%A3%20%C4%91%E1%BB%81%20c%E1%BA%ADp%20%E1%BB%9F%20b%C3%AAn%20tr%C3%AAn%2C%20%C4%91i%E1%BB%83m%20n%E1%BB%95i%20b%E1%BA%ADt%20nh%E1%BA%A5t%20%E1%BB%9F%20vi%C3%AAn%20pin%20BV100%20%C4%91%C3%B3%20ch%C3%ADnh%20l%C3%A0%20vi%E1%BB%87c%20n%C3%B3%20c%C3%B3%20th%E1%BB%83%20cung%20c%E1%BA%A5p%20n%C4%83ng%20l%C6%B0%E1%BB%A3ng%20li%C3%AAn%20t%E1%BB%A5c%20trong%2050%20n%C4%83m%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20l%E1%BA%A1i%20ho%E1%BA%B7c%20b%E1%BA%A3o%20tr%C3%AC%2C%20t%E1%BB%AB%20%C4%91%C3%B3%20%C4%91%C3%A1p%20%E1%BB%A9ng%20nhu%20c%E1%BA%A7u%20c%E1%BB%A7a%20c%C3%A1c%20thi%E1%BA%BFt%20b%E1%BB%8B%20%C4%91%C3%B2i%20h%E1%BB%8Fi%20%C4%91%E1%BB%99%20tin%20c%E1%BA%ADy%20cao%20v%C3%A0%20v%E1%BA%ADn%20h%C3%A0nh%20d%C3%A0i%20h%E1%BA%A1n%20trong%20c%C3%A1c%20%E1%BB%A9ng%20d%E1%BB%A5ng%20quan%20tr%E1%BB%8Dng%20trong%20cu%E1%BB%99c%20s%E1%BB%91ng.Thi%E1%BA%BFt%20k%E1%BA%BF%20nh%E1%BB%8F%20g%E1%BB%8DnV%E1%BB%9Bi%20k%C3%ADch%20th%C6%B0%E1%BB%9Bc%20ch%E1%BB%89%20t%C6%B0%C6%A1ng%20%C4%91%C6%B0%C6%A1ng%20m%E1%BB%99t%20%C4%91%E1%BB%93ng%20xu%2C%20pin%20BV100%20mang%20%C4%91%E1%BA%BFn%20kh%E1%BA%A3%20n%C4%83ng%20t%C3%ADch%20h%E1%BB%A3p%20linh%20ho%E1%BA%A1t%20v%C3%A0o%20nhi%E1%BB%81u%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B3%20kh%C3%B4ng%20gian%20h%E1%BA%A1n%20ch%E1%BA%BF%2C%20gi%C3%BAp%20m%E1%BB%9F%20r%E1%BB%99ng%20%C4%91%C3%A1ng%20k%E1%BB%83%20ph%E1%BA%A1m%20vi%20%E1%BB%A9ng%20d%E1%BB%A5ng%20trong%20nhi%E1%BB%81u%20l%C4%A9nh%20v%E1%BB%B1c%20c%C3%B4ng%20ngh%E1%BB%87.An%20to%C3%A0n%20v%C3%A0%20b%E1%BB%81n%20v%E1%BB%AFngV%C3%AC%20trong%20quy%20tr%C3%ACnh%20chuy%E1%BB%83n%20h%C3%B3a%20c%E1%BB%A7a%20nickel%20%E2%80%93%2063%20s%E1%BA%BD%20bi%E1%BA%BFn%20n%C3%B3%20th%C3%A0nh%20%C4%90%E1%BB%93ng%20%E2%80%93%2063%20%E2%80%93%20m%E1%BB%99t%20nguy%C3%AAn%20t%E1%BB%91%20%E1%BB%95n%20%C4%91%E1%BB%8Bnh%20v%C3%A0%20kh%C3%B4ng%20ph%C3%B3ng%20x%E1%BA%A1%2C%20t%E1%BB%AB%20%C4%91%C3%B3%20gi%C3%BAp%20%C4%91%E1%BA%A3m%20b%E1%BA%A3o%20t%C3%ADnh%20an%20to%C3%A0n%20v%C3%A0%20gi%E1%BA%A3m%20thi%E1%BB%83u%20c%C3%A1c%20t%C3%A1c%20%C4%91%E1%BB%99ng%20%C4%91%E1%BA%BFn%20m%C3%B4i%20tr%C6%B0%E1%BB%9Dng%2C%20%C4%91%C3%A1p%20%E1%BB%A9ng%20c%C3%A1c%20ti%C3%AAu%20chu%E1%BA%A9n%20kh%E1%BA%AFt%20khe%20v%E1%BB%81%20ph%C3%A1t%20tri%E1%BB%83n%20c%C3%B4ng%20ngh%E1%BB%87%20b%E1%BB%81n%20v%E1%BB%AFng.%20Sponsor%20Kh%E1%BA%A3%20n%C4%83ng%20v%E1%BA%ADn%20h%C3%A0nh%20trong%20%C4%91i%E1%BB%81u%20ki%E1%BB%87n%20kh%E1%BA%AFc%20nghi%E1%BB%87tPin%20BV100%20c%C3%B3%20th%E1%BB%83%20duy%20tr%C3%AC%20hi%E1%BB%87u%20su%E1%BA%A5t%20%E1%BB%95n%20%C4%91%E1%BB%8Bnh%20trong%20ph%E1%BA%A1m%20vi%20nhi%E1%BB%87t%20%C4%91%E1%BB%99%20r%E1%BB%99ng%20t%E1%BB%AB%20-60%C2%B0C%20%C4%91%E1%BA%BFn%20120%C2%B0C%2C%20mang%20%C4%91%E1%BA%BFn%20gi%E1%BA%A3i%20ph%C3%A1p%20n%C4%83ng%20l%C6%B0%E1%BB%A3ng%20%C4%91%C3%A1ng%20tin%20c%E1%BA%ADy%20cho%20c%C3%A1c%20thi%E1%BA%BFt%20b%E1%BB%8B%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20c%C3%A1c%20m%C3%B4i%20tr%C6%B0%E1%BB%9Dng%20c%E1%BB%B1c%20k%E1%BB%B3%20kh%E1%BA%AFc%20nghi%E1%BB%87t.%20https%3A%2F%2Fbloganchoi.com%2Fpin-hat-nhan-bv100-betavolt%2F" title=""Pin hạt nhân BV100 Betavolt - Khi khoa học viễn tưởng trở thành hiện thực - BlogAnChoi. Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? Viên pin BV100 của công ty Betavol. Những ưu đi"><span style="color:#000000;"><img border="0" height="1" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAEAAAABCAMAAAAoyzS7AAAAAXNSR0ICQMB9xQAAAANQTFRFAAAAp3o92gAAAAF0Uk5TAEDm2GYAAAAJcEhZcwAADsQAAA7EAZUrDhsAAAAZdEVYdFNvZnR3YXJlAE1pY3Jvc29mdCBPZmZpY2V/7TVxAAAACklEQVQY02NgAAAAAgABmGNs1wAAAABJRU5ErkJggg==" width="1" /></span></a><a href="https://bloganchoi.com/?utm_campaign=https%3A%2F%2Fbloganchoi.com%2Fpin-hat-nhan-bv100-betavolt%2F&utm_source=dmca&utm_medium=copy&utm_term=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi&utm_content=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi.%20B%E1%BA%A1n%20%C4%91%C3%A3%20bao%20gi%E1%BB%9D%20t%C6%B0%E1%BB%9Fng%20t%C6%B0%E1%BB%A3ng%20v%E1%BB%81%20m%E1%BB%99t%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B4ng%20ngh%E1%BB%87%20c%C3%B3%20th%E1%BB%83%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20su%E1%BB%91t%20n%E1%BB%ADa%20th%E1%BA%BF%20k%E1%BB%B7%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20hay%20ch%C6%B0a%3F%20Vi%C3%AAn%20pin%20BV100%20c%E1%BB%A7a%20c%C3%B4ng%20ty%20Betavol.%20Nh%E1%BB%AFng%20%C6%B0u%20%C4%91i%E1%BB%83m%20c%E1%BB%A7a%20vi%C3%AAn%20pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20C%E1%BA%A5u%20tr%C3%BAc%20c%E1%BB%A7a%20vi%C3%AAn%20pin%20BV100%20(Ngu%E1%BB%93n%3A%20Internet)Tu%E1%BB%95i%20th%E1%BB%8D%20v%C6%B0%E1%BB%A3t%20tr%E1%BB%99iNh%C6%B0%20m%C3%ACnh%20%C4%91%C3%A3%20%C4%91%E1%BB%81%20c%E1%BA%ADp%20%E1%BB%9F%20b%C3%AAn%20tr%C3%AAn%2C%20%C4%91i%E1%BB%83m%20n%E1%BB%95i%20b%E1%BA%ADt%20nh%E1%BA%A5t%20%E1%BB%9F%20vi%C3%AAn%20pin%20BV100%20%C4%91%C3%B3%20ch%C3%ADnh%20l%C3%A0%20vi%E1%BB%87c%20n%C3%B3%20c%C3%B3%20th%E1%BB%83%20cung%20c%E1%BA%A5p%20n%C4%83ng%20l%C6%B0%E1%BB%A3ng%20li%C3%AAn%20t%E1%BB%A5c%20trong%2050%20n%C4%83m%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20l%E1%BA%A1i%20ho%E1%BA%B7c%20b%E1%BA%A3o%20tr%C3%AC%2C%20t%E1%BB%AB%20%C4%91%C3%B3%20%C4%91%C3%A1p%20%E1%BB%A9ng%20nhu%20c%E1%BA%A7u%20c%E1%BB%A7a%20c%C3%A1c%20thi%E1%BA%BFt%20b%E1%BB%8B%20%C4%91%C3%B2i%20h%E1%BB%8Fi%20%C4%91%E1%BB%99%20tin%20c%E1%BA%ADy%20cao%20v%C3%A0%20v%E1%BA%ADn%20h%C3%A0nh%20d%C3%A0i%20h%E1%BA%A1n%20trong%20c%C3%A1c%20%E1%BB%A9ng%20d%E1%BB%A5ng%20quan%20tr%E1%BB%8Dng%20trong%20cu%E1%BB%99c%20s%E1%BB%91ng.Thi%E1%BA%BFt%20k%E1%BA%BF%20nh%E1%BB%8F%20g%E1%BB%8DnV%E1%BB%9Bi%20k%C3%ADch%20th%C6%B0%E1%BB%9Bc%20ch%E1%BB%89%20t%C6%B0%C6%A1ng%20%C4%91%C6%B0%C6%A1ng%20m%E1%BB%99t%20%C4%91%E1%BB%93ng%20xu%2C%20pin%20BV100%20mang%20%C4%91%E1%BA%BFn%20kh%E1%BA%A3%20n%C4%83ng%20t%C3%ADch%20h%E1%BB%A3p%20linh%20ho%E1%BA%A1t%20v%C3%A0o%20nhi%E1%BB%81u%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B3%20kh%C3%B4ng%20gian%20h%E1%BA%A1n%20ch%E1%BA%BF%2C%20gi%C3%BAp%20m%E1%BB%9F%20r%E1%BB%99ng%20%C4%91%C3%A1ng%20k%E1%BB%83%20ph%E1%BA%A1m%20vi%20%E1%BB%A9ng%20d%E1%BB%A5ng%20trong%20nhi%E1%BB%81u%20l%C4%A9nh%20v%E1%BB%B1c%20c%C3%B4ng%20ngh%E1%BB%87.An%20to%C3%A0n%20v%C3%A0%20b%E1%BB%81n%20v%E1%BB%AFngV%C3%AC%20trong%20quy%20tr%C3%ACnh%20chuy%E1%BB%83n%20h%C3%B3a%20c%E1%BB%A7a%20nickel%20%E2%80%93%2063%20s%E1%BA%BD%20bi%E1%BA%BFn%20n%C3%B3%20th%C3%A0nh%20%C4%90%E1%BB%93ng%20%E2%80%93%2063%20%E2%80%93%20m%E1%BB%99t%20nguy%C3%AAn%20t%E1%BB%91%20%E1%BB%95n%20%C4%91%E1%BB%8Bnh%20v%C3%A0%20kh%C3%B4ng%20ph%C3%B3ng%20x%E1%BA%A1%2C%20t%E1%BB%AB%20%C4%91%C3%B3%20gi%C3%BAp%20%C4%91%E1%BA%A3m%20b%E1%BA%A3o%20t%C3%ADnh%20an%20to%C3%A0n%20v%C3%A0%20gi%E1%BA%A3m%20thi%E1%BB%83u%20c%C3%A1c%20t%C3%A1c%20%C4%91%E1%BB%99ng%20%C4%91%E1%BA%BFn%20m%C3%B4i%20tr%C6%B0%E1%BB%9Dng%2C%20%C4%91%C3%A1p%20%E1%BB%A9ng%20c%C3%A1c%20ti%C3%AAu%20chu%E1%BA%A9n%20kh%E1%BA%AFt%20khe%20v%E1%BB%81%20ph%C3%A1t%20tri%E1%BB%83n%20c%C3%B4ng%20ngh%E1%BB%87%20b%E1%BB%81n%20v%E1%BB%AFng.%20Sponsor%20Kh%E1%BA%A3%20n%C4%83ng%20v%E1%BA%ADn%20h%C3%A0nh%20trong%20%C4%91i%E1%BB%81u%20ki%E1%BB%87n%20kh%E1%BA%AFc%20nghi%E1%BB%87tPin%20BV100%20c%C3%B3%20th%E1%BB%83%20duy%20tr%C3%AC%20hi%E1%BB%87u%20su%E1%BA%A5t%20%E1%BB%95n%20%C4%91%E1%BB%8Bnh%20trong%20ph%E1%BA%A1m%20vi%20nhi%E1%BB%87t%20%C4%91%E1%BB%99%20r%E1%BB%99ng%20t%E1%BB%AB%20-60%C2%B0C%20%C4%91%E1%BA%BFn%20120%C2%B0C%2C%20mang%20%C4%91%E1%BA%BFn%20gi%E1%BA%A3i%20ph%C3%A1p%20n%C4%83ng%20l%C6%B0%E1%BB%A3ng%20%C4%91%C3%A1ng%20tin%20c%E1%BA%ADy%20cho%20c%C3%A1c%20thi%E1%BA%BFt%20b%E1%BB%8B%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20c%C3%A1c%20m%C3%B4i%20tr%C6%B0%E1%BB%9Dng%20c%E1%BB%B1c%20k%E1%BB%B3%20kh%E1%BA%AFc%20nghi%E1%BB%87t.%20https%3A%2F%2Fbloganchoi.com%2Fpin-hat-nhan-bv100-betavolt%2F" title=""This article is referenced content from https://bloganchoi.com - Pin hạt nhân BV100 Betavolt - Khi khoa học viễn tưởng trở thành hiện thực - BlogAnChoi. Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không "><span style="color:#000000;"><img border="0" height="1" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAEAAAABCAMAAAAoyzS7AAAAAXNSR0ICQMB9xQAAAANQTFRFAAAAp3o92gAAAAF0Uk5TAEDm2GYAAAAJcEhZcwAADsQAAA7EAZUrDhsAAAAZdEVYdFNvZnR3YXJlAE1pY3Jvc29mdCBPZmZpY2V/7TVxAAAACklEQVQY02NgAAAAAgABmGNs1wAAAABJRU5ErkJggg==" width="1" /></span></a></span></span><br /> </p> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Thiết kế nhỏ gọn</strong></span></span></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://techfancy.net/?utm_campaign=https%3A%2F%2Ftechfancy.net%2F&utm_source=dmca&utm_medium=copy&utm_term=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi&utm_content=Pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20Betavolt%20-%20Khi%20khoa%20h%E1%BB%8Dc%20vi%E1%BB%85n%20t%C6%B0%E1%BB%9Fng%20tr%E1%BB%9F%20th%C3%A0nh%20hi%E1%BB%87n%20th%E1%BB%B1c%20-%20BlogAnChoi.%20B%E1%BA%A1n%20%C4%91%C3%A3%20bao%20gi%E1%BB%9D%20t%C6%B0%E1%BB%9Fng%20t%C6%B0%E1%BB%A3ng%20v%E1%BB%81%20m%E1%BB%99t%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B4ng%20ngh%E1%BB%87%20c%C3%B3%20th%E1%BB%83%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20su%E1%BB%91t%20n%E1%BB%ADa%20th%E1%BA%BF%20k%E1%BB%B7%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20hay%20ch%C6%B0a%3F%20Vi%C3%AAn%20pin%20BV100%20c%E1%BB%A7a%20c%C3%B4ng%20ty%20Betavol.%20Nh%E1%BB%AFng%20%C6%B0u%20%C4%91i%E1%BB%83m%20c%E1%BB%A7a%20vi%C3%AAn%20pin%20h%E1%BA%A1t%20nh%C3%A2n%20BV100%20C%E1%BA%A5u%20tr%C3%BAc%20c%E1%BB%A7a%20vi%C3%AAn%20pin%20BV100%20(Ngu%E1%BB%93n%3A%20Internet)Tu%E1%BB%95i%20th%E1%BB%8D%20v%C6%B0%E1%BB%A3t%20tr%E1%BB%99iNh%C6%B0%20m%C3%ACnh%20%C4%91%C3%A3%20%C4%91%E1%BB%81%20c%E1%BA%ADp%20%E1%BB%9F%20b%C3%AAn%20tr%C3%AAn%2C%20%C4%91i%E1%BB%83m%20n%E1%BB%95i%20b%E1%BA%ADt%20nh%E1%BA%A5t%20%E1%BB%9F%20vi%C3%AAn%20pin%20BV100%20%C4%91%C3%B3%20ch%C3%ADnh%20l%C3%A0%20vi%E1%BB%87c%20n%C3%B3%20c%C3%B3%20th%E1%BB%83%20cung%20c%E1%BA%A5p%20n%C4%83ng%20l%C6%B0%E1%BB%A3ng%20li%C3%AAn%20t%E1%BB%A5c%20trong%2050%20n%C4%83m%20m%C3%A0%20kh%C3%B4ng%20c%E1%BA%A7n%20s%E1%BA%A1c%20l%E1%BA%A1i%20ho%E1%BA%B7c%20b%E1%BA%A3o%20tr%C3%AC%2C%20t%E1%BB%AB%20%C4%91%C3%B3%20%C4%91%C3%A1p%20%E1%BB%A9ng%20nhu%20c%E1%BA%A7u%20c%E1%BB%A7a%20c%C3%A1c%20thi%E1%BA%BFt%20b%E1%BB%8B%20%C4%91%C3%B2i%20h%E1%BB%8Fi%20%C4%91%E1%BB%99%20tin%20c%E1%BA%ADy%20cao%20v%C3%A0%20v%E1%BA%ADn%20h%C3%A0nh%20d%C3%A0i%20h%E1%BA%A1n%20trong%20c%C3%A1c%20%E1%BB%A9ng%20d%E1%BB%A5ng%20quan%20tr%E1%BB%8Dng%20trong%20cu%E1%BB%99c%20s%E1%BB%91ng.Thi%E1%BA%BFt%20k%E1%BA%BF%20nh%E1%BB%8F%20g%E1%BB%8DnV%E1%BB%9Bi%20k%C3%ADch%20th%C6%B0%E1%BB%9Bc%20ch%E1%BB%89%20t%C6%B0%C6%A1ng%20%C4%91%C6%B0%C6%A1ng%20m%E1%BB%99t%20%C4%91%E1%BB%93ng%20xu%2C%20pin%20BV100%20mang%20%C4%91%E1%BA%BFn%20kh%E1%BA%A3%20n%C4%83ng%20t%C3%ADch%20h%E1%BB%A3p%20linh%20ho%E1%BA%A1t%20v%C3%A0o%20nhi%E1%BB%81u%20thi%E1%BA%BFt%20b%E1%BB%8B%20c%C3%B3%20kh%C3%B4ng%20gian%20h%E1%BA%A1n%20ch%E1%BA%BF%2C%20gi%C3%BAp%20m%E1%BB%9F%20r%E1%BB%99ng%20%C4%91%C3%A1ng%20k%E1%BB%83%20ph%E1%BA%A1m%20vi%20%E1%BB%A9ng%20d%E1%BB%A5ng%20trong%20nhi%E1%BB%81u%20l%C4%A9nh%20v%E1%BB%B1c%20c%C3%B4ng%20ngh%E1%BB%87.An%20to%C3%A0n%20v%C3%A0%20b%E1%BB%81n%20v%E1%BB%AFngV%C3%AC%20trong%20quy%20tr%C3%ACnh%20chuy%E1%BB%83n%20h%C3%B3a%20c%E1%BB%A7a%20nickel%20%E2%80%93%2063%20s%E1%BA%BD%20bi%E1%BA%BFn%20n%C3%B3%20th%C3%A0nh%20%C4%90%E1%BB%93ng%20%E2%80%93%2063%20%E2%80%93%20m%E1%BB%99t%20nguy%C3%AAn%20t%E1%BB%91%20%E1%BB%95n%20%C4%91%E1%BB%8Bnh%20v%C3%A0%20kh%C3%B4ng%20ph%C3%B3ng%20x%E1%BA%A1%2C%20t%E1%BB%AB%20%C4%91%C3%B3%20gi%C3%BAp%20%C4%91%E1%BA%A3m%20b%E1%BA%A3o%20t%C3%ADnh%20an%20to%C3%A0n%20v%C3%A0%20gi%E1%BA%A3m%20thi%E1%BB%83u%20c%C3%A1c%20t%C3%A1c%20%C4%91%E1%BB%99ng%20%C4%91%E1%BA%BFn%20m%C3%B4i%20tr%C6%B0%E1%BB%9Dng%2C%20%C4%91%C3%A1p%20%E1%BB%A9ng%20c%C3%A1c%20ti%C3%AAu%20chu%E1%BA%A9n%20kh%E1%BA%AFt%20khe%20v%E1%BB%81%20ph%C3%A1t%20tri%E1%BB%83n%20c%C3%B4ng%20ngh%E1%BB%87%20b%E1%BB%81n%20v%E1%BB%AFng.%20Sponsor%20Kh%E1%BA%A3%20n%C4%83ng%20v%E1%BA%ADn%20h%C3%A0nh%20trong%20%C4%91i%E1%BB%81u%20ki%E1%BB%87n%20kh%E1%BA%AFc%20nghi%E1%BB%87tPin%20BV100%20c%C3%B3%20th%E1%BB%83%20duy%20tr%C3%AC%20hi%E1%BB%87u%20su%E1%BA%A5t%20%E1%BB%95n%20%C4%91%E1%BB%8Bnh%20trong%20ph%E1%BA%A1m%20vi%20nhi%E1%BB%87t%20%C4%91%E1%BB%99%20r%E1%BB%99ng%20t%E1%BB%AB%20-60%C2%B0C%20%C4%91%E1%BA%BFn%20120%C2%B0C%2C%20mang%20%C4%91%E1%BA%BFn%20gi%E1%BA%A3i%20ph%C3%A1p%20n%C4%83ng%20l%C6%B0%E1%BB%A3ng%20%C4%91%C3%A1ng%20tin%20c%E1%BA%ADy%20cho%20c%C3%A1c%20thi%E1%BA%BFt%20b%E1%BB%8B%20ho%E1%BA%A1t%20%C4%91%E1%BB%99ng%20trong%20c%C3%A1c%20m%C3%B4i%20tr%C6%B0%E1%BB%9Dng%20c%E1%BB%B1c%20k%E1%BB%B3%20kh%E1%BA%AFc%20nghi%E1%BB%87t.%20https%3A%2F%2Ftechfancy.net%2F" title=""Pin hạt nhân BV100 Betavolt - Khi khoa học viễn tưởng trở thành hiện thực - BlogAnChoi. Bạn đã bao giờ tưởng tượng về một thiết bị công nghệ có thể hoạt động trong suốt nửa thế kỷ mà không cần sạc hay chưa? Viên pin BV100 của công ty Betavol. Những ưu đi"><span style="color:#000000;"><strong><img border="0" height="1" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAEAAAABCAMAAAAoyzS7AAAAAXNSR0ICQMB9xQAAAANQTFRFAAAAp3o92gAAAAF0Uk5TAEDm2GYAAAAJcEhZcwAADsQAAA7EAZUrDhsAAAAZdEVYdFNvZnR3YXJlAE1pY3Jvc29mdCBPZmZpY2V/7TVxAAAACklEQVQY02NgAAAAAgABmGNs1wAAAABJRU5ErkJggg==" width="1" /></strong></span></a></span></span></p> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với kích thước chỉ tương đương một đồng xu, pin BV100 mang đến khả năng tích hợp linh hoạt vào nhiều thiết bị có không gian hạn chế, giúp mở rộng đáng kể phạm vi ứng dụng trong nhiều lĩnh vực công nghệ.</span></span></span><br /> </p> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>An toàn và bền vững</strong></span></span></span></p> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vì trong quy trình chuyển hóa của nickel – 63 sẽ biến nó thành Đồng – 63 – một nguyên tố ổn định và không phóng xạ, từ đó giúp đảm bảo tính an toàn và giảm thiểu các tác động đến môi trường, đáp ứng các tiêu chuẩn khắt khe về phát triển công nghệ bền vững.</span></span></span><br /> <br /> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">Khả năng vận hành trong điều kiện khắc nghiệt</strong></p> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Pin BV100 có thể duy trì hiệu suất ổn định trong phạm vi nhiệt độ rộng từ -60°C đến 120°C, mang đến giải pháp năng lượng đáng tin cậy cho các thiết bị hoạt động trong các môi trường cực kỳ khắc nghiệt.<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/pin-hat-nhan-cho-dien-thoai-2.jpeg" style="width: 800px; height: 450px;" /></span></span></span></p> <p id="nhung-ung-dung-tiem-nang"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc thương mại hóa loại pin hạt nhân siêu nhỏ này được kỳ vọng sẽ mở ra tương lai cho hàng loạt thiết bị đòi hỏi nguồn năng lượng lâu dài như vệ tinh, cảm biến AI, máy móc y tế, drone mini hay thậm chí là rô-bốt cỡ nhỏ.</span></span></span><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">Hiện nay, không chỉ Trung Quốc mà rất nhiều quốc gia khác cũng đang đẩy mạnh phát triển pin hạt nhân. Tại Mỹ, </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); box-sizing: border-box; font-weight: bold;">City Labs</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);"> đang hợp tác với </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); box-sizing: border-box; font-weight: bold;">Viện Y tế Quốc gia</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);"> để tạo pin betavoltaic dùng </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); box-sizing: border-box; font-weight: bold;">tritium</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);"> cho các thiết bị y tế như máy trợ tim. Trong khi đó, tại Anh, </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); box-sizing: border-box; font-weight: bold;">Arkenlight</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);"> đang nghiên cứu công nghệ tương tự với vật liệu </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); box-sizing: border-box; font-weight: bold;">carbon-14</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">.</span><br /> </p> <p style="box-sizing: border-box; margin-top: 0px; margin-bottom: 26px; overflow-wrap: break-word; font-family: Verdana, BlinkMacSystemFont, -apple-system, "Segoe UI", Roboto, Oxygen, Ubuntu, Cantarell, "Open Sans", "Helvetica Neue", sans-serif; font-size: 15px;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công ty Betavolt<b> </b>đã khẳng định họ là nhà sản xuất vật liệu bán dẫn kim cương quy mô lớn duy nhất hiện nay. </span></span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">Công nghệ pin hạt nhân của Betavolt đã đánh dấu một bước tiến đáng kể trong lĩnh vực lưu trữ năng lượng của thế giới nói chung và của Trung Quốc nói riêng. Nó hứa hẹn sẽ cung cấp cho con người nguồn năng lượng bền vững và lâu dài trong nhiều lĩnh vực thiết yếu từ thiết bị y tế cho đến thám hiểm không gian.<br /> <br /> Mặc dù hiện tại vẫn còn nhiều thách thức cần vượt qua như công suất thấp (chỉ cung cấp 100 microwatt ở 3 volt), chi phí sản xuất cao cũng như những lo ngại về phóng xạ nhưng công nghệ này vẫn là một ẩn số thú vị cần được phát triển đúng cách để con người có thể khai thác tối đa tiềm năng của nó.</span></p> <p> </p> <p id="nhung-ung-dung-tiem-nang"> </p> ', 'images' => '2025040909570998e45e4601a11c8439a61cf258f3651a.jpg', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Pin hạt nhân', 'meta_key' => 'Pin hạt nhân', 'meta_des' => 'Pin hạt nhân', 'created' => '2025-04-09', 'modified' => '2026-02-01', 'status' => '1', 'view' => '12375', 'slug' => 'pin-hat-nhan-bv100-cong-nghe-cua-tuong-lai', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '439', 'rght' => '440', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 9 => array( 'Post' => array( 'id' => '759', 'name' => 'Tìm hiểu tính năng đo bù nghiêng trên máy định vị GNSS RTK!', 'code' => null, 'alias' => 'tim-hieu-tinh-nang-do-bu-nghieng-tren-may-dinh-vi-gnss-rtk', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong quá trình khảo sát bằng máy định vị GNSS RTK sử dụng tính năng bù nghiêng là một trong những cách hiệu quả giúp bạn nâng cao hiệu suất và chất lượng của dữ liệu thu thập trong đo đạc.</span></span>', 'content' => '<h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Đo bù nghiêng trên máy định vị GNSS RTK là gì?</span></span></span></h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo bù nghiêng trên máy GPS RTK (hay còn gọi là IMU) là một tính năng mới và nổi bật của dòng máy định vị GNSS RTK. Tính năng bù nghiêng giúp đo ở nơi khó đặt sào, góc khuất, khu vực nguy hiểm,… an toàn cho người đo, thao tác dễ dàng. <br /> Trong thực tế không phải lúc nào người kỹ sư cũng có thể dựng thẳng sào máy. Tính năng bù nghiêng được sử dụng trong một số điều kiện địa hình có chướng ngại vật hoặc góc khuất điển hình như:</span></span></span><br /> <ul> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đo nằm ở góc tường, cạnh tường</span></span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đo bị che khuất bởi các vật thể không mong muốn</span></span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đo nằm ở các điểm khó với tới như ao, hồ, sông, suối</span></span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đo nằm ở khu vực nguy hiểm</span></span></span></li> </ul> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong các trường hợp trên, các kỹ sư cần phải kích hoạt tính năng đo bù nghiêng để đặt chân sào vào điểm cần đo để tiến hành thu thập dữ liệu. Do đó, tính năng đo bù nghiêng là không thể thiếu, giúp cho công tác đo đạc ngoài thực địa trở nên dễ dàng và hiệu quả hơn.</span></span></span><br /> <h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Nguyên lý hoạt động</span></span></span></h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thông thường, khi khảo sát, người dùng phải để sào máy thẳng đứng, vuông góc với mặt phẳng trái đất để máy RTK thu thập được tọa độ X,Y. Còn cao độ Z thì chỉ cần lấy cao độ hiện tại máy thu thập được, trừ đi chiều cao sào máy là được.<br /> Vậy khi sào máy nghiêng, máy RTK chỉ có thể tính toán được tọa độ tại vị trí của đầu máy, làm sao để biết được tọa độ điểm tại chân máy? Câu trả lời là cảm biến IMU tích hợp bên trong máy và thuật toán được cài đặt sẵn trong main.<br /> <br /> Cảm biến IMU<br /> IMU ( viết tắt của Inertial measurement unit) – là một cảm biến được tích hợp bên trong máy RTK (Hoặc hầu hết các thiết bị điện tử) nhằm đo lường quán tính, gia tốc, tốc độ, góc nghiêng của thiết bị so với trục vuông góc với bề mặt trái đất.<br /> <br /> Hai thành phần chính cấu tạo lên cảm biến IMU:<br /> <img alt="" src="/admin/webroot/upload/image/images/gia-toc-ke-2-300x141.gif" style="width: 300px; height: 141px;" /><br /> <br /> Gia tốc kế<br /> Dùng để đo gia tốc của bản thân cảm biến IMU, thường gồm 2 hoặc 3 trục, ứng với 3 chiều không gian.<br /> <img alt="" src="/admin/webroot/upload/image/images/con-quay-hoi-chuyen.gif" style="width: 220px; height: 220px;" /><br /> Con quay hồi chuyển<br /> Dùng để đo tốc độ quay quanh một trục của cảm biến IMU, cũng như góc nghiêng của IMU so với trục vuông góc với mặt phẳng trái đất.<br /> Nhờ vào cảm biến IMU, mà máy định vị GNSS RTK có thể xác định được 2 yếu tố là góc nghiêng và hướng nghiêng của sào máy so với trục thẳng đứng. Kết hợp với chiều cao sào, máy RTK có thể biết được vị trí của nó so với điểm cần đo.</span></span></span><br /> <br /> <h2 style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">3. Ưu điểm và nhược điểm của tính năng đo bù nghiêng trên máy định vị GNSS RTK</span></h2> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">- Ưu điểm: </span></p> <ul> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng tốc độ đo đạc: Người sử dụng không cần phải mất thời gian để dựng thẳng sào máy, do đó có thể thu thập dữ liệu nhanh hơn.</span></span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng độ chính xác: Việc sử dụng cảm biến IMU giúp loại bỏ sai số do sào máy không được dựng thẳng, do đó tọa độ điểm đo được sẽ chính xác hơn.</span></span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng tính linh hoạt: Người sử dụng có thể đo đạc ở những khu vực khó tiếp cận, nơi mà việc dựng thẳng sào máy là khó khăn hoặc không thể thực hiện được.</span></span></span></li> </ul> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngoài những ưu điểm trên tính năng đo bù nghiêng trên các thiết bị GPS RTK có một nhược điểm nhưng không đáng kể đó là khả năng sai số cao hơn một chút. Tuy nhiên trong quá trình đo đạc nếu các kỹ sư nắm vững được nguyên lý hoạt động của thiết bị GPS RTK cũng như điều chỉnh được điểm đặt chân sào sẽ hạn chế được những sai số trong quá trình thu thập dữ liệu, có kết quả đo chính xác.</span></span></span><br /> <br /> <h2 style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Có nên thường xuyên sử dụng tính năng đo nghiêng hay không?</span></span></span></h2> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Để có thể trả lời câu hỏi này, ta phải cân nhắc đến vấn đề về độ chính xác. Khi khởi tạo tính năng đo nghiêng, máy RTK sẽ phải thêm một bước tính toán nữa để xác định tọa độ điểm đo.<br /> Tính năng đo bù nghiêng thực sự rất hữu ích giúp giảm thời gian khảo sát một cách đáng kể nhưng cũng sẽ khiến sai số tăng thêm vài cen-ti-mét. Vì vậy chúng tôi khuyến nghị chỉ nên chỉ sử dụng tính năng này khi thật sự cần thiết!</span></span></span></p> <h2 style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); text-align: justify; margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">5. </span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); text-align: justify;">Địa chỉ mua máy RTK chính hãng:</span></h2> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">CÔNG TY CP CÔNG NGHỆ VÀ TM THÀNH ĐẠT chuyên nhập khẩu và cung cấp các máy GNSS RTK của các hãng: E-survey, Geomate, eFix, Foif, Toknav,.... tại Việt Nam. </span></span></span></p> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Liên hệ: </strong></u><br style="margin: 0px; padding: 0px;" /> <br style="margin: 0px; padding: 0px;" /> Số 145 Láng Hạ, Đống Đa, Hà Nội<br style="margin: 0px; padding: 0px;" /> Số 5/161 Nguyễn Tuân. Thanh Xuân, Hà Nội<br style="margin: 0px; padding: 0px;" /> Tel: 024.37764930<br style="margin: 0px; padding: 0px;" /> Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" /> Website: </span></span></span><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear; font-size: 13px;" target="_blank"><span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);">www.tracdiathanhdat.vn</span></a></span></span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px;"> </span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;">@ Luôn đồng hành cùng bạn!</strong></span></span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"> </span></span></p> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> </p> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px; text-align: center;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Blue Aesthetic January 2024 Calendar Desktop Wallpaper (665 x 295 px) (665 x 295 px) (1).png" style="width: 665px; height: 295px;" /></span></span></span></p> ', 'images' => '20250217100043c413f7f539f39425597705c9142a94b0.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Tính năng bù nghiêng ở máy RTK', 'meta_key' => 'Máy RTK, máy định vị vệ tinh RTK, máy GPS RTK, máy định vị vệ tinh GNSS RTK, máy RTK giá rẻ, máy RTK tốt nhất', 'meta_des' => 'Máy RTK, máy định vị vệ tinh RTK, máy GPS RTK, máy định vị vệ tinh GNSS RTK, máy RTK giá rẻ, máy RTK tốt nhất', 'created' => '2025-02-17', 'modified' => '2026-02-01', 'status' => '1', 'view' => '5942', 'slug' => 'tim-hieu-tinh-nang-do-bu-nghieng-tren-may-dinh-vi-gnss-rtk', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '437', 'rght' => '438', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Blogs', 'parent_id' => null, 'alias' => 'blogs', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access', 'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu', 'created' => '2015-12-16', 'modified' => '2025-10-29', 'slug' => 'blogs', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ) ) $detailNews = array( 'Post' => array( 'id' => '721', 'name' => 'Định vị công trình bằng máy toàn đạc điện tử', 'code' => null, 'alias' => 'dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<p style="margin: 0in 0in 15.6pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(51, 51, 51);">Định vị thi công công trình là công tác trắc địa nhằm xác định vị trí mặt <span style="box-sizing: border-box; touch-action: manipulation; color: rgb(51, 72, 98);">bằng</span> của các điểm, các đường thẳng, các điểm chi tiết của công trình xây dựng trên đất liền cũng như trên mặt nước theo đúng thiết kế.</span></span></span><span style="font-size:11.5pt; font-family:Montserrat;color:#333333"><o:p></o:p></span></p> ', 'content' => '<h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Tìm hiểu về định vị thi công công trình </strong></span></span></span></h2> <br /> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị thi công công trình là công tác trắc địa nhằm xác định vị trí mặt bằng của các điểm, các đường thẳng, các điểm chi tiết của công trình xây dựng trên đất liền cũng như trên mặt nước theo đúng thiết kế.<br /> <br /> Định vị công trình bằng máy toàn đạc có thể hiểu là thao tác sử dụng máy toàn đạc để khảo sát, xác định vị trí tọa độ công trình chi tiết, nhanh chóng và chính xác. Các kỹ sư sẽ nhập các tham số trên bản vẽ vào máy. Sau đó, các thuật toán của máy toàn đạc sẽ xử lý những số liệu này. Cuối cùng, máy toàn đạc sẽ khảo sát, xác định chi tiết và xác thực những vị trí điểm ra thực địa. <br /> <br /> Chỉ cần trích xuất những vị trí tọa độ chính xác điểm trên bản vẽ sang <strong><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">máy toàn đạc điện tử</a> , </strong> máy sẽ xử lý các thông số này. Sau đó, máy triển khai vị trí những tim trục trên bản đồ lên thực địa. Nhờ vậy, sẽ định vị được xác thực tim trục của nền móng cho những bước thi công tiếp theo.</span></span></span></p> <p style="text-align: center;"> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/dinh-vi-cong-trinh-bang-may-toan-dac.jpg" style="width: 620px; height: 360px;" /></span></span></span></p> <h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Phương pháp thực hiện định vị công trình bằng máy toàn đạc điện tử</strong></span></span></span></h2> <p style="text-align: center;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" 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" style="height: 411px; width: 620px;" /></span></span></span></p> <p style="text-align: center;"> <em><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Bản vẽ mặt bằng mộtt nhà xưởng</span></span></span></em><br /> </p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Reference Line (Định ᴠị công trình theo đường chuẩn là đường thẳng): một đường chuẩn có thể được хác định bằng cách tham chiếu tới 1 đường thẳng gốc đã biết. <br /> <br /> 1. Xác định đường gốc<br /> <br /> Một đường gốc được gắn ᴠới 2 điểm gốc ᴠà được хác định theo 3 cách: Đo đến điểm gốc; Nhập toạ độ bằng taу; Gọi điểm từ bộ nhớ.<br /> <br /> a) Đo tới điểm gốc. Nhập tên điểm <strong>PtID</strong> ᴠà đo bằng phím <br /> b) Với điểm gốc đã biết toạ độ tìm kiếm điểm <strong>PtID</strong> trong bộ nhớ. Nhập toạ độ bằng taу. Hiển thị những điểm ѕẵn trong máу.<br /> (1) Điểm gốc trang bị 1 <br /> (2) Điểm gốc thứ hai.<br /> (3) Đường gốc.<br /> (4) Đường chuẩn.<br /> <br /> 2. Dịch chuуển/Quaу đường gốc<br /> Đường gốc được dịch chuуển ѕong ѕong, chiều dọc, chiều đứng hoặc là quaу. Tất cả các kết quả đo ѕau đó ѕẽ ảnh hưởng đến đường chuẩn.<br /> <strong>BP</strong>: Điểm gốc.<br /> <strong>BL</strong>: Đường gốc.<br /> <strong>RP</strong>: Điểm chuẩn.<br /> <strong>RL</strong>: Đường chuẩn.<br /> <strong>Off</strong>: Dịch chuуển ѕong ѕong.<br /> <strong>L</strong>: Dịch chuуển theo chiều dọc.<br /> <strong>R</strong>: Thông ѕố quaу.<br /> <br /> Nhập thông ѕố: Sử dụng phím nàу để chuуển con trỏ đến trường thông ѕố bắt buộc nhập. Ta có thể nhập các thông ѕố như ѕau:<br /> <strong>Offѕet</strong>: Dịch chuуển đường chuẩn ѕong ѕong ᴠề phía bên cần của đường gốc, ᴠào hướng của đường gốc (BP1-BP2).<br /> <strong>Line</strong>: Dịch chuуển đường chuẩn theo chiều dọc tính từ điểm gốc trước tiên theo hướng từ điểm gốc đầu tiên tới điểm gốc vật dụng hai.<br /> <strong>Rotate</strong>: Quaу đường chuẩn theo chiều kim đồng hồ хung quanh điểm gốc.<br /> <strong>Height</strong>: Đường chuẩn cao hơn đường gốc.<br /> <strong>Ref.Hgt:Point1:</strong> Chênh cao ѕo ᴠới điểm gốc chuẩn nhất.<br /> <strong>Point 2</strong>: Chênh cao ѕo ᴠới điểm gốc chuẩn hai.<br /> <strong>Interpolated:</strong> Chênh cao dọc theo đường chuẩn.<br /> <strong>No height</strong>: Chênh cao không được tính toán ᴠà hiển thị.<br /> <br /> 3. Tiến hành đo hoặc chuуển ѕang chế độ chuуển điểm bề ngoài ra thực địa. Tiến hành đo đến điểm đích. Chuуển ѕang chế độ chuуển điểm bề ngoài ra thực địa.<br /> <br /> 4. Ứng dụng tương trợ “Line&Offѕet”: tính toán ra ᴠị trí của điểm đo ѕo ᴠới đường chuẩn bằng cách hiển thị các lệch dọc trục, lệch ngang, chênh cao…<br /> </span></span></span><br /> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc đạc công trình hay đo đạc công trình là khảo sát và khai triển bản vẽ thiết kế của công trình ra thực địa, dùng cho thi công và giám sát xây dựng công trình đúng bản vẽ thiết kế. Quan trắc dịch chuyển của công trình ra thực địa, chuyên dụng cho thi công và giám sát xây dựng công trình đúng bản vẽ thiết kế. Công cụ đo bằng những mẫu máy đo đạc như máy kinh vĩ, máy thủy bình,máy đo khoảng cách laser, máy toàn đạc điện tử … </span></span></span></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiệm vụ chủ đạo của công tác trắc địa trong xây dựng là đảm bảo cho công trình được xây dựng đúng kích thước hình học và đúng vị trí thiết kế. Chỉ khi hai yêu cầu này được đáp ứng thì công trình mới mang thể vận hành an toàn. </span></span></span></p> <h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="font-weight: var(--h2_typography-font-weight); font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">III. Những thiết bị được sử dụng trong định vị thi công công trình</span></h2> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#ff0000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-tu-dong"><strong>Máy thủy bình tự động, máy thủy bình điện tử</strong></a></span></span></span><span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">:</span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Xác định cao độ, dẫn mốc cao độ, đo chênh cao, quan trắc lún…</span></span></span></li> </ul> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">Máy toàn đạc điện tử</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span> Bố trí trí tọa độ thiết kế ra thực địa; tính toán khoảng cách ngang, đứng, góc phương vị của đường, tọa độ điểm, diện tích và bố trí đường thẳng, đường cong; dẫn lưới lập mốc đường chuyền…</span></span></span></li> </ul> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">Máy định vị GNSS</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span> Khảo sát thành lập lưới khống chế tọa độ; bố trí điểm phục vụ cho công tác chuyển điểm thiết kế ra thực địa; giao hội, bố trí đường cong, tính diện tích…</span></span></span></li> </ul> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;"> <span style="color:#000000;"><img alt="" src="/admin/webroot/upload/image/images/Banner (665 × 295 px) (31).png" style="width: 665px; height: 295px;" /></span></p> ', 'images' => '202305301610048b836b9276e806fc2f8458b2bc05f8fc.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy toàn đạc điện tử', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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Hà Nội cấp ngày 28-04-2009<br /> Điện thoại: <a href="javascript: void(0)" style="font-family: tahoma, geneva, sans-serif;font-size:11px;"><span style="color: rgb(255, 255, 255);"><strong style="font-family: arial, helvetica, sans-serif;">(</strong><strong style="font-family: arial, helvetica, sans-serif;">024) 3776 4930</strong></span></a></span></span></p> <div> <p> <strong style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><u>Cửa hàng</u></strong><span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">:</span></p> </div> <p> <span style="font-family: tahoma, geneva, sans-serif;">- <span style="font-size:12px;">Số <strong><span style="font-size:14px;">145 </span></strong></span></span><span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">Láng Hạ, Phường Láng Hạ, Hà Nội</span></span></p> <p> <span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></span><br /> <br /> </p> ', 'contactinfo_eng' => '', 'taikhoan' => '<strong><span style="color:#04529a;">Số Tài khoản các ngân hàng của công ty Tân Á</span></strong><br /> <br /> 1. 13022-0506-5430 - Nguyễn Văn Hiệu - Agribank - CN Trung Yên, HN<br /> 2. 0011-00404-0367 - Nguyễn Văn Hiệu - Vietcombank - CN Sở Giao dịch, HN<br /> 3. 711A-6202-9713 - Nguyễn Văn Hiệu - Vietinbank - CN Thanh Xuân, HN<br /> 4. 190-256-018-210-13 - Nguyễn Văn Hiệu - Techcombank, Hà Nội<br /> 5. 1231-0000-368-767 - Nguyễn Văn Hiệu - BIDV CN Quang Trung, Hà Nội', 'contactinfo' => '<div dir="rtl" style="text-align: left;"> <u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Văn Phòng</strong></u></div> <div style=""> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ: Số 157 Đặng Văn Ngữ, Phường Kim Liên, Hà Nội, Việt Nam<br /> Tel: (024) 3776 4930 <br /> Fax: (024) 3776 5908<br /> Email: thanhdatsurvey.JSC@gmail.com/ tracdiathanhdat@gmail.com<br /> Hotline: <strong>0913 051 734</strong><br /> <br /> <strong><u>C</u></strong><strong><u>ửa hàng</u></strong></span></span><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Số 145 Láng Hạ, Phường Láng Hạ, Hà Nội</span></span><br /> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0942 288 388</strong></span><br /> </div> <div style=""> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></div> <div style=""> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0949 322 456</strong></span></div> <div style=""> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>VPĐD tại Tp. Hồ Chí Minh</u></strong><br /> <br /> - 1/56 Nguyễn Thái Sơn, Phường Hạnh Thông, Hồ Chí Minh</span></span><br /> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0904 925 936</strong></span></div> ', 'telephone' => '01659 014592', 'hotline' => '0913051734', 'email' => 'tracdiathanhdat@yahoo.com', 'url' => '', 'meta_key' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax, Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GNSS RTK, máy thủy bình, máy toàn đạc, máy laser, máy GPS cầm tay, UAV, ống nhòm (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...). Uy tín, chất lượng, giá tốt hàng đầu tại Việt Nam!', 'created' => '2012-06-05', 'modified' => '1769758152', 'youtube' => 'http://youtube.com', 'twitter' => 'https://twitter.com/', 'myspace' => 'https://myspace.com/', 'facebook' => 'https://www.facebook.com/thanhdatsurvey.jsc/', 'email2' => 'duycuong7640', 'skype' => 'hothihuyen.hn', 'yahoo' => 'duycuong7640', 'yahoo1' => 'duycuong7640', 'content' => 'Thanks for your interest in Vn Discoverytours. For a fast response, please submit this basic Quick Enquiry form below by clicking “Submit”, and we’ll get back to you by e-mail within 12 to 24 hours (in working days). For urgent booking, call us at +84 974 839 873', 'video' => '<iframe width="1280" height="720" src="https://www.youtube.com/embed/mR4kOuAkEtY" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>', 'slogan' => 'trung tâm sửa chữa và bảo hành máy giặt electrolux', 'slogan_eng' => '', 'printer' => '', 'googleplus' => '', 'bando' => '<p> <iframe allowfullscreen="" frameborder="0" height="410" src="https://www.google.com/maps/embed?pb=!1m18!1m12!1m3!1d1680.2372398112452!2d105.81212934716025!3d21.01437303922492!2m3!1f0!2f0!3f0!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ab63b645b665%3A0xa6797ac6008687bf!2zQ-G7rWEgSMOgbmcgVHLhuq9jIMSQ4buLYQ!5e0!3m2!1svi!2s!4v1449908805279" style="border:0" width="600"></iframe></p> ', 'gioithieu' => '<p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/gioithieu.png" /></p> ', 'thongtincongty' => 'Sửa máy lạnh tại nhà Sửa máy lạnh tại HCM Sửa tủ lạnh Bơm ga máy lạnh ', 'trogiupkh' => 'Tai nghe Iphone Sua may tinh tai nha Máy Ozone Z755', 'dichvuft' => 'Sửa máy lạnh Bảo dưỡng máy lạnh Vệ sinh máy lạnh Lắp đặt máy lạnh', 'bb' => '', 'zing' => '', 'hotline2' => '0912 35 65 75', 'thelink' => '<script type='text/javascript'>window._sbzq||function(e){e._sbzq=[];var t=e._sbzq;t.push(["_setAccount",32506]);var n=e.location.protocol=="https:"?"https:":"http:";var r=document.createElement("script");r.type="text/javascript";r.async=true;r.src=n+"//static.subiz.com/public/js/loader.js";var i=document.getElementsByTagName("script")[0];i.parentNode.insertBefore(r,i)}(window);</script> <script> (function(i,s,o,g,r,a,m){i['GoogleAnalyticsObject']=r;i[r]=i[r]||function(){ (i[r].q=i[r].q||[]).push(arguments)},i[r].l=1*new Date();a=s.createElement(o), m=s.getElementsByTagName(o)[0];a.async=1;a.src=g;m.parentNode.insertBefore(a,m) })(window,document,'script','//www.google-analytics.com/analytics.js','ga'); ga('create', 'UA-72584674-1', 'auto'); ga('send', 'pageview'); </script> <!-- Global site tag (gtag.js) - Google Ads: 876059345 --> <script async src="https://www.googletagmanager.com/gtag/js?id=AW-876059345"></script> <script> window.dataLayer = window.dataLayer || []; function gtag(){dataLayer.push(arguments);} gtag('js', new Date()); gtag('config', 'AW-876059345'); </script> <script>!function(s,u,b,i,z){var o,t,r,y;s[i]||(s._sbzaccid=z,s[i]=function(){s[i].q.push(arguments)},s[i].q=[],s[i]("setAccount",z),r=["widget.subiz.net","storage.googleapis"+(t=".com"),"app.sbz.workers.dev",i+"a"+(o=function(k,t){var n=t<=6?5:o(k,t-1)+o(k,t-3);return k!==t?n:n.toString(32)})(20,20)+t,i+"b"+o(30,30)+t,i+"c"+o(40,40)+t],(y=function(k){var t,n;s._subiz_init_2094850928430||r[k]&&(t=u.createElement(b),n=u.getElementsByTagName(b)[0],t.async=1,t.src="https://"+r[k]+"/sbz/app.js?accid="+z,n.parentNode.insertBefore(t,n),setTimeout(y,2e3,k+1))})(0))}(window,document,"script","subiz","acqxaefflwedscstabut")</script>', 'theh1' => 'thanhdatsurvey.JSC', 'hanoi' => '<div> <strong>CÔNG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div> <div> <strong>Địa chỉ</strong> : Số 51 - Trần Duy Hưng, Trung Hòa, Cầu Giấy, Hà Nội</div> <div> <strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div> <div> <strong>Email </strong>: info@ifes.vn</div> ', 'tphcm' => '<div> <strong>CÔNG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div> <div> <strong>Địa chỉ</strong> : Số 51 - Trần Duy Hưng, Trung Hòa, Cầu Giấy, Hà Nội</div> <div> <strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div> <div> <strong>Email </strong>: info@ifes.vn</div> ', 'tt' => '', 'pp' => 'https://www.facebook.com/ruaxetudong.net', 'tphcm_eng' => '', 'hanoi_eng' => '', 'hotline_eng' => '', 'name_eng' => '', 'chinhsach' => null, 'bandohn' => '<iframe frameborder="0" height="450" src="https://www.google.com/maps/embed?pb=!1m14!1m8!1m3!1d3724.958946511035!2d105.8172709!3d20.9942827!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ac91e206c757%3A0xf0f7a088bc4c72a2!2zMTg2IEtoxrDGoW5nIFRydW5nLCBUaGFuaCBYdcOibiwgSMOgIE7hu5lpLCBWaeG7h3QgTmFt!5e0!3m2!1svi!2s!4v1419913280809" style="border:0" width="600"></iframe>', 'bandohaiphong' => '<iframe frameborder="0" height="450" src="https://www.google.com/maps/embed?pb=!1m14!1m8!1m3!1d3724.958946511035!2d105.8172709!3d20.9942827!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ac91e206c757%3A0xf0f7a088bc4c72a2!2zMTg2IEtoxrDGoW5nIFRydW5nLCBUaGFuaCBYdcOibiwgSMOgIE7hu5lpLCBWaeG7h3QgTmFt!5e0!3m2!1svi!2s!4v1419913280809" style="border:0" width="600"></iframe>', 'gt' => '<p style="text-align: justify;"> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Là công ty chuyên nhập khẩu, cung cấp và chuyển giao công nghệ các loại máy đo đạc, trắc địa phục vụ khảo sát thiết kế, xây dựng và đo vẽ bản đồ của các hãng nổi tiếng trên thế giới như: LEICA, TOPCON, NIKON, PENTAX, SOKKIA, GLUNZ, TRIMPLE, SPECTRA, GEOMAX, GARMIN..., chúng tôi cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! </span><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm cùng</span> <span style="font-family: tahoma, geneva, sans-serif;">đội ngũ nhân viên, kỹ thuật viên năng động, có trình độ cao chúng tôi tự hào và tin tưởng Quý khách hàng sẽ hài lòng khi sử dụng các sản phẩm và dịch vụ do chúng tôi cung cấp!</span></span><br /> </p> <div style="text-align: justify;"> <span style="color:#ff9966;"><span style="font-family:comic sans ms,cursive;"><span style="font-size:14px;"><strong style="font-family: tahoma, geneva, sans-serif;">Hỗ trợ 24/7:</strong> <strong>0942 288 388/</strong></span><span style="font-size: 14px;"><strong>0949 322 456</strong> (Zalo) </span></span></span></div> ', 'gt_eng' => '' ) $tin_ft = array( (int) 0 => array( 'Post' => array( 'id' => '588', 'name' => 'Hướng dẫn mua hàng', 'code' => null, 'alias' => 'huong-dan-mua-hang', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<p> <span style="color:#000000;"><b><span style="font-size: 10.5pt; line-height: 107%; font-family: Verdana, sans-serif;">Cảm ơn Quý khách đã tin tưởng lựa chọn sản phẩm và dịch vụ vủa chúng tôi!</span></b><br /> <span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"> </span></span><span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"><!--[if !supportLineBreakNewLine]--><!--[endif]--></span></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="line-height: 107%;"><!--[if !supportLineBreakNewLine]--><!--[endif]--></span></span></span> <p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;">Quý khách có thể mua hàng theo những cách sau:</span></span></span><br /> </p> <p> <span style="color: rgb(0, 0, 0); font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Cách 1: </strong>Đặt hàng trực tiếp tại mục ĐẶT HÀNG (Thêm vào giỏ hàng) trên website: </span></span><span style="font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://maytracdiasaoviet.vn/" target="_blank"><span style="color:#000000;">https://tracdiathanhdat.vn/</span></a></span></span><span style="color: rgb(0, 0, 0); font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;">.</span></span></p> <p> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngay sau khi tiếp nhận thông tin đặt hàng, nhân viên kinh doanh công ty sẽ gọi điện cho quý khách để xác nhận đơn hàng và tiến hành giao hàng cho quý khách ngay trong ngày.</span></span></span></p> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Cách 2: </strong>Đặt hàng trực tiếp qua số hotline của công ty <br /> <br /> – Tại trụ sở Hà Nội: <strong>0913 051 734 </strong></span></span></span><span style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Zalo/Call)</span><br /> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">– Tại VPGD Hồ Chí Minh:<strong> 0904 925 936 </strong></span></span></span><span style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Zalo/Call)</span><br /> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Cách 3: </strong>Quý khách mua hàng trực tiếp tại địa chỉ sau:<br /> <br /> <strong>CÔNG TY CP CÔNG NGHỆ VÀ THƯƠNG MẠI THÀNH ĐẠT</strong></span></span></span><br /> <div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;"> <br style="margin: 0px; padding: 0px;" /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- 145 Láng Hạ, Đống Đa, Hà Nội</span><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- 5/161 Nguyễn Tuân, Thanh Xuân, Hà Nội</span></div> <div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;"> </div> <div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">- 1/56 Nguyễn Thái Sơn, Phường 3, Quận Gò Vấp, Hồ Chí Minh</span></span><br style="margin: 0px; padding: 0px;" /> <br /> Rất mong được hợp tác với Quý khách hàng trên cả nước.<br /> <br /> Trân trọng!</span></span></span></div> ', 'images' => '202104071220058398ebc1b9cf669cf602eb8040be387a.jpg', 'images_multi' => '', 'pos' => '1', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2021-04-07', 'modified' => '2026-02-01', 'status' => '1', 'view' => '3641', 'slug' => 'huong-dan-mua-hang', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '143', 'rght' => '144', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '4', 'name' => 'Chính sách bán hàng', 'parent_id' => null, 'alias' => 'chinh-sach-ban-hang', 'images' => '', 'lft' => '47', 'rght' => '48', 'pos' => '3', 'status' => '0', 'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc', 'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...', 'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!', 'created' => '2015-12-02', 'modified' => '2025-10-29', 'slug' => 'chinh-sach-ban-hang-1', 'cate' => '4', 'link' => 'dich-vu', 'name_eng' => 'Sales Policy', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 1 => array( 'Post' => array( 'id' => '586', 'name' => 'Chính sách thanh toán', 'code' => null, 'alias' => 'chinh-sach-thanh-toan', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;"> <span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"><b><span style="font-size: 10.5pt; line-height: 107%; font-family: Verdana, sans-serif;">Cảm ơn Quý khách đã tin tưởng lựa chọn sản phẩm và dịch vụ vủa chúng tôi!</span></b><br /> <br /> <span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"> <!--[if !supportLineBreakNewLine]--><!--[endif]--></span> </span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;">Chúng tôi c</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">hấp nhận các hình thức thanh toán bằng tiền mặt, chuyển khoản theo đúng quy định pháp luật. </span></span></p> <p style="margin: 0px 0px 1.3em; padding: 0px; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;"> <img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (22).png" style="width: 320px; height: 183px;" /></p> <p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;"> <span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Quý khách có thể chọn các phương thức thanh toán sau đây:</span></span><br /> <br /> <strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">I. Thanh toán trực tiếp tại cửa hàng<br /> <br /> II. Thanh toán qua hình thức chuyển khoản</span></strong><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Thông tin tài khoản:</span></span></p> <p style="margin: 0px 0px 1.3em; padding: 0px; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;"> <strong style="color: rgb(0, 0, 0); margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"><em>Chủ tài khoản</em>: CÔNG TY CP CÔNG NGHỆ VÀ THƯƠNG MẠI THÀNH ĐẠT</strong></p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em style="margin: 0px; padding: 0px;"><strong>Số tài khoản</strong></em><em style="margin: 0px; padding: 0px;">: <strong>0611001648635</strong> tại Ngân hàng TMCP Ngoại thương Việt Nam, chi nhánh Ba Đình<br /> <br /> <strong>Nội dung chuyển khoản</strong>: Tên công ty - Thông tin sản phẩm đã mua – Số điện thoại người chuyển tiền</em></span></span></span><br /> <br /> <p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;"> <span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Sau khi chuyển khoản hãy thông báo lại cho chúng tôi để chúng tôi kiểm tra và xác nhận lại cho Quý khách.</span></span><br /> <br /> <strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">III. Thanh toán khi nhân viên đến giao nhận hàng</span></strong></span></p> <p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66);"> <span style="color:#000000;"><font face="tahoma, geneva, sans-serif"><span style="font-size: 14px;">Quý khách hàng thanh toán trực tiếp bằng tiền mặt cho nhân viên giao hàng của chúng tôi ngay khi kiểm tra và nhận hàng.<br /> <br /> Mọi phản hồi và thắc mắc về việc thanh toán, Quý khách liên hệ <strong>0942 288 388</strong> để được tư vấn.</span></font><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trân trọng!</span></span></span></p> ', 'images' => '20210407122232bf3e6d52a68ca60f97fc6048b14e4acc.jpg', 'images_multi' => '', 'pos' => '2', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2021-04-07', 'modified' => '2026-02-01', 'status' => '1', 'view' => '3306', 'slug' => 'chinh-sach-thanh-toan', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '139', 'rght' => '140', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '4', 'name' => 'Chính sách bán hàng', 'parent_id' => null, 'alias' => 'chinh-sach-ban-hang', 'images' => '', 'lft' => '47', 'rght' => '48', 'pos' => '3', 'status' => '0', 'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc', 'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...', 'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!', 'created' => '2015-12-02', 'modified' => '2025-10-29', 'slug' => 'chinh-sach-ban-hang-1', 'cate' => '4', 'link' => 'dich-vu', 'name_eng' => 'Sales Policy', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 2 => array( 'Post' => array( 'id' => '587', 'name' => 'Chính sách vận chuyển', 'code' => null, 'alias' => 'chinh-sach-van-chuyen', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><span style="font-family:verdana,geneva,sans-serif;">Cảm ơn Quý khách đã tin tưởng lựa chọn sản phẩm và dịch vụ vủa chúng tôi!</span></strong><br /> <br /> Chúng tôi hỗ trợ giao hàng toàn quốc cho Quý khách mua hàng tại hệ thống cửa hàng của chúng tôi.</span></span><br /> </div> <div> <p style="margin: 0in 0in 7.5pt; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"> <span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;">Sau khi nhận được thông tin đặt hàng chúng tôi sẽ lập tức xử lý đơn hàng và phản hồi lại thông tin cho khách hàng về việc thanh toán và giao nhận.<br /> <br /> <strong>> Thời gian giao hàng </strong><br /> <br /> - Trong vòng 24 giờ nếu địa điểm giao hàng <b style="color: rgb(74, 74, 74); box-sizing: border-box;">≤ 20 km</b> tính từ cửa hàng của chúng tôi.</span></span></p> <p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Trong vòng 1-2 ngày nếu địa điểm giao hàng nằm trong phạm vi <b style="box-sizing: border-box">50 - 100 km</b> </span></span><span style="font-family: Arial, sans-serif;"><o:p></o:p></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">tính từ cửa hàng của chúng tôi.<br /> <br /> - Trong vòng 3-5 ngày</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> nếu địa điểm giao hàng từ <strong>20</strong></span><b style="font-family: tahoma, geneva, sans-serif; font-size: 14px; box-sizing: border-box;">0 km</b><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> trở lên </span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">tính từ cửa hàng của chúng tôi.</span></p> <p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;"> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trước khi vận chuyển, bộ phận giao nhận sẽ liên lạc với Quý khách hàng để xác nhận khoảng thời gian và địa điểm giao hàng cụ thể.</span></p> <p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;"> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">> Phí vận chuyển</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"> sẽ được tính theo từng giá trị đơn hàng và được thoả thuận giữa hai bên ngay trước khi giao hàng. </span></p> <p style="margin: 0in 0in 7.5pt; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"> <span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px;">Mọi thắc mắc liên quan đến việc giao hàng, Quý khách hàng liên hệ số điện thoại <strong>0942 288 388</strong> để được giải đáp và giải quyết kịp thời.<br /> <br /> Trân trọng!</span></span></span></p> </div> ', 'images' => '20210407122135505ddef64809ce7ee5f9db7cfdfd3e2e.jpg', 'images_multi' => '', 'pos' => '3', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2021-04-07', 'modified' => '2026-02-01', 'status' => '1', 'view' => '3322', 'slug' => 'chinh-sach-van-chuyen', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '141', 'rght' => '142', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '4', 'name' => 'Chính sách bán hàng', 'parent_id' => null, 'alias' => 'chinh-sach-ban-hang', 'images' => '', 'lft' => '47', 'rght' => '48', 'pos' => '3', 'status' => '0', 'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc', 'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...', 'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!', 'created' => '2015-12-02', 'modified' => '2025-10-29', 'slug' => 'chinh-sach-ban-hang-1', 'cate' => '4', 'link' => 'dich-vu', 'name_eng' => 'Sales Policy', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 3 => array( 'Post' => array( 'id' => '585', 'name' => 'Chính sách đổi trả', 'code' => null, 'alias' => 'chinh-sach-doi-tra', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<span style="color:#000000;"><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Chúng tôi hỗ trợ đổi trả sản phẩm trong vòng 07 ngày nếu lỗi phát sinh do nhà sản xuất.<br /> <br /> Trong thời gian đổi trả, Công ty CP Công nghệ và Thương mại Thành Đạt sẽ hỗ trợ cung cấp máy móc thay thế kịp thời để công việc khảo sát, đo đạc của Quý khách không bị gián đoạn. Chi phí vận chuyển cho việc đổi trả do hai bên tự thoả thuận.</span><br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" /> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Điều kiện đổi trả: </span></span></strong></span><br /> <ul> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm phải còn nguyên tem mác.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm bị lỗi do nhà sản xuất.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm không đúng như đơn đặt hàng.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số lần đổi trả cho 1 sản phẩm là 1 lần</span></span></span></li> </ul> <br /> <div style="text-align: start;"> <span style="color:#000000;"><strong><span style="text-align: justify;"><font face="tahoma, geneva, sans-serif"><span style="font-size: 14px;">> </span></font><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Việc đổi trả sẽ không được chấp nhận nếu:</span> <span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"> </span></span></strong></span></div> <ul> <li> <span style="color:#000000;"><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Trong quá trình sử dụng sản phẩm Quý khách không tuân thủ các chỉ dẫn của Nhà sản xuất.</span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="text-align: justify;">S</span>ản phẩm bị trầy xước, không nguyên vẹn</span></span></span></li> </ul> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngoài ra, chúng tôi cũng hỗ trợ đổi trả sản phẩm vì lý do chủ quan của Quý khách hàng ( muốn đổi sang sản phẩm cùng chủng loại nhưng khác về màu sắc, hãng sản xuất hay thông số kỹ thuật). Chi phí cho việc đổi trả này do Quý khách hàng chịu.</span></span><br /> <br /> <span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;"><img alt="" src="https://tracdiathanhdat.vn/admin/webroot/upload/image/images/lien-he.jpg" style="margin: 0px; padding: 8px 0px; height: 36px; max-width: 100%; vertical-align: middle; border: 0px; opacity: 1; font-size: 13px; width: 38px;" /><span style="margin: 0px; padding: 0px; font-size: 13px;"> </span></strong></span></span><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;"> </strong></span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Liên hệ hotline <strong>0913 051 734</strong> để được tư vấn đổi trả theo đúng qui định.</span></span>', 'images' => '202104071223177d9b7f6e319f9fa90078c7c61ed9bd19.jpg', 'images_multi' => '', 'pos' => '4', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2021-04-07', 'modified' => '2026-02-02', 'status' => '1', 'view' => '3317', 'slug' => 'chinh-sach-doi-tra', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '137', 'rght' => '138', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '4', 'name' => 'Chính sách bán hàng', 'parent_id' => null, 'alias' => 'chinh-sach-ban-hang', 'images' => '', 'lft' => '47', 'rght' => '48', 'pos' => '3', 'status' => '0', 'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc', 'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...', 'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!', 'created' => '2015-12-02', 'modified' => '2025-10-29', 'slug' => 'chinh-sach-ban-hang-1', 'cate' => '4', 'link' => 'dich-vu', 'name_eng' => 'Sales Policy', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 4 => array( 'Post' => array( 'id' => '583', 'name' => 'Chính sách bảo hành', 'code' => null, 'alias' => 'chinh-sach-bao-hanh', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<div> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><span style="color: rgb(66, 66, 66); text-align: justify;">Tất cả các sản phẩm mua tại hệ thống cửa hàng của chúng tôi đều được bảo hành chính hãng theo quy định của nhà sản xuất. </span><br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" /> <br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" /> <span style="color: rgb(66, 66, 66); text-align: justify;">Chúng tôi hỗ trợ kỹ thuật 24/7 qua số hotline <strong>0913 051 734</strong> trong suốt quá trình Quý khách sử dụng sản phẩm.</span></span></span></div> <div> <br /> <strong><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">1. Sản phẩm được bảo hành miễn phí: </span></span></strong><br /> <br /> <ul> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm sẽ được bảo hành miễn phí nếu sản phẩm đó còn thời hạn bảo hành (được tính kể từ ngày mua hàng).</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Thời hạn bảo hành được ghi trên Tem Bảo Hành và theo quy định của từng Nhà sản xuất đối với tất cả các sự cố về mặt kỹ thuật.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Có Tem bảo hành trên sản phẩm.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Khi sản phẩm có sự cố kĩ thuật chúng tôi sẽ trực tiếp khắc phục sự cố tại cửa hàng hoặc thay mặt khách hàng mang sản phẩm tới Trung Tâm Bảo Hành của hãng.</span></span></li> </ul> <br /> <strong><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">2. Những trường hợp không được bảo hành (sửa chữa có tính phí): </span></span></strong><br /> <br /> <ul> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm đã quá thời hạn bảo hành hoặc không có Tem bảo hành trên máy.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm bị hư hỏng do tác động cơ học làm rơi, vỡ, va đập, trầy xước, móp méo, ẩm ướt, hoen rỉ, chảy nước hoặc do hỏa hoạn, thiên tai gây nên.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm bị hỏng do sử dụng không đúng cách, sử dụng sai điện áp quy định.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Tự ý tháo dỡ, sửa chữa sản phẩm</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trân trọng!</span></span><br /> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"> </span></span></div> ', 'images' => '20210407123801c4049edabae0c54e2347c82e21413ec3.jpg', 'images_multi' => '', 'pos' => '5', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2021-04-07', 'modified' => '2026-02-01', 'status' => '1', 'view' => '3071', 'slug' => 'chinh-sach-bao-hanh', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '133', 'rght' => '134', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '4', 'name' => 'Chính sách bán hàng', 'parent_id' => null, 'alias' => 'chinh-sach-ban-hang', 'images' => '', 'lft' => '47', 'rght' => '48', 'pos' => '3', 'status' => '0', 'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc', 'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...', 'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!', 'created' => '2015-12-02', 'modified' => '2025-10-29', 'slug' => 'chinh-sach-ban-hang-1', 'cate' => '4', 'link' => 'dich-vu', 'name_eng' => 'Sales Policy', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 5 => array( 'Post' => array( 'id' => '584', 'name' => 'Chính sách bảo mật thông tin', 'code' => null, 'alias' => 'chinh-sach-bao-mat-thong-tin', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<div> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">1. Mục đích thu nhập thông tin cá nhân</span></span></span></span></h2> <p style="text-align: justify;"> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(51, 51, 51);">Thông tin cá nhân mà chúng tôi thu thập bao gồm: họ tên, địa chỉ giao hàng, địa chỉ email, số điện thoại cố định, số điện thoại di động, cookies.</span></p> <ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Đối với các giao dịch thanh toán qua cổng thanh toán trực tuyến, Chúng tôi không lưu trữ thông tin số tài khoản, số thẻ ngân hàng của khách hàng, những thông tin này sẽ được cổng thanh toán lưu trữ để phục vụ việc đối soát giao dịch.</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Thông tin cá nhân khách hàng sẽ được sử dụng cho một hoặc tất cả các mục đích sau đây:</span></span></span></span> <ul style="margin: 0px; padding: 0px 0px 0px 15px;"> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Giao hàng cho quý khách đã mua hàng</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Thông báo về việc giao hàng và hỗ trợ khách hàng</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Cung cấp thông tin liên quan đến sản phẩm</span></span></span></span></li> </ul> </li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ngoài ra, chúng tôi sẽ sử dụng thông tin của quý khách cung cấp để hỗ trợ quản lý tài khoản khách hàng (nếu có); xác nhận và thực hiện các giao dịch tài chính liên quan đến các khoản thanh toán trực tuyến của quý khách;</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Chúng tôi không được phép thu nhập thông tin nếu khách hàng không tự nguyện, cũng không sử dụng phương thức thu thập thông tin khách hàng bằng các hình thức bất hợp pháp.</span></span></span></span></li> </ul> <p style="text-align: justify;"> </p> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">2. Phạm vi sử dụng thông tin</span></span></span></span></h2> <br /> <ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Thông tin cá nhân thu thập được sẽ chỉ được sử dụng trong nội bộ công ty.</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Chúng tôi có thể chia sẻ tên và địa chỉ của quý khách cho dịch vụ chuyển phát nhanh có uy tín để giao hàng cho quý khách theo cam kết.</span></span></span></span></li> </ul> <p style="text-align: justify;"> </p> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">3. Thời gian lưu trữ thông tin</span></span></span></span></h2> <p style="text-align: justify;"> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(51, 51, 51); text-align: justify;">Thông tin khách hàng được lưu trữ nội bộ cho đến khi có yêu cầu xóa thông tin từ phía khách hàng.</span></p> <div style="margin: 0px; padding: 0px; line-height: 20px;"> <div> <div style="text-align: justify;"> </div> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Những người hoặc tổ chức có thể được tiếp cận với thông tin </span></span></h2> <br /> <div style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đối tượng được tiếp cận với thông tin cá nhân của khách hàng thuộc một trong những trường hợp sau:</span></span><br /> </div> <div style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Nhân viên của Công ty Cổ phần Công nghệ và thương mại Thành Đạt</span></span></div> <div style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Các đối tác có ký hợp đồng thực hiện 1 phần dịch vụ của Công ty. Các đối tác này sẽ nhận được những thông tin theo thỏa thuận hợp đồng (có thể 1 phần hoặc toàn bộ thông tin tuy theo điều khoản hợp đồng) để tiến hành hỗ trợ người dùng sử dụng dịch vụ do Công ty cung cấp.</span></span></div> <div style="text-align: justify;"> </div> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Địa chỉ của đơn vị thu thập và quản lý thông tin</span></span></h2> <div style="text-align: justify;"> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">(bao gồm cách thức liên lạc để người tiêu dùng có thể hỏi về hoạt động thu thập, xử lý thông tin liên quan đến cá nhân mình)</span></span></em></div> <div style="text-align: justify;"> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ của đơn vị thu thập và quản lý thông tin:</span></span><br /> </div> <div style="text-align: justify;"> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Công ty Cổ phần Công nghệ và thương mại Thành Đạt </span></span></strong></div> <div style="text-align: justify;"> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Địa chỉ: số 157 phố Đặng Văn Ngữ, P. Phương Liên, Q. Đống Đa, Tp. Hà Nội</span></span></strong></div> <div style="text-align: justify;"> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Điện thoại: 0243 7764930</span></span></strong></div> <div style="text-align: justify;"> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Email: tracdiathanhdat@gmail.com<span style="white-space: pre;"> </span></span></span></strong></div> </div> </div> <p style="text-align: justify;"> <br /> <span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Người dùng có thể gọi điện tới tổng đài hỗ trợ và chăm sóc khách hàng </span><strong style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify; margin: 0px; padding: 0px;">0949 322 456</strong><span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"> để điều chỉnh hoặc xóa đi dữ liệu cá nhân của mình.</span><br /> </p> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">6. Cam kết bảo mật thông tin cá nhân khách hàng</span></span></span></span></h2> <br /> <ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Không bán, chia sẻ hay trao đổi thông tin cá nhân của khách hàng thu thập trên trang web cho một bên thứ ba nào khác.</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ngoại trừ các trường hợp về sử dụng thông tin cá nhân như đã nêu trong chính sách này,chúng tôi cam kết không tiết lộ thông tin cá nhân của bạn ra ngoài. Trong một số trường hợp, chúng tôi có thể thuê một đơn vị độc lập để tiến hành các dự án nghiên cứu thị trường và khi đó thông tin của bạn sẽ được cung cấp cho đơn vị này để tiến hành dự án. Bên thứ ba này sẽ bị ràng buộc bởi một thỏa thuận về bảo mật mà theo đó họ chỉ được phép sử dụng những thông tin được cung cấp cho mục đích hoàn thành dự án.</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Chúng tôi có thể tiết lộ hoặc cung cấp thông tin cá nhân của bạn trong các trường hợp thật sự cần thiết như sau: (a) khi có yêu cầu của các cơ quan pháp luật; (b) trong trường hợp mà chúng tôi tin rằng điều đó sẽ giúp chúng tôi bảo vệ quyền lợi chính đáng của mình trước pháp luật.</span></span></span></span></li> </ul> <p style="text-align: justify;"> </p> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">7. Thay đổi về chính sách</span></span></span></span></h2> <p style="text-align: justify;"> <br style="margin: 0px; padding: 0px;" /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">Nội dung của “Chính sách bảo mật” này có thể thay đổi để phù hợp với các nhu cầu của Công Ty CP Công nghệ và Thương Mại Thành Đạt cũng như nhu cầu và sự phản hồi từ khách hàng (nếu có). </span></span></span></span></p> </div> <div style="text-align: justify;"> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chúng tôi hiểu rằng quyền lợi của bạn trong việc bảo vệ thông tin cá nhân cũng chính là trách nhiệm của chúng tôi nên trong bất kỳ trường hợp có thắc mắc, góp ý nào liên quan đến chính sách bảo mật, việc thông tin cá nhân bị sử dụng sai mục đích vui lòng liên hệ qua số điện thoại <strong>0949 322 456</strong> hoặc gửi phản hồi về địa chỉ email: <em><strong>tracdiathanhdat@gmail.com.</strong></em><br /> <br /> Trân trọng!</span></span></div> ', 'images' => '202104071236589b665b2accf17da9077cea4c5dad8e94.jpg', 'images_multi' => '', 'pos' => '6', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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} .toc_cap3{ padding-left: 50px!important; } .ct-tt table.download{ width: 100%!important; } .ct-tt a.download{ background-color: #4a90e2;width: 90%;color: #fff;padding:10px;border-radius: 20px;display: block;text-align: center;text-transform: uppercase; } .ct-tt table.dangkythamgia{ width: 100%!important; } .ct-tt a.dangkythamgia{ padding:10px 20px; background-color: #00ffff; } .ct-tt div{max-width: 100%;} </style> <div class="bg-cat-danhmuc"> <div class="cat-title-danhmuc"> <a href="" title=""> <h1></h1> </a> </div> </div> <div class="box-content-detail"> <div class="clear-content"></div><div class="clear-content"></div> <div class="col-product"> <div class="box-new-content"> <div class="box-new-detail"> <div class="time-date"> 12:00:00 <span>30/05/2023</span> </div><!--end time-date--><div class="clear-content"></div> <div class="box-like-share"> <div class="like1"> <div class="fb-like" data-href="https://www.tracdiathanhdat.vn/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu.htm" data-layout="standard" data-action="like" data-show-faces="true" data-share="true"></div> </div> </div><!--end box-like-share--><div class="clear-content"></div> <div class="ct-tt"> <style> #row-2097407503{display: flex;flex-wrap: wrap;} #row-2097407503 p{ margin-bottom: 20px; } .large-4 { flex-basis: 33.3333333333%;text-align: center; max-width: 33.3333333333%;margin-bottom: 30px; } .large-4 a{ color: #fff;text-transform: uppercase;font-weight:bold; } .large-4 .col-inner{padding:0 15px;} .expand { display: block; max-width: 100%!important; padding-left: 0!important; padding-right: 0!important; width: 100%!important;padding:10px; } .button.success { background-color: #4a90e2; } .box-shadow-4-hover:hover, .box-shadow-5-hover:hover, .row-box-shadow-4-hover .col-inner:hover, .row-box-shadow-5-hover .col-inner:hover { transform: translateY(-6px);box-shadow: 0 30px 40px 0 rgb(0 0 0 / 20%); } .box-shadow-1, .box-shadow-1-hover, .box-shadow-2, .box-shadow-2-hover, .box-shadow-3, .box-shadow-3-hover, .box-shadow-4, .box-shadow-4-hover, .box-shadow-5, .box-shadow-5-hover, .row-box-shadow-1 .col-inner, .row-box-shadow-1-hover .col-inner, .row-box-shadow-2 .col-inner, .row-box-shadow-2-hover .col-inner, .row-box-shadow-3 .col-inner, .row-box-shadow-3-hover .col-inner, .row-box-shadow-4 .col-inner, .row-box-shadow-4-hover .col-inner, .row-box-shadow-5 .col-inner, .row-box-shadow-5-hover .col-inner { transition: transform .3s,box-shadow .3s,background-color .3s,color .3s,opacity .3s; } .box-shadow-3, .box-shadow-3-hover:hover, .row-box-shadow-3 .col-inner, .row-box-shadow-3-hover .col-inner:hover { box-shadow: 0 10px 20px rgb(0 0 0 / 19%), 0 6px 6px rgb(0 0 0 / 22%); } .button span { font-weight: 400; } .is-shade:after { box-shadow: inset 1px 1px 0 0 hsl(0deg 0% 100% / 10%), inset 0 2em 15px 0 hsl(0deg 0% 100% / 20%); } </style> <div class="" id="row-2097407503"> <p style="font-family:tahoma,geneva,sans-serif; font-size: 14px;"> Nếu bạn đang tìm kiếm phần mềm trắc địa, các thông tin liên quan về máy móc đo đạc, trắc địa cho dự án của mình bạn đã tìm đúng kho lưu trữ! 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View 10/181. </div> <div class="clear-main"></div> </div><!--end box-ctbar--> </div> </div> <script type="text/javascript"> var ToC = "<div id='ez-toc-container' class='ez-toc-v2_0_17 counter-hierarchy ez-toc-grey'><div class='ez-toc-title-container'><p class='ez-toc-title'></p><span class='ez-toc-title-toggle'><a class='ez-toc-pull-right ez-toc-btn ez-toc-btn-xs ez-toc-btn-default ez-toc-toggle' style='display: inline'><i class='ez-toc-glyphicon ez-toc-icon-toggle'></i></a></span></div><nav role='navigation' class='menu_danhmuc'>" + // "<div class='tile_mucluc'><span>Mục lục:</span></div>" + "<ul class='ez-toc-list ez-toc-list-level-1'>"; var newLine, el, title, link ,id; $(".ct-tt h2 ,.ct-tt h3 ,.ct-tt h4").each(function() { el = $(this); title = el.text(); id = title.toLowerCase().replace(/\s+/,'-').replace(/à|á|ạ|ả|ã|â|ầ|ấ|ậ|ẩ|ẫ|ă|ằ|ắ|ặ|ẳ|ẵ/g,"a").replace(/è|é|ẹ|ẻ|ẽ|ê|ề|ế|ệ|ể|ễ/g,"e").replace(/ì|í|ị|ỉ|ĩ/g,"i").replace(/ò|ó|ọ|ỏ|õ|ô|ồ|ố|ộ|ổ|ỗ|ơ|ờ|ớ|ợ|ở|ỡ/g,"o").replace(/ù|ú|ụ|ủ|ũ|ư|ừ|ứ|ự|ử|ữ/g,"u").replace(/ỳ|ý|ỵ|ỷ|ỹ/g,"y").replace(/đ/g,"d").replace(/!|@|\$|%|\^|\*|\(|\)|\+|\=|\<|\>|\?|\/|,|\.|\:|\'| |\"|\&|\#|\[|\]|~/g,"-").replace(/-+-/g,"-").replace(/^\-+|\-+$/g,""); $(this).attr('id', id); if($(this).is("h2")){ newLine = "<li>" + "<a href='#"+ id + "' >" + title + "</a>" + "</li>"; } if($(this).is("h3")){ newLine = "<li class='toc_cap2'>" + "<a href='#"+ id + "' >" + title + "</a>" + "</li>"; } if($(this).is("h4")){ newLine = "<li class='toc_cap3'>" + "<a href='#"+ id + "' >" + title + "</a>" + "</li>"; } ToC += newLine; }); ToC += "</ul>" + "</nav></div><div style='clear:both;'></div>"; $(".ct-tt").prepend(ToC); $( ".ez-toc-glyphicon" ).toggle( function() { $('#ez-toc-container').addClass( "selected" ); $('.menu_danhmuc').hide(); }, function() { $('#ez-toc-container').removeClass( "selected" ); $('.menu_danhmuc').show(); } ); </script> ' $scripts_for_layout = '' $count = (int) 0 $price = (int) 0 $sl = (int) 0 $cap1 = array( 'Catproduct' => array( 'id' => '6', 'name' => 'Liên hệ', 'slug' => 'lien-he' ) ) $dm_c2 = array() $cap2 = array( 'Catproduct' => array( 'id' => '43', 'name' => 'Hãng Khác', 'parent_id' => '20', 'alias' => 'hang-khac', 'images' => null, 'lft' => '70', 'rght' => '71', 'pos' => '1', 'status' => '1', 'title_seo' => '', 'meta_key' => '', 'meta_des' => '', 'created' => '2015-12-23', 'modified' => '2015-12-23', 'slug' => 'hang-khac', 'cate' => '4', 'link' => 'hang-san-xuat', 'name_eng' => '', 'name_tq' => '', 'type' => 'product', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ) $dm_c3 = array()include - APP/View/Elements/menu.ctp, line 56 View::_evaluate() - CORE/Cake/View/View.php, line 920 View::_render() - CORE/Cake/View/View.php, line 883 View::element() - CORE/Cake/View/View.php, line 424 include - APP/View/Layouts/home.ctp, line 169 View::_evaluate() - CORE/Cake/View/View.php, line 920 View::_render() - CORE/Cake/View/View.php, line 883 View::renderLayout() - CORE/Cake/View/View.php, line 539 View::render() - CORE/Cake/View/View.php, line 483 Controller::render() - CORE/Cake/Controller/Controller.php, line 957 ProductController::chitiet() - APP/Controller/ProductController.php, line 135 ReflectionMethod::invokeArgs() - [internal], line ?? Controller::invokeAction() - CORE/Cake/Controller/Controller.php, line 485 Dispatcher::_invoke() - CORE/Cake/Routing/Dispatcher.php, line 186 Dispatcher::dispatch() - CORE/Cake/Routing/Dispatcher.php, line 161 [main] - APP/webroot/index.php, line 92
12:00:00
30/05/2023
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