<?xml version="1.0" encoding="UTF-8"?><rss xmlns:dc="http://purl.org/dc/elements/1.1/" xmlns:content="http://purl.org/rss/1.0/modules/content/" xmlns:atom="http://www.w3.org/2005/Atom" version="2.0" xmlns:media="http://search.yahoo.com/mrss/"><channel><title><![CDATA[OnWheel Blog]]></title><description><![CDATA[Fleet management software for all your needs]]></description><link>https://blog.onwheel.io/</link><image><url>https://blog.onwheel.io/favicon.png</url><title>OnWheel Blog</title><link>https://blog.onwheel.io/</link></image><generator>Ghost 5.2</generator><lastBuildDate>Fri, 01 May 2026 12:09:26 GMT</lastBuildDate><atom:link href="https://blog.onwheel.io/rss/" rel="self" type="application/rss+xml"/><ttl>60</ttl><item><title><![CDATA[GVCOOLTRANS × ONWHEEL  —  Khi 1.000 Tuyến Đường Chạy Trên Excel. Hành trình "Rũ Bỏ Xiềng Xích" của GVCooltrans]]></title><description><![CDATA[<h3></h3><figure class="kg-card kg-image-card kg-card-hascaption"><img 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" class="kg-image" alt loading="lazy"><figcaption><em><strong>&#x110;&#x1ED9;i xe t&#x1EA3;i GVCooltrans Cold Chain Logistics &#x2014; &quot;Moving for Well-Being&quot;</strong></em></figcaption></figure><h3 id="trong-th%E1%BA%BF-gi%E1%BB%9Bi-logistics-c%C3%B3-nh%E1%BB%AFng-b%C3%A0i-to%C3%A1n-m%C3%A0-nh%C3%ACn-t%E1%BB%AB-b%C3%AAn-ngo%C3%A0i-ng%C6%B0%E1%BB%9Di-ta-ch%E1%BB%89-th%E1%BA%A5y-nh%E1%BB%AFng-chuy%E1%BA%BFn-xe-l%C4%83n-b%C3%A1nh-nh%C6%B0ng-nh%C3%ACn-t%E1%BB%AB-b%C3%AAn-trong-%C4%91%C3%B3-l%C3%A0-m%E1%BB%99t-m%C3%AA-cung-c%E1%BB%A7a-nh%E1%BB%AFng-con-s%E1%BB%91-ch%E1%BB%93ng-ch%C3%A9o-nh%E1%BB%AFng-b%E1%BA%A3ng-bi%E1%BB%83u-kh%C3%B4ng-c%C3%B3-%C4%91i%E1%BB%83m-k%E1%BA%BFt-th%C3%BAc-v%C3%A0-%C3%A1p-l%E1%BB%B1c-%C4%91%C3%A8-n%E1%BA%B7ng-l%C3%AAn-vai-t%E1%BB%ABng-ng%C6%B0%E1%BB%9Di-c%C3%A2u-chuy%E1%BB%87n-c%E1%BB%A7a-gvcooltrans-v%C3%A0-onwheel-kh%C3%B4ng-%C4%91%C6%A1n-thu%E1%BA%A7n-l%C3%A0-vi%E1%BB%87c-c%C3%A0i-%C4%91%E1%BA%B7t-m%E1%BB%99t-ph%E1%BA%A7n-m%E1%BB%81m-%E2%80%94-%C4%91%C3%B3-l%C3%A0-m%E1%BB%99t-cu%E1%BB%99c-chi%E1%BA%BFn-c%C3%A2n-n%C3%A3o-k%C3%A9o-d%C3%A0i-9-th%C3%A1ng-%C4%91%E1%BB%83-%C4%91%E1%BB%8Bnh-ngh%C4%A9a-l%E1%BA%A1i-s%E1%BB%B1-minh-b%E1%BA%A1ch-trong-m%C3%B4-h%C3%ACnh-3pl">Trong th&#x1EBF; gi&#x1EDB;i logistics, c&#xF3; nh&#x1EEF;ng b&#xE0;i to&#xE1;n m&#xE0; nh&#xEC;n t&#x1EEB; b&#xEA;n ngo&#xE0;i, ng&#x1B0;</h3>]]></description><link>https://blog.onwheel.io/gvcooltrans-x-onwheel-case-study/</link><guid isPermaLink="false">69eb462a92616d551dcbddd4</guid><dc:creator><![CDATA[Nguyễn Sâm]]></dc:creator><pubDate>Fri, 24 Apr 2026 10:53:24 GMT</pubDate><media:content url="https://blog.onwheel.io/content/images/2026/04/Banner--.png" medium="image"/><content:encoded><![CDATA[<h3></h3><figure class="kg-card kg-image-card kg-card-hascaption"><img 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" class="kg-image" alt="GVCOOLTRANS &#xD7; ONWHEEL  &#x2014;  Khi 1.000 Tuy&#x1EBF;n &#x110;&#x1B0;&#x1EDD;ng Ch&#x1EA1;y Tr&#xEA;n Excel. H&#xE0;nh tr&#xEC;nh &quot;R&#x169; B&#x1ECF; Xi&#x1EC1;ng X&#xED;ch&quot; c&#x1EE7;a GVCooltrans" loading="lazy"><figcaption><em><strong>&#x110;&#x1ED9;i xe t&#x1EA3;i GVCooltrans Cold Chain Logistics &#x2014; &quot;Moving for Well-Being&quot;</strong></em></figcaption></figure><h3 id="trong-th%E1%BA%BF-gi%E1%BB%9Bi-logistics-c%C3%B3-nh%E1%BB%AFng-b%C3%A0i-to%C3%A1n-m%C3%A0-nh%C3%ACn-t%E1%BB%AB-b%C3%AAn-ngo%C3%A0i-ng%C6%B0%E1%BB%9Di-ta-ch%E1%BB%89-th%E1%BA%A5y-nh%E1%BB%AFng-chuy%E1%BA%BFn-xe-l%C4%83n-b%C3%A1nh-nh%C6%B0ng-nh%C3%ACn-t%E1%BB%AB-b%C3%AAn-trong-%C4%91%C3%B3-l%C3%A0-m%E1%BB%99t-m%C3%AA-cung-c%E1%BB%A7a-nh%E1%BB%AFng-con-s%E1%BB%91-ch%E1%BB%93ng-ch%C3%A9o-nh%E1%BB%AFng-b%E1%BA%A3ng-bi%E1%BB%83u-kh%C3%B4ng-c%C3%B3-%C4%91i%E1%BB%83m-k%E1%BA%BFt-th%C3%BAc-v%C3%A0-%C3%A1p-l%E1%BB%B1c-%C4%91%C3%A8-n%E1%BA%B7ng-l%C3%AAn-vai-t%E1%BB%ABng-ng%C6%B0%E1%BB%9Di-c%C3%A2u-chuy%E1%BB%87n-c%E1%BB%A7a-gvcooltrans-v%C3%A0-onwheel-kh%C3%B4ng-%C4%91%C6%A1n-thu%E1%BA%A7n-l%C3%A0-vi%E1%BB%87c-c%C3%A0i-%C4%91%E1%BA%B7t-m%E1%BB%99t-ph%E1%BA%A7n-m%E1%BB%81m-%E2%80%94-%C4%91%C3%B3-l%C3%A0-m%E1%BB%99t-cu%E1%BB%99c-chi%E1%BA%BFn-c%C3%A2n-n%C3%A3o-k%C3%A9o-d%C3%A0i-9-th%C3%A1ng-%C4%91%E1%BB%83-%C4%91%E1%BB%8Bnh-ngh%C4%A9a-l%E1%BA%A1i-s%E1%BB%B1-minh-b%E1%BA%A1ch-trong-m%C3%B4-h%C3%ACnh-3pl">Trong th&#x1EBF; gi&#x1EDB;i logistics, c&#xF3; nh&#x1EEF;ng b&#xE0;i to&#xE1;n m&#xE0; nh&#xEC;n t&#x1EEB; b&#xEA;n ngo&#xE0;i, ng&#x1B0;&#x1EDD;i ta ch&#x1EC9; th&#x1EA5;y nh&#x1EEF;ng chuy&#x1EBF;n xe l&#x103;n b&#xE1;nh. Nh&#x1B0;ng nh&#xEC;n t&#x1EEB; b&#xEA;n trong, &#x111;&#xF3; l&#xE0; m&#x1ED9;t m&#xEA; cung c&#x1EE7;a nh&#x1EEF;ng con s&#x1ED1; ch&#x1ED3;ng ch&#xE9;o, nh&#x1EEF;ng b&#x1EA3;ng bi&#x1EC3;u kh&#xF4;ng c&#xF3; &#x111;i&#x1EC3;m k&#x1EBF;t th&#xFA;c v&#xE0; &#xE1;p l&#x1EF1;c &#x111;&#xE8; n&#x1EB7;ng l&#xEA;n vai t&#x1EEB;ng ng&#x1B0;&#x1EDD;i. C&#xE2;u chuy&#x1EC7;n c&#x1EE7;a GVCooltrans v&#xE0; OnWheel kh&#xF4;ng &#x111;&#x1A1;n thu&#x1EA7;n l&#xE0; vi&#x1EC7;c c&#xE0;i &#x111;&#x1EB7;t m&#x1ED9;t ph&#x1EA7;n m&#x1EC1;m &#x2014; &#x111;&#xF3; l&#xE0; m&#x1ED9;t cu&#x1ED9;c chi&#x1EBF;n c&#xE2;n n&#xE3;o, k&#xE9;o d&#xE0;i 9 th&#xE1;ng, &#x111;&#x1EC3; &#x111;&#x1ECB;nh ngh&#x129;a l&#x1EA1;i s&#x1EF1; minh b&#x1EA1;ch trong m&#xF4; h&#xEC;nh 3PL.</h3><hr><h3 id="nh%E1%BB%AFng-ng%C6%B0%E1%BB%9Di-c%E1%BA%A7m-l%C3%A1i-con-t%C3%A0u-s%E1%BB%91-h%C3%B3a"><strong>Nh&#x1EEF;ng ng&#x1B0;&#x1EDD;i c&#x1EA7;m l&#xE1;i con t&#xE0;u s&#x1ED1; h&#xF3;a</strong></h3><h3 id="kh%C3%B4ng-c%C3%B3-d%E1%BB%B1-%C3%A1n-n%C3%A0o-th%C3%A0nh-c%C3%B4ng-n%E1%BA%BFu-thi%E1%BA%BFu-nh%E1%BB%AFng-con-ng%C6%B0%E1%BB%9Di-d%C3%A1m-%C4%91%E1%BA%B7t-c%C6%B0%E1%BB%A3c-v%C3%A0o-n%C3%B3-%E2%80%94-v%C3%A0-d%C3%A1m-ki%C3%AAn-nh%E1%BA%ABn-%C4%91i-%C4%91%E1%BA%BFn-c%C3%B9ng">Kh&#xF4;ng c&#xF3; d&#x1EF1; &#xE1;n n&#xE0;o th&#xE0;nh c&#xF4;ng n&#x1EBF;u thi&#x1EBF;u nh&#x1EEF;ng con ng&#x1B0;&#x1EDD;i d&#xE1;m &#x111;&#x1EB7;t c&#x1B0;&#x1EE3;c v&#xE0;o n&#xF3; &#x2014; v&#xE0; d&#xE1;m ki&#xEA;n nh&#x1EAB;n &#x111;i &#x111;&#x1EBF;n c&#xF9;ng:</h3><h3 id="anh-ng%C3%B4-duy-th%C3%A0-%E2%80%94-ceo-gvcooltrans"><strong>Anh Ng&#xF4; Duy Th&#xE0;</strong> &#x2014; &#xA0; CEO GVCooltrans</h3><h3 id="ng%C6%B0%E1%BB%9Di-ra-quy%E1%BA%BFt-%C4%91%E1%BB%8Bnh-v%C3%A0-ch%E1%BB%8Bu-tr%C3%A1ch-nhi%E1%BB%87m-cu%E1%BB%91i-c%C3%B9ng-cho-to%C3%A0n-b%E1%BB%99-l%E1%BB%99-tr%C3%ACnh-chuy%E1%BB%83n-%C4%91%E1%BB%95i">Ng&#x1B0;&#x1EDD;i ra quy&#x1EBF;t &#x111;&#x1ECB;nh v&#xE0; ch&#x1ECB;u tr&#xE1;ch nhi&#x1EC7;m cu&#x1ED1;i c&#xF9;ng cho to&#xE0;n b&#x1ED9; l&#x1ED9; tr&#xEC;nh chuy&#x1EC3;n &#x111;&#x1ED5;i.</h3><h3 id="anh-nguy%E1%BB%85n-v%C4%83n-long-%E2%80%94-project-manager-%E2%80%94-gvcooltrans"><strong>Anh Nguy&#x1EC5;n V&#x103;n Long</strong> &#x2014; &#xA0; Project Manager &#x2014; GVCooltrans</h3><h3 id="ng%C6%B0%E1%BB%9Di-gi%E1%BB%AF-linh-h%E1%BB%93n-v%E1%BA%ADn-h%C3%A0nh-%C4%91%C6%B0a-ra-nh%E1%BB%AFng-%C4%91%E1%BB%81-b%C3%A0i-h%C3%B3c-b%C3%BAa-nh%E1%BA%A5t-v%C3%A0-kh%C3%B4ng-ch%E1%BA%A5p-nh%E1%BA%ADn-gi%E1%BA%A3i-ph%C3%A1p-n%E1%BB%ADa-v%E1%BB%9Di">Ng&#x1B0;&#x1EDD;i gi&#x1EEF; &quot;linh h&#x1ED3;n&quot; v&#x1EAD;n h&#xE0;nh, &#x111;&#x1B0;a ra nh&#x1EEF;ng &#x111;&#x1EC1; b&#xE0;i h&#xF3;c b&#xFA;a nh&#x1EA5;t v&#xE0; kh&#xF4;ng ch&#x1EA5;p nh&#x1EAD;n gi&#x1EA3;i ph&#xE1;p n&#x1EED;a v&#x1EDD;i.</h3><h3 id="anh-nguy%E1%BB%85n-ph%C6%B0%E1%BB%9Bc-%C4%91%E1%BA%A1i-%E2%80%94-transport-director"><strong>Anh Nguy&#x1EC5;n Ph&#x1B0;&#x1EDB;c &#x110;&#x1EA1;i</strong> &#x2014; &#xA0; Transport Director</h3><h3 id="ng%C6%B0%E1%BB%9Di-ch%E1%BB%8Bu-tr%C3%A1ch-nhi%E1%BB%87m-to%C3%A0n-b%E1%BB%99-nghi%E1%BB%87p-v%E1%BB%A5-%C4%91i%E1%BB%81u-ph%E1%BB%91i-%E2%80%94-c%E1%BA%A7u-n%E1%BB%91i-quan-tr%E1%BB%8Dng-nh%E1%BA%A5t-gi%E1%BB%AFa-th%E1%BB%B1c-%C4%91%E1%BB%8Ba-v%C3%A0-h%E1%BB%87-th%E1%BB%91ng">Ng&#x1B0;&#x1EDD;i ch&#x1ECB;u tr&#xE1;ch nhi&#x1EC7;m to&#xE0;n b&#x1ED9; nghi&#x1EC7;p v&#x1EE5; &#x111;i&#x1EC1;u ph&#x1ED1;i &#x2014; c&#x1EA7;u n&#x1ED1;i quan tr&#x1ECD;ng nh&#x1EA5;t gi&#x1EEF;a th&#x1EF1;c &#x111;&#x1ECB;a v&#xE0; h&#x1EC7; th&#x1ED1;ng.</h3><h3 id="ph%C3%BAc-nguy%C3%AAn-th%C3%A0nh-long-kim-qu%E1%BB%91c-c%C6%B0%E1%BB%9Dng-v%C3%B5-%E2%80%94-transport-coordinators"><strong>Ph&#xFA;c Nguy&#xEA;n &amp; Th&#xE0;nh Long, Kim Qu&#x1ED1;c &amp; C&#x1B0;&#x1EDD;ng V&#xF5;</strong> &#xA0; &#x2014; Transport Coordinators</h3><h3 id="b%E1%BB%91n-ng%C6%B0%E1%BB%9Di-tr%E1%BB%B1c-ti%E1%BA%BFp-l%C3%A0m-vi%E1%BB%87c-v%E1%BB%9Bi-onwheel-xuy%C3%AAn-su%E1%BB%91t-nh%E1%BB%AFng-giai-%C4%91o%E1%BA%A1n-kh%C3%B3-kh%C4%83n-nh%E1%BA%A5t-%E2%80%94-ki%C3%AAn-nh%E1%BA%ABn-test-ki%C3%AAn-nh%E1%BA%ABn-ph%E1%BA%A3n-h%E1%BB%93i-ki%C3%AAn-nh%E1%BA%ABn-l%C3%A0m-l%E1%BA%A1i-khi-c%E1%BA%A7n-d%E1%BB%B1-%C3%A1n-n%C3%A0y-kh%C3%B4ng-th%E1%BB%83-ho%C3%A0n-th%C3%A0nh-n%E1%BA%BFu-thi%E1%BA%BFu-h%E1%BB%8D">B&#x1ED1;n ng&#x1B0;&#x1EDD;i tr&#x1EF1;c ti&#x1EBF;p l&#xE0;m vi&#x1EC7;c v&#x1EDB;i OnWheel xuy&#xEA;n su&#x1ED1;t nh&#x1EEF;ng giai &#x111;o&#x1EA1;n kh&#xF3; kh&#x103;n nh&#x1EA5;t &#x2014; ki&#xEA;n nh&#x1EAB;n test, ki&#xEA;n nh&#x1EAB;n ph&#x1EA3;n h&#x1ED3;i, ki&#xEA;n nh&#x1EAB;n l&#xE0;m l&#x1EA1;i khi c&#x1EA7;n. D&#x1EF1; &#xE1;n n&#xE0;y kh&#xF4;ng th&#x1EC3; ho&#xE0;n th&#xE0;nh n&#x1EBF;u thi&#x1EBF;u h&#x1ECD;.</h3><h3 id="vi%E1%BB%87t-nguy%E1%BB%85n-%E2%80%94-solutions-consultant-lead-%E2%80%94-onwheel"><strong>Vi&#x1EC7;t Nguy&#x1EC5;n</strong> &#x2014; &#xA0; Solutions Consultant Lead &#x2014; OnWheel</h3><h3 id="ng%C6%B0%E1%BB%9Di-ch%E1%BB%8Bu-tr%C3%A1ch-nhi%E1%BB%87m-t%C6%B0-v%E1%BA%A5n-tri%E1%BB%83n-khai-v%C3%A0-d%E1%BB%8Bch-thu%E1%BA%ADt-nhu-c%E1%BA%A7u-th%E1%BB%B1c-%C4%91%E1%BB%8Ba-th%C3%A0nh-gi%E1%BA%A3i-ph%C3%A1p-k%E1%BB%B9-thu%E1%BA%ADt">Ng&#x1B0;&#x1EDD;i ch&#x1ECB;u tr&#xE1;ch nhi&#x1EC7;m t&#x1B0; v&#x1EA5;n, tri&#x1EC3;n khai v&#xE0; d&#x1ECB;ch thu&#x1EAD;t nhu c&#x1EA7;u th&#x1EF1;c &#x111;&#x1ECB;a th&#xE0;nh gi&#x1EA3;i ph&#xE1;p k&#x1EF9; thu&#x1EAD;t.</h3><hr><h3 id="ch%C6%B0%C6%A1ng-i"><strong>Ch&#x1B0;&#x1A1;ng I</strong></h3><h3 id="khi-ni%E1%BB%81m-tin-%C4%91%E1%BA%B7t-tr%C3%AAn-l%C6%B0%E1%BB%A1i-dao-excel"><strong>Khi ni&#x1EC1;m tin &#x111;&#x1EB7;t tr&#xEA;n &quot;l&#x1B0;&#x1EE1;i dao&quot; Excel</strong></h3><h3 id="gvcooltrans-kh%C3%B4ng-ph%E1%BA%A3i-c%C3%B4ng-ty-t%E1%BB%B1-giao-h%C3%A0ng-h%E1%BB%8D-l%C3%A0-m%E1%BB%99t-3pl-%E2%80%94-v%E1%BA%ADn-h%C3%A0nh-%C4%91%E1%BB%99i-xe-t%E1%BA%A3i-t%E1%BB%AB-500kg-%C4%91%E1%BA%BFn-15-t%E1%BA%A5n-%C4%91%E1%BB%83-giao-h%C3%A0ng-thay-cho-ng%C6%B0%E1%BB%9Di-kh%C3%A1c-ph%E1%BB%A5c-v%E1%BB%A5-100-kh%C3%A1ch-h%C3%A0ng-b2b-tr%C3%AAn-h%C6%A1n-1000-tuy%E1%BA%BFn-%C4%91%C6%B0%E1%BB%9Dng">GVCooltrans kh&#xF4;ng ph&#x1EA3;i c&#xF4;ng ty t&#x1EF1; giao h&#xE0;ng. H&#x1ECD; l&#xE0; m&#x1ED9;t 3PL &#x2014; v&#x1EAD;n h&#xE0;nh &#x111;&#x1ED9;i xe t&#x1EA3;i t&#x1EEB; 500kg &#x111;&#x1EBF;n 15 t&#x1EA5;n &#x111;&#x1EC3; giao h&#xE0;ng thay cho ng&#x1B0;&#x1EDD;i kh&#xE1;c, ph&#x1EE5;c v&#x1EE5; 100 kh&#xE1;ch h&#xE0;ng B2B tr&#xEA;n h&#x1A1;n 1.000 tuy&#x1EBF;n &#x111;&#x1B0;&#x1EDD;ng.</h3><figure class="kg-card kg-image-card kg-card-hascaption"><img 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class="kg-image" alt="GVCOOLTRANS &#xD7; ONWHEEL  &#x2014;  Khi 1.000 Tuy&#x1EBF;n &#x110;&#x1B0;&#x1EDD;ng Ch&#x1EA1;y Tr&#xEA;n Excel. 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class="kg-image" alt="GVCOOLTRANS &#xD7; ONWHEEL  &#x2014;  Khi 1.000 Tuy&#x1EBF;n &#x110;&#x1B0;&#x1EDD;ng Ch&#x1EA1;y Tr&#xEA;n Excel. H&#xE0;nh tr&#xEC;nh &quot;R&#x169; B&#x1ECF; Xi&#x1EC1;ng X&#xED;ch&quot; c&#x1EE7;a GVCooltrans" loading="lazy"><figcaption><em><strong>100 KH &#xD7; 8 lo&#x1EA1;i xe &#xD7; 1.000 tuy&#x1EBF;n + ph&#xED; b&#x1ED1;c x&#x1EBF;p + ph&#xED; r&#x1EDB;t &#x111;i&#x1EC3;m = C&#x1A1;n &#xC1;c M&#x1ED9;ng Excel</strong></em></figcaption></figure><blockquote><em>&quot;M&#x1ED7;i s&#xE1;ng th&#x1EE9;c d&#x1EAD;y, &#x111;&#x1ED9;i &#x111;i&#x1EC1;u ph&#x1ED1;i nh&#x1B0; b&#x1B0;&#x1EDB;c v&#xE0;o m&#x1ED9;t tr&#x1EAD;n chi&#x1EBF;n.&quot;</em> &#x2014; Anh Nguy&#x1EC5;n Ph&#x1B0;&#x1EDB;c &#x110;&#x1EA1;i &#x2014; Transport Director</blockquote><h3 id="sai-m%E1%BB%99t-%C3%B4-t%C3%ADnh-ph%C3%AD-%E2%80%94-m%E1%BA%A5t-ti%E1%BB%81n-ho%E1%BA%B7c-xu%E1%BA%A5t-h%C3%B3a-%C4%91%C6%A1n-sai-nh%E1%BA%A7m-l%E1%BA%ABn-l%E1%BB%99-tr%C3%ACnh-%E2%80%94-ch%E1%BA%ADm-giao-m%E1%BA%A5t-uy-t%C3%ADn-kh%C3%A1ch-v%C3%A0-n%E1%BA%BFu-t%C3%A0i-x%E1%BA%BF-v%C3%B4-t%C3%ACnh-nh%C3%ACn-th%E1%BA%A5y-b%E1%BA%A3ng-gi%C3%A1-r%E1%BB%A7i-ro-l%E1%BB%99-margin-hay-ch%E1%BA%A1y-ri%C3%AAng-b%C3%AAn-ngo%C3%A0i-h%E1%BB%87-th%E1%BB%91ng-l%C3%A0-m%E1%BB%91i-lo-th%C6%B0%E1%BB%9Dng-tr%E1%BB%B1c-m%C3%A0-kh%C3%B4ng-ai-n%C3%B3i-ra-nh%C6%B0ng-ai-c%C5%A9ng-bi%E1%BA%BFt">Sai m&#x1ED9;t &#xF4; t&#xED;nh ph&#xED; &#x2014; m&#x1EA5;t ti&#x1EC1;n ho&#x1EB7;c xu&#x1EA5;t h&#xF3;a &#x111;&#x1A1;n sai. 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QwPEiQReIr6K1iWKGOTYqJ0GAAf1rcsNL0vU9Fs9UnSO2hsgy3yopHnEYx+J4/OuZllW81KSadzGk0xd2AyVBOScd66yPxTpaXC6YkTpoQt2hb5MuzH+Mj1z/PNMcr2SQaXYQ3lnc6zBo6zGWQxW9ijbI1QcFm55qh4u01LOHTbhbU2T3EbeZa79yxsCPu+mc9qbY6lps2h/2TqU13AkExkguIByQexFZerzWM10g01bgQRoF3TuWZz3bHb6UAk7nR+FNHm1HwvqEcTCP7VMsbSHsi4yf1NLoz6fc+K7a30u0WK2sEkka4YfvZSBjLe2T0qhB4kXTvD2m2tg8i3MNwZpwRhWGTxnuDmrP9uaRbarqt9ZmYNeWpVEMWNsp+8Pp0OfrQK0rsUnTNd0XWrqLTVtntf3kcwbLuST976/1pboaV4aNpp9xpqX9xKqyXLysfl3dlFY9pqcFp4RvLBS/wBruZ0Y/LxsXHf8+K1p9Z0DVLu21TUBdreRIoe3RQUkZenPpQHK1p0LY8P6dYa5rRuoTPZWtssqo5JK7ucZ9eCB9ao3VtZ6x4ZivLTTorG4N4ttGIzkMD6+vX9KjuPEsV3pWs+aHW91CZNqgZVY1xxn86ZBqwbR9G03TopJr2G7M7x7eGbJwAe/WgLS3NRU0aHxBB4eTSYrgZEcty7HeXxkmuX1hI2167is4kSPzzHGiDAHOOPxrt9Mi0uXxDdawsN9HPFG0konj2RwtjB5PU9a8+W4cXQuR9/zPM59c5oCG52Bh0rRtYs9FGnLdTuUWe4ZyGDN6Y/Oprr7NqHiTxBcXkSzQ2FqUjV+VVgOo98g1Guu+G5teh1qf7at0MFoggKKwGM+9Zem63ZGfWY9R81INSJPmRrll5J6fjQLle5J4fi0+y8NXWq6lZi5MdwiRg9cjBwM9snn6VZ1O40/RzDLd6XBd3t6PtE4bhYlJ4VR+n4VQ1fU9LPhq30rSjcMEnMkjSpgtwef16e1X5LjS9XsbXV9ThvUNoFgkESZjlI5Az2/+vQNp7s0r7TNOjla3a1Eel6fB9ukUMS0rvnCn0AwePpXM397pGo6RI8dlHYX8cg8tIgSJEPXPbIq5D4pivNR1P8AtSORbPUIxHiLlogv3fr1/OqGrXekCwistJt3cq++S7nUCRv9kegoHGLT1J/CdlaXM1/cahAs1ta2pdkb19vfANWZ49P1rwreXtvpkVhc2kqIvlEkOGIGD6nmpPDi2lt4Q1W5vzKsFxKtsWi+8BjqPpmoJNX0q0tbTTdPM72n2lJ7qeRMM+CDgL+A/KgTu3odBfSacfEWn6LPpsd2/lLE0jsf3YxkbR+GTWZpvhuGM6leJYtqAguWgtbcvtBweWJ9qqW/iGz/AOE6l1efzPs2W8vCZb7u1eKjsdbs7rTbiw1eS5gR7hriKa35ZSeoIoFyySNO50CKfVdDml08Wkl3My3NsW3Kdozn8RTbVdF1m/1DTIdJigWOORorhGO7KnGfYZ7Unh59PfX5LqxFz9msLNmd53LNI2eWx24zVEato+lWd22j/a5Ly8UoWnUAQqeSB6//AKqAs9jD0tlGpWxe3juQzhfKk+6xPHP513kzw33j+G0W2iU2Cs7Tj7xAThfTALVwemXKWWp2tzIhaOGVXZR1IBrpG1/S7fWNWv7WS5d7u1ZULx9JGPI9hgCgqcW2OlfTNe0nWrmPTUt3tR5sdwGy7kk9frjp71JounhtPsY49Bku45SGnlu3ChSepRSf1rFsdTtrTwlf2Pzm7uZUIG35dgx1P4Gtxte8P3Oq2mq3L3/nxKoFsq5jQgdffHt1oE00rEE+l2JHie3SLzJrRlkhkclnUY5AJ+mKoa9ZWuj6XYWAhjOoOvn3EuPmUHon+fStLw3c79f1fU5Vc2DI8skjrgEbsgfXGeK5bUL6TU9QnvJfvzOWx/dHYfgKBxvexu6Xa2Gm+GzrGoWi3cs0vlW8Tn5RjqT+R/Kr1zp2nXg8P/Z9Oit31GbzJVXJ+QDkfQ1XsXtrvwzZ6fq9vfxKJTJay28W7zQSeB+ZrU1TU9P0fxVpyS71gsLMqqKu4qzDgH3xQS73Mu0s7SfWtWa20d7wwzFIIgdsCAcZYk+3SofF+nRWttp10bVbS7uQ/nwo+5eMYIP402z1TS7vQX0/VJbq2P2hp99uufNz2P8An0qt4l1Sz1JrCPThKsFtB5YWRcFTn9eAKClfmNPwddRWel6tdNZwu9rFv8053Pn+D6cVJb3trY+D5Lu40+J0vbxmjtQSIxjp+A21m6BqenW+j6np+pNPGLraVeFdx47VFquqWt1oWk2FsX/0ZGM2Vxhj6evegTjdm+ui6fP4n0hls0jguLU3M9v1UYHH8x+VY+hW9pcya3eTW8b29vA7RowyFJJ24+gFXD4psl8Vx3SiVrFbQWuduGUeuKgl1HQ7Dw7f2GlSXck9yVBklTGVz09sDP1zQCUloZnhjadfso5LaK5EjhNsmcKT/F9Riulk+yaz4n1JrixgaHT4JNznOZSMAFvpg4rmfD+oQ6XrtpeXCs0UTEttGSMgjP61r2mtaRaavqyb7prDUItplKfOrHJPHpyaBzTvdDPD0NlH4ev9R1S3NzHbvHHEhblTnJC+nUVTtJjrfi+CZ41j8+5VyiDhVHOPyFT6nqmlJ4aGl6S1yxNwJJHmTG/A6/y49qpeGb+10vXYry93+VErEBF3HcRgUDSdmzpPE4s9IurnUdQt1u767Yi2hk5jjRQBub1Pt70y5vbPTtM0KxutOjvJZEDbXOFQMRnA9cn9Kx5Ncg1Xw/c2erPK1ysxmtZQu4jPVSew/wA9qm1DWbC88XWN4vmCwthGvKfNheen1oIUHZJk7aNZxeLdQtotPnvIoVDRW8f3QxAOGYngdam1jRDd2GnyvYpYX890LbYkm9ShHB/DFRw+IdOuW1mC+kuYIb+fzEmhX59o4AI+gH5mmXviDTrW10aPRhOwsJ2lZZxgt759+fpQP3roknn8O6fq76TcacptYsxy3hJMm/H3hj3qSO4stG8DwNParei6uneNJCVDBScMfwA496gvNT8OLd3WpQQT3d3cAlbedB5cbnqT61navqdreWGjWcJcxWkWJiVx8xI3Y9ehpD5b2JPF1ja2Oo2xtIRAs9usrRA8Kxz0rCFdHq2p6Pq+sXlxcG68lbZY7TYuCXA/iHpk1zg9+tMuN7ahRRRQUIelW9Q/4+z/ANc4/wD0AVUPQ1b1D/j7P/XOP/0AUyXuVjRR2opFCVYt/wDj2vP+ua/+hiq9WLf/AI9rv/rmv/oYoEyvRRRQAUUVNZ2st9ewWluAZp5FjQE4G4nA5oGWdV17U9baJtTvJLpoQVjL4+UHr0HtQuv6qujNpIvpv7Obrb5G3rn0z15rpv8AhUXin/n3tf8AwIH+FZniDwJrfhnT1vNTigWBpBGCkoY7jnHH4VClF6FWkdB4VurBNAhitvHFzos5JNzbSICmSeseenHcGofiD4vs799IstBuZZk0v5xeNnLSAAAgnr0yT6muCpcUvZ63Dn0sX7jXdSvNVj1K5vJZb6MqUnbG5dvTt2roPCfiBZ/Fct/4h128s2ktyhuosbnxjCk7TgcenauQoqnFNWEm07l+HVLvS9ZnvdJvriKQyPtnHys6knlh0564p+r+JNX18INV1Ca5VOVRiAoPrgcZrNop2QXZf1PXNS1nyP7Su5LjyF2xb8fKOPQewpuq61qOtyRSaneSXTxLsQvj5R6cCobGzm1G/t7O2AM9xII4wxwCx6c1peIvCWreFjb/ANqwoguN3lsjhwcYyPrzS0TsGu5T0rWtS0SWSTS7yW1eRQrtHjLAc45rSPjvxQVIOuXhGOmV5/SovDvhPVfFLzrpUKP5ABkaR9oGeg+vFQjw7qLeIG0SODzL9ZTEUQ5AI6nPoPWj3bhrY7SLVNH8G+Ab2z0zVxqGp6qo3BOkOVwc46YBPuTXm44GBXReIPBlzoll9sgvbXUbVJDDPLanIgkH8Lf41zhOATSjbdDlfqaemeJdZ0WB4dL1Ge1idt7LHjBOMZ5HtT7/AMV69qtsbe/1e7ngb70ZfCt9QMZp2t+FtT8PW9nNqMcSJeKWhKSBsjAPPp1FLYeF9Q1HQrrWIVj+wWhImcv8y4AJwvfg0e7uGuxDpHiLV9BWRdK1Ca2WQ5dUIKk+uCCM0688S6zqFi1nfalcXFsz+YY5WDAtnOc4z1q54h8Iz6Dp9jqEd3DfWF6uY7iEEAHrgg9Dj+Rrn801Z6oTbWht6d4y1/SbMWljqlxFbjhU4YL9Mg4rJuLma7uHnuZXlmkO55HbLMfUmrfh/RZfEWuW+mQSpFJOSA7gkDAJ7fSmazpkmi6zd6dNIskltJ5bOgIDH2zQrXDWwuma5qejCcaZey2wnAWXZj5wM46j3NR2eq3+n2lza2d5LDb3S7Z40OBIMY5/AmqtdB4d8D614ohefTrdBbodpmmfYhPoO5/Ch2WrBXexm2utajZaZPp1teSx2Vxkywrja+QAc8ewrp/BHiS3sbG+stW17UrC1EebeO25G45zg4JB6ccd6w/EfhPV/CjR/wBq24SOTISWNtyMR2z2Psa2IfhR4ouIUlS3tdjqGUm4HQ81MnFoa5rnP6lr+p6vbwQahfTXMVv/AKoSEErxjr16VJqHifWdW0+Ox1DUZri2jIZUkweR0JOMn8aNe8L6t4amjj1a0MIl/wBXIrBkf2BHf2p/iHwvqPhiS3TU1iVrhC8flvu4GOv501y6WE7mRRRRViEooooAKd5Unleb5b+Xnbv2nbn0z0zTa9C0mxgn8HWmlTHEt/FJLHnpuB3A/X7v4ZoInLlPPxG7IzqjlF+8wUkL9T2qSe0uLVYzcQyRiVd8Zdcbl9R7V0tnG1p4CvI2BWa9vFg2/QgEfoa09a0jT9X1uGwk1F4rxLcRxQpHkLgE8n36444oJ9pZnA5orW/sIR+HbrUZpmEkVz9nRFA2sQeTn860LTw5p8WjWmoajduGuUby7ZSAzsThdv8AX60FuSRzNFdifB+ljVzpX9qzG9ZMonlghTjPzH+npWXp+gW7WM1/q12bW0jkMKlF3NI4649qBc6MKp7a0uLzzBbQSS+Whd9gztUdSfatTXtDtdLsLO6tLx7hbtmKZUAbMZB+vNXvCcUUeha1c3M/2eJkWFpcZ2gg5wO55FAOel0ctnvSujxvskR0fj5WUg89OK3rvw3AraXLpt081rfyCNGdcMpBGePz/KtBrGf/AISS/wBSudQC2+mkRm5lhViTjgKvTPNIOdHLXNncWUgju4JIXKhgrrgketRdq6vULKXWDo6xag95ZXMzIkssQEsbdWBPcYGR9KR/CumSTX1nZ6pJLfWqNIUZAEwOxPr24NMOddTlKTr0q1p0NtdXsMV3LJDBIdrPGm5hnpgfWul8UabYTa7aWVtcRWsyKI5fMUJHGgGQxbjLH0oG5WdjkakQTQeXcIJI/m+SQAjkeh9a3J9B0+bTLy60vUJZ2ssGUSR7VYeqmk1yKax8PaLbSXLuksbXAhKgCMn0PU9T1oFzJ7FO+8SatqVr9mu76WSHunA3fXA5rMrb0nRLW80W41K+vHtoYZhHlU3Z4Gfx54q5ceHtHtobe8l1aRbK5H7r93+8Y/l0/CgOaK0Oet7K5u1la2gklWFd0hQZ2j1NQA56V2OlaLLpXi2W3hvCqR2xmMmwNuQ/wsvTr/KqFnoGnNoUGq6lfvapNIwCIgORk4wPwP4UB7RGDDFJPMkUKNJI52qijJJ9BUskl3bxyWMrzRosmZICSAHHqPWun03w+NL8c2cMcvnQ+UblHIwcYI5/GquoaRY3lnqOo2OotcTW8heYFMKcn+H/AD2oFzq5zscTSyLHGpZ3IVVA5JPaluLeW0uHguI2ilQ4ZGGCp961fCcIuPE9ip6I5kPttBNXda0qPbfavqlw0D3Mrm0t0UF5OeCc9F6UDcrSsY80+ow6PBazealhK5miVlwrt3IPeqNd3qmk2F3LpOm3moPBMlsscMSJnk9z9ce1Y+jaNLY6jd3l1cxW9vpshjaZow+5+g2g9+n5ikJTVjCubO4spBHdQSQuVDBZFwSD0NRV1Ws2k2pw6VJFqDXtnNN5EcskYEiMzcgnuOuPpUx8IaU2pTaZDq0rXyqWVDGMDAzhj6/jTHzrqcvbahc2UNxFbymNLlPLlAA+ZfT2qvWzp+h2zaadS1e7a1tS5jjCLuaRh1x7Umv6Jb6PBZS2921wLoM4JUAbOMEfnQPmV7GPRWzpOiQXOnzalqV0bWxibYGVdzyN6KKsT+FfPu7BdJuRcW18rMkjjBjC/e3AelAcyMSCyubmGaaCCSSKAZldRwg9zUArrrjT7e70GfT9I1QzmxzLLCIgom9Tnv046jgVy9jaS6jeQ2tuAZZm2rnoPc+2KAUrlibWb+fTItOkuG+yRcLGAAOuefWqaI0jqiKWdjhVUZJPpXRt4d0yRri0stUabULdCzKyBY2I6gH/AOuafoFrZ6e9neT6mI7u5GII4oxKY93AZvQ/yoFzJbGdHq+u6BusRcT2u0Z8p1BK59M9KyZZnlleWZ2eRzuZ2OST6muiPhiabXtRhvbwLDafvLi6YZJBGRx6kVHceHrR4rO70q8e5tpbpbeQSLtdWJ9PpSBSiY1zaXFlII7qF4XZQ4VxgkHoahrudZ0ex1zxBcxLqLLfrGNsQT5VAHQn8f1riIUaWZIh953CD6k4phGXMhtTWtpcX04htIXmlIJCIMnA611R8I6UNVbTBqsv21lyieWMDjPzfzx6Vl6PYQWpfUbzUxaNazFESIB5GYdTt/u/hQHOnsYZBBIIIIOCD2orpNT8N3F54it1tZkkTUlNwsmzYEXqxI/z1pZPDWnT292ulak9zd2iF3RkAVwOu0//AK6A50c1RU9hbfbtQtrVTjz5FTPoCetdGfC2mve3VhbapI99CpcIYxtGB0J9foaBuSW5ytJXQafoVl/Y66nrF49tBKxWFI13M+O9S6h4UggvbC2gv1Iuo2laWbCKqDoRz6dqA51exhNY3SSSI1tMrxJvdShyi+p9BUFdnqly194ZuzYaoZ47QKlyWtwjSr0Hzdx/OqsfhfTIl08X+pSxTXkalYlQE7j79hzjnvQTz9zlqmNncCzF2YZBbM2wS4+Ut6ZqXVbBtL1S4s2cOYWxuAxkYyD+RrqHsrE+GNFtNRvHthKfMVUTczs3f2A3daBylaxxlFdAvhOT+27y0luVjtbNRJLcMOikZHHr/hTNS0OyXSTqWkXr3UEbhJlkTayZ6Htx/jQPmRkW1pcXkjR2sLyuqlyqjOFHU0lzaz2c5huonilABKOMHBGRV/Q9Wi0lrtpInkaeIRKVIG0bgW6+wqDWNQ/tXV7m8ClFlfKqeqqBgD8hQGtylRRRQUIelW9R/wCPz/tnH/6AKqHpVrUP+Pv/ALZx/wDoApkvcr9qKKKRQlWLf/j2vP8Armv/AKGKr1Yt/wDj2vP+uY/9DFMTK9FFFIApVYqwZSVYHIIOCDSUUDPUfg9dTzNr3nTzSbbdCN8hbH3uma5DwXZx+IPF9hp+qvNcWsrPvRpW5wpI7+oro/hHf2li2ufbLqC38yBAnmyBd33umetc/wDDu5htPHmmzXMscMKl9zyMFUfI3UmsbayL6I6TxB4e8KnVF8M6FFMusy3iK0z7mSFDyy5JwcL7fjVyXR/AOn+I4vC89ndy3j7Y2vDKflkYcDg9enbHNcxquuRaX8W59YiZZ7eG9DkxsGDptAOD34Jrrbrw/oeqeMo/FkXiSwXTjIlzJEzgPvUDjrx0HUZpO63ZWhR8PfDvT18caxo2rK1zBbWyzQPuKnDHgnHfHH4U/RPD3g3xZp+p2Ok2V5BeWSErdTOdz9QGxnGMjpitDwz4t0/VviRruotcxW9o1msMDTOE3hW68+vJ+lYnwm1CzstS1xru6ggV4QEMsgXd8zdM9aWurYaEXhTw3oVp4Jm8UeJ4pbiIuUht0YjODt7EZJOe+ABVjVtA8LXXw2uvEOh2c8MvmAKJZCTEd4BXGcEf40vhq70vxP8ADmXwtealDp97DKZIHmICsN24Hnr1IIrR1DS7bRfgrfWdtqEN+EuBvmh+5vMi5A9cUNu+oWVjzzwgD/wmejf9fkf869Z+IsS+IdB1qzVQbzRnjukx1KFMn9N35V5L4Umjg8XaRLM6xxpdxszscBRnqTXol14ksbX4xylrqCXTNQtEtp5BIDH904yenXj8aqafNoKOxo/DhE8PeHdGhZR9s1yd5sHqI1QkH8gP++qwLTwrb+IfiJ4nu9Tmki02wmZpvLYqXPXGR0GASatr4hsZvjFp0cNzBHpWmWrW8L+YBGPk5wenoPwpmieJdKh8Z+K9M1C6jjstWlYR3IYFM4K9enIPB6cVFnqytNirZ6D4U8baPqS+GLS602/s03qryErMvOMjJ4OMeorzRvuHIwcGvV9FtdK+GWmareza1aaheXMXlW0NuwJIGcZGT3PJ6DFeTvnYxPUg1rDqRLoe4eM/CbeJ9F0EJqNnZfZ4Mn7Qcb8qvT8qr2/hxvDfwq8RWr31teGRZJN9ucqPlAwffiue+Kl/Z32k+G0tbmCdooWDiNwxT5U646Uzwnf2dv8ACbxHay3UEdxK0myJpAGf5F6Dqazs+VFXVynqWg2Ft8IdM1aKNxeTTqrt5rFSCzD7ucdh2rf8RaJ4H8K32mfb9MupjeRj91HK2xBkZc5OSeegrL1a9tJPglpFol1C1yk6loRIC6jc/UdaX4r31ne6hoTWtzDOsdvhzFIG2ncvXHSmrt2B2sa6eFbLwv8AGHRI9N3LbXMUkqxsxbYQrAgE9ulWJNO8G658QNS0a6sbyTUZ3d2uTIVUOACVUA8YHcipdd1jT5Pit4auY7+1a3itpRJKsqlUJB6nOBXO6VqNonxyubx7qBbUzSkTGQBCPLwPm6VKu9fIehxGtad/ZGuX2n794tZ2iDf3gDwfyra0O+1vxHbQ+FotVgs7FVLr5mI145wWHJyTVHxhNHceMtXlhkWSJ7p2V0OQw9Qa6DR/DXhnxN4XiS21CLTtejI80Xcp2Pj0BPQ8dOlat+6rma30Nb4ixy6D8N9J0G5eW9lMgc3uCYxjJ2hj35wPYVr+PvD2ua7pmgHQ45X8qA+bsm8vGVXHcZ6Guf8AGF5p2ifDa28Kw6lFqd8JA7vEdyxAMW69vQCp/iP4ikj0/QF0bV2Ui3ImFrcd9q43bT9etZpO6saMueNY59L+FGm6br06y6uZk2AvuYYYnr3wvGao/Gn/AI/tEP8A07P/ADWvObm6uLyfzrueWeTgF5XLHH1NexeNtF0rxi+nyx+JtNtPs0JQhpFbOcH+8PSnbkauTfmTPGaK2fE+gQeHr2G3t9VttSWSPeZIMYQ5xg4JrGrZO+pm1YDSUUUwEb7px1rrfFOoDTdS0VLSRX+wWyN8jAgnjI49h+tcnQAB0FBLV2eh6m1ndX+gQ28sXkzXRun+cem7J9Mkms/SriGfx/qN/LLGI4BK6szAA4wox68VxmB6CjAPUUEKnZWOut7dtd8FwW1nPbrPHdPLOssgTGckH6c1av44X8U+HdPS4heC1iTMgcbTjnOffb+tcOQD1FGBjGBigfJrudjpl7FL451TUJJECQpKyEsBnGFGKrQ2reIfCNlb2txbxz2kztOkr7fvEnd+v865cgHqK3LHxBZW9pbx3eiWl1Lbf6qXO0nnPzDvQDjbYs+NolsptL05GDLaWgGR3JPX8cU12itvh1HGHXzbu8LMoYZ2r6j8BWNqWoT6tqEt5dEGWQ9FGAo7AewqrgZzjmgajokzvrPyI9Q8LWZmi2W1u9xId4wGI7+9R6Jqkl7pWow6fcWsWoteNOouMYkQntn6VwuB6CremagdMu/tC28E52MgWZcgZ7/Wgl0ztbW5uW8RadDqGo2Ext0kuJEgUKsTYwAW6E4OawtAuVjtPEWou6rI8DKgLAElyTwO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" class="kg-image" alt="GVCOOLTRANS &#xD7; ONWHEEL  &#x2014;  Khi 1.000 Tuy&#x1EBF;n &#x110;&#x1B0;&#x1EDD;ng Ch&#x1EA1;y Tr&#xEA;n Excel. H&#xE0;nh tr&#xEC;nh &quot;R&#x169; B&#x1ECF; Xi&#x1EC1;ng X&#xED;ch&quot; c&#x1EE7;a GVCooltrans" loading="lazy"><figcaption><em><strong>Ngh&#x1ECB;ch l&#xFD; b&#x1EA3;o m&#x1EAD;t trong m&#xF4; h&#xEC;nh 3PL &#x2014; r&#x1EE7;i ro t&#xE0;i x&#x1EBF; &quot;ch&#x1EA1;y ri&#xEA;ng&quot; ho&#x1EB7;c mang kh&#xE1;ch &#x111;i</strong></em></figcaption></figure><blockquote><em>&quot;Nh&#x1EEF;ng qu&#x1EA3; bom h&#x1EB9;n gi&#x1EDD;. 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M&#x1ECD;i th&#x1EE9; &#x111;ang &#x111;i &#x111;&#xFA;ng h&#x1B0;&#x1EDB;ng &#x2014; cho &#x111;&#x1EBF;n th&#xE1;ng 10.<strong> D&#x1EF1; &#xE1;n r&#x1A1;i v&#xE0;o tr&#x1EA1;ng th&#xE1;i &#x111;&#xF3;ng b&#x103;ng.</strong></h3><figure class="kg-card kg-image-card kg-card-hascaption"><img 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" class="kg-image" alt="GVCOOLTRANS &#xD7; ONWHEEL  &#x2014;  Khi 1.000 Tuy&#x1EBF;n &#x110;&#x1B0;&#x1EDD;ng Ch&#x1EA1;y Tr&#xEA;n Excel. H&#xE0;nh tr&#xEC;nh &quot;R&#x169; B&#x1ECF; Xi&#x1EC1;ng X&#xED;ch&quot; c&#x1EE7;a GVCooltrans" loading="lazy"><figcaption><em><strong>Training &#x110;&#x1EE3;t 1 &#x2014; 30/07/2025 t&#x1EA1;i 231 Ho&#xE0;ng Hoa Th&#xE1;m, T&#xE2;n B&#xEC;nh, TP.HCM</strong></em></figcaption></figure><h3 id="b%C3%A0i-to%C3%A1n-c%E1%BB%91t-l%C3%B5i-%E2%80%94-h%E1%BB%87-th%E1%BB%91ng-3-t%E1%BA%A7ng-gi%C3%A1-%E2%80%94-ph%E1%BB%A9c-t%E1%BA%A1p-h%C6%A1n-d%E1%BB%B1-ki%E1%BA%BFn-r%E1%BA%A5t-nhi%E1%BB%81u-l%C3%A0m-sao-%C4%91%E1%BB%83-m%E1%BB%99t-h%E1%BB%87-th%E1%BB%91ng-v%E1%BB%ABa-t%E1%BB%B1-%C4%91%E1%BB%99ng-t%C3%ADnh-doanh-thu-t%E1%BB%AB-kh%C3%A1ch-h%C3%A0ng-v%E1%BB%ABa-t%C3%ADnh-l%C6%B0%C6%A1ng-t%C3%A0i-x%E1%BA%BF-ho%C3%A0n-to%C3%A0n-%C4%91%E1%BB%99c-l%E1%BA%ADp-m%C3%A0-kh%C3%B4ng-%C4%91%E1%BB%83-l%E1%BB%99-gi%C3%A1-kh%C3%A1ch-h%C3%A0ng-v%E1%BB%ABa-b%C3%B3c-t%C3%A1ch-%C4%91%C6%B0%E1%BB%A3c-chi-ph%C3%AD-v%E1%BA%ADn-h%C3%A0nh-real-time-%E2%80%94-%C4%91%E1%BB%93ng-th%E1%BB%9Di-x%E1%BB%AD-l%C3%BD-m%C3%B4-h%C3%ACnh-n-n-m%E1%BB%99t-xe-l%E1%BA%A5y-h%C3%A0ng-t%E1%BB%AB-nhi%E1%BB%81u-kho-giao-%C4%91%E1%BA%BFn-nhi%E1%BB%81u-%C4%91i%E1%BB%83m-m%C3%A0-kh%C3%B4ng-xung-%C4%91%E1%BB%99t-v%E1%BB%9Bi-ma-tr%E1%BA%ADn-feecode">B&#xE0;i to&#xE1;n c&#x1ED1;t l&#xF5;i &#x2014; H&#x1EC7; th&#x1ED1;ng 3-T&#x1EA7;ng Gi&#xE1; &#x2014; ph&#x1EE9;c t&#x1EA1;p h&#x1A1;n d&#x1EF1; ki&#x1EBF;n r&#x1EA5;t nhi&#x1EC1;u. L&#xE0;m sao &#x111;&#x1EC3; m&#x1ED9;t h&#x1EC7; th&#x1ED1;ng v&#x1EEB;a t&#x1EF1; &#x111;&#x1ED9;ng t&#xED;nh doanh thu t&#x1EEB; kh&#xE1;ch h&#xE0;ng, v&#x1EEB;a t&#xED;nh l&#x1B0;&#x1A1;ng t&#xE0;i x&#x1EBF; ho&#xE0;n to&#xE0;n &#x111;&#x1ED9;c l&#x1EAD;p m&#xE0; kh&#xF4;ng &#x111;&#x1EC3; l&#x1ED9; gi&#xE1; kh&#xE1;ch h&#xE0;ng, v&#x1EEB;a b&#xF3;c t&#xE1;ch &#x111;&#x1B0;&#x1EE3;c chi ph&#xED; v&#x1EAD;n h&#xE0;nh real-time &#x2014; &#x111;&#x1ED3;ng th&#x1EDD;i x&#x1EED; l&#xFD; m&#xF4; h&#xEC;nh N-N (m&#x1ED9;t xe l&#x1EA5;y h&#xE0;ng t&#x1EEB; nhi&#x1EC1;u kho, giao &#x111;&#x1EBF;n nhi&#x1EC1;u &#x111;i&#x1EC3;m) m&#xE0; kh&#xF4;ng xung &#x111;&#x1ED9;t v&#x1EDB;i ma tr&#x1EAD;n FeeCode?</h3><h3 id="c%C3%B3-nh%E1%BB%AFng-%C4%91%C3%AAm-vi%E1%BB%87t-nguy%E1%BB%85n-v%C3%A0-%C4%91%E1%BB%99i-k%E1%BB%B9-thu%E1%BA%ADt-th%E1%BB%A9c-tr%E1%BA%AFng-t%E1%BA%A1i-v%C4%83n-ph%C3%B2ng-c%C3%A1c-thu%E1%BA%ADt-to%C3%A1n-pdvrp-li%C3%AAn-t%E1%BB%A5c-xung-%C4%91%E1%BB%99t-v%E1%BB%9Bi-ma-tr%E1%BA%ADn-gi%C3%A1-d%E1%BB%AF-li%E1%BB%87u-t%E1%BB%AB-google-sheet-kh%C3%B4ng-%C4%91%E1%BB%93ng-b%E1%BB%99-ch%C3%ADnh-x%C3%A1c-v%E1%BB%9Bi-api-b%C3%AAn-th%E1%BB%A9-ba">C&#xF3; nh&#x1EEF;ng &#x111;&#xEA;m, Vi&#x1EC7;t Nguy&#x1EC5;n v&#xE0; &#x111;&#x1ED9;i k&#x1EF9; thu&#x1EAD;t th&#x1EE9;c tr&#x1EAF;ng t&#x1EA1;i v&#x103;n ph&#xF2;ng. C&#xE1;c thu&#x1EAD;t to&#xE1;n PDVRP li&#xEA;n t&#x1EE5;c xung &#x111;&#x1ED9;t v&#x1EDB;i ma tr&#x1EAD;n gi&#xE1;. D&#x1EEF; li&#x1EC7;u t&#x1EEB; Google Sheet kh&#xF4;ng &#x111;&#x1ED3;ng b&#x1ED9; ch&#xED;nh x&#xE1;c v&#x1EDB;i API b&#xEA;n th&#x1EE9; ba.</h3><h3 id="trong-khi-%C4%91%C3%B3-%E1%BB%9F-ph%C3%ADa-gvcooltrans-%E2%80%94-anh-%C4%91%E1%BA%A1i-ph%C3%BAc-nguy%C3%AAn-v%C3%A0-th%C3%A0nh-long-v%E1%BA%ABn-%E1%BB%9F-%C4%91%C3%B3-test-t%E1%BB%ABng-case-ghi-l%E1%BA%A1i-t%E1%BB%ABng-l%E1%BB%97i-ph%E1%BA%A3n-h%E1%BB%93i-t%E1%BB%ABng-chi-ti%E1%BA%BFt-nghi%E1%BB%87p-v%E1%BB%A5-m%C3%A0-ch%E1%BB%89-ng%C6%B0%E1%BB%9Di-l%C3%A0m-th%E1%BB%B1c-%C4%91%E1%BB%8Ba-m%E1%BB%9Bi-bi%E1%BA%BFt-kh%C3%B4ng-than-v%C3%A3n-kh%C3%B4ng-b%E1%BB%8F-cu%E1%BB%99c-ch%C3%ADnh-s%E1%BB%B1-ki%C3%AAn-nh%E1%BA%ABn-%C4%91%C3%B3-%E2%80%94-l%E1%BA%B7ng-l%E1%BA%BD-nh%C6%B0ng-quy%E1%BA%BFt-%C4%91%E1%BB%8Bnh-%E2%80%94-%C4%91%C3%A3-gi%E1%BB%AF-cho-d%E1%BB%B1-%C3%A1n-kh%C3%B4ng-s%E1%BB%A5p-%C4%91%E1%BB%95-trong-giai-%C4%91o%E1%BA%A1n-kh%C3%B3-kh%C4%83n-nh%E1%BA%A5t">Trong khi &#x111;&#xF3;, &#x1EDF; ph&#xED;a GVCooltrans &#x2014; anh &#x110;&#x1EA1;i, Ph&#xFA;c Nguy&#xEA;n v&#xE0; Th&#xE0;nh Long v&#x1EAB;n &#x1EDF; &#x111;&#xF3;. Test t&#x1EEB;ng case. Ghi l&#x1EA1;i t&#x1EEB;ng l&#x1ED7;i. Ph&#x1EA3;n h&#x1ED3;i t&#x1EEB;ng chi ti&#x1EBF;t nghi&#x1EC7;p v&#x1EE5; m&#xE0; ch&#x1EC9; ng&#x1B0;&#x1EDD;i l&#xE0;m th&#x1EF1;c &#x111;&#x1ECB;a m&#x1EDB;i bi&#x1EBF;t. Kh&#xF4;ng than v&#xE3;n, kh&#xF4;ng b&#x1ECF; cu&#x1ED9;c. Ch&#xED;nh s&#x1EF1; ki&#xEA;n nh&#x1EAB;n &#x111;&#xF3; &#x2014; l&#x1EB7;ng l&#x1EBD; nh&#x1B0;ng quy&#x1EBF;t &#x111;&#x1ECB;nh &#x2014; &#x111;&#xE3; gi&#x1EEF; cho d&#x1EF1; &#xE1;n kh&#xF4;ng s&#x1EE5;p &#x111;&#x1ED5; trong giai &#x111;o&#x1EA1;n kh&#xF3; kh&#x103;n nh&#x1EA5;t.</h3><hr><h3 id="ch%C6%B0%C6%A1ng-iii"><strong>Ch&#x1B0;&#x1A1;ng III</strong></h3><h3 id="g%E1%BB%A1-n%C3%BAt-th%E1%BA%AFt-%E2%80%94-%C3%A1nh-s%C3%A1ng-t%E1%BB%AB-s%E1%BB%B1-th%E1%BA%A5u-hi%E1%BB%83u"><strong>&quot;G&#x1EE1; N&#xFA;t Th&#x1EAF;t&quot; &#x2014; &#xC1;nh S&#xE1;ng T&#x1EEB; S&#x1EF1; Th&#x1EA5;u Hi&#x1EC3;u</strong></h3><h3 id="c%C3%A2u-tr%E1%BA%A3-l%E1%BB%9Di-kh%C3%B4ng-%C4%91%E1%BA%BFn-t%E1%BB%AB-m%C3%A0n-h%C3%ACnh-m%C3%A1y-t%C3%ADnh">C&#xE2;u tr&#x1EA3; l&#x1EDD;i kh&#xF4;ng &#x111;&#x1EBF;n t&#x1EEB; m&#xE0;n h&#xEC;nh m&#xE1;y t&#xED;nh.</h3><figure class="kg-card kg-image-card kg-card-hascaption"><img 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" class="kg-image" alt="GVCOOLTRANS &#xD7; ONWHEEL  &#x2014;  Khi 1.000 Tuy&#x1EBF;n &#x110;&#x1B0;&#x1EDD;ng Ch&#x1EA1;y Tr&#xEA;n Excel. H&#xE0;nh tr&#xEC;nh &quot;R&#x169; B&#x1ECF; Xi&#x1EC1;ng X&#xED;ch&quot; c&#x1EE7;a GVCooltrans" loading="lazy"><figcaption><em><strong>Kho&#x1EA3;nh kh&#x1EAF;c &quot;v&#x1EE1; ra&quot; &#x2014; khi gi&#x1EA3;i ph&#xE1;p b&#x1EAF;t &#x111;&#x1EA7;u &#x111;&#x1B0;&#x1EE3;c nh&#xEC;n th&#x1EA5;y r&#xF5; r&#xE0;ng h&#x1A1;n</strong></em></figcaption></figure><h3 id="anh-long-c%C3%B9ng-anh-%C4%91%E1%BA%A1i-v%C3%A0-vi%E1%BB%87t-nguy%E1%BB%85n-ng%E1%BB%93i-l%E1%BA%A1i-%E2%80%94-kh%C3%B4ng-ph%E1%BA%A3i-t%E1%BA%A1i-v%C4%83n-ph%C3%B2ng-m%C3%A0-ngay-t%E1%BA%A1i-b%C3%A3i-xe-nh%C3%ACn-t%E1%BA%ADn-m%E1%BA%AFt-c%C3%A1ch-t%C3%A0i-x%E1%BA%BF-nh%E1%BA%ADn-%C4%91%C6%A1n-c%C3%A1ch-anh-%C4%91%E1%BA%A1i-v%C3%A0-%C4%91%E1%BB%99i-%C4%91i%E1%BB%81u-ph%E1%BB%91i-x%C3%A1c-nh%E1%BA%ADn-chuy%E1%BA%BFn-c%C3%A1ch-d%E1%BB%AF-li%E1%BB%87u-th%E1%BB%B1c-s%E1%BB%B1-ch%E1%BA%A3y-qua-h%E1%BB%87-th%E1%BB%91ng-m%E1%BB%97i-ng%C3%A0y">Anh Long c&#xF9;ng anh &#x110;&#x1EA1;i v&#xE0; Vi&#x1EC7;t Nguy&#x1EC5;n ng&#x1ED3;i l&#x1EA1;i &#x2014; kh&#xF4;ng ph&#x1EA3;i t&#x1EA1;i v&#x103;n ph&#xF2;ng, m&#xE0; ngay t&#x1EA1;i b&#xE3;i xe. Nh&#xEC;n t&#x1EAD;n m&#x1EAF;t c&#xE1;ch t&#xE0;i x&#x1EBF; nh&#x1EAD;n &#x111;&#x1A1;n, c&#xE1;ch anh &#x110;&#x1EA1;i v&#xE0; &#x111;&#x1ED9;i &#x111;i&#x1EC1;u ph&#x1ED1;i x&#xE1;c nh&#x1EAD;n chuy&#x1EBF;n, c&#xE1;ch d&#x1EEF; li&#x1EC7;u th&#x1EF1;c s&#x1EF1; ch&#x1EA3;y qua h&#x1EC7; th&#x1ED1;ng m&#x1ED7;i ng&#xE0;y.</h3><h3 id="h%E1%BB%8D-nh%E1%BA%ADn-ra-ph%E1%BA%A3i-may-%C4%91o-kh%C3%B4ng-%C4%91%C6%B0%E1%BB%A3c-m%E1%BA%B7c-s%E1%BA%B5n">H&#x1ECD; nh&#x1EAD;n ra: <strong>ph&#x1EA3;i may &#x111;o, kh&#xF4;ng &#x111;&#x1B0;&#x1EE3;c m&#x1EB7;c s&#x1EB5;n.</strong></h3><blockquote>&quot;Ch&#xFA;ng t&#xF4;i kh&#xF4;ng c&#x1EA7;n OnWheel thay &#x111;&#x1ED5;i c&#xE1;ch ch&#xFA;ng t&#xF4;i l&#xE0;m. Ch&#xFA;ng t&#xF4;i c&#x1EA7;n OnWheel hi&#x1EC3;u t&#x1EA1;i sao ch&#xFA;ng t&#xF4;i l&#xE0;m nh&#x1B0; v&#x1EAD;y.&quot; &#x2014; Anh Nguy&#x1EC5;n V&#x103;n Long &#x2014; Project Manager</blockquote><figure class="kg-card kg-image-card kg-card-hascaption"><img 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class="kg-image" alt="GVCOOLTRANS &#xD7; ONWHEEL  &#x2014;  Khi 1.000 Tuy&#x1EBF;n &#x110;&#x1B0;&#x1EDD;ng Ch&#x1EA1;y Tr&#xEA;n Excel. 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" class="kg-image" alt="GVCOOLTRANS &#xD7; ONWHEEL  &#x2014;  Khi 1.000 Tuy&#x1EBF;n &#x110;&#x1B0;&#x1EDD;ng Ch&#x1EA1;y Tr&#xEA;n Excel. H&#xE0;nh tr&#xEC;nh &quot;R&#x169; B&#x1ECF; Xi&#x1EC1;ng X&#xED;ch&quot; c&#x1EE7;a GVCooltrans" loading="lazy"><figcaption><em><strong>Ki&#x1EBF;n tr&#xFA;c 3 T&#x1EA7;ng Gi&#xE1; &#x111;&#x1ED9;c quy&#x1EC1;n &#x2014; ph&#xE2;n quy&#x1EC1;n b&#x1EA3;o m&#x1EAD;t tuy&#x1EC7;t &#x111;&#x1ED1;i, t&#xE1;ch bi&#x1EC7;t ho&#xE0;n to&#xE0;n</strong></em></figcaption></figure><h3 id="ba-t%E1%BA%A7ng-gi%C3%A1-ba-th%E1%BA%BF-gi%E1%BB%9Bi-t%C3%A1ch-bi%E1%BB%87t-t%E1%BA%A7ng-1-l%C3%A0-debit-note-%E2%80%94-doanh-thu-t%E1%BB%AB-kh%C3%A1ch-h%C3%A0ng-ch%E1%BB%89-ban-qu%E1%BA%A3n-l%C3%BD-th%E1%BA%A5y-t%E1%BA%A7ng-2-l%C3%A0-pricing-profile-%E2%80%94-l%C6%B0%C6%A1ng-t%C3%A0i-x%E1%BA%BF-%E1%BA%A9n-ho%C3%A0n-to%C3%A0n-gi%C3%A1-kh%C3%A1ch-t%C3%ADnh-theo-lo%E1%BA%A1i-xe-th%E1%BB%B1c-ch%E1%BA%A1y-t%E1%BA%A7ng-3-l%C3%A0-vehicle-cost-%E2%80%94-chi-ph%C3%AD-v%E1%BA%ADn-h%C3%A0nh-real-time-t%E1%BB%AB-b%E1%BA%A3o-hi%E1%BB%83m-%C4%91%E1%BA%BFn-nhi%C3%AAn-li%E1%BB%87u-theo-km-l%E1%BA%A7n-%C4%91%E1%BA%A7u-ti%C3%AAn-bod-c%E1%BB%A7a-gvcooltrans-c%C3%B3-th%E1%BB%83-ki%E1%BB%83m-tra-ngay-l%E1%BA%ADp-t%E1%BB%A9c-tr%C3%AAn-h%E1%BB%87-th%E1%BB%91ng-kh%C3%A1ch-h%C3%A0ng-n%C3%A0o-%C4%91ang-th%E1%BB%B1c-s%E1%BB%B1-c%C3%B3-l%C3%A3i"><strong>Ba t&#x1EA7;ng gi&#xE1;, ba th&#x1EBF; gi&#x1EDB;i t&#xE1;ch bi&#x1EC7;t.</strong> T&#x1EA7;ng 1 l&#xE0; Debit Note &#x2014; doanh thu t&#x1EEB; kh&#xE1;ch h&#xE0;ng, ch&#x1EC9; ban qu&#x1EA3;n l&#xFD; th&#x1EA5;y. T&#x1EA7;ng 2 l&#xE0; Pricing Profile &#x2014; l&#x1B0;&#x1A1;ng t&#xE0;i x&#x1EBF;, &#x1EA9;n ho&#xE0;n to&#xE0;n gi&#xE1; kh&#xE1;ch, t&#xED;nh theo lo&#x1EA1;i xe th&#x1EF1;c ch&#x1EA1;y. T&#x1EA7;ng 3 l&#xE0; Vehicle Cost &#x2014; chi ph&#xED; v&#x1EAD;n h&#xE0;nh real-time t&#x1EEB; b&#x1EA3;o hi&#x1EC3;m &#x111;&#x1EBF;n nhi&#xEA;n li&#x1EC7;u theo km. L&#x1EA7;n &#x111;&#x1EA7;u ti&#xEA;n BOD c&#x1EE7;a GVCooltrans c&#xF3; th&#x1EC3; ki&#x1EC3;m tra ngay l&#x1EAD;p t&#x1EE9;c tr&#xEA;n h&#x1EC7; th&#x1ED1;ng <strong>Kh&#xE1;ch h&#xE0;ng n&#xE0;o &#x111;ang th&#x1EF1;c s&#x1EF1; c&#xF3; l&#xE3;i?</strong></h3><figure class="kg-card kg-image-card kg-card-hascaption"><img 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class="kg-image" alt="GVCOOLTRANS &#xD7; ONWHEEL  &#x2014;  Khi 1.000 Tuy&#x1EBF;n &#x110;&#x1B0;&#x1EDD;ng Ch&#x1EA1;y Tr&#xEA;n Excel. H&#xE0;nh tr&#xEC;nh &quot;R&#x169; B&#x1ECF; Xi&#x1EC1;ng X&#xED;ch&quot; c&#x1EE7;a GVCooltrans" loading="lazy"><figcaption><em><strong>Google Sheet &#x2192; PDVRP BY ZONE &#x2192; ViettelPost API &#x2014; D&#xF2;ng ch&#x1EA3;y d&#x1EEF; li&#x1EC7;u kh&#xF4;ng ch&#x1EA1;m</strong></em></figcaption></figure><h3 id="t%C3%ADch-h%E1%BB%A3p-viettelpost-api-2-chi%E1%BB%81u-real-time-gi%E1%BA%A3i-ph%C3%B3ng-ho%C3%A0n-to%C3%A0n-%C3%A1p-l%E1%BB%B1c-cho-%C4%91%C6%A1n-h%C3%A0ng-h%E1%BB%8Fa-t%E1%BB%91c-%E2%80%94-%C4%91%E1%BA%A9y-%C4%91%C6%A1n-t%E1%BB%B1-%C4%91%E1%BB%99ng-tr%E1%BA%A1ng-th%C3%A1i-%C4%91%E1%BB%93ng-b%E1%BB%99-t%E1%BB%A9c-th%C3%AC-v%E1%BB%81-dashboard-kh%C3%B4ng-c%C3%B2n-tra-c%E1%BB%A9u-th%E1%BB%A7-c%C3%B4ng"><strong>T&#xED;ch h&#x1EE3;p ViettelPost API</strong> 2 chi&#x1EC1;u real-time gi&#x1EA3;i ph&#xF3;ng ho&#xE0;n to&#xE0;n &#xE1;p l&#x1EF1;c cho &#x111;&#x1A1;n h&#xE0;ng h&#x1ECF;a t&#x1ED1;c &#x2014; &#x111;&#x1EA9;y &#x111;&#x1A1;n t&#x1EF1; &#x111;&#x1ED9;ng, tr&#x1EA1;ng th&#xE1;i &#x111;&#x1ED3;ng b&#x1ED9; t&#x1EE9;c th&#xEC; v&#x1EC1; dashboard, kh&#xF4;ng c&#xF2;n tra c&#x1EE9;u th&#x1EE7; c&#xF4;ng.</h3><figure class="kg-card kg-image-card kg-card-hascaption"><img 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Chuy&#x1EBF;n xe &#x111;&#x1EA7;u ti&#xEA;n ch&#x1EA1;y th&#x1EED; nghi&#x1EC7;m h&#x1EC7; th&#x1ED1;ng 3-T&#x1EA7;ng Gi&#xE1; &#x2014; k&#x1EBF;t qu&#x1EA3; ch&#xED;nh x&#xE1;c &#x111;&#x1EBF;n t&#x1EEB;ng con s&#x1ED1; l&#x1EBB;. P&amp;L hi&#x1EC7;n ra r&#xF5; r&#xE0;ng, minh b&#x1EA1;ch v&#xE0; ho&#xE0;n to&#xE0;n b&#x1EA3;o m&#x1EAD;t.</em></h3><hr><h3 id="ch%C6%B0%C6%A1ng-iv"><strong>Ch&#x1B0;&#x1A1;ng IV</strong></h3><h3 id="ng%C3%A0y-nghi%E1%BB%87m-thu-%E2%80%94-gi%E1%BB%8Dt-n%C6%B0%E1%BB%9Bc-m%E1%BA%AFt-c%E1%BB%A7a-s%E1%BB%B1-th%C3%A0nh-c%C3%B4ng"><strong>Ng&#xE0;y Nghi&#x1EC7;m Thu &#x2014; Gi&#x1ECD;t N&#x1B0;&#x1EDB;c M&#x1EAF;t C&#x1EE7;a S&#x1EF1; Th&#xE0;nh C&#xF4;ng</strong></h3><h3 id="ng%C3%A0y-11022026-bu%E1%BB%95i-nghi%E1%BB%87m-thu-phase-2-di%E1%BB%85n-ra-trong-s%E1%BB%B1-h%E1%BB%93i-h%E1%BB%99p-c%E1%BB%A7a-c%E1%BA%A3-hai-ph%C3%ADa-s%C3%A1u-nh%C3%B3m-test-case-%C4%91%C6%B0%E1%BB%A3c-ch%E1%BA%A1y-l%E1%BA%A7n-l%C6%B0%E1%BB%A3t-h%E1%BB%87-th%E1%BB%91ng-3-t%E1%BA%A7ng-gi%C3%A1-logic-t%C3%A1ch-%C4%91%C6%A1n-v%C3%A0-gom-%C4%91%C6%A1n-google-sheet-integration-qu%E1%BA%A3n-l%C3%BD-kh%C3%A1ch-h%C3%A0ng-dashboard-pl-v%C3%A0-c%E1%BB%95ng-tra-c%E1%BB%A9u-white-label">Ng&#xE0;y 11/02/2026, bu&#x1ED5;i nghi&#x1EC7;m thu Phase 2 di&#x1EC5;n ra trong s&#x1EF1; h&#x1ED3;i h&#x1ED9;p c&#x1EE7;a c&#x1EA3; hai ph&#xED;a. S&#xE1;u nh&#xF3;m test case &#x111;&#x1B0;&#x1EE3;c ch&#x1EA1;y l&#x1EA7;n l&#x1B0;&#x1EE3;t: h&#x1EC7; th&#x1ED1;ng 3-T&#x1EA7;ng Gi&#xE1;, logic t&#xE1;ch &#x111;&#x1A1;n v&#xE0; gom &#x111;&#x1A1;n, Google Sheet Integration, qu&#x1EA3;n l&#xFD; kh&#xE1;ch h&#xE0;ng, dashboard P&amp;L, v&#xE0; c&#x1ED5;ng tra c&#x1EE9;u white-label.</h3><figure class="kg-card kg-image-card kg-card-hascaption"><img 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H&#xE0;nh tr&#xEC;nh &quot;R&#x169; B&#x1ECF; Xi&#x1EC1;ng X&#xED;ch&quot; c&#x1EE7;a GVCooltrans" loading="lazy"><figcaption><strong><em>Nghi&#x1EC7;m thu 11/02/2026 &#x2014; 4.188 stop points &#xB7; 6/6 nh&#xF3;m ki&#x1EC3;m th&#x1EED; Phase 2 PASSED</em></strong></figcaption></figure><h3 id="khi-m%C3%A0n-h%C3%ACnh-hi%E1%BB%83n-th%E1%BB%8B-trackinggiaovancom-v%E1%BB%9Bi-logo-gvcooltrans-anh-long-kh%C3%B4ng-gi%E1%BA%A5u-%C4%91%C6%B0%E1%BB%A3c-ni%E1%BB%81m-t%E1%BB%B1-h%C3%A0o-t%E1%BB%AB-vi%E1%BB%87c-%C4%83n-ng%E1%BB%A7-c%C3%B9ng-excel-m%E1%BB%97i-s%C3%A1ng-%E2%80%94-gi%E1%BB%9D-%C4%91%C3%A2y-100-kh%C3%A1ch-h%C3%A0ng-1000-tuy%E1%BA%BFn-%C4%91%C6%B0%E1%BB%9Dng-24-t%C3%A0i-x%E1%BA%BF-%C4%91%C6%B0%E1%BB%A3c-%C4%91i%E1%BB%81u-ph%E1%BB%91i-minh-b%E1%BA%A1ch-tr%C3%AAn-m%E1%BB%99t-m%C3%A0n-h%C3%ACnh-kh%C3%B4ng-m%E1%BB%99t-t%C3%A0i-x%E1%BA%BF-n%C3%A0o-bi%E1%BA%BFt-b%E1%BA%A5t-k%E1%BB%B3-con-s%E1%BB%91-gi%C3%A1-n%C3%A0o-c%E1%BB%A7a-kh%C3%A1ch">Khi m&#xE0;n h&#xEC;nh hi&#x1EC3;n th&#x1ECB; <a href="https://tracking.giaovan.com/">tracking.giaovan.com</a> v&#x1EDB;i logo GVCooltrans, anh Long kh&#xF4;ng gi&#x1EA5;u &#x111;&#x1B0;&#x1EE3;c ni&#x1EC1;m t&#x1EF1; h&#xE0;o. T&#x1EEB; vi&#x1EC7;c &quot;&#x103;n ng&#x1EE7;&quot; c&#xF9;ng Excel m&#x1ED7;i s&#xE1;ng &#x2014; gi&#x1EDD; &#x111;&#xE2;y 100 kh&#xE1;ch h&#xE0;ng, 1.000+ tuy&#x1EBF;n &#x111;&#x1B0;&#x1EDD;ng, 24 t&#xE0;i x&#x1EBF; &#x111;&#x1B0;&#x1EE3;c &#x111;i&#x1EC1;u ph&#x1ED1;i minh b&#x1EA1;ch tr&#xEA;n m&#x1ED9;t m&#xE0;n h&#xEC;nh. 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" class="kg-image" alt="GVCOOLTRANS &#xD7; ONWHEEL  &#x2014;  Khi 1.000 Tuy&#x1EBF;n &#x110;&#x1B0;&#x1EDD;ng Ch&#x1EA1;y Tr&#xEA;n Excel. 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class="kg-image" alt="GVCOOLTRANS &#xD7; ONWHEEL  &#x2014;  Khi 1.000 Tuy&#x1EBF;n &#x110;&#x1B0;&#x1EDD;ng Ch&#x1EA1;y Tr&#xEA;n Excel. 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L&#xE0; thi&#x1EBF;u minh b&#x1EA1;ch n&#x1ED9;i b&#x1ED9;.&quot;</strong></em></figcaption></figure><h3 id="khi-b%E1%BA%A1n-kh%C3%B4ng-bi%E1%BA%BFt-kh%C3%A1ch-h%C3%A0ng-n%C3%A0o-%C4%91ang-th%E1%BB%B1c-s%E1%BB%B1-c%C3%B3-l%C3%A3i-khi-t%C3%A0i-x%E1%BA%BF-c%C3%B3-th%E1%BB%83-%E2%80%94-d%C3%B9-v%C3%B4-t%C3%ACnh-%E2%80%94-ti%E1%BA%BFp-c%E1%BA%ADn-margin-c%E1%BB%A7a-b%E1%BA%A1n-khi-kh%C3%B4ng-c%C3%B3-c%C3%A1ch-n%C3%A0o-%C4%91%E1%BB%83-kh%C3%A1ch-b2b-t%E1%BB%B1-tra-c%E1%BB%A9u-m%C3%A0-kh%C3%B4ng-c%E1%BA%A7n-g%E1%BB%8Di-%C4%91i%E1%BB%87n-%E2%80%94-b%E1%BA%A1n-%C4%91ang-v%E1%BA%ADn-h%C3%A0nh-d%E1%BB%B1a-tr%C3%AAn-l%C3%B2ng-tin-v%C3%A0-s%E1%BB%A9c-ch%E1%BB%8Bu-%C4%91%E1%BB%B1ng-c%E1%BB%A7a-con-ng%C6%B0%E1%BB%9Di">Khi b&#x1EA1;n kh&#xF4;ng bi&#x1EBF;t kh&#xE1;ch h&#xE0;ng n&#xE0;o &#x111;ang th&#x1EF1;c s&#x1EF1; c&#xF3; l&#xE3;i, khi t&#xE0;i x&#x1EBF; c&#xF3; th&#x1EC3; &#x2014; d&#xF9; v&#xF4; t&#xEC;nh &#x2014; ti&#x1EBF;p c&#x1EAD;n margin c&#x1EE7;a b&#x1EA1;n, khi kh&#xF4;ng c&#xF3; c&#xE1;ch n&#xE0;o &#x111;&#x1EC3; kh&#xE1;ch B2B t&#x1EF1; tra c&#x1EE9;u m&#xE0; kh&#xF4;ng c&#x1EA7;n g&#x1ECD;i &#x111;i&#x1EC7;n &#x2014; b&#x1EA1;n &#x111;ang v&#x1EAD;n h&#xE0;nh d&#x1EF1;a tr&#xEA;n l&#xF2;ng tin v&#xE0; s&#x1EE9;c ch&#x1ECB;u &#x111;&#x1EF1;ng c&#x1EE7;a con ng&#x1B0;&#x1EDD;i.</h3><h3 id="%C4%91i%E1%BB%81u-%C4%91%C3%B3-kh%C3%B4ng-scale-%C4%91%C6%B0%E1%BB%A3c">&#x110;i&#x1EC1;u &#x111;&#xF3; kh&#xF4;ng scale &#x111;&#x1B0;&#x1EE3;c.</h3><h3 id="chuy%E1%BB%83n-%C4%91%E1%BB%95i-s%E1%BB%91-kh%C3%B4ng-c%C3%B3-ngh%C4%A9a-l%C3%A0-thay-th%E1%BA%BF-con-ng%C6%B0%E1%BB%9Di-n%C3%B3-c%C3%B3-ngh%C4%A9a-l%C3%A0-%C4%91%E1%BB%83-con-ng%C6%B0%E1%BB%9Di-l%C3%A0m-nh%E1%BB%AFng-vi%E1%BB%87c-ch%E1%BB%89-con-ng%C6%B0%E1%BB%9Di-l%C3%A0m-%C4%91%C6%B0%E1%BB%A3c-%E2%80%94-ra-quy%E1%BA%BFt-%C4%91%E1%BB%8Bnh-x%C3%A2y-quan-h%E1%BB%87-kh%C3%A1ch-h%C3%A0ng-x%E1%BB%AD-l%C3%BD-t%C3%ACnh-hu%E1%BB%91ng-b%E1%BA%A5t-ng%E1%BB%9D-c%C3%B2n-nh%E1%BB%AFng-vi%E1%BB%87c-l%E1%BA%B7p-%C4%91i-l%E1%BA%B7p-l%E1%BA%A1i-t%C3%ADnh-to%C3%A1n-%C4%91%E1%BB%91i-chi%E1%BA%BFu-tra-c%E1%BB%A9u-%E2%80%94-giao-l%E1%BA%A1i-cho-h%E1%BB%87-th%E1%BB%91ng">Chuy&#x1EC3;n &#x111;&#x1ED5;i s&#x1ED1; kh&#xF4;ng c&#xF3; ngh&#x129;a l&#xE0; thay th&#x1EBF; con ng&#x1B0;&#x1EDD;i. N&#xF3; c&#xF3; ngh&#x129;a l&#xE0; &#x111;&#x1EC3; con ng&#x1B0;&#x1EDD;i l&#xE0;m nh&#x1EEF;ng vi&#x1EC7;c ch&#x1EC9; con ng&#x1B0;&#x1EDD;i l&#xE0;m &#x111;&#x1B0;&#x1EE3;c &#x2014; ra quy&#x1EBF;t &#x111;&#x1ECB;nh, x&#xE2;y quan h&#x1EC7; kh&#xE1;ch h&#xE0;ng, x&#x1EED; l&#xFD; t&#xEC;nh hu&#x1ED1;ng b&#x1EA5;t ng&#x1EDD;. C&#xF2;n nh&#x1EEF;ng vi&#x1EC7;c l&#x1EB7;p &#x111;i l&#x1EB7;p l&#x1EA1;i, t&#xED;nh to&#xE1;n, &#x111;&#x1ED1;i chi&#x1EBF;u, tra c&#x1EE9;u &#x2014; giao l&#x1EA1;i cho h&#x1EC7; th&#x1ED1;ng.</h3><hr><h3 id="t%C3%B3m-t%E1%BA%AFt-d%E1%BB%B1-%C3%A1n">T&#xF3;m T&#x1EAF;t D&#x1EF1; &#xC1;n</h3><!--kg-card-begin: html--><table class="MsoNormalTable" border="1" cellspacing="0" cellpadding="0" width="633" style="width:475.0pt;border-collapse:collapse;border:none;mso-border-alt:solid windowtext .5pt;
 mso-yfti-tbllook:1184;mso-padding-alt:0in .5pt 0in .5pt;mso-border-insideh:
 .5pt solid windowtext;mso-border-insidev:.5pt solid windowtext">
 <tbody><tr style="mso-yfti-irow:0;mso-yfti-firstrow:yes">
  <td width="133" valign="top" style="width:100.0pt;border:solid #D8DDE5 1.0pt;
  mso-border-alt:solid #D8DDE5 .25pt;background:#1A2E44;padding:6.0pt 9.0pt 6.0pt 9.0pt">
  <img src="https://blog.onwheel.io/content/images/2026/04/Banner--.png" alt="GVCOOLTRANS &#xD7; ONWHEEL  &#x2014;  Khi 1.000 Tuy&#x1EBF;n &#x110;&#x1B0;&#x1EDD;ng Ch&#x1EA1;y Tr&#xEA;n Excel. H&#xE0;nh tr&#xEC;nh &quot;R&#x169; B&#x1ECF; Xi&#x1EC1;ng X&#xED;ch&quot; c&#x1EE7;a GVCooltrans"><p class="MsoNormal"><strong><span style="font-size:10.0pt;color:white">Th&#x1EDD;i gian</span></strong><o:p></o:p></p>
  </td>
  <td width="500" valign="top" style="width:375.0pt;border:solid #D8DDE5 1.0pt;
  border-left:none;mso-border-left-alt:solid #D8DDE5 .25pt;mso-border-alt:solid #D8DDE5 .25pt;
  background:#F7F8FA;padding:6.0pt 9.0pt 6.0pt 9.0pt">
  <p class="MsoNormal"><span style="font-size:10.0pt;color:black;mso-color-alt:
  windowtext">Th&#xE1;ng 6/2025 &#x2013; Th&#xE1;ng 2/2026 (9 th&#xE1;ng)</span><o:p></o:p></p>
  </td>
 </tr>
 <tr style="mso-yfti-irow:1">
  <td width="133" valign="top" style="width:100.0pt;border:solid #D8DDE5 1.0pt;
  border-top:none;mso-border-top-alt:solid #D8DDE5 .25pt;mso-border-alt:solid #D8DDE5 .25pt;
  background:#1A2E44;padding:6.0pt 9.0pt 6.0pt 9.0pt">
  <p class="MsoNormal"><strong><span style="font-size:10.0pt;color:white">Quy m&#xF4;</span></strong><o:p></o:p></p>
  </td>
  <td width="500" valign="top" style="width:375.0pt;border-top:none;border-left:
  none;border-bottom:solid #D8DDE5 1.0pt;border-right:solid #D8DDE5 1.0pt;
  mso-border-top-alt:solid #D8DDE5 .25pt;mso-border-left-alt:solid #D8DDE5 .25pt;
  mso-border-alt:solid #D8DDE5 .25pt;background:#F7F8FA;padding:6.0pt 9.0pt 6.0pt 9.0pt">
  <p class="MsoNormal"><span style="font-size:10.0pt;color:black;mso-color-alt:
  windowtext">100 KH B2B<span style="mso-spacerun:yes">&#xA0; </span>&#xB7;<span style="mso-spacerun:yes">&#xA0; </span>1.000+ tuy&#x1EBF;n<span style="mso-spacerun:yes">&#xA0; </span>&#xB7;<span style="mso-spacerun:yes">&#xA0; </span>40+
  t&#xE0;i x&#x1EBF;<span style="mso-spacerun:yes">&#xA0; </span>&#xB7;<span style="mso-spacerun:yes">&#xA0; </span>6 operators</span><o:p></o:p></p>
  </td>
 </tr>
 <tr style="mso-yfti-irow:2">
  <td width="133" valign="top" style="width:100.0pt;border:solid #D8DDE5 1.0pt;
  border-top:none;mso-border-top-alt:solid #D8DDE5 .25pt;mso-border-alt:solid #D8DDE5 .25pt;
  background:#1A2E44;padding:6.0pt 9.0pt 6.0pt 9.0pt">
  <p class="MsoNormal"><strong><span style="font-size:10.0pt;color:white">Gi&#x1EA3;i ph&#xE1;p</span></strong><o:p></o:p></p>
  </td>
  <td width="500" valign="top" style="width:375.0pt;border-top:none;border-left:
  none;border-bottom:solid #D8DDE5 1.0pt;border-right:solid #D8DDE5 1.0pt;
  mso-border-top-alt:solid #D8DDE5 .25pt;mso-border-left-alt:solid #D8DDE5 .25pt;
  mso-border-alt:solid #D8DDE5 .25pt;background:#F7F8FA;padding:6.0pt 9.0pt 6.0pt 9.0pt">
  <p class="MsoNormal"><span style="font-size:10.0pt;color:black;mso-color-alt:
  windowtext">3-T&#x1EA7;ng Gi&#xE1;<span style="mso-spacerun:yes">&#xA0; </span>&#xB7;<span style="mso-spacerun:yes">&#xA0; </span>GSheet Integration<span style="mso-spacerun:yes">&#xA0; </span>&#xB7;<span style="mso-spacerun:yes">&#xA0;
  </span>ViettelPost API<span style="mso-spacerun:yes">&#xA0; </span>&#xB7;<span style="mso-spacerun:yes">&#xA0; </span>White-label Portal</span><o:p></o:p></p>
  </td>
 </tr>
 <tr style="mso-yfti-irow:3;mso-yfti-lastrow:yes">
  <td width="133" valign="top" style="width:100.0pt;border:solid #D8DDE5 1.0pt;
  border-top:none;mso-border-top-alt:solid #D8DDE5 .25pt;mso-border-alt:solid #D8DDE5 .25pt;
  background:#1A2E44;padding:6.0pt 9.0pt 6.0pt 9.0pt">
  <p class="MsoNormal"><strong><span style="font-size:10.0pt;color:white">K&#x1EBF;t qu&#x1EA3;</span></strong><o:p></o:p></p>
  </td>
  <td width="500" valign="top" style="width:375.0pt;border-top:none;border-left:
  none;border-bottom:solid #D8DDE5 1.0pt;border-right:solid #D8DDE5 1.0pt;
  mso-border-top-alt:solid #D8DDE5 .25pt;mso-border-left-alt:solid #D8DDE5 .25pt;
  mso-border-alt:solid #D8DDE5 .25pt;background:#F7F8FA;padding:6.0pt 9.0pt 6.0pt 9.0pt">
  <p class="MsoNormal"><span style="font-size:10.0pt;color:black;mso-color-alt:
  windowtext">6/6 nh&#xF3;m test PASSED<span style="mso-spacerun:yes">&#xA0; </span>&#xB7;<span style="mso-spacerun:yes">&#xA0; </span>tracking.giaovan.com live<span style="mso-spacerun:yes">&#xA0; </span>&#xB7;<span style="mso-spacerun:yes">&#xA0;
  </span>P&amp;L t&#x1EF1; &#x111;&#x1ED9;ng per KH</span><o:p></o:p></p>
  </td>
 </tr>
</tbody></table><!--kg-card-end: html--><hr><h3 id="l%E1%BB%9Di-k%E1%BA%BFt">L&#x1EDD;i K&#x1EBF;t</h3><h3 id="h%C3%A0nh-tr%C3%ACnh-c%E1%BB%A7a-gvcooltrans-l%C3%A0-minh-ch%E1%BB%A9ng-cho-m%E1%BB%99t-%C4%91i%E1%BB%81u-chuy%E1%BB%83n-%C4%91%E1%BB%95i-s%E1%BB%91-kh%C3%B4ng-ch%E1%BB%89-c%E1%BA%A7n-c%C3%B4ng-ngh%E1%BB%87-%E2%80%94-n%C3%B3-c%E1%BA%A7n-s%E1%BB%B1-can-tr%C6%B0%E1%BB%9Dng-%C4%91%E1%BB%83-v%C6%B0%E1%BB%A3t-qua-thung-l%C5%A9ng-ch%E1%BA%BFt-gi%E1%BB%AFa-d%E1%BB%B1-%C3%A1n-s%E1%BB%B1-th%E1%BA%A5u-hi%E1%BB%83u-%C4%91%E1%BB%83-kh%C3%B4ng-%C3%A9p-ng%C6%B0%E1%BB%9Di-d%C3%B9ng-t%E1%BB%AB-b%E1%BB%8F-nh%E1%BB%AFng-g%C3%AC-%C4%91ang-ho%E1%BA%A1t-%C4%91%E1%BB%99ng-t%E1%BB%91t-v%C3%A0-s%E1%BB%B1-ki%C3%AAn-nh%E1%BA%ABn-c%E1%BB%A7a-nh%E1%BB%AFng-con-ng%C6%B0%E1%BB%9Di-%E1%BB%9F-c%E1%BA%A3-hai-ph%C3%ADa-%C4%91%E1%BB%83-%C4%91i-%C4%91%E1%BA%BFn-c%C3%B9ng">H&#xE0;nh tr&#xEC;nh c&#x1EE7;a GVCooltrans l&#xE0; minh ch&#x1EE9;ng cho m&#x1ED9;t &#x111;i&#x1EC1;u: chuy&#x1EC3;n &#x111;&#x1ED5;i s&#x1ED1; kh&#xF4;ng ch&#x1EC9; c&#x1EA7;n c&#xF4;ng ngh&#x1EC7; &#x2014; n&#xF3; c&#x1EA7;n s&#x1EF1; can tr&#x1B0;&#x1EDD;ng &#x111;&#x1EC3; v&#x1B0;&#x1EE3;t qua &quot;thung l&#x169;ng ch&#x1EBF;t&quot; gi&#x1EEF;a d&#x1EF1; &#xE1;n, s&#x1EF1; th&#x1EA5;u hi&#x1EC3;u &#x111;&#x1EC3; kh&#xF4;ng &#xE9;p ng&#x1B0;&#x1EDD;i d&#xF9;ng t&#x1EEB; b&#x1ECF; nh&#x1EEF;ng g&#xEC; &#x111;ang ho&#x1EA1;t &#x111;&#x1ED9;ng t&#x1ED1;t, v&#xE0; s&#x1EF1; ki&#xEA;n nh&#x1EAB;n c&#x1EE7;a nh&#x1EEF;ng con ng&#x1B0;&#x1EDD;i &#x1EDF; c&#x1EA3; hai ph&#xED;a &#x111;&#x1EC3; &#x111;i &#x111;&#x1EBF;n c&#xF9;ng.</h3><h3 id="c%E1%BA%A3m-%C6%A1n-to%C3%A0n-b%E1%BB%99-%C4%91%E1%BB%99i-ng%C5%A9-gvcooltrans-%E2%80%94-anh-th%C3%A0-anh-long-anh-%C4%91%E1%BA%A1i-ph%C3%BAc-nguy%C3%AAn-th%C3%A0nh-long-kim-qu%E1%BB%91c-v%C3%A0-c%C6%B0%E1%BB%9Dng-v%C3%B5-%E2%80%94-%C4%91%C3%A3-tin-t%C6%B0%E1%BB%9Fng-v%C3%A0-%C4%91%E1%BB%93ng-h%C3%A0nh-c%C3%B9ng-onwheel-trong-h%C3%A0nh-tr%C3%ACnh-n%C3%A0y">C&#x1EA3;m &#x1A1;n to&#xE0;n b&#x1ED9; &#x111;&#x1ED9;i ng&#x169; GVCooltrans &#x2014; anh Th&#xE0;, anh Long, anh &#x110;&#x1EA1;i, Ph&#xFA;c Nguy&#xEA;n, Th&#xE0;nh Long, Kim Qu&#x1ED1;c v&#xE0; C&#x1B0;&#x1EDD;ng V&#xF5; &#x2014; &#x111;&#xE3; tin t&#x1B0;&#x1EDF;ng v&#xE0; &#x111;&#x1ED3;ng h&#xE0;nh c&#xF9;ng OnWheel trong h&#xE0;nh tr&#xEC;nh n&#xE0;y.</h3><h3 id="b%E1%BA%A1n-%C4%91ang-v%E1%BA%ADn-h%C3%A0nh-3pl-v%C3%A0-v%E1%BA%ABn-%C4%91ang-%C4%83n-ng%E1%BB%A7-c%C3%B9ng-excel">B&#x1EA1;n &#x111;ang v&#x1EAD;n h&#xE0;nh 3PL v&#xE0; v&#x1EAB;n &#x111;ang &quot;&#x103;n ng&#x1EE7;&quot; c&#xF9;ng Excel?</h3><h3 id="%E2%86%92-li%C3%AAn-h%E1%BB%87-t%C6%B0-v%E1%BA%A5n-onwheelio">&#x2192; Li&#xEA;n h&#x1EC7; t&#x1B0; v&#x1EA5;n: onwheel.io</h3><h3 id="casestudy-3pl-tms-logistics-onwheel-digitaltransformation-sohoa-lastmile">#CaseStudy &#xA0;#3PL &#xA0;#TMS #Logistics &#xA0;#OnWheel &#xA0;#DigitalTransformation &#xA0;#SoHoa #LastMile</h3>]]></content:encoded></item><item><title><![CDATA[Coopmart & Hành trình số hóa vận hành: Rõ ràng đến từng hoá đơn]]></title><description><![CDATA[<p><em>T&#x1EEB; nh&#x1EEF;ng b&#x1EA3;ng t&#xED;nh Google Sheet &#x111;&#x1EBF;n n&#x1EC1;n t&#x1EA3;ng v&#x1EAD;n h&#xE0;nh s&#x1ED1; h&#xF3;a to&#xE0;n di&#x1EC7;n, Coopmart &#x111;&#xE3; n&#xE2;ng c&#x1EA5;p quy tr&</em></p>]]></description><link>https://blog.onwheel.io/coopmart-hanh-trinh-so-hoa-van-hanh-ro-rang-den-tung-bill/</link><guid isPermaLink="false">69211c4792616d551dcbddb5</guid><dc:creator><![CDATA[Nguyễn Sâm]]></dc:creator><pubDate>Sat, 22 Nov 2025 02:22:03 GMT</pubDate><media:content url="https://blog.onwheel.io/content/images/2025/11/211125-b-C3-ACa_OW-coopmart.png" medium="image"/><content:encoded><![CDATA[<img src="https://blog.onwheel.io/content/images/2025/11/211125-b-C3-ACa_OW-coopmart.png" alt="Coopmart &amp; H&#xE0;nh tr&#xEC;nh s&#x1ED1; h&#xF3;a v&#x1EAD;n h&#xE0;nh: R&#xF5; r&#xE0;ng &#x111;&#x1EBF;n t&#x1EEB;ng ho&#xE1; &#x111;&#x1A1;n"><p><em>T&#x1EEB; nh&#x1EEF;ng b&#x1EA3;ng t&#xED;nh Google Sheet &#x111;&#x1EBF;n n&#x1EC1;n t&#x1EA3;ng v&#x1EAD;n h&#xE0;nh s&#x1ED1; h&#xF3;a to&#xE0;n di&#x1EC7;n, Coopmart &#x111;&#xE3; n&#xE2;ng c&#x1EA5;p quy tr&#xEC;nh giao h&#xE0;ng n&#x1ED9;i b&#x1ED9;, h&#x1B0;&#x1EDB;ng t&#x1EDB;i m&#x1EE5;c ti&#xEA;u minh b&#x1EA1;ch, hi&#x1EC7;u qu&#x1EA3; v&#xE0; t&#x1ED1;i &#x1B0;u chi ph&#xED;. &#x110;&#xE2;y l&#xE0; c&#xE2;u chuy&#x1EC7;n v&#x1EC1; h&#xE0;nh tr&#xEC;nh chuy&#x1EC3;n &#x111;&#x1ED5;i v&#x1EAD;n h&#xE0;nh, n&#x1A1;i c&#xF4;ng ngh&#x1EC7; gi&#xFA;p m&#x1ED9;t h&#x1EC7; th&#x1ED1;ng b&#xE1;n l&#x1EBB; truy&#x1EC1;n th&#x1ED1;ng tr&#x1EDF; n&#xEA;n linh ho&#x1EA1;t v&#xE0; d&#x1EEF; li&#x1EC7;u h&#xF3;a h&#x1A1;n bao gi&#x1EDD; h&#x1EBF;t.</em></p><p><strong>B&#x1ED1;i c&#x1EA3;nh doanh nghi&#x1EC7;p: B&#x1B0;&#x1EDB;c ngo&#x1EB7;t trong h&#xE0;nh tr&#xEC;nh hi&#x1EC7;n &#x111;&#x1EA1;i h&#xF3;a v&#x1EAD;n h&#xE0;nh</strong></p><p>Coopmart l&#xE0; m&#x1ED9;t chu&#x1ED7;i si&#xEA;u th&#x1ECB; b&#xE1;n l&#x1EBB; quen thu&#x1ED9;c v&#x1EDB;i ng&#x1B0;&#x1EDD;i ti&#xEA;u d&#xF9;ng Vi&#x1EC7;t Nam, v&#x1EAD;n h&#xE0;nh kh&#x1ED1;i l&#x1B0;&#x1EE3;ng &#x111;&#x1A1;n h&#xE0;ng n&#x1ED9;i b&#x1ED9; &#x111;&#xE1;ng k&#x1EC3; t&#x1EA1;i m&#x1ED7;i &#x111;i&#x1EC3;m b&#xE1;n. T&#xED;nh &#x111;&#x1EBF;n nay, quy m&#xF4; ho&#x1EA1;t &#x111;&#x1ED9;ng c&#x1EE7;a Coopmart c&#xF3; h&#x1A1;n 4 tri&#x1EC7;u kh&#xE1;ch h&#xE0;ng th&#xE0;nh vi&#xEA;n, kho&#x1EA3;ng 800 &#x111;i&#x1EC3;m b&#xE1;n tr&#xEA;n to&#xE0;n qu&#x1ED1;c v&#xE0; s&#x1EF1; hi&#x1EC7;n di&#x1EC7;n t&#x1EA1;i 22 t&#x1EC9;nh th&#xE0;nh.</p><p>Tr&#x1B0;&#x1EDB;c khi chuy&#x1EC3;n &#x111;&#x1ED5;i, ph&#x1EA7;n l&#x1EDB;n quy tr&#xEC;nh &#x111;i&#x1EC1;u ph&#x1ED1;i c&#x1EE7;a Coopmart &#x111;&#x1B0;&#x1EE3;c th&#x1EF1;c hi&#x1EC7;n th&#x1EE7; c&#xF4;ng, th&#xF4;ng qua b&#x1EA3;ng t&#xED;nh v&#xE0; kinh nghi&#x1EC7;m c&#xE1; nh&#xE2;n c&#x1EE7;a nh&#xE2;n vi&#xEA;n v&#x1EAD;n h&#xE0;nh. Ph&#x1B0;&#x1A1;ng th&#x1EE9;c n&#xE0;y &#x111;&#x1EA3;m b&#x1EA3;o &#x111;&#x1B0;&#x1EE3;c t&#xED;nh linh ho&#x1EA1;t trong giai &#x111;o&#x1EA1;n &#x111;&#x1EA7;u, nh&#x1B0;ng khi quy m&#xF4; ho&#x1EA1;t &#x111;&#x1ED9;ng m&#x1EDF; r&#x1ED9;ng, s&#x1EF1; ph&#x1EE5; thu&#x1ED9;c v&#xE0;o thao t&#xE1;c th&#x1EE7; c&#xF4;ng b&#x1EAF;t &#x111;&#x1EA7;u g&#xE2;y ra nhi&#x1EC1;u h&#x1EA1;n ch&#x1EBF;: d&#x1EEF; li&#x1EC7;u gi&#x1EEF;a c&#xE1;c si&#xEA;u th&#x1ECB; ch&#x1B0;a &#x111;&#x1B0;&#x1EE3;c &#x111;&#x1ED3;ng b&#x1ED9;, vi&#x1EC7;c c&#x1EAD;p nh&#x1EAD;t v&#xE0; &#x111;&#x1ED1;i so&#xE1;t chi ph&#xED; m&#x1EA5;t nhi&#x1EC1;u th&#x1EDD;i gian, c&#xF2;n b&#xE1;o c&#xE1;o t&#x1ED5;ng c&#xF3; &#x111;&#x1ED9; tr&#x1EC5; &#x111;&#xE1;ng k&#x1EC3;.</p><figure class="kg-card kg-image-card"><img src="https://blog.onwheel.io/content/images/2025/11/a-nh_minh_ho-a.png" class="kg-image" alt="Coopmart &amp; H&#xE0;nh tr&#xEC;nh s&#x1ED1; h&#xF3;a v&#x1EAD;n h&#xE0;nh: R&#xF5; r&#xE0;ng &#x111;&#x1EBF;n t&#x1EEB;ng ho&#xE1; &#x111;&#x1A1;n" loading="lazy" width="1920" height="1080" srcset="https://blog.onwheel.io/content/images/size/w600/2025/11/a-nh_minh_ho-a.png 600w, https://blog.onwheel.io/content/images/size/w1000/2025/11/a-nh_minh_ho-a.png 1000w, https://blog.onwheel.io/content/images/size/w1600/2025/11/a-nh_minh_ho-a.png 1600w, https://blog.onwheel.io/content/images/2025/11/a-nh_minh_ho-a.png 1920w" sizes="(min-width: 720px) 720px"></figure><p><strong>Gi&#x1EA3;i ph&#xE1;p c&#xF4;ng ngh&#x1EC7;: Khi tuy&#x1EBF;n &#x111;&#x1B0;&#x1EDD;ng c&#x169;ng c&#xF3; th&#x1EC3; &#x111;&#x1B0;&#x1EE3;c &#x201C;c&#x1EA5;u h&#xEC;nh&#x201D; th&#xF4;ng minh</strong></p><p>OnWheel &#x111;&#x1B0;&#x1EE3;c tri&#x1EC3;n khai v&#x1EDB;i m&#x1EE5;c ti&#xEA;u gi&#x1EA3;i quy&#x1EBF;t nh&#x1EEF;ng v&#x1EA5;n &#x111;&#x1EC1; c&#x1ED1;t l&#xF5;i trong v&#x1EAD;n h&#xE0;nh giao h&#xE0;ng n&#x1ED9;i b&#x1ED9;, gi&#xFA;p Coopmart t&#x1ED1;i &#x1B0;u chi ph&#xED; v&#xE0; n&#xE2;ng cao hi&#x1EC7;u qu&#x1EA3; qu&#x1EA3;n l&#xFD; d&#x1EEF; li&#x1EC7;u.</p><p><strong>1. Chu&#x1EA9;n h&#xF3;a quy tr&#xEC;nh ti&#x1EBF;p nh&#x1EAD;n v&#xE0; ph&#xE2;n tuy&#x1EBF;n</strong></p><p>OnWheel t&#x1EF1; &#x111;&#x1ED9;ng nh&#x1EAD;n &#x111;&#x1A1;n, t&#xED;nh b&#x1EA3;ng gi&#xE1; v&#xE0; t&#x1ED1;i &#x1B0;u tuy&#x1EBF;n giao thay cho thao t&#xE1;c th&#x1EE7; c&#xF4;ng. Quy tr&#xEC;nh x&#x1EED; l&#xFD; r&#xFA;t ng&#x1EAF;n, gi&#x1EA3;m sai s&#xF3;t, &#x111;&#x1EA3;m b&#x1EA3;o d&#x1EEF; li&#x1EC7;u &#x111;&#x1ED3;ng nh&#x1EA5;t gi&#x1EEF;a c&#xE1;c si&#xEA;u th&#x1ECB;, gi&#xFA;p Coopmart ki&#x1EC3;m so&#xE1;t v&#xE0; &#x111;i&#x1EC1;u ph&#x1ED1;i &#x111;&#x1A1;n h&#xE0;ng nhanh, ch&#xED;nh x&#xE1;c, th&#x1ED1;ng nh&#x1EA5;t h&#x1A1;n.</p><figure class="kg-card kg-image-card"><img src="https://blog.onwheel.io/content/images/2025/11/Untitled-design--1-.png" class="kg-image" alt="Coopmart &amp; H&#xE0;nh tr&#xEC;nh s&#x1ED1; h&#xF3;a v&#x1EAD;n h&#xE0;nh: R&#xF5; r&#xE0;ng &#x111;&#x1EBF;n t&#x1EEB;ng ho&#xE1; &#x111;&#x1A1;n" loading="lazy" width="1366" height="768" srcset="https://blog.onwheel.io/content/images/size/w600/2025/11/Untitled-design--1-.png 600w, https://blog.onwheel.io/content/images/size/w1000/2025/11/Untitled-design--1-.png 1000w, https://blog.onwheel.io/content/images/2025/11/Untitled-design--1-.png 1366w" sizes="(min-width: 720px) 720px"></figure><p><strong>2. Linh ho&#x1EA1;t x&#x1EED; l&#xFD; &#x111;&#x1A1;n giao &#x111;a &#x111;i&#x1EC3;m</strong></p><p>OnWheel cho ph&#xE9;p t&#xE1;ch &#x111;&#x1A1;n l&#x1EDB;n th&#xE0;nh nhi&#x1EC1;u chuy&#x1EBF;n, g&#x1EAF;n bill v&#xE0; c&#x1EAD;p nh&#x1EAD;t tr&#x1EA1;ng th&#xE1;i theo th&#x1EDD;i gian th&#x1EF1;c. Vi&#x1EC7;c &#x111;&#x1ED1;i so&#xE1;t tr&#x1EDF; n&#xEA;n minh b&#x1EA1;ch, tr&#xE1;nh th&#x1EA5;t l&#x1EA1;c, h&#x1ED7; tr&#x1EE3; t&#xE0;i x&#x1EBF; v&#xE0; b&#x1ED9; ph&#x1EAD;n &#x111;i&#x1EC1;u ph&#x1ED1;i ph&#x1ED1;i h&#x1EE3;p m&#x1B0;&#x1EE3;t m&#xE0;, n&#xE2;ng cao hi&#x1EC7;u su&#x1EA5;t giao h&#xE0;ng trong c&#xE1;c tuy&#x1EBF;n ph&#x1EE9;c t&#x1EA1;p.</p><p><strong>3. T&#x1ED1;i &#x1B0;u chi ph&#xED; v&#xE0; ch&#xED;nh s&#xE1;ch th&#x1B0;&#x1EDF;ng ph&#x1EA1;t</strong></p><p>Coopmart c&#xF3; th&#x1EC3; c&#x1EA5;u h&#xEC;nh ph&#x1EE5; ph&#xED;, th&#x1B0;&#x1EDF;ng linh ho&#x1EA1;t theo khu v&#x1EF1;c, th&#x1EDD;i gian ho&#x1EB7;c hi&#x1EC7;u su&#x1EA5;t tr&#x1EF1;c ti&#x1EBF;p tr&#xEA;n OnWheel. C&#x1A1; ch&#x1EBF; n&#xE0;y gi&#xFA;p ki&#x1EC3;m so&#xE1;t chi ph&#xED; ch&#x1EB7;t ch&#x1EBD;, minh b&#x1EA1;ch t&#xE0;i ch&#xED;nh v&#xE0; khuy&#x1EBF;n kh&#xED;ch &#x111;&#x1ED9;i ng&#x169; giao nh&#x1EAD;n n&#xE2;ng cao n&#x103;ng su&#x1EA5;t, t&#x1EA1;o &#x111;&#x1ED9;ng l&#x1EF1;c l&#xE0;m vi&#x1EC7;c b&#x1EC1;n v&#x1EEF;ng.</p><p><strong>4. &#x110;&#x1ED3;ng b&#x1ED9; v&#xE0; b&#x1EA3;o m&#x1EAD;t d&#x1EEF; li&#x1EC7;u t&#x1EAD;p trung</strong></p><p>D&#x1EEF; li&#x1EC7;u v&#x1EAD;n h&#xE0;nh &#x111;&#x1B0;&#x1EE3;c OnWheel l&#x1B0;u tr&#x1EEF; tr&#xEA;n h&#x1EA1; t&#x1EA7;ng n&#x1ED9;i b&#x1ED9; Saigon Co.op, &#x111;&#x1EA3;m b&#x1EA3;o an to&#xE0;n v&#xE0; truy c&#x1EAD;p th&#x1ED1;ng nh&#x1EA5;t. H&#x1EC7; th&#x1ED1;ng dashboard gi&#xFA;p qu&#x1EA3;n l&#xFD; theo d&#xF5;i ti&#x1EBF;n &#x111;&#x1ED9; giao h&#xE0;ng theo th&#x1EDD;i gian th&#x1EF1;c, h&#x1ED7; tr&#x1EE3; ra quy&#x1EBF;t &#x111;&#x1ECB;nh nhanh v&#xE0; ch&#xED;nh x&#xE1;c h&#x1A1;n tr&#xEA;n to&#xE0;n chu&#x1ED7;i v&#x1EAD;n h&#xE0;nh. </p><figure class="kg-card kg-image-card"><img src="https://blog.onwheel.io/content/images/2025/11/Untitled-design--2-.png" class="kg-image" alt="Coopmart &amp; H&#xE0;nh tr&#xEC;nh s&#x1ED1; h&#xF3;a v&#x1EAD;n h&#xE0;nh: R&#xF5; r&#xE0;ng &#x111;&#x1EBF;n t&#x1EEB;ng ho&#xE1; &#x111;&#x1A1;n" loading="lazy" width="1366" height="768" srcset="https://blog.onwheel.io/content/images/size/w600/2025/11/Untitled-design--2-.png 600w, https://blog.onwheel.io/content/images/size/w1000/2025/11/Untitled-design--2-.png 1000w, https://blog.onwheel.io/content/images/2025/11/Untitled-design--2-.png 1366w" sizes="(min-width: 720px) 720px"></figure><h2 id="k%E1%BA%BFt-qu%E1%BA%A3-linh-ho%E1%BA%A1t-%E2%80%93-minh-b%E1%BA%A1ch-%E2%80%93-s%E1%BA%B5n-s%C3%A0ng-m%E1%BB%9F-r%E1%BB%99ng"><strong>K&#x1EBF;t qu&#x1EA3;: Linh ho&#x1EA1;t &#x2013; minh b&#x1EA1;ch &#x2013; s&#x1EB5;n s&#xE0;ng m&#x1EDF; r&#x1ED9;ng</strong></h2><p>V&#x1EDB;i s&#x1EF1; &#x111;&#x1ED3;ng h&#xE0;nh c&#x1EE7;a OnWheel, Coopmart &#x111;&#xE3; ti&#x1EBF;n th&#xEA;m m&#x1ED9;t b&#x1B0;&#x1EDB;c quan tr&#x1ECD;ng trong h&#xE0;nh tr&#xEC;nh chuy&#x1EC3;n &#x111;&#x1ED5;i v&#x1EAD;n h&#xE0;nh. M&#x1ED7;i &#x111;&#x1A1;n h&#xE0;ng gi&#x1EDD; &#x111;&#xE2;y &#x111;&#x1B0;&#x1EE3;c qu&#x1EA3;n l&#xFD; ch&#xED;nh x&#xE1;c h&#x1A1;n, chi ph&#xED; &#x111;&#x1B0;&#x1EE3;c ki&#x1EC3;m so&#xE1;t r&#xF5; r&#xE0;ng, c&#xF2;n d&#x1EEF; li&#x1EC7;u tr&#x1EDF; th&#xE0;nh n&#x1EC1;n t&#x1EA3;ng cho nh&#x1EEF;ng quy&#x1EBF;t &#x111;&#x1ECB;nh kinh doanh nhanh v&#xE0; s&#xE1;ng su&#x1ED1;t h&#x1A1;n.</p><p>Chuy&#x1EC3;n &#x111;&#x1ED5;i s&#x1ED1; giao nh&#x1EAD;n v&#x1EDB;i Coopmart kh&#xF4;ng ch&#x1EC9; l&#xE0; thay &#x111;&#x1ED5;i c&#xF4;ng c&#x1EE5;, m&#xE0; l&#xE0; s&#x1EF1; thay &#x111;&#x1ED5;i v&#x1EC1; t&#x1B0; duy qu&#x1EA3;n l&#xFD; &#x2013; h&#x1B0;&#x1EDB;ng &#x111;&#x1EBF;n h&#x1EC7; th&#x1ED1;ng v&#x1EAD;n h&#xE0;nh &#x111;&#x1ED9;i xe hi&#x1EC7;n &#x111;&#x1EA1;i, d&#x1EEF; li&#x1EC7;u h&#xF3;a v&#x1EDB;i tr&#x1EA3;i nghi&#x1EC7;m kh&#xE1;ch mua v&#xE0; nh&#xE2;n vi&#xEA;n l&#xE0;m c&#x1ED1;t l&#xF5;i.</p><p>&#x1F449; B&#x1EA1;n &#x111;ang t&#xEC;m gi&#x1EA3;i ph&#xE1;p v&#x1EAD;n h&#xE0;nh &#x111;&#x1ED9;i xe v&#xE0; t&#xE0;i x&#x1EBF; cho doanh nghi&#x1EC7;p b&#xE1;n l&#x1EBB; c&#x1EE7;a m&#xEC;nh? H&#xE3;y li&#xEA;n h&#x1EC7; OnWheel &#x111;&#x1EC3; c&#xF9;ng t&#x1EA1;o n&#xEA;n h&#xE0;nh tr&#xEC;nh t&#x1ED1;i &#x1B0;u h&#xF3;a chu&#x1ED7;i giao h&#xE0;ng v&#xE0; qu&#x1EA3;n tr&#x1ECB; d&#x1EEF; li&#x1EC7;u v&#x1EAD;n t&#x1EA3;i hi&#x1EC7;u qu&#x1EA3; ngay h&#xF4;m nay.<br></p>]]></content:encoded></item><item><title><![CDATA[Doanh nghiệp bạn đang ở đâu trên bản đồ số hoá vận tải?]]></title><description><![CDATA[<p>Chuy&#x1EC3;n &#x111;&#x1ED5;i s&#x1ED1; trong logistics &#x111;ang ng&#xE0;y c&#xE0;ng tr&#x1EDF; th&#xE0;nh y&#x1EBF;u t&#x1ED1; c&#x1ED1;t l&#xF5;i &#x111;&#x1EC3; doanh nghi&#x1EC7;p n&#xE2;ng cao hi&#x1EC7;u qu&#x1EA3;, ki&</p>]]></description><link>https://blog.onwheel.io/doanh-nghiep-ban-dang-o-dau-tren-ban-do-so-hoa-van-tai/</link><guid isPermaLink="false">68f76cb792616d551dcbdd6e</guid><dc:creator><![CDATA[Nguyễn Sâm]]></dc:creator><pubDate>Tue, 21 Oct 2025 11:31:59 GMT</pubDate><media:content url="https://blog.onwheel.io/content/images/2025/10/201015_web_banner.png" medium="image"/><content:encoded><![CDATA[<img src="https://blog.onwheel.io/content/images/2025/10/201015_web_banner.png" alt="Doanh nghi&#x1EC7;p b&#x1EA1;n &#x111;ang &#x1EDF; &#x111;&#xE2;u tr&#xEA;n b&#x1EA3;n &#x111;&#x1ED3; s&#x1ED1; ho&#xE1; v&#x1EAD;n t&#x1EA3;i?"><p>Chuy&#x1EC3;n &#x111;&#x1ED5;i s&#x1ED1; trong logistics &#x111;ang ng&#xE0;y c&#xE0;ng tr&#x1EDF; th&#xE0;nh y&#x1EBF;u t&#x1ED1; c&#x1ED1;t l&#xF5;i &#x111;&#x1EC3; doanh nghi&#x1EC7;p n&#xE2;ng cao hi&#x1EC7;u qu&#x1EA3;, ki&#x1EC3;m so&#xE1;t chi ph&#xED; v&#xE0; &#x111;&#x1EA3;m b&#x1EA3;o t&#xED;nh minh b&#x1EA1;ch trong v&#x1EAD;n h&#xE0;nh. Tuy nhi&#xEA;n, m&#x1EE9;c &#x111;&#x1ED9; s&#x1EB5;n s&#xE0;ng s&#x1ED1; ho&#xE1; kh&#xF4;ng gi&#x1ED1;ng nhau gi&#x1EEF;a c&#xE1;c doanh nghi&#x1EC7;p. Vi&#x1EC7;c x&#xE1;c &#x111;&#x1ECB;nh r&#xF5; &#x201C;m&#xEC;nh &#x111;ang &#x1EDF; &#x111;&#xE2;u&#x201D; tr&#xEA;n b&#x1EA3;n &#x111;&#x1ED3; s&#x1ED1; ho&#xE1; v&#x1EAD;n t&#x1EA3;i gi&#xFA;p l&#x1EF1;a ch&#x1ECD;n &#x111;&#xFA;ng h&#x1B0;&#x1EDB;ng &#x111;&#x1EA7;u t&#x1B0; v&#xE0; l&#x1ED9; tr&#xEC;nh tri&#x1EC3;n khai ph&#xF9; h&#x1EE3;p, tr&#xE1;nh t&#xEC;nh tr&#x1EA1;ng ch&#x1EA1;y &#x111;ua c&#xF4;ng ngh&#x1EC7; nh&#x1B0;ng thi&#x1EBF;u n&#x1EC1;n t&#x1EA3;ng d&#x1EEF; li&#x1EC7;u.</p><p>B&#xE0;i vi&#x1EBF;t n&#xE0;y tr&#xEC;nh b&#xE0;y b&#x1ED1;n c&#x1EA5;p &#x111;&#x1ED9; tr&#x1B0;&#x1EDF;ng th&#xE0;nh c&#x1EE7;a doanh nghi&#x1EC7;p trong h&#xE0;nh tr&#xEC;nh s&#x1ED1; ho&#xE1; v&#x1EAD;n t&#x1EA3;i, k&#xE8;m d&#x1EAB;n ch&#x1EE9;ng &#x111;&#x1ECD;c th&#xEA;m &#x111;&#x1EC3; b&#x1EA1;n tham kh&#x1EA3;o nh&#x1EEF;ng b&#x1B0;&#x1EDB;c &#x111;i c&#x1EE5; th&#x1EC3; nh&#xE9;.</p><figure class="kg-card kg-image-card"><img src="https://blog.onwheel.io/content/images/2025/10/091025_Checklist--FB_LI--1.png" class="kg-image" alt="Doanh nghi&#x1EC7;p b&#x1EA1;n &#x111;ang &#x1EDF; &#x111;&#xE2;u tr&#xEA;n b&#x1EA3;n &#x111;&#x1ED3; s&#x1ED1; ho&#xE1; v&#x1EAD;n t&#x1EA3;i?" loading="lazy" width="2000" height="2829" srcset="https://blog.onwheel.io/content/images/size/w600/2025/10/091025_Checklist--FB_LI--1.png 600w, https://blog.onwheel.io/content/images/size/w1000/2025/10/091025_Checklist--FB_LI--1.png 1000w, https://blog.onwheel.io/content/images/size/w1600/2025/10/091025_Checklist--FB_LI--1.png 1600w, https://blog.onwheel.io/content/images/size/w2400/2025/10/091025_Checklist--FB_LI--1.png 2400w" sizes="(min-width: 720px) 720px"></figure><p><strong>Level 1 &#x2013; Kh&#x1EDF;i &#x111;&#x1EA7;u (0&#x2013;5 &#x111;i&#x1EC3;m)</strong></p><p>&#x1EDE; giai &#x111;o&#x1EA1;n n&#xE0;y, &#x111;a ph&#x1EA7;n doanh nghi&#x1EC7;p c&#xF2;n v&#x1EAD;n h&#xE0;nh tr&#xEA;n m&#xF4; h&#xEC;nh th&#x1EE7; c&#xF4;ng, s&#x1EED; d&#x1EE5;ng Excel, &#x111;i&#x1EC7;n tho&#x1EA1;i v&#xE0; gi&#x1EA5;y t&#x1EDD; &#x111;&#x1EC3; qu&#x1EA3;n l&#xFD; v&#x1EAD;n t&#x1EA3;i. D&#x1EEF; li&#x1EC7;u n&#x1EB1;m r&#x1EDD;i r&#x1EA1;c trong t&#x1EEB;ng b&#x1ED9; ph&#x1EAD;n khi&#x1EBF;n vi&#x1EC7;c t&#x1ED5;ng h&#x1EE3;p b&#xE1;o c&#xE1;o m&#x1EA5;t th&#x1EDD;i gian, thi&#x1EBF;u t&#xED;nh ch&#xED;nh x&#xE1;c v&#xE0; kh&#xF3; x&#xE2;y d&#x1EF1;ng ch&#x1EC9; s&#x1ED1; &#x111;o l&#x1B0;&#x1EDD;ng. &#x201C;S&#x1ED1; ho&#xE1;&#x201D; th&#x1B0;&#x1EDD;ng m&#x1EDB;i ch&#x1EC9; d&#x1EEB;ng &#x1EDF; vi&#x1EC7;c l&#x1B0;u tr&#x1EEF; th&#xF4;ng tin d&#x1EA1;ng &#x111;i&#x1EC7;n t&#x1EED;, ch&#x1B0;a &#x111;&#x1EA1;t m&#x1EE9;c d&#x1EEF; li&#x1EC7;u ho&#xE1; &#x111;&#x1EC3; h&#x1ED7; tr&#x1EE3; ra quy&#x1EBF;t &#x111;&#x1ECB;nh.</p><p><em>&#x110;&#x1ECD;c th&#xEA;m: <a href="https://blog.onwheel.io/quan-ly-van-tai-thoi-ky-thuat-so-noi-lo-thue-minh-bach-va-giai-phap-so-hoa/">Qu&#x1EA3;n L&#xFD; V&#x1EAD;n T&#x1EA3;i Th&#x1EDD;i K&#x1EF9; Thu&#x1EAD;t S&#x1ED1;: N&#x1ED7;i Lo Thu&#x1EBF;, Minh B&#x1EA1;ch v&#xE0; Gi&#x1EA3;i Ph&#xE1;p S&#x1ED1; H&#xF3;a.</a></em></p><p>&#x1EDE; giai &#x111;o&#x1EA1;n n&#xE0;y, doanh nghi&#x1EC7;p n&#xEA;n b&#x1EAF;t &#x111;&#x1EA7;u chu&#x1EA9;n h&#xF3;a bi&#x1EC3;u m&#x1EAB;u, x&#xE1;c &#x111;&#x1ECB;nh nh&#x1EEF;ng th&#xF4;ng tin t&#x1ED1;i thi&#x1EC3;u c&#x1EA7;n thu th&#x1EAD;p nh&#x1B0; &#x111;&#x1A1;n h&#xE0;ng, tuy&#x1EBF;n xe, chi ph&#xED; hay th&#x1EDD;i gian giao h&#xE0;ng. &#x110;i&#x1EC1;u quan tr&#x1ECD;ng l&#xE0; x&#xE2;y d&#x1EF1;ng t&#xED;nh nh&#x1EA5;t qu&#xE1;n d&#x1EEF; li&#x1EC7;u ngay t&#x1EEB; &#x111;&#x1EA7;u &#x111;&#x1EC3; tr&#xE1;nh &#x201C;l&#xE0;m l&#x1EA1;i&#x201D; sau n&#xE0;y. Hi&#x1EC7;u qu&#x1EA3; c&#xF3; th&#x1EC3; &#x111;&#x1B0;&#x1EE3;c &#x111;&#xE1;nh gi&#xE1; qua kh&#x1EA3; n&#x103;ng t&#x1ED5;ng h&#x1EE3;p d&#x1EEF; li&#x1EC7;u nhanh h&#x1A1;n, gi&#x1EA3;m th&#x1EDD;i gian l&#x1EAD;p b&#xE1;o c&#xE1;o v&#xE0; n&#xE2;ng cao &#x111;&#x1ED9; tin c&#x1EAD;y c&#x1EE7;a th&#xF4;ng tin &#x111;&#x1EA7;u v&#xE0;o.</p><p><strong>Level 2 &#x2013; H&#xEC;nh th&#xE0;nh d&#x1EEF; li&#x1EC7;u (6&#x2013;8 &#x111;i&#x1EC3;m)</strong></p><p>Doanh nghi&#x1EC7;p &#x1EDF; c&#x1EA5;p &#x111;&#x1ED9; n&#xE0;y &#x111;&#xE3; b&#x1EAF;t &#x111;&#x1EA7;u c&#xF3; d&#x1EEF; li&#x1EC7;u &#x111;&#x1B0;&#x1EE3;c l&#x1B0;u tr&#x1EEF; v&#xE0; s&#x1EED; d&#x1EE5;ng &#x1ED5;n &#x111;&#x1ECB;nh h&#x1A1;n, th&#xF4;ng qua c&#xE1;c c&#xF4;ng c&#x1EE5; nh&#x1B0; ph&#x1EA7;n m&#x1EC1;m b&#xE1;o c&#xE1;o ho&#x1EB7;c Google Sheet. Tuy nhi&#xEA;n, d&#x1EEF; li&#x1EC7;u v&#x1EAB;n ch&#x1EE7; y&#x1EBF;u c&#x1EAD;p nh&#x1EAD;t th&#x1EE7; c&#xF4;ng v&#xE0; ch&#x1B0;a &#x111;&#x1B0;&#x1EE3;c k&#x1EBF;t n&#x1ED1;i gi&#x1EEF;a c&#xE1;c h&#x1EC7; th&#x1ED1;ng. B&#xE1;o c&#xE1;o ph&#x1EE5;c v&#x1EE5; t&#x1ED1;t cho vi&#x1EC7;c nh&#xEC;n l&#x1EA1;i k&#x1EBF;t qu&#x1EA3; qu&#xE1; kh&#x1EE9;, nh&#x1B0;ng ch&#x1B0;a &#x111;&#x1EE7; nhanh &#x111;&#x1EC3; ph&#x1EA3;n &#x1EE9;ng v&#x1EDB;i thay &#x111;&#x1ED5;i trong v&#x1EAD;n h&#xE0;nh th&#x1EF1;c t&#x1EBF;.</p><p><em>&#x110;&#x1ECD;c th&#xEA;m: (Zingme) </em><a href="https://znews.vn/cau-chuyen-doi-moi-sau-3-thap-ky-phat-trien-cua-kfc-viet-nam-post1524007.html"><em>C&#xE2;u chuy&#x1EC7;n &#x111;&#x1ED5;i m&#x1EDB;i sau h&#x1A1;n 3 th&#x1EAD;p k&#x1EF7; ph&#xE1;t tri&#x1EC3;n c&#x1EE7;a KFC Vi&#x1EC7;t Nam</em></a><em>; </em><a href="https://blog.onwheel.io/phan-mem-giao-hang-tu-phat-trien-thue-ngoai-phat-trien-hay-giai-phap-dam-may/"><em>Ph&#x1EA7;n m&#x1EC1;m giao h&#xE0;ng &#x2013; T&#x1EF1; ph&#xE1;t tri&#x1EC3;n, Thu&#xEA; ngo&#xE0;i hay Gi&#x1EA3;i ph&#xE1;p &#x111;&#xE1;m m&#xE2;y?</em></a></p><p>&#x1EDE; giai &#x111;o&#x1EA1;n n&#xE0;y, doanh nghi&#x1EC7;p n&#xEA;n &#x1B0;u ti&#xEA;n t&#xED;ch h&#x1EE3;p c&#xE1;c ngu&#x1ED3;n d&#x1EEF; li&#x1EC7;u r&#x1EDD;i r&#x1EA1;c v&#x1EC1; m&#x1ED9;t h&#x1EC7; th&#x1ED1;ng th&#x1ED1;ng nh&#x1EA5;t &#x111;&#x1EC3; gi&#x1EA3;m ph&#x1EE5; thu&#x1ED9;c v&#xE0;o thao t&#xE1;c th&#x1EE7; c&#xF4;ng. Vi&#x1EC7;c thi&#x1EBF;t l&#x1EAD;p c&#xE1;c ch&#x1EC9; s&#x1ED1; nh&#x1B0; t&#x1EF7; l&#x1EC7; giao &#x111;&#xFA;ng h&#x1EB9;n, chi ph&#xED; v&#x1EAD;n t&#x1EA3;i tr&#xEA;n &#x111;&#x1A1;n h&#xE0;ng hay t&#x1EF7; l&#x1EC7; s&#x1EED; d&#x1EE5;ng xe gi&#xFA;p theo d&#xF5;i hi&#x1EC7;u su&#x1EA5;t kh&#xE1;ch quan h&#x1A1;n. &#x110;&#xE1;nh gi&#xE1; th&#xE0;nh c&#xF4;ng d&#x1EF1;a tr&#xEA;n kh&#x1EA3; n&#x103;ng c&#x1EAD;p nh&#x1EAD;t b&#xE1;o c&#xE1;o nhanh v&#xE0; t&#x1EF7; l&#x1EC7; sai l&#x1EC7;ch d&#x1EEF; li&#x1EC7;u gi&#x1EA3;m r&#xF5; r&#x1EC7;t so v&#x1EDB;i tr&#x1B0;&#x1EDB;c.</p><p><strong>Level 3 &#x2013; C&#xF4;ng ngh&#x1EC7; t&#xED;ch h&#x1EE3;p v&#xE0;o quy tr&#xEC;nh (9&#x2013;11 &#x111;i&#x1EC3;m)</strong></p><p>Khi &#x111;&#x1EA1;t &#x111;&#x1EBF;n c&#x1EA5;p &#x111;&#x1ED9; n&#xE0;y, doanh nghi&#x1EC7;p &#x111;&#xE3; c&#xF3; s&#x1EF1; hi&#x1EC7;n di&#x1EC7;n r&#xF5; n&#xE9;t c&#x1EE7;a c&#xF4;ng ngh&#x1EC7; trong quy tr&#xEC;nh v&#x1EAD;n h&#xE0;nh. M&#x1ED9;t s&#x1ED1; h&#x1EC7; th&#x1ED1;ng nh&#x1B0; theo d&#xF5;i GPS, &#x111;i&#x1EC1;u ph&#x1ED1;i xe, dashboard &#x111;&#xE3; &#x111;&#x1B0;&#x1EE3;c &#xE1;p d&#x1EE5;ng, gi&#xFA;p minh b&#x1EA1;ch ho&#xE1; ho&#x1EA1;t &#x111;&#x1ED9;ng. Tuy nhi&#xEA;n, d&#x1EEF; li&#x1EC7;u gi&#x1EEF;a c&#xE1;c b&#x1ED9; ph&#x1EAD;n nh&#x1B0; kho, v&#x1EAD;n h&#xE0;nh v&#xE0; k&#x1EBF; to&#xE1;n v&#x1EAB;n t&#xE1;ch bi&#x1EC7;t, d&#x1EAB;n &#x111;&#x1EBF;n vi&#x1EC7;c ra quy&#x1EBF;t &#x111;&#x1ECB;nh t&#x1ED5;ng th&#x1EC3; c&#xF2;n h&#x1EA1;n ch&#x1EBF;.</p><p><em>&#x110;&#x1ECD;c th&#xEA;m: <a href="https://blog.onwheel.io/case-study-quan-lu-logistics-hang-nang-cong-kenh-tu-go-an-cuong/">(Case study) Qu&#x1EA3;n l&#xFD; logistics h&#xE0;ng n&#x1EB7;ng, c&#x1ED3;ng k&#x1EC1;nh &#x2013; T&#x1EEB; G&#x1ED7; An C&#x1B0;&#x1EDD;ng</a>;<a href="https://blog.onwheel.io/2025-onwheel-ra-mat-control-tower-dinh-nghia-moi-cho-quan-ly-giao-hang-chang-cuoi/"> (2025) OnWheel Ra m&#x1EAF;t Control Tower: &#x110;&#x1ECB;nh ngh&#x129;a m&#x1EDB;i cho Qu&#x1EA3;n l&#xFD; Giao h&#xE0;ng Ch&#x1EB7;ng cu&#x1ED1;i.</a></em></p><p>Doanh nghi&#x1EC7;p &#x1EDF; giai &#x111;o&#x1EA1;n n&#xE0;y c&#x1EA7;n t&#x1EAD;p trung v&#xE0;o vi&#x1EC7;c k&#x1EBF;t n&#x1ED1;i v&#xE0; &#x111;&#x1ED3;ng b&#x1ED9; h&#xF3;a d&#x1EEF; li&#x1EC7;u gi&#x1EEF;a c&#xE1;c h&#x1EC7; th&#x1ED1;ng hi&#x1EC7;n c&#xF3;. Khi c&#xE1;c n&#x1EC1;n t&#x1EA3;ng ERP, WMS v&#xE0; h&#x1EC7; th&#x1ED1;ng v&#x1EAD;n t&#x1EA3;i &#x111;&#x1B0;&#x1EE3;c t&#xED;ch h&#x1EE3;p, nh&#xE0; qu&#x1EA3;n l&#xFD; c&#xF3; th&#x1EC3; theo d&#xF5;i v&#x1EAD;n h&#xE0;nh th&#x1EDD;i gian th&#x1EF1;c v&#xE0; &#x111;&#x1B0;a ra quy&#x1EBF;t &#x111;&#x1ECB;nh d&#x1EF1;a tr&#xEA;n th&#xF4;ng tin c&#x1EAD;p nh&#x1EAD;t. Hi&#x1EC7;u qu&#x1EA3; c&#xF3; th&#x1EC3; &#x111;o l&#x1B0;&#x1EDD;ng qua m&#x1EE9;c gi&#x1EA3;m th&#x1EDD;i gian ph&#x1EA3;n h&#x1ED3;i s&#x1EF1; c&#x1ED1;, chi ph&#xED; v&#x1EAD;n h&#xE0;nh t&#x1ED1;i &#x1B0;u h&#x1A1;n v&#xE0; kh&#x1EA3; n&#x103;ng khai th&#xE1;c d&#x1EEF; li&#x1EC7;u li&#xEA;n ph&#xF2;ng ban.</p><p><strong>Level 4 &#x2013; S&#x1EB5;n s&#xE0;ng tri&#x1EC3;n khai TMS (12 &#x111;i&#x1EC3;m tr&#x1EDF; l&#xEA;n)</strong></p><p>Doanh nghi&#x1EC7;p &#x1EDF; c&#x1EA5;p &#x111;&#x1ED9; cao nh&#x1EA5;t &#x111;&#xE3; s&#x1EDF; h&#x1EEF;u h&#x1EC7; th&#x1ED1;ng d&#x1EEF; li&#x1EC7;u t&#x1EAD;p trung v&#xE0; quy tr&#xEC;nh qu&#x1EA3;n tr&#x1ECB; &#x111;&#x1B0;&#x1EE3;c chu&#x1EA9;n h&#xF3;a. Th&#xF4;ng tin lu&#xE2;n chuy&#x1EC3;n xuy&#xEA;n su&#x1ED1;t gi&#x1EEF;a c&#xE1;c b&#x1ED9; ph&#x1EAD;n gi&#xFA;p vi&#x1EC7;c b&#xE1;o c&#xE1;o, l&#x1EAD;p k&#x1EBF; ho&#x1EA1;ch v&#xE0; t&#xED;nh to&#xE1;n chi ph&#xED; di&#x1EC5;n ra g&#x1EA7;n nh&#x1B0; th&#x1EDD;i gian th&#x1EF1;c. &#x110;&#xE2;y l&#xE0; th&#x1EDD;i &#x111;i&#x1EC3;m th&#xED;ch h&#x1EE3;p nh&#x1EA5;t &#x111;&#x1EC3; tri&#x1EC3;n khai ho&#x1EB7;c m&#x1EDF; r&#x1ED9;ng TMS &#x2013; n&#x1EC1;n t&#x1EA3;ng qu&#x1EA3;n l&#xFD; v&#x1EAD;n t&#x1EA3;i to&#xE0;n di&#x1EC7;n gi&#xFA;p k&#x1EBF;t n&#x1ED1;i, t&#x1EF1; &#x111;&#x1ED9;ng h&#xF3;a v&#xE0; t&#x1ED1;i &#x1B0;u hi&#x1EC7;u su&#x1EA5;t v&#x1EAD;n h&#xE0;nh.</p><p><em>&#x110;&#x1ECD;c th&#xEA;m: <a href="https://blog.onwheel.io/chuyen-doi-van-tai-ben-vung-04-bai-hoc-tu-doanh-nghiep-tai-viet-nam/">Chuy&#x1EC3;n &#x111;&#x1ED5;i V&#x1EAD;n t&#x1EA3;i b&#x1EC1;n v&#x1EEF;ng: 04 b&#xE0;i h&#x1ECD;c t&#x1EEB; doanh nghi&#x1EC7;p t&#x1EA1;i Vi&#x1EC7;t Nam;</a> <a href="https://blog.onwheel.io/quan-ly-chat-luong-thuc-pham-vai-tro-quan-trong-cua-khau-van-tai/">Qu&#x1EA3;n L&#xFD; Ch&#x1EA5;t L&#x1B0;&#x1EE3;ng Th&#x1EF1;c Ph&#x1EA9;m: Vai Tr&#xF2; Quan Tr&#x1ECD;ng C&#x1EE7;a Kh&#xE2;u V&#x1EAD;n T&#x1EA3;i</a>.</em></p><p>Khi b&#x1B0;&#x1EDB;c v&#xE0;o tri&#x1EC3;n khai TMS, doanh nghi&#x1EC7;p n&#xEA;n &#x111;&#x1EB7;t tr&#x1ECD;ng t&#xE2;m v&#xE0;o vi&#x1EC7;c t&#x1ED1;i &#x1B0;u quy tr&#xEC;nh, l&#x1EF1;a ch&#x1ECD;n m&#xF4; h&#xEC;nh tri&#x1EC3;n khai ph&#xF9; h&#x1EE3;p v&#xE0; x&#xE2;y d&#x1EF1;ng b&#x1ED9; ti&#xEA;u ch&#xED; &#x111;&#xE1;nh gi&#xE1; k&#x1EBF;t qu&#x1EA3; &#x111;&#x1EA7;u t&#x1B0; (ROI). Quan tr&#x1ECD;ng l&#xE0; &#x111;&#x1EA3;m b&#x1EA3;o d&#x1EEF; li&#x1EC7;u hi&#x1EC7;n t&#x1EA1;i &#x111;&#x1EE7; ch&#x1EA5;t l&#x1B0;&#x1EE3;ng &#x111;&#x1EC3; TMS ph&#xE1;t huy hi&#x1EC7;u qu&#x1EA3;, tr&#xE1;nh r&#x1EE7;i ro chi ph&#xED; v&#x1EAD;n h&#xE0;nh h&#x1EC7; th&#x1ED1;ng v&#x1B0;&#x1EE3;t gi&#xE1; tr&#x1ECB; th&#x1EF1;c t&#x1EBF;. Th&#xE0;nh c&#xF4;ng c&#xF3; th&#x1EC3; &#x111;&#x1B0;&#x1EE3;c nh&#x1EAD;n di&#x1EC7;n khi doanh nghi&#x1EC7;p gi&#x1EA3;m &#x111;&#xE1;ng k&#x1EC3; chi ph&#xED; v&#x1EAD;n t&#x1EA3;i, c&#x1EA3;i thi&#x1EC7;n &#x111;&#x1ED9; ch&#xED;nh x&#xE1;c giao h&#xE0;ng v&#xE0; n&#xE2;ng cao tr&#x1EA3;i nghi&#x1EC7;m kh&#xE1;ch h&#xE0;ng cu&#x1ED1;i.</p><p>S&#x1ED1; ho&#xE1; v&#x1EAD;n t&#x1EA3;i kh&#xF4;ng ph&#x1EA3;i l&#xE0; &#x111;&#xED;ch &#x111;&#x1EBF;n, m&#xE0; l&#xE0; h&#xE0;nh tr&#xEC;nh t&#x1EEB;ng b&#x1B0;&#x1EDB;c gi&#xFA;p doanh nghi&#x1EC7;p l&#xE0;m ch&#x1EE7; d&#x1EEF; li&#x1EC7;u, t&#x1ED1;i &#x1B0;u v&#x1EAD;n h&#xE0;nh v&#xE0; n&#xE2;ng cao n&#x103;ng l&#x1EF1;c ph&#x1EE5;c v&#x1EE5; kh&#xE1;ch h&#xE0;ng. Khi hi&#x1EC3;u r&#xF5; m&#xEC;nh &#x111;ang &#x1EDF; &#x111;&#xE2;u v&#xE0; c&#x1EA7;n b&#x1B0;&#x1EDB;c ti&#x1EBF;p theo n&#xE0;o, m&#x1ED7;i quy&#x1EBF;t &#x111;&#x1ECB;nh &#x111;&#x1EA7;u t&#x1B0; c&#xF4;ng ngh&#x1EC7; s&#x1EBD; tr&#x1EDF; n&#xEA;n &#x111;&#xFA;ng l&#xFA;c v&#xE0; hi&#x1EC7;u qu&#x1EA3; h&#x1A1;n. </p><p>N&#x1EBF;u b&#x1EA1;n mu&#x1ED1;n x&#xE1;c &#x111;&#x1ECB;nh m&#x1EE9;c &#x111;&#x1ED9; s&#x1EB5;n s&#xE0;ng c&#x1EE7;a doanh nghi&#x1EC7;p ho&#x1EB7;c t&#xEC;m hi&#x1EC3;u l&#x1ED9; tr&#xEC;nh ph&#xF9; h&#x1EE3;p, h&#xE3;y trao &#x111;&#x1ED5;i mi&#x1EC5;n ph&#xED; c&#xF9;ng &#x111;&#x1ED9;i ng&#x169; OnWheel t&#x1EA1;i c&#xE1;c k&#xEA;nh ch&#xED;nh th&#x1EE9;c. </p><p>Facebook:<a href="https://www.facebook.com/onwheelbyahamove">https://www.facebook.com/onwheelbyahamove</a></p><p>LinkedIn: <a href="https://l.facebook.com/l.php?u=https%3A%2F%2Flinkedin.com%2Fin%2Fhttps%253A%252F%252Fwww.linkedin.com%252Fcompany%252Fonwheel-by-ahamove%3Ffbclid%3DIwZXh0bgNhZW0CMTAAYnJpZBExZG5XWHlXQ21nQkIyUzlOMQEe_efPILMEju-VQ9_KwdATDjYcrcFl4bwBYr6xr6h_YHUyEckwstfBbo_A4-c_aem_Aie4r04fWypIC2UP34mljA&amp;h=AT0xdL7Agxc4Lq-S7HIp2MdBuo2v0r41p0dsRDrDQZIEadmPGOvWBe-AwOzdQTUlLppkqgiHW8yMLjRiATSVCPDJFkp2yt0OufspZ_yRCU_fjyZRYmtEV3xMhoR1BPxNm49GrcTkLQ" rel="nofollow noreferrer">https://www.linkedin.com/company/onwheel-by-ahamove</a></p>]]></content:encoded></item><item><title><![CDATA[Vẽ đường cho xe chạy, dễ hơn với trợ thủ công nghệ]]></title><description><![CDATA[<h3 id="khi-v%E1%BA%BD-%C4%91%C6%B0%E1%BB%9Dng-kh%C3%B4ng-c%C3%B2n-l%C3%A0-chuy%E1%BB%87n-kinh-nghi%E1%BB%87m">Khi &quot;v&#x1EBD; &#x111;&#x1B0;&#x1EDD;ng&quot; kh&#xF4;ng c&#xF2;n l&#xE0; chuy&#x1EC7;n kinh nghi&#x1EC7;m</h3><p>&quot;&#x110;&#x1B0;&#x1EDD;ng &#x111;i kh&#xF4;ng ch&#x1EC9; l&#xE0; kho&#x1EA3;ng c&#xE1;ch&quot; &#x2013; c&#xE2;u n&</p>]]></description><link>https://blog.onwheel.io/ve-duong-cho-xe-chay-de-hon-voi-tro-thu-cong-nghe/</link><guid isPermaLink="false">68d6695c92616d551dcbdd42</guid><dc:creator><![CDATA[Nguyễn Sâm]]></dc:creator><pubDate>Fri, 26 Sep 2025 10:46:35 GMT</pubDate><media:content url="https://blog.onwheel.io/content/images/2025/09/H1.png" medium="image"/><content:encoded><![CDATA[<h3 id="khi-v%E1%BA%BD-%C4%91%C6%B0%E1%BB%9Dng-kh%C3%B4ng-c%C3%B2n-l%C3%A0-chuy%E1%BB%87n-kinh-nghi%E1%BB%87m">Khi &quot;v&#x1EBD; &#x111;&#x1B0;&#x1EDD;ng&quot; kh&#xF4;ng c&#xF2;n l&#xE0; chuy&#x1EC7;n kinh nghi&#x1EC7;m</h3><img src="https://blog.onwheel.io/content/images/2025/09/H1.png" alt="V&#x1EBD; &#x111;&#x1B0;&#x1EDD;ng cho xe ch&#x1EA1;y, d&#x1EC5; h&#x1A1;n v&#x1EDB;i tr&#x1EE3; th&#x1EE7; c&#xF4;ng ngh&#x1EC7;"><p>&quot;&#x110;&#x1B0;&#x1EDD;ng &#x111;i kh&#xF4;ng ch&#x1EC9; l&#xE0; kho&#x1EA3;ng c&#xE1;ch&quot; &#x2013; c&#xE2;u n&#xF3;i n&#xE0;y tr&#x1EDF; n&#xEA;n th&#x1EAD;t s&#x1EF1; c&#xF3; &#xFD; ngh&#x129;a khi b&#x1EA1;n ph&#x1EA3;i qu&#x1EA3;n l&#xFD; h&#xE0;ng ch&#x1EE5;c tuy&#x1EBF;n xe m&#x1ED7;i ng&#xE0;y v&#x1EDB;i v&#xF4; v&#xE0;n r&#xE0;ng bu&#x1ED9;c ph&#x1EE9;c t&#x1EA1;p. Tuy&#x1EBF;n &#x111;&#x1EB9;p tr&#xEA;n b&#x1EA3;n &#x111;&#x1ED3; ch&#x1B0;a ch&#x1EAF;c l&#xE0; tuy&#x1EBF;n t&#x1ED1;t tr&#xEA;n &#x111;&#x1B0;&#x1EDD;ng: m&#x1ED9;t khung gi&#x1EDD; c&#x1EA5;m t&#x1EA3;i b&#x1EA5;t ng&#x1EDD;, v&#xE0;i ph&#xFA;t ch&#x1EDD; &#x111;&#x1EE3;i &#x1EDF; c&#x1ED5;ng b&#x1ED1;c d&#x1EE1; h&#xE0;ng h&#xF3;a, hay khung gi&#x1EDD; nh&#x1EAD;n h&#xE0;ng kh&#x1EAF;t khe &#x1EDF; hai &#x111;i&#x1EC3;m li&#xEA;n ti&#x1EBF;p c&#xF3; th&#x1EC3; b&#x1EBB; g&#xE3;y m&#x1ECD;i k&#x1EBF; ho&#x1EA1;ch &#x111;&#x1B0;&#x1EE3;c t&#xED;nh to&#xE1;n k&#x1EF9; l&#x1B0;&#x1EE1;ng t&#x1EEB; &#x111;&#x1EA7;u ng&#xE0;y. Kinh nghi&#x1EC7;m t&#xE0;i x&#x1EBF; v&#xE0; &#x111;i&#x1EC1;u ph&#x1ED1;i vi&#xEA;n t&#x1EA5;t nhi&#xEA;n l&#xE0; qu&#xFD; gi&#xE1;, nh&#x1B0;ng khi s&#x1ED1; &#x111;i&#x1EC3;m giao h&#xE0;ng t&#x103;ng nhanh t&#x1EEB; ch&#x1EE5;c l&#xEA;n tr&#x103;m &#x111;i&#x1EC3;m, vi&#x1EC7;c d&#x1EF1;a v&#xE0;o &quot;c&#x1EA3;m t&#xED;nh&quot; b&#x1EAF;t &#x111;&#x1EA7;u sinh ra nh&#x1EEF;ng chi ph&#xED; ch&#xEC;m &#x111;&#xE1;ng k&#x1EC3;: th&#x1EDD;i gian l&#x1EAD;p k&#x1EBF; ho&#x1EA1;ch k&#xE9;o d&#xE0;i c&#x1EA3; bu&#x1ED5;i s&#xE1;ng, qu&#xE3;ng &#x111;&#x1B0;&#x1EDD;ng d&#x1B0; th&#x1EEB;a kh&#xF4;ng c&#x1EA7;n thi&#x1EBF;t, xe ph&#x1EA3;i quay &#x111;&#x1EA7;u v&#xEC; vi ph&#x1EA1;m quy &#x111;&#x1ECB;nh c&#x1EA5;m t&#x1EA3;i, tr&#x1EC5; khung gi&#x1EDD; giao h&#xE0;ng l&#xE0;m h&#x1ECF;ng &#x111;&#x1ED9; t&#x1B0;&#x1A1;i c&#x1EE7;a s&#x1EA3;n ph&#x1EA9;m.<br></p><figure class="kg-card kg-image-card"><img src="https://blog.onwheel.io/content/images/2025/09/image.png" class="kg-image" alt="V&#x1EBD; &#x111;&#x1B0;&#x1EDD;ng cho xe ch&#x1EA1;y, d&#x1EC5; h&#x1A1;n v&#x1EDB;i tr&#x1EE3; th&#x1EE7; c&#xF4;ng ngh&#x1EC7;" loading="lazy" width="612" height="408" srcset="https://blog.onwheel.io/content/images/size/w600/2025/09/image.png 600w, https://blog.onwheel.io/content/images/2025/09/image.png 612w"></figure><p>Th&#x1EAF;ng l&#x1EE3;i trong cu&#x1ED9;c ch&#x1A1;i logistics hi&#x1EC7;n &#x111;&#x1EA1;i kh&#xF4;ng n&#x1EB1;m &#x1EDF; vi&#x1EC7;c &quot;thu&#x1ED9;c &#x111;&#x1B0;&#x1EDD;ng&quot; hay c&#xF3; nhi&#x1EC1;u n&#x103;m kinh nghi&#x1EC7;m, m&#xE0; &#x1EDF; kh&#x1EA3; n&#x103;ng chuy&#x1EC3;n &#x111;&#x1ED5;i tri th&#x1EE9;c v&#x1EAD;n h&#xE0;nh th&#xE0;nh c&#xE1;c quy t&#x1EAF;c nh&#x1EA5;t qu&#xE1;n, c&#xF3; th&#x1EC3; &#x111;o l&#x1B0;&#x1EDD;ng &#x111;&#x1B0;&#x1EE3;c ch&#xED;nh x&#xE1;c v&#xE0; linh ho&#x1EA1;t theo th&#x1EDD;i gian th&#x1EF1;c.</p><h3 id="b%C3%A0i-to%C3%A1n-%C4%91%E1%BB%8Bnh-tuy%E1%BA%BFn-xe-vrp-trong-th%E1%BB%B1c-t%E1%BA%BF-kh%C3%B4ng-ch%E1%BB%89-l%C3%A0-%C4%91%C6%B0%E1%BB%9Dng-ng%E1%BA%AFn-nh%E1%BA%A5t">B&#xE0;i to&#xE1;n &#x111;&#x1ECB;nh tuy&#x1EBF;n xe (VRP) trong th&#x1EF1;c t&#x1EBF; kh&#xF4;ng ch&#x1EC9; l&#xE0; &#x111;&#x1B0;&#x1EDD;ng ng&#x1EAF;n nh&#x1EA5;t</h3><p>B&#xE0;i to&#xE1;n &#x111;&#x1ECB;nh tuy&#x1EBF;n xe trong th&#x1EF1;c t&#x1EBF; l&#xE0; m&#x1ED9;t &quot;t&#x1ED5; h&#x1EE3;p&quot; ph&#x1EE9;c t&#x1EA1;p c&#x1EE7;a nhi&#x1EC1;u r&#xE0;ng bu&#x1ED9;c kh&#xE1;c nhau m&#xE0; c&#xE1;c h&#x1EC7; th&#x1ED1;ng truy&#x1EC1;n th&#x1ED1;ng kh&#xF3; c&#xF3; th&#x1EC3; x&#x1EED; l&#xFD; &#x111;&#x1ED3;ng th&#x1EDD;i m&#x1ED9;t c&#xE1;ch t&#x1ED1;i &#x1B0;u. Khung gi&#x1EDD; nh&#x1EAD;n h&#xE0;ng (time window) theo t&#x1EEB;ng &#x111;i&#x1EC3;m giao ho&#x1EB7;c c&#x1ED5;ng nh&#x1EAD;n h&#xE0;ng ri&#xEA;ng bi&#x1EC7;t t&#x1EA1;o ra nh&#x1EEF;ng &quot;c&#x1EED;a s&#x1ED5; c&#x1A1; h&#x1ED9;i&quot; h&#x1EB9;p m&#xE0; xe ph&#x1EA3;i tu&#xE2;n th&#x1EE7; nghi&#xEA;m ng&#x1EB7;t. C&#xE1;c quy &#x111;&#x1ECB;nh c&#x1EA5;m t&#x1EA3;i v&#xE0; c&#x1EA5;m gi&#x1EDD; tr&#xEA;n nhi&#x1EC1;u tuy&#x1EBF;n &#x111;&#x1B0;&#x1EDD;ng theo khung th&#x1EDD;i gian c&#x1EE5; th&#x1EC3;, khu v&#x1EF1;c d&#xE2;n c&#x1B0; nh&#x1EA1;y c&#x1EA3;m, ho&#x1EB7;c c&#x1EA7;u c&#xF3; gi&#x1EDB;i h&#x1EA1;n t&#x1EA3;i tr&#x1ECD;ng t&#x1ED1;i &#x111;a c&#xE0;ng l&#xE0;m ph&#x1EE9;c t&#x1EA1;p th&#xEA;m vi&#x1EC7;c l&#x1EAD;p k&#x1EBF; ho&#x1EA1;ch. T&#xED;nh t&#x1B0;&#x1A1;ng th&#xED;ch gi&#x1EEF;a h&#xE0;ng h&#xF3;a v&#xE0; lo&#x1EA1;i xe c&#x169;ng l&#xE0; y&#x1EBF;u t&#x1ED1; quan tr&#x1ECD;ng: h&#xE0;ng kh&#xF4;, h&#xE0;ng t&#x1B0;&#x1A1;i s&#x1ED1;ng, h&#xE0;ng &#x111;&#xF4;ng l&#x1EA1;nh kh&#xF4;ng th&#x1EC3; tr&#x1ED9;n l&#x1EAB;n, v&#xE0; nhi&#x1EC1;u nh&#xF3;m h&#xE0;ng h&#xF3;a c&#xF3; y&#xEA;u c&#x1EA7;u b&#x1EA3;o qu&#x1EA3;n ri&#xEA;ng bi&#x1EC7;t.<br></p><figure class="kg-card kg-image-card"><img src="https://blog.onwheel.io/content/images/2025/09/image-1.png" class="kg-image" alt="V&#x1EBD; &#x111;&#x1B0;&#x1EDD;ng cho xe ch&#x1EA1;y, d&#x1EC5; h&#x1A1;n v&#x1EDB;i tr&#x1EE3; th&#x1EE7; c&#xF4;ng ngh&#x1EC7;" loading="lazy" width="612" height="405" srcset="https://blog.onwheel.io/content/images/size/w600/2025/09/image-1.png 600w, https://blog.onwheel.io/content/images/2025/09/image-1.png 612w"></figure><p>T&#x1EA3;i tr&#x1ECD;ng v&#xE0; th&#x1EC3; t&#xED;ch xe t&#x1EA3;i t&#x1EA1;o ra th&#xE1;ch th&#x1EE9;c k&#xE9;p: &#x111;&#x1EE7; c&#xE2;n n&#x1EB7;ng ch&#x1B0;a ch&#x1EAF;c &#x111;&#x1EE7; kh&#xF4;ng gian ch&#x1EE9;a, v&#xE0; nhi&#x1EC1;u xe c&#xF3; khoang nhi&#x1EC7;t &#x111;&#x1ED9; kh&#xE1;c nhau ph&#xF9; h&#x1EE3;p v&#x1EDB;i t&#x1EEB;ng lo&#x1EA1;i h&#xE0;ng. Gi&#x1EDD; l&#xE0;m vi&#x1EC7;c v&#xE0; gi&#x1EDD; ngh&#x1EC9; b&#x1EAF;t bu&#x1ED9;c c&#x1EE7;a c&#x1EA3; xe v&#xE0; t&#xE0;i x&#x1EBF;, c&#xF9;ng v&#x1EDB;i gi&#x1EDB;i h&#x1EA1;n th&#x1EDD;i l&#x1B0;&#x1EE3;ng t&#x1ED1;i &#x111;a cho m&#x1ED9;t tuy&#x1EBF;n &#x111;i, bu&#x1ED9;c h&#x1EC7; th&#x1ED1;ng ph&#x1EA3;i t&#xED;nh to&#xE1;n c&#x1EA9;n th&#x1EAD;n &#x111;&#x1EC3; tr&#xE1;nh vi ph&#x1EA1;m lu&#x1EAD;t lao &#x111;&#x1ED9;ng. M&#xF4; h&#xEC;nh nhi&#x1EC1;u kho xu&#x1EA5;t ph&#xE1;t (multi-depot) y&#xEA;u c&#x1EA7;u m&#x1ED7;i xe xu&#x1EA5;t ph&#xE1;t v&#xE0; t&#x1EAD;p k&#x1EBF;t theo kho &#x111;&#x1B0;&#x1EE3;c ph&#xE2;n c&#xF4;ng, trong khi c&#xE1;c &#x1B0;u ti&#xEA;n &#x111;&#x1EB7;c bi&#x1EC7;t nh&#x1B0; &#x111;&#x1A1;n h&#xE0;ng VIP ho&#x1EB7;c ch&#xED;nh s&#xE1;ch &#x1B0;u ti&#xEA;n xe nh&#xE0; tr&#x1B0;&#x1EDB;c khi thu&#xEA; ngo&#xE0;i c&#xE0;ng l&#xE0;m b&#xE0;i to&#xE1;n tr&#x1EDF; n&#xEA;n ph&#x1EE9;c t&#x1EA1;p h&#x1A1;n.<br></p><h3 id="l%E1%BB%9Di-gi%E1%BA%A3i-t%E1%BB%AB-c%C3%B4ng-ngh%E1%BB%87-qu%E1%BA%A3n-l%C3%BD-v%E1%BA%ADn-t%E1%BA%A3i-%E2%80%93-th%E1%BB%B1c-chi%E1%BA%BFn-kh%C3%B4ng-h%E1%BB%8Dc-thu%E1%BA%ADt">L&#x1EDD;i gi&#x1EA3;i t&#x1EEB; c&#xF4;ng ngh&#x1EC7; qu&#x1EA3;n l&#xFD; v&#x1EAD;n t&#x1EA3;i &#x2013; th&#x1EF1;c chi&#x1EBF;n, kh&#xF4;ng h&#x1ECD;c thu&#x1EAD;t</h3><p>C&#xF4;ng c&#x1EE5; l&#x1EAD;p k&#x1EBF; ho&#x1EA1;ch th&#xF4;ng minh (Planning Engine) s&#x1EBD; &quot;chia c&#x1EE5;m&quot; c&#xE1;c &#x111;i&#x1EC3;m giao h&#xE0;ng theo khu v&#x1EF1;c &#x111;&#x1ECB;a l&#xFD; v&#xE0; kho ph&#x1EE5; tr&#xE1;ch, sau &#x111;&#xF3; g&#xE1;n tr&#x1B0;&#x1EDB;c c&#xE1;c &#x111;i&#x1EC3;m c&#xF3; khung gi&#x1EDD; h&#x1EB9;p nh&#x1EA5;t v&#xE0;o l&#x1ECB;ch tr&#xEC;nh &#x1B0;u ti&#xEA;n, cu&#x1ED1;i c&#xF9;ng m&#x1EDB;i l&#x1EAF;p &#x111;&#x1EA7;y c&#xE1;c &#x111;i&#x1EC3;m c&#xF2;n l&#x1EA1;i theo nguy&#xEA;n t&#x1EAF;c t&#x1ED1;i &#x1B0;u t&#x1EA3;i tr&#x1ECD;ng v&#xE0; th&#x1EDD;i gian di chuy&#x1EC3;n.</p><p>H&#x1EC7; th&#x1ED1;ng ki&#x1EC3;m so&#xE1;t tu&#xE2;n th&#x1EE7; (Compliance Engine) t&#x1EF1; &#x111;&#x1ED9;ng tr&#xE1;nh c&#xE1;c tuy&#x1EBF;n &#x111;&#x1B0;&#x1EDD;ng c&#x1EA5;m t&#x1EA3;i v&#xE0; c&#x1EA5;m gi&#x1EDD; d&#x1EF1;a tr&#xEA;n c&#x1A1; s&#x1EDF; d&#x1EEF; li&#x1EC7;u &#x111;&#x1B0;&#x1EE3;c c&#x1EAD;p nh&#x1EAD;t li&#xEA;n t&#x1EE5;c, &#x111;&#x1ED3;ng th&#x1EDD;i ki&#x1EC3;m tra t&#xED;nh t&#x1B0;&#x1A1;ng th&#xED;ch gi&#x1EEF;a lo&#x1EA1;i h&#xE0;ng h&#xF3;a v&#xE0; xe t&#x1EA3;i, ch&#xE8;n th&#x1EDD;i gian ngh&#x1EC9; b&#x1EAF;t bu&#x1ED9;c v&#xE0; t&#xF4;n tr&#x1ECD;ng gi&#x1EDB;i h&#x1EA1;n gi&#x1EDD; ca c&#x1EE7;a xe c&#x169;ng nh&#x1B0; t&#xE0;i x&#x1EBF;.</p><p>Khi c&#xF3; &#x111;&#x1A1;n h&#xE0;ng ph&#xE1;t sinh &#x111;&#x1ED9;t xu&#x1EA5;t ho&#x1EB7;c t&#xEC;nh tr&#x1EA1;ng t&#x1EAF;c &#x111;&#x1B0;&#x1EDD;ng b&#x1EA5;t ng&#x1EDD;, c&#xF4;ng c&#x1EE5; t&#x1ED1;i &#x1B0;u h&#xF3;a th&#x1EDD;i gian th&#x1EF1;c (Real-time Re-optimizer) s&#x1EBD; th&#xF4;ng minh ch&#xE8;n &#x111;&#x1A1;n m&#x1EDB;i v&#xE0;o tuy&#x1EBF;n g&#x1EA7;n nh&#x1EA5;t c&#xF2;n &quot;&#x111;&#x1ED9; tr&#x1EC5;&quot; cho ph&#xE9;p thay v&#xEC; x&#xE1;o tr&#x1ED9;n to&#xE0;n b&#x1ED9; k&#x1EBF; ho&#x1EA1;ch &#x111;&#xE3; &#x111;&#x1B0;&#x1EE3;c l&#x1EAD;p.</p><figure class="kg-card kg-image-card"><img src="https://blog.onwheel.io/content/images/2025/09/V1.png" class="kg-image" alt="V&#x1EBD; &#x111;&#x1B0;&#x1EDD;ng cho xe ch&#x1EA1;y, d&#x1EC5; h&#x1A1;n v&#x1EDB;i tr&#x1EE3; th&#x1EE7; c&#xF4;ng ngh&#x1EC7;" loading="lazy" width="1200" height="1200" srcset="https://blog.onwheel.io/content/images/size/w600/2025/09/V1.png 600w, https://blog.onwheel.io/content/images/size/w1000/2025/09/V1.png 1000w, https://blog.onwheel.io/content/images/2025/09/V1.png 1200w" sizes="(min-width: 720px) 720px"></figure><figure class="kg-card kg-image-card"><img src="https://blog.onwheel.io/content/images/2025/09/V2.png" class="kg-image" alt="V&#x1EBD; &#x111;&#x1B0;&#x1EDD;ng cho xe ch&#x1EA1;y, d&#x1EC5; h&#x1A1;n v&#x1EDB;i tr&#x1EE3; th&#x1EE7; c&#xF4;ng ngh&#x1EC7;" loading="lazy" width="1200" height="1200" srcset="https://blog.onwheel.io/content/images/size/w600/2025/09/V2.png 600w, https://blog.onwheel.io/content/images/size/w1000/2025/09/V2.png 1000w, https://blog.onwheel.io/content/images/2025/09/V2.png 1200w" sizes="(min-width: 720px) 720px"></figure><p>H&#x1EC7; th&#x1ED1;ng &#x111;i&#x1EC1;u ch&#x1EC9;nh &#x1B0;u ti&#xEA;n (Priority Tuning) &#x111;&#x1EB7;t vi&#x1EC7;c &#x111;&#xFA;ng gi&#x1EDD; giao h&#xE0;ng v&#xE0; x&#x1EED; l&#xFD; &#x111;&#x1A1;n VIP l&#xEA;n h&#xE0;ng &#x111;&#x1EA7;u, sau &#x111;&#xF3; m&#x1EDB;i t&#x1ED1;i thi&#x1EC3;u h&#xF3;a qu&#xE3;ng &#x111;&#x1B0;&#x1EDD;ng di chuy&#x1EC3;n v&#xE0; s&#x1ED1; l&#x1B0;&#x1EE3;ng xe s&#x1EED; d&#x1EE5;ng, &#x111;&#x1ED3;ng th&#x1EDD;i cho ph&#xE9;p b&#x1EAF;t bu&#x1ED9;c s&#x1EED; d&#x1EE5;ng xe n&#x1ED9;i b&#x1ED9; theo nh&#xF3;m &#x111;&#x1A1;n h&#xE0;ng ho&#x1EB7;c k&#xEA;nh ph&#xE2;n ph&#x1ED1;i c&#x1EE5; th&#x1EC3;.</p><h3 id="s%E1%BB%95-tay-tri%E1%BB%83n-khai-5-b%C6%B0%E1%BB%9Bc-2%E2%80%934-tu%E1%BA%A7n">S&#x1ED5; tay tri&#x1EC3;n khai 5 b&#x1B0;&#x1EDB;c (2&#x2013;4 tu&#x1EA7;n)</h3><p><u>B&#x1B0;&#x1EDB;c 1 </u>&#x2013; &#x110;o hi&#x1EC7;n tr&#x1EA1;ng: V&#x1EBD; l&#x1EA1;i to&#xE0;n b&#x1ED9; tuy&#x1EBF;n &#x111;ang v&#x1EAD;n h&#xE0;nh hi&#x1EC7;n t&#x1EA1;i, &#x111;o l&#x1B0;&#x1EDD;ng ch&#xED;nh x&#xE1;c qu&#xE3;ng &#x111;&#x1B0;&#x1EDD;ng di chuy&#x1EC3;n, t&#x1EF7; l&#x1EC7; giao h&#xE0;ng &#x111;&#xFA;ng gi&#x1EDD;, s&#x1ED1; &#x111;i&#x1EC3;m giao trung b&#xEC;nh tr&#xEA;n m&#x1ED7;i xe, v&#xE0; th&#x1EDD;i gian c&#x1EA7;n thi&#x1EBF;t &#x111;&#x1EC3; l&#x1EAD;p k&#x1EBF; ho&#x1EA1;ch h&#xE0;ng ng&#xE0;y.</p><p><u>B&#x1B0;&#x1EDB;c 2 </u>&#x2013; Chu&#x1EA9;n h&#xF3;a d&#x1EEF; li&#x1EC7;u: S&#x1EED; d&#x1EE5;ng danh s&#xE1;ch ki&#x1EC3;m tra t&#x1ED1;i thi&#x1EC3;u &#x111;&#x1EC3; thu th&#x1EAD;p th&#xF4;ng tin c&#x1EA7;n thi&#x1EBF;t, th&#x1ED1;ng nh&#x1EA5;t h&#x1EC7; th&#x1ED1;ng m&#xE3; h&#xF3;a v&#xE0; k&#xFD; hi&#x1EC7;u trong to&#xE0;n b&#x1ED9; h&#x1EC7; th&#x1ED1;ng, c&#x1EAD;p nh&#x1EAD;t &#x111;&#x1EA7;y &#x111;&#x1EE7; c&#xE1;c l&#x1EDB;p th&#xF4;ng tin v&#x1EC1; &#x111;&#x1B0;&#x1EDD;ng c&#x1EA5;m t&#x1EA3;i v&#xE0; gi&#x1EDD; c&#x1EA5;m theo quy &#x111;&#x1ECB;nh.</p><p><u>B&#x1B0;&#x1EDB;c 3 </u>&#x2013; Ch&#x1EA1;y th&#x1EED; song song: L&#x1EF1;a ch&#x1ECD;n 1&#x2013;2 kho ho&#x1EB7;c nh&#xF3;m tuy&#x1EBF;n &#x111;&#x1EA1;i di&#x1EC7;n &#x111;&#x1EC3; ch&#x1EA1;y k&#x1EBF; ho&#x1EA1;ch t&#x1ED1;i &#x1B0;u b&#x1EB1;ng thu&#x1EAD;t to&#xE1;n song song v&#x1EDB;i ph&#x1B0;&#x1A1;ng &#xE1;n truy&#x1EC1;n th&#x1ED1;ng nh&#x1EB1;m so s&#xE1;nh hi&#x1EC7;u qu&#x1EA3; th&#x1EF1;c t&#x1EBF;.</p><p><u>B&#x1B0;&#x1EDB;c 4 </u>&#x2013; V&#x1EAD;n h&#xE0;nh c&#xF3; ki&#x1EC3;m so&#xE1;t: Ph&#xE1;t h&#xE0;nh k&#x1EBF; ho&#x1EA1;ch &#x111;&#x1B0;&#x1EE3;c t&#x1ED1;i &#x1B0;u h&#xF3;a l&#xEA;n &#x1EE9;ng d&#x1EE5;ng d&#xE0;nh cho t&#xE0;i x&#x1EBF;, theo d&#xF5;i ch&#x1EB7;t ch&#x1EBD; c&#xE1;c s&#x1EF1; c&#x1ED1; ph&#xE1;t sinh trong qu&#xE1; tr&#xEC;nh th&#x1EF1;c hi&#x1EC7;n, v&#xE0; k&#xED;ch ho&#x1EA1;t t&#xED;nh n&#x103;ng t&#xE1;i t&#x1ED1;i &#x1B0;u c&#x1EE5;c b&#x1ED9; khi c&#x1EA7;n thi&#x1EBF;t.<br></p><p><u>B&#x1B0;&#x1EDB;c 5 </u>&#x2013; M&#x1EDF; r&#x1ED9;ng v&#xE0; t&#x1ED1;i &#x1B0;u: Ch&#x1ED1;t c&#xE1;c tham s&#x1ED1; &#x1B0;u ti&#xEA;n ph&#xF9; h&#x1EE3;p v&#x1EDB;i &#x111;&#x1EB7;c th&#xF9; doanh nghi&#x1EC7;p, t&#x1ED5; ch&#x1EE9;c hu&#x1EA5;n luy&#x1EC7;n &#x111;&#x1ED9;i ng&#x169; &#x111;i&#x1EC1;u ph&#x1ED1;i vi&#xEA;n s&#x1EED; d&#x1EE5;ng h&#x1EC7; th&#x1ED1;ng m&#x1EDB;i, m&#x1EDF; r&#x1ED9;ng b&#x1EA3;ng &#x111;i&#x1EC1;u khi&#x1EC3;n KPI &#x111;&#x1EC3; theo d&#xF5;i hi&#x1EC7;u qu&#x1EA3; v&#xE0; th&#x1EF1;c hi&#x1EC7;n c&#x1EA3;i ti&#x1EBF;n li&#xEA;n t&#x1EE5;c.</p><h3 id="v%C3%AD-d%E1%BB%A5-v%E1%BA%ADn-h%C3%A0nh-%C4%91%E1%BB%99i-xe-th%E1%BB%B1c-t%E1%BA%BF">V&#xED; d&#x1EE5; v&#x1EAD;n h&#xE0;nh &#x111;&#x1ED9;i xe th&#x1EF1;c t&#x1EBF;</h3><p>M&#x1ED9;t nh&#xE0; ph&#xE2;n ph&#x1ED1;i tr&#xE1;i c&#xE2;y K v&#x1EDB;i h&#x1A1;n 50 &#x111;i&#x1EC3;m giao h&#xE0;ng m&#x1ED7;i ng&#xE0;y tr&#x1B0;&#x1EDB;c &#x111;&#xE2;y ph&#x1EA3;i d&#xE0;nh c&#x1EA3; bu&#x1ED5;i s&#xE1;ng &#x111;&#x1EC3; l&#x1EAD;p k&#x1EBF; ho&#x1EA1;ch, th&#x1B0;&#x1EDD;ng xuy&#xEA;n tr&#x1EC5; khung gi&#x1EDD; v&#xE0;ng 9:30&#x2013;11:30 c&#x1EE7;a c&#xE1;c si&#xEA;u th&#x1ECB;, v&#xE0; ph&#x1EA3;i cho xe quay &#x111;&#x1EA7;u v&#xEC; vi ph&#x1EA1;m quy &#x111;&#x1ECB;nh c&#x1EA5;m t&#x1EA3;i &#x1EDF; khu trung t&#xE2;m th&#xE0;nh ph&#x1ED1;. Sau khi &#xE1;p d&#x1EE5;ng h&#x1EC7; th&#x1ED1;ng t&#x1ED1;i &#x1B0;u, h&#x1ECD; c&#xF3; th&#x1EC3; g&#xE1;n tr&#x1B0;&#x1EDB;c c&#xE1;c &#x111;i&#x1EC3;m c&#xF3; khung gi&#x1EDD; h&#x1EB9;p nh&#x1EA5;t, tr&#xE1;nh gi&#x1EDD; c&#x1EA5;m t&#x1EA3;i b&#x1EB1;ng b&#x1EA3;n &#x111;&#x1ED3; th&#x1EDD;i gian &#x111;&#x1ED9;ng, v&#xE0; ch&#xE8;n c&#xE1;c &#x111;&#x1A1;n h&#xE0;ng g&#x1EA5;p v&#xE0;o nh&#x1EEF;ng tuy&#x1EBF;n c&#xF2;n c&#xF3; &quot;th&#x1EDD;i gian d&#x1EF1; ph&#xF2;ng&quot;, t&#x1EEB; &#x111;&#xF3; gi&#x1EA3;m &#x111;&#xE1;ng k&#x1EC3; t&#xEC;nh tr&#x1EA1;ng tr&#x1EC5; khung gi&#x1EDD; v&#xE0; qu&#xE3;ng &#x111;&#x1B0;&#x1EDD;ng di chuy&#x1EC3;n d&#x1B0; th&#x1EEB;a.</p><p>&#x1EDE; m&#x1ED9;t l&#x129;nh v&#x1EF1;c kh&#xE1;c, nh&#xE0; s&#x1EA3;n xu&#x1EA5;t s&#x1EEF;a B v&#x1EDB;i m&#xF4; h&#xEC;nh &#x111;a kho, giao h&#xE0;ng cho c&#x1EA3; si&#xEA;u th&#x1ECB; v&#xE0; c&#x1EED;a h&#xE0;ng ti&#x1EC7;n l&#x1EE3;i, tr&#x1B0;&#x1EDB;c &#x111;&#xE2;y g&#x1EB7;p kh&#xF3; kh&#x103;n trong vi&#x1EC7;c c&#xE2;n b&#x1EB1;ng t&#x1EA3;i tr&#x1ECD;ng v&#xE0; khung gi&#x1EDD; giao h&#xE0;ng, nhi&#x1EC1;u tuy&#x1EBF;n b&#x1ECB; &quot;&#x111;&#x1EE9;t g&#xE3;y&quot; do t&#x1EAF;c &#x111;&#x1B0;&#x1EDD;ng b&#x1EA5;t ng&#x1EDD;.</p><p>Sau khi tri&#x1EC3;n khai h&#x1EC7; th&#x1ED1;ng, h&#x1ECD; c&#xF3; th&#x1EC3; t&#x1EF1; &#x111;&#x1ED9;ng t&#x1ED1;i &#x1B0;u c&#x1EA3; t&#x1EA3;i tr&#x1ECD;ng v&#xE0; th&#x1EC3; t&#xED;ch, l&#x1EAD;p l&#x1ECB;ch ngh&#x1EC9; h&#x1EE3;p l&#xFD; cho c&#xE1;c ca d&#xE0;i, v&#xE0; duy tr&#xEC; s&#x1EF1; &#x1ED5;n &#x111;&#x1ECB;nh c&#x1EE7;a tuy&#x1EBF;n ngay c&#x1EA3; khi ph&#x1EA3;i t&#xE1;i t&#x1ED1;i &#x1B0;u trong gi&#x1EDD; cao &#x111;i&#x1EC3;m.</p><h3 id="k%E1%BA%BFt-lu%E1%BA%ADn">K&#x1EBF;t lu&#x1EAD;n</h3><p>T&#x1ED1;i &#x1B0;u h&#xF3;a v&#x1EAD;n t&#x1EA3;i b&#x1EB1;ng thu&#x1EAD;t to&#xE1;n th&#xF4;ng minh kh&#xF4;ng &#x111;&#xF2;i h&#x1ECF;i doanh nghi&#x1EC7;p ph&#x1EA3;i &quot;&#x111;&#x1ED5;i h&#x1EBF;t quy tr&#xEC;nh&quot; hi&#x1EC7;n c&#xF3;, m&#xE0; ch&#x1EC9; c&#x1EA7;n b&#x1EAF;t &#x111;&#x1EA7;u t&#x1EEB; vi&#x1EC7;c chu&#x1EA9;n h&#xF3;a d&#x1EEF; li&#x1EC7;u t&#x1ED1;i thi&#x1EC3;u, thi&#x1EBF;t l&#x1EAD;p &#x111;&#xFA;ng c&#xE1;c r&#xE0;ng bu&#x1ED9;c v&#x1EAD;n h&#xE0;nh th&#x1EF1;c t&#x1EBF;, v&#xE0; &#x111;&#x1EC3; h&#x1EC7; th&#x1ED1;ng t&#x1EF1; &#x111;&#x1ED9;ng h&#xF3;a nh&#x1EEF;ng c&#xF4;ng vi&#x1EC7;c n&#x1EB7;ng nh&#x1ECD;c, t&#x1ED1;n th&#x1EDD;i gian nh&#x1EA5;t trong qu&#xE1; tr&#xEC;nh l&#x1EAD;p k&#x1EBF; ho&#x1EA1;ch. Khi b&#xE0;i to&#xE1;n &#x111;&#x1ECB;nh tuy&#x1EBF;n xe &#x111;&#x1B0;&#x1EE3;c gi&#x1EA3;i quy&#x1EBF;t b&#x1EB1;ng c&#xE1;c thu&#x1EAD;t to&#xE1;n t&#x1ED1;i &#x1B0;u hi&#x1EC7;n &#x111;&#x1EA1;i, h&#x1EC7; th&#x1ED1;ng s&#x1EBD; t&#xED;nh to&#xE1;n ch&#xED;nh x&#xE1;c qu&#xE3;ng &#x111;&#x1B0;&#x1EDD;ng ng&#x1EAF;n nh&#x1EA5;t qua nhi&#x1EC1;u &#x111;i&#x1EC3;m giao nh&#x1EAD;n ph&#x1EE9;c t&#x1EA1;p, &#x111;&#x1ED3;ng th&#x1EDD;i tu&#xE2;n th&#x1EE7; nghi&#xEA;m ng&#x1EB7;t c&#xE1;c r&#xE0;ng bu&#x1ED9;c v&#x1EC1; t&#x1EA3;i tr&#x1ECD;ng ph&#xF9; h&#x1EE3;p cho t&#x1EEB;ng lo&#x1EA1;i xe, tr&#xE1;nh c&#xE1;c khung gi&#x1EDD; v&#xE0; tuy&#x1EBF;n &#x111;&#x1B0;&#x1EDD;ng c&#x1EA5;m t&#x1EA3;i theo quy &#x111;&#x1ECB;nh, &#x1B0;u ti&#xEA;n &#x111;&#xFA;ng th&#x1EE9; t&#x1EF1; nh&#x1EAD;n h&#xE0;ng khi c&#x1EA7;n thi&#x1EBF;t, v&#xE0; li&#xEA;n t&#x1EE5;c t&#x1ED1;i &#x1B0;u theo &#x111;i&#x1EC1;u ki&#x1EC7;n th&#x1EDD;i gian th&#x1EF1;c. K&#x1EBF;t qu&#x1EA3; cu&#x1ED1;i c&#xF9;ng m&#xE0; doanh nghi&#x1EC7;p c&#xF3; th&#x1EC3; quan s&#xE1;t &#x111;&#x1B0;&#x1EE3;c l&#xE0; m&#x1ECD;i th&#x1EE9; &#x111;&#x1EC1;u &#x111;i v&#xE0;o qu&#x1EF9; &#x111;&#x1EA1;o t&#xED;ch c&#x1EF1;c: l&#x1ED9; tr&#xEC;nh di chuy&#x1EC3;n g&#x1ECD;n g&#xE0;ng v&#xE0; hi&#x1EC7;u qu&#x1EA3; h&#x1A1;n, t&#x1EF7; l&#x1EC7; giao h&#xE0;ng &#x111;&#xFA;ng gi&#x1EDD; &#x111;&#x1B0;&#x1EE3;c c&#x1EA3;i thi&#x1EC7;n r&#xF5; r&#x1EC7;t, chi ph&#xED; v&#x1EAD;n h&#xE0;nh minh b&#x1EA1;ch v&#xE0; c&#xF3; th&#x1EC3; d&#x1EF1; b&#xE1;o &#x111;&#x1B0;&#x1EE3;c &#x2013; v&#xE0; quan tr&#x1ECD;ng nh&#x1EA5;t l&#xE0; s&#x1EA3;n ph&#x1EA9;m &#x111;&#x1EBF;n tay kh&#xE1;ch h&#xE0;ng trong tr&#x1EA1;ng th&#xE1;i t&#x1ED1;t nh&#x1EA5;t c&#xF3; th&#x1EC3;.</p><p>Th&#x1EF1;c t&#x1EBF; cho th&#x1EA5;y kh&#xF4;ng c&#x1EA7;n ph&#x1EA3;i &#x111;&#x1EA7;u t&#x1B0; v&#xE0;o c&#xE1;c h&#x1EC7; th&#x1ED1;ng tr&#xED; tu&#x1EC7; nh&#xE2;n t&#x1EA1;o ph&#x1EE9;c t&#x1EA1;p v&#xE0; &#x111;&#x1EAF;t &#x111;&#x1ECF;, ch&#x1EC9; c&#x1EA7;n &#xE1;p d&#x1EE5;ng &#x111;&#xFA;ng thu&#x1EAD;t to&#xE1;n ph&#xF9; h&#x1EE3;p v&#xE0; &#x111;&#x1EA3;m b&#x1EA3;o d&#x1EEF; li&#x1EC7;u &#x111;&#x1EA7;u v&#xE0;o ch&#xED;nh x&#xE1;c l&#xE0; &#x111;&#x1EE7; &#x111;&#x1EC3; t&#x1EA1;o n&#xEA;n s&#x1EF1; kh&#xE1;c bi&#x1EC7;t &#x111;&#xE1;ng k&#x1EC3; trong hi&#x1EC7;u qu&#x1EA3; v&#x1EAD;n h&#xE0;nh t&#x1ED5;ng th&#x1EC3;. &#x110;&#xE3; &#x111;&#x1EBF;n l&#xFA;c n&#xE2;ng c&#x1EA5;p h&#x1EC7; th&#x1ED1;ng qu&#x1EA3;n l&#xFD; &#x111;&#x1ED9;i xe c&#x1EE7;a doanh nghi&#x1EC7;p b&#x1EA1;n &#x111;&#x1EC3; kh&#xF4;ng b&#x1ECB; t&#x1EE5;t l&#x1EA1;i ph&#xED;a sau trong cu&#x1ED9;c &#x111;ua c&#x1EA1;nh tranh ng&#xE0;y c&#xE0;ng kh&#x1ED1;c li&#x1EC7;t.</p><p>&#x110;&#xE3; &#x111;&#x1EBF;n l&#xFA;c c&#xF4;ng ngh&#x1EC7; t&#x1ED1;i &#x1B0;u h&#xF3;a v&#x1EAD;n t&#x1EA3;i gi&#xFA;p doanh nghi&#x1EC7;p ti&#x1EBF;t ki&#x1EC7;m &#x111;&#xE1;ng k&#x1EC3; chi ph&#xED; nhi&#xEA;n li&#x1EC7;u, r&#xFA;t ng&#x1EAF;n th&#x1EDD;i gian giao h&#xE0;ng m&#x1ED9;t c&#xE1;ch b&#x1EC1;n v&#x1EEF;ng, v&#xE0; n&#xE2;ng cao tr&#x1EA3;i nghi&#x1EC7;m kh&#xE1;ch h&#xE0;ng l&#xEA;n t&#x1EA7;m cao m&#x1EDB;i.</p><p>Li&#xEA;n h&#x1EC7; ngay h&#xF4;m nay &#x111;&#x1EC3; &#x111;&#x1B0;&#x1EE3;c &#x111;&#x1ED9;i ng&#x169; chuy&#xEA;n gia t&#x1B0; v&#x1EA5;n mi&#x1EC5;n ph&#xED; v&#x1EC1; gi&#x1EA3;i ph&#xE1;p ph&#xF9; h&#x1EE3;p nh&#x1EA5;t cho &#x111;&#x1EB7;c th&#xF9; v&#xE0; quy m&#xF4; ho&#x1EA1;t &#x111;&#x1ED9;ng c&#x1EE7;a doanh nghi&#x1EC7;p b&#x1EA1;n!</p>]]></content:encoded></item><item><title><![CDATA[Chuyển đổi số trong vận chuyển trái cây tươi: Câu chuyện thành công của Klever Fruit]]></title><description><![CDATA[<h3 id="chu%E1%BB%97i-ph%C3%A2n-ph%E1%BB%91i-tr%C3%A1i-c%C3%A2y-quy-m%C3%B4-l%E1%BB%9Bn">Chu&#x1ED7;i ph&#xE2;n ph&#x1ED1;i tr&#xE1;i c&#xE2;y quy m&#xF4; l&#x1EDB;n</h3><p>Trong ng&#xE0;nh nh&#x1EAD;p kh&#x1EA9;u v&#xE0; ph&#xE2;n ph&#x1ED1;i tr&#xE1;i c&#xE2;y t&#x1B0;&#x1A1;i, vi&</p>]]></description><link>https://blog.onwheel.io/chuyen-doi-so-trong-van-chuyen-trai-cay-tuoi-cau-chuyen-thanh-cong-cua-klever-fruit/</link><guid isPermaLink="false">68b1217492616d551dcbdd1a</guid><dc:creator><![CDATA[Nguyễn Sâm]]></dc:creator><pubDate>Fri, 29 Aug 2025 04:08:49 GMT</pubDate><media:content url="https://blog.onwheel.io/content/images/2025/08/270825-OW_x_Klever_copy.png" medium="image"/><content:encoded><![CDATA[<h3 id="chu%E1%BB%97i-ph%C3%A2n-ph%E1%BB%91i-tr%C3%A1i-c%C3%A2y-quy-m%C3%B4-l%E1%BB%9Bn">Chu&#x1ED7;i ph&#xE2;n ph&#x1ED1;i tr&#xE1;i c&#xE2;y quy m&#xF4; l&#x1EDB;n</h3><img src="https://blog.onwheel.io/content/images/2025/08/270825-OW_x_Klever_copy.png" alt="Chuy&#x1EC3;n &#x111;&#x1ED5;i s&#x1ED1; trong v&#x1EAD;n chuy&#x1EC3;n tr&#xE1;i c&#xE2;y t&#x1B0;&#x1A1;i: C&#xE2;u chuy&#x1EC7;n th&#xE0;nh c&#xF4;ng c&#x1EE7;a Klever Fruit"><p>Trong ng&#xE0;nh nh&#x1EAD;p kh&#x1EA9;u v&#xE0; ph&#xE2;n ph&#x1ED1;i tr&#xE1;i c&#xE2;y t&#x1B0;&#x1A1;i, vi&#x1EC7;c &#x111;&#x1EA3;m b&#x1EA3;o s&#x1EA3;n ph&#x1EA9;m &#x111;&#x1EBF;n tay ng&#x1B0;&#x1EDD;i ti&#xEA;u d&#xF9;ng m&#x1ED9;t c&#xE1;ch nhanh ch&#xF3;ng v&#xE0; t&#x1B0;&#x1A1;i ngon l&#xE0; y&#x1EBF;u t&#x1ED1; s&#x1ED1;ng c&#xF2;n. Doanh nghi&#x1EC7;p n&#xE0;y &#x111;&#xE3; x&#xE2;y d&#x1EF1;ng m&#x1ED9;t m&#x1EA1;ng l&#x1B0;&#x1EDB;i &#x1EA5;n t&#x1B0;&#x1EE3;ng v&#x1EDB;i h&#x1A1;n 53 c&#x1EED;a h&#xE0;ng tr&#x1EA3;i d&#xE0;i t&#x1EEB; H&#xE0; N&#x1ED9;i &#x111;&#x1EBF;n TP.HCM, t&#x1EA1;o n&#xEA;n m&#x1ED9;t h&#x1EC7; th&#x1ED1;ng ph&#xE2;n ph&#x1ED1;i r&#x1ED9;ng kh&#x1EAF;p tr&#xEA;n th&#x1ECB; tr&#x1B0;&#x1EDD;ng.</p><p>M&#x1ED7;i c&#x1EED;a h&#xE0;ng trong h&#x1EC7; th&#x1ED1;ng &#x111;&#x1B0;&#x1EE3;c v&#x1EAD;n h&#xE0;nh b&#x1EDF;i m&#x1ED9;t gi&#xE1;m s&#xE1;t v&#xE0; m&#x1ED9;t nh&#xE2;n vi&#xEA;n th&#x1B0;&#x1EDD;ng tr&#x1EF1;c, &#x111;&#x1EA3;m b&#x1EA3;o d&#x1ECB;ch v&#x1EE5; kh&#xE1;ch h&#xE0;ng v&#xE0; qu&#x1EA3;n l&#xFD; h&#xE0;ng h&#xF3;a hi&#x1EC7;u qu&#x1EA3;. &#x110;&#x1EB7;c th&#xF9; c&#x1EE7;a tr&#xE1;i c&#xE2;y t&#x1B0;&#x1A1;i y&#xEA;u c&#x1EA7;u quy tr&#xEC;nh v&#x1EAD;n h&#xE0;nh chuy&#xEA;n nghi&#x1EC7;p v&#xE0; th&#x1EDD;i gian ph&#x1EA3;n h&#x1ED3;i nhanh ch&#xF3;ng &#x111;&#x1EC3; duy tr&#xEC; ch&#x1EA5;t l&#x1B0;&#x1EE3;ng s&#x1EA3;n ph&#x1EA9;m.<br></p><figure class="kg-card kg-image-card"><img src="https://blog.onwheel.io/content/images/2025/08/image-3.png" class="kg-image" alt="Chuy&#x1EC3;n &#x111;&#x1ED5;i s&#x1ED1; trong v&#x1EAD;n chuy&#x1EC3;n tr&#xE1;i c&#xE2;y t&#x1B0;&#x1A1;i: C&#xE2;u chuy&#x1EC7;n th&#xE0;nh c&#xF4;ng c&#x1EE7;a Klever Fruit" loading="lazy" width="600" height="450" srcset="https://blog.onwheel.io/content/images/2025/08/image-3.png 600w"></figure><h3 id="m%C3%B4-h%C3%ACnh-v%E1%BA%ADn-t%E1%BA%A3i-%C4%91a-d%E1%BA%A1ng-ngu%E1%BB%93n-l%E1%BB%B1c">M&#xF4; h&#xEC;nh v&#x1EAD;n t&#x1EA3;i &#x111;a d&#x1EA1;ng ngu&#x1ED3;n l&#x1EF1;c</h3><p>H&#x1EC7; th&#x1ED1;ng v&#x1EAD;n t&#x1EA3;i &#x111;&#x1B0;&#x1EE3;c thi&#x1EBF;t k&#x1EBF; linh ho&#x1EA1;t v&#x1EDB;i s&#x1EF1; k&#x1EBF;t h&#x1EE3;p gi&#x1EEF;a nhi&#x1EC1;u ngu&#x1ED3;n l&#x1EF1;c kh&#xE1;c nhau. Theo th&#xF4;ng tin chia s&#x1EBB;, t&#x1EA1;i c&#xE1;c th&#xE0;nh ph&#x1ED1; l&#x1EDB;n nh&#x1B0; H&#xE0; N&#x1ED9;i v&#xE0; TP.HCM, doanh nghi&#x1EC7;p c&#xF3; th&#x1EC3; duy tr&#xEC; m&#x1ED9;t &#x111;&#x1ED9;i ng&#x169; giao h&#xE0;ng &#x1EDF; quy m&#xF4; v&#x1EEB;a ph&#x1EA3;i &#x111;&#x1EC3; &#x111;&#xE1;p &#x1EE9;ng nhu c&#x1EA7;u c&#x1A1; b&#x1EA3;n, &#x111;&#x1ED3;ng th&#x1EDD;i linh ho&#x1EA1;t m&#x1EDF; r&#x1ED9;ng theo k&#x1EBF; ho&#x1EA1;ch ph&#xE1;t tri&#x1EC3;n.</p><p>Song song v&#x1EDB;i ngu&#x1ED3;n l&#x1EF1;c n&#x1ED9;i b&#x1ED9;, m&#xF4; h&#xEC;nh v&#x1EAD;n t&#x1EA3;i th&#x1B0;&#x1EDD;ng &#x111;&#x1B0;&#x1EE3;c b&#x1ED5; sung b&#x1EDF;i c&#xE1;c d&#x1ECB;ch v&#x1EE5; giao h&#xE0;ng b&#xEA;n ngo&#xE0;i khi c&#xF3; nhu c&#x1EA7;u cao ho&#x1EB7;c trong nh&#x1EEF;ng t&#xEC;nh hu&#x1ED1;ng &#x111;&#x1EB7;c bi&#x1EC7;t. C&#xE1;ch ti&#x1EBF;p c&#x1EAD;n n&#xE0;y c&#xF3; th&#x1EC3; gi&#xFA;p &#x111;&#x1EA3;m b&#x1EA3;o n&#x103;ng l&#x1EF1;c giao h&#xE0;ng &#x1ED5;n &#x111;&#x1ECB;nh trong m&#x1ECD;i t&#xEC;nh hu&#x1ED1;ng, &#x111;&#x1EB7;c bi&#x1EC7;t quan tr&#x1ECD;ng v&#x1EDB;i nh&#x1EEF;ng s&#x1EA3;n ph&#x1EA9;m c&#xF3; y&#xEA;u c&#x1EA7;u v&#x1EC1; th&#x1EDD;i gian nh&#x1B0; tr&#xE1;i c&#xE2;y t&#x1B0;&#x1A1;i.</p><figure class="kg-card kg-image-card"><img src="https://blog.onwheel.io/content/images/2025/08/Capture-d-e-cran-2025-08-29-a--11.04.50.png" class="kg-image" alt="Chuy&#x1EC3;n &#x111;&#x1ED5;i s&#x1ED1; trong v&#x1EAD;n chuy&#x1EC3;n tr&#xE1;i c&#xE2;y t&#x1B0;&#x1A1;i: C&#xE2;u chuy&#x1EC7;n th&#xE0;nh c&#xF4;ng c&#x1EE7;a Klever Fruit" loading="lazy" width="1656" height="934" srcset="https://blog.onwheel.io/content/images/size/w600/2025/08/Capture-d-e-cran-2025-08-29-a--11.04.50.png 600w, https://blog.onwheel.io/content/images/size/w1000/2025/08/Capture-d-e-cran-2025-08-29-a--11.04.50.png 1000w, https://blog.onwheel.io/content/images/size/w1600/2025/08/Capture-d-e-cran-2025-08-29-a--11.04.50.png 1600w, https://blog.onwheel.io/content/images/2025/08/Capture-d-e-cran-2025-08-29-a--11.04.50.png 1656w" sizes="(min-width: 720px) 720px"></figure><h3 id="th%C3%A1ch-th%E1%BB%A9c-trong-qu%E1%BA%A3n-l%C3%BD-v%E1%BA%ADn-t%E1%BA%A3i">Th&#xE1;ch th&#x1EE9;c trong qu&#x1EA3;n l&#xFD; v&#x1EAD;n t&#x1EA3;i</h3><p>Tr&#x1B0;&#x1EDB;c khi &#xE1;p d&#x1EE5;ng gi&#x1EA3;i ph&#xE1;p c&#xF4;ng ngh&#x1EC7;, doanh nghi&#x1EC7;p c&#xF3; th&#x1EC3; &#x111;&#xE3; g&#x1EB7;p ph&#x1EA3;i m&#x1ED9;t s&#x1ED1; th&#xE1;ch th&#x1EE9;c ph&#x1ED5; bi&#x1EBF;n trong ng&#xE0;nh. Vi&#x1EC7;c ph&#xE2;n c&#xF4;ng &#x111;&#x1A1;n h&#xE0;ng th&#x1B0;&#x1EDD;ng &#x111;&#x1B0;&#x1EE3;c th&#x1EF1;c hi&#x1EC7;n th&#x1EE7; c&#xF4;ng, &#x111;i&#x1EC1;u n&#xE0;y kh&#xF4;ng ch&#x1EC9; c&#xF3; th&#x1EC3; t&#x1ED1;n th&#x1EDD;i gian m&#xE0; c&#xF2;n d&#x1EAB;n &#x111;&#x1EBF;n t&#xEC;nh tr&#x1EA1;ng ph&#xE2;n b&#x1ED5; ch&#x1B0;a t&#x1ED1;i &#x1B0;u, khi&#x1EBF;n nh&#xE2;n vi&#xEA;n giao h&#xE0;ng ph&#x1EA3;i di chuy&#x1EC3;n qua nhi&#x1EC1;u khu v&#x1EF1;c kh&#xE1;c nhau.</p><p>M&#x1ED9;t th&#xE1;ch th&#x1EE9;c kh&#xE1;c th&#x1B0;&#x1EDD;ng g&#x1EB7;p trong ng&#xE0;nh l&#xE0; vi&#x1EC7;c thi&#x1EBF;u minh b&#x1EA1;ch trong qu&#xE1; tr&#xEC;nh theo d&#xF5;i v&#xE0; qu&#x1EA3;n l&#xFD;. Khi kh&#xF4;ng c&#xF3; c&#xF4;ng c&#x1EE5; ph&#xF9; h&#x1EE3;p &#x111;&#x1EC3; gi&#xE1;m s&#xE1;t ti&#x1EBF;n &#x111;&#x1ED9; giao h&#xE0;ng, vi&#x1EC7;c c&#x1EAD;p nh&#x1EAD;t th&#xF4;ng tin cho kh&#xE1;ch h&#xE0;ng c&#xF3; th&#x1EC3; tr&#x1EDF; n&#xEA;n kh&#xF3; kh&#x103;n. Ngo&#xE0;i ra, c&#xE1;c v&#x1EA5;n &#x111;&#x1EC1; li&#xEA;n quan &#x111;&#x1EBF;n qu&#x1EA3;n l&#xFD; t&#xE0;i ch&#xED;nh trong qu&#xE1; tr&#xEC;nh giao h&#xE0;ng - nh&#x1B0; vi&#x1EC7;c &#x111;&#x1EA3;m b&#x1EA3;o t&#xED;nh minh b&#x1EA1;ch trong thu ti&#x1EC1;n COD - c&#x169;ng l&#xE0; m&#x1ED1;i quan t&#xE2;m chung c&#x1EE7;a nhi&#x1EC1;u doanh nghi&#x1EC7;p trong l&#x129;nh v&#x1EF1;c n&#xE0;y.</p><h3 id="gi%E1%BA%A3i-ph%C3%A1p-g%C3%A1n-%C4%91%C6%A1n-th%C3%B4ng-minh-v%C3%A0-qu%E1%BA%A3n-l%C3%BD-t%E1%BA%ADp-trung">Gi&#x1EA3;i ph&#xE1;p g&#xE1;n &#x111;&#x1A1;n th&#xF4;ng minh v&#xE0; qu&#x1EA3;n l&#xFD; t&#x1EAD;p trung</h3><p>OnWheel &#x111;&#x1B0;&#x1EE3;c tri&#x1EC3;n khai v&#x1EDB;i m&#x1EE5;c ti&#xEA;u ch&#xED;nh l&#xE0; s&#x1ED1; h&#xF3;a v&#xE0; t&#x1EF1; &#x111;&#x1ED9;ng h&#xF3;a to&#xE0;n b&#x1ED9; quy tr&#xEC;nh v&#x1EAD;n chuy&#x1EC3;n. T&#xED;nh n&#x103;ng n&#x1ED5;i b&#x1EAD;t nh&#x1EA5;t l&#xE0; h&#x1EC7; th&#x1ED1;ng t&#x1EF1; &#x111;&#x1ED9;ng g&#xE1;n &#x111;&#x1A1;n th&#xF4;ng minh, ph&#xE2;n t&#xED;ch v&#x1ECB; tr&#xED; hi&#x1EC7;n t&#x1EA1;i c&#x1EE7;a c&#xE1;c nh&#xE2;n vi&#xEA;n giao h&#xE0;ng v&#xE0; g&#xE1;n &#x111;&#x1A1;n h&#xE0;ng cho ng&#x1B0;&#x1EDD;i g&#x1EA7;n nh&#x1EA5;t, t&#x1ED1;i &#x1B0;u h&#xF3;a tuy&#x1EBF;n &#x111;&#x1B0;&#x1EDD;ng v&#xE0; gi&#x1EA3;m th&#x1EDD;i gian di chuy&#x1EC3;n.</p><p>B&#x1EA3;ng &#x111;i&#x1EC1;u khi&#x1EC3;n qu&#x1EA3;n l&#xFD; to&#xE0;n di&#x1EC7;n cho ph&#xE9;p b&#x1ED9; ph&#x1EAD;n &#x111;i&#x1EC1;u h&#xE0;nh theo d&#xF5;i th&#x1EDD;i gian th&#x1EF1;c to&#xE0;n b&#x1ED9; ho&#x1EA1;t &#x111;&#x1ED9;ng giao h&#xE0;ng, bao g&#x1ED3;m v&#x1ECB; tr&#xED; nh&#xE2;n vi&#xEA;n giao h&#xE0;ng, tr&#x1EA1;ng th&#xE1;i &#x111;&#x1A1;n h&#xE0;ng v&#xE0; c&#xE1;c ch&#x1EC9; s&#x1ED1; hi&#x1EC7;u su&#x1EA5;t. &#x110;&#x1ED3;ng th&#x1EDD;i, h&#x1EC7; th&#x1ED1;ng qu&#x1EA3;n l&#xFD; nh&#xE2;n vi&#xEA;n giao h&#xE0;ng chuy&#xEA;n nghi&#x1EC7;p gi&#xFA;p theo d&#xF5;i chi ti&#x1EBF;t ho&#x1EA1;t &#x111;&#x1ED9;ng c&#x1EE7;a t&#x1EEB;ng ng&#x1B0;&#x1EDD;i, t&#x1EEB; s&#x1ED1; &#x111;&#x1A1;n giao th&#xE0;nh c&#xF4;ng &#x111;&#x1EBF;n th&#x1EDD;i gian l&#xE0;m vi&#x1EC7;c.</p><figure class="kg-card kg-image-card"><img src="https://blog.onwheel.io/content/images/2025/08/Capture-d-e-cran-2025-08-29-a--11.08.11.png" class="kg-image" alt="Chuy&#x1EC3;n &#x111;&#x1ED5;i s&#x1ED1; trong v&#x1EAD;n chuy&#x1EC3;n tr&#xE1;i c&#xE2;y t&#x1B0;&#x1A1;i: C&#xE2;u chuy&#x1EC7;n th&#xE0;nh c&#xF4;ng c&#x1EE7;a Klever Fruit" loading="lazy" width="1314" height="600" srcset="https://blog.onwheel.io/content/images/size/w600/2025/08/Capture-d-e-cran-2025-08-29-a--11.08.11.png 600w, https://blog.onwheel.io/content/images/size/w1000/2025/08/Capture-d-e-cran-2025-08-29-a--11.08.11.png 1000w, https://blog.onwheel.io/content/images/2025/08/Capture-d-e-cran-2025-08-29-a--11.08.11.png 1314w" sizes="(min-width: 720px) 720px"></figure><h3 id="gi%E1%BA%A3i-ph%C3%A1p-n%C3%A2ng-cao-tr%E1%BA%A3i-nghi%E1%BB%87m-v%C3%A0-t%E1%BB%B1-%C4%91%E1%BB%99ng-h%C3%B3a">Gi&#x1EA3;i ph&#xE1;p n&#xE2;ng cao tr&#x1EA3;i nghi&#x1EC7;m v&#xE0; t&#x1EF1; &#x111;&#x1ED9;ng h&#xF3;a</h3><p>Kh&#xE1;ch h&#xE0;ng &#x111;&#x1B0;&#x1EE3;c h&#x1B0;&#x1EDF;ng l&#x1EE3;i t&#x1EEB; t&#xED;nh n&#x103;ng li&#xEA;n k&#x1EBF;t theo d&#xF5;i v&#xE0; th&#xF4;ng b&#xE1;o t&#x1EF1; &#x111;&#x1ED9;ng, c&#xF3; th&#x1EC3; ch&#x1EE7; &#x111;&#x1ED9;ng theo d&#xF5;i &#x111;&#x1A1;n h&#xE0;ng v&#xE0; nh&#x1EAD;n c&#x1EAD;p nh&#x1EAD;t k&#x1ECB;p th&#x1EDD;i v&#x1EC1; t&#xEC;nh tr&#x1EA1;ng giao h&#xE0;ng, n&#xE2;ng cao &#x111;&#xE1;ng k&#x1EC3; tr&#x1EA3;i nghi&#x1EC7;m d&#x1ECB;ch v&#x1EE5;. &#x110;&#x1EB7;c bi&#x1EC7;t, kh&#x1EA3; n&#x103;ng t&#x1EF1; &#x111;&#x1ED9;ng chuy&#x1EC3;n &#x111;&#x1A1;n sang Ahamove khi kh&#xF4;ng c&#xF3; t&#xE0;i x&#x1EBF; n&#x1ED9;i b&#x1ED9; n&#xE0;o s&#x1EB5;n s&#xE0;ng nh&#x1EAD;n &#x111;&#x1A1;n &#x111;&#x1EA3;m b&#x1EA3;o kh&#xF4;ng c&#xF3; &#x111;&#x1A1;n h&#xE0;ng n&#xE0;o b&#x1ECB; tr&#x1EC5; do thi&#x1EBF;u nh&#xE2;n l&#x1EF1;c giao h&#xE0;ng, &#x111;i&#x1EC1;u n&#xE0;y &#x111;&#x1EB7;c bi&#x1EC7;t quan tr&#x1ECD;ng v&#x1EDB;i s&#x1EA3;n ph&#x1EA9;m tr&#xE1;i c&#xE2;y t&#x1B0;&#x1A1;i.</p><p>T&#x1ED1;i &#x1B0;u h&#xF3;a tuy&#x1EBF;n &#x111;&#x1B0;&#x1EDD;ng gi&#xFA;p c&#x1EA3;i thi&#x1EC7;n l&#x1ED9; tr&#xEC;nh di chuy&#x1EC3;n c&#x1EE7;a nh&#xE2;n vi&#xEA;n giao h&#xE0;ng, gi&#x1EA3;m thi&#x1EC3;u th&#x1EDD;i gian v&#xE0; chi ph&#xED; v&#x1EAD;n chuy&#x1EC3;n, trong khi qu&#x1EA3;n l&#xFD; v&#x1ECB; tr&#xED; c&#x1EED;a h&#xE0;ng cho ph&#xE9;p &#x111;i&#x1EC1;u ph&#x1ED1;i hi&#x1EC7;u qu&#x1EA3; c&#xE1;c &#x111;i&#x1EC3;m b&#xE1;n v&#xE0; ph&#x1ED1;i h&#x1EE3;p giao h&#xE0;ng m&#x1ED9;t c&#xE1;ch t&#x1ED1;i &#x1B0;u nh&#x1EA5;t.</p><p>T&#x1EEB; c&#xE2;u chuy&#x1EC7;n chuy&#x1EC3;n &#x111;&#x1ED5;i s&#x1ED1; qu&#x1EA3;n l&#xFD; &#x111;&#x1ED9;i xe c&#x1EE7;a Klever Fruit, c&#xE1;c doanh nghi&#x1EC7;p c&#xF3; th&#x1EC3; tham kh&#x1EA3;o t&#xF3;m t&#x1EAF;t kinh nghi&#x1EC7;m sau.Th&#x1EE9; nh&#x1EA5;t, x&#xE1;c &#x111;&#x1ECB;nh r&#xF5; r&#xE0;ng c&#xE1;c v&#x1EA5;n &#x111;&#x1EC1; c&#x1EE5; th&#x1EC3; c&#x1EA7;n gi&#x1EA3;i quy&#x1EBF;t thay v&#xEC; &#xE1;p d&#x1EE5;ng c&#xF4;ng ngh&#x1EC7; m&#x1ED9;t c&#xE1;ch t&#x1ED5;ng qu&#xE1;t - vi&#x1EC7;c t&#x1EAD;p trung v&#xE0;o t&#x1ED1;i &#x1B0;u h&#xF3;a g&#xE1;n &#x111;&#x1A1;n v&#xE0; t&#x103;ng c&#x1B0;&#x1EDD;ng minh b&#x1EA1;ch &#x111;&#xE3; mang l&#x1EA1;i hi&#x1EC7;u qu&#x1EA3; &#x111;o l&#x1B0;&#x1EDD;ng &#x111;&#x1B0;&#x1EE3;c. Th&#x1EE9; hai, &#x111;&#x1EA7;u t&#x1B0; &#x111;&#xE0;o t&#x1EA1;o v&#xE0; truy&#x1EC1;n &#x111;&#x1EA1;t l&#x1EE3;i &#xED;ch c&#x1EE7;a h&#x1EC7; th&#x1ED1;ng &#x111;&#x1EBF;n to&#xE0;n b&#x1ED9; nh&#xE2;n vi&#xEA;n, &#x111;&#x1EA3;m b&#x1EA3;o h&#x1ECD; kh&#xF4;ng ch&#x1EC9; bi&#x1EBF;t c&#xE1;ch s&#x1EED; d&#x1EE5;ng m&#xE0; c&#xF2;n t&#xED;ch c&#x1EF1;c &#xE1;p d&#x1EE5;ng c&#xF4;ng ngh&#x1EC7; m&#x1EDB;i. Cu&#x1ED1;i c&#xF9;ng, ph&#x1B0;&#x1A1;ng ph&#xE1;p tri&#x1EC3;n khai t&#x1EEB;ng b&#x1B0;&#x1EDB;c c&#xF3; k&#x1EBF; ho&#x1EA1;ch gi&#xFA;p gi&#x1EA3;m thi&#x1EC3;u r&#x1EE7;i ro, t&#x1EAD;n d&#x1EE5;ng t&#x1ED1;i &#x111;a t&#xED;nh n&#x103;ng t&#x1EF1; &#x111;&#x1ED9;ng h&#xF3;a v&#xE0; s&#x1EED; d&#x1EE5;ng d&#x1EEF; li&#x1EC7;u &#x111;&#x1EC3; li&#xEA;n t&#x1EE5;c c&#x1EA3;i ti&#x1EBF;n quy tr&#xEC;nh m&#x1ED9;t c&#xE1;ch b&#x1EC1;n v&#x1EEF;ng.</p><p>&#x110;&#x1EC3; &#x111;&#x1B0;&#x1EE3;c t&#x1B0; v&#x1EA5;n v&#xE0; d&#xF9;ng th&#x1EED; mi&#x1EC5;n ph&#xED; tr&#x1B0;&#x1EDB;c khi ch&#xED;nh th&#x1EE9;c chuy&#x1EC3;n &#x111;&#x1ED5;i, b&#x1EA1;n h&#xE3;y li&#xEA;n h&#x1EC7; OnWheel qua:</p><p>Email: onwheel@ahamove.com</p><p>Sdt: 070 845 7127</p>]]></content:encoded></item><item><title><![CDATA[Ứng dụng AI "Made in Vietnam" trong quản lý vận tải]]></title><description><![CDATA[<p>Trong th&#x1EDD;i &#x111;&#x1EA1;i s&#x1ED1; h&#xF3;a hi&#x1EC7;n t&#x1EA1;i, vi&#x1EC7;c t&#x1ED1;i &#x1B0;u h&#xF3;a tuy&#x1EBF;n &#x111;&#x1B0;&#x1EDD;ng kh&#xF4;ng c&#xF2;n l&#xE0; b&#xE0;i to&#xE1;n</p>]]></description><link>https://blog.onwheel.io/ung-dung-ai-made-in-vietnam-trong-quan-ly-van-tai/</link><guid isPermaLink="false">68a7dd7f92616d551dcbdcf1</guid><dc:creator><![CDATA[Nguyễn Sâm]]></dc:creator><pubDate>Fri, 22 Aug 2025 03:15:41 GMT</pubDate><media:content url="https://blog.onwheel.io/content/images/2025/08/220825-made_in_VN_copy.png" medium="image"/><content:encoded><![CDATA[<img src="https://blog.onwheel.io/content/images/2025/08/220825-made_in_VN_copy.png" alt="&#x1EE8;ng d&#x1EE5;ng AI &quot;Made in Vietnam&quot; trong qu&#x1EA3;n l&#xFD; v&#x1EAD;n t&#x1EA3;i"><p>Trong th&#x1EDD;i &#x111;&#x1EA1;i s&#x1ED1; h&#xF3;a hi&#x1EC7;n t&#x1EA1;i, vi&#x1EC7;c t&#x1ED1;i &#x1B0;u h&#xF3;a tuy&#x1EBF;n &#x111;&#x1B0;&#x1EDD;ng kh&#xF4;ng c&#xF2;n l&#xE0; b&#xE0;i to&#xE1;n &#x111;&#x1A1;n thu&#x1EA7;n d&#x1EF1;a v&#xE0;o kinh nghi&#x1EC7;m v&#xE0; tr&#x1EF1;c gi&#xE1;c. Tr&#xED; tu&#x1EC7; nh&#xE2;n t&#x1EA1;o (AI) &#x111;&#xE3; m&#x1EDF; ra m&#x1ED9;t ch&#x1B0;&#x1A1;ng m&#x1EDB;i, gi&#xFA;p c&#xE1;c doanh nghi&#x1EC7;p v&#x1EAD;n t&#x1EA3;i gi&#x1EA3;i quy&#x1EBF;t nh&#x1EEF;ng th&#xE1;ch th&#x1EE9;c ph&#x1EE9;c t&#x1EA1;p v&#xE0; n&#xE2;ng cao hi&#x1EC7;u qu&#x1EA3; ho&#x1EA1;t &#x111;&#x1ED9;ng m&#x1ED9;t c&#xE1;ch &#x111;&#xE1;ng k&#x1EC3;. S&#x1EF1; ph&#xE1;t tri&#x1EC3;n v&#x1B0;&#x1EE3;t b&#x1EAD;c c&#x1EE7;a c&#xF4;ng ngh&#x1EC7; h&#x1ECD;c m&#xE1;y &#x111;&#xE3; bi&#x1EBF;n nh&#x1EEF;ng b&#xE0;i to&#xE1;n logistics ph&#x1EE9;c t&#x1EA1;p tr&#x1EDF; n&#xEA;n d&#x1EC5; d&#xE0;ng gi&#x1EA3;i quy&#x1EBF;t h&#x1A1;n bao gi&#x1EDD; h&#x1EBF;t.</p><p><strong>Nh&#x1EEF;ng th&#xE1;ch th&#x1EE9;c trong v&#x1EAD;n t&#x1EA3;i c&#x1EE7;a doanh nghi&#x1EC7;p</strong></p><p>C&#xE1;c doanh nghi&#x1EC7;p v&#x1EAD;n t&#x1EA3;i hi&#x1EC7;n &#x111;&#x1EA1;i &#x111;ang ph&#x1EA3;i &#x111;&#x1ED1;i m&#x1EB7;t v&#x1EDB;i nhi&#x1EC1;u th&#xE1;ch th&#x1EE9;c nan gi&#x1EA3;i. B&#xE0;i to&#xE1;n ng&#x1B0;&#x1EDD;i b&#xE1;n h&#xE0;ng rong (TSP - Traveling Salesman Problem) tr&#x1EDF; n&#xEA;n c&#x1EF1;c k&#x1EF3; ph&#x1EE9;c t&#x1EA1;p khi s&#x1ED1; l&#x1B0;&#x1EE3;ng &#x111;i&#x1EC3;m giao h&#xE0;ng t&#x103;ng l&#xEA;n. V&#x1EDB;i nhi&#x1EC1;u &#x111;i&#x1EC3;m giao h&#xE0;ng, &#x111;&#xE3; c&#xF3; h&#xE0;ng tri&#x1EC7;u c&#xE1;ch s&#x1EAF;p x&#x1EBF;p kh&#xE1;c nhau &#x111;&#x1EC3; l&#x1EF1;a ch&#x1ECD;n, v&#xE0; con s&#x1ED1; n&#xE0;y t&#x103;ng theo c&#x1EA5;p s&#x1ED1; nh&#xE2;n khi th&#xEA;m c&#xE1;c &#x111;i&#x1EC3;m m&#x1EDB;i. &#x110;&#x1ED3;ng th&#x1EDD;i, chi ph&#xED; nhi&#xEA;n li&#x1EC7;u ng&#xE0;y c&#xE0;ng t&#x103;ng cao do gi&#xE1; x&#x103;ng d&#x1EA7;u bi&#x1EBF;n &#x111;&#x1ED9;ng li&#xEA;n t&#x1EE5;c, trong khi c&#xE1;c tuy&#x1EBF;n &#x111;&#x1B0;&#x1EDD;ng kh&#xF4;ng t&#x1ED1;i &#x1B0;u g&#xE2;y l&#xE3;ng ph&#xED; &#x111;&#xE1;ng k&#x1EC3; v&#xE0; t&#x1EA1;o &#xE1;p l&#x1EF1;c c&#x1EA1;nh tranh v&#x1EC1; gi&#xE1; c&#x1B0;&#x1EDB;c v&#x1EAD;n chuy&#x1EC3;n.&apos;</p><figure class="kg-card kg-image-card kg-card-hascaption"><img src="https://blog.onwheel.io/content/images/2025/08/image.png" class="kg-image" alt="&#x1EE8;ng d&#x1EE5;ng AI &quot;Made in Vietnam&quot; trong qu&#x1EA3;n l&#xFD; v&#x1EAD;n t&#x1EA3;i" loading="lazy" width="616" height="448" srcset="https://blog.onwheel.io/content/images/size/w600/2025/08/image.png 600w, https://blog.onwheel.io/content/images/2025/08/image.png 616w"><figcaption>&#x1EA2;nh minh ho&#x1EA1;. Traveling Salesman Problem</figcaption></figure><p>Vi&#x1EC7;c x&#xE2;y d&#x1EF1;ng m&#x1ED9;t thu&#x1EAD;t to&#xE1;n &#x111;&#x1ECB;nh tuy&#x1EBF;n hi&#x1EC7;u qu&#x1EA3; cho qu&#x1EA3;n l&#xFD; &#x111;&#x1ED9;i xe kh&#xF4;ng ch&#x1EC9; &#x111;&#x1A1;n gi&#x1EA3;n l&#xE0; t&#xEC;m &#x111;&#x1B0;&#x1EDD;ng ng&#x1EAF;n nh&#x1EA5;t gi&#x1EEF;a hai &#x111;i&#x1EC3;m. Th&#xE1;ch th&#x1EE9;c l&#x1EDB;n nh&#x1EA5;t n&#x1EB1;m &#x1EDF; vi&#x1EC7;c c&#xE2;n b&#x1EB1;ng gi&#x1EEF;a ba y&#x1EBF;u t&#x1ED1; quan tr&#x1ECD;ng: t&#x1ED1;c &#x111;&#x1ED9; x&#x1EED; l&#xFD;, &#x111;&#x1ED9; ch&#xED;nh x&#xE1;c v&#xE0; kh&#x1EA3; n&#x103;ng th&#xED;ch &#x1EE9;ng v&#x1EDB;i th&#x1EF1;c t&#x1EBF;. Trong m&#xF4;i tr&#x1B0;&#x1EDD;ng kinh doanh n&#x103;ng &#x111;&#x1ED9;ng, thu&#x1EAD;t to&#xE1;n ph&#x1EA3;i x&#x1EED; l&#xFD; h&#xE0;ng ngh&#xEC;n y&#xEA;u c&#x1EA7;u &#x111;&#x1ED3;ng th&#x1EDD;i, t&#xED;nh to&#xE1;n c&#xE1;c tuy&#x1EBF;n &#x111;&#x1B0;&#x1EDD;ng t&#x1ED1;i &#x1B0;u trong v&#xE0;i gi&#xE2;y, &#x111;&#x1ED3;ng th&#x1EDD;i ph&#x1EA3;i &#x111;&#x1EE7; linh ho&#x1EA1;t &#x111;&#x1EC3; th&#xED;ch &#x1EE9;ng v&#x1EDB;i c&#xE1;c thay &#x111;&#x1ED5;i &#x111;&#x1ED9;t xu&#x1EA5;t nh&#x1B0; t&#x1EAF;c &#x111;&#x1B0;&#x1EDD;ng, th&#x1EDD;i ti&#x1EBF;t x&#x1EA5;u hay y&#xEA;u c&#x1EA7;u kh&#x1EA9;n c&#x1EA5;p t&#x1EEB; kh&#xE1;ch h&#xE0;ng.</p><p>M&#x1ED9;t th&#xE1;ch th&#x1EE9;c kh&#xE1;c kh&#xF4;ng k&#xE9;m quan tr&#x1ECD;ng l&#xE0; vi&#x1EC7;c x&#x1EED; l&#xFD; c&#xE1;c r&#xE0;ng bu&#x1ED9;c th&#x1EF1;c t&#x1EBF; ph&#x1EE9;c t&#x1EA1;p. Kh&#xE1;c v&#x1EDB;i c&#xE1;c b&#xE0;i to&#xE1;n l&#xFD; thuy&#x1EBF;t, thu&#x1EAD;t to&#xE1;n &#x111;&#x1ECB;nh tuy&#x1EBF;n trong th&#x1EF1;c t&#x1EBF; ph&#x1EA3;i xem x&#xE9;t &#x111;&#x1EBF;n t&#x1EA3;i tr&#x1ECD;ng xe, gi&#x1EDD; l&#xE0;m vi&#x1EC7;c c&#x1EE7;a t&#xE0;i x&#x1EBF;, khung gi&#x1EDD; giao h&#xE0;ng c&#x1EE7;a kh&#xE1;ch h&#xE0;ng, v&#xE0; th&#x1EAD;m ch&#xED; c&#x1EA3; c&#xE1;c y&#x1EBF;u t&#x1ED1; nh&#x1B0; lo&#x1EA1;i h&#xE0;ng h&#xF3;a v&#xE0; y&#xEA;u c&#x1EA7;u b&#x1EA3;o qu&#x1EA3;n &#x111;&#x1EB7;c bi&#x1EC7;t. Vi&#x1EC7;c t&#xED;ch h&#x1EE3;p t&#x1EA5;t c&#x1EA3; nh&#x1EEF;ng y&#x1EBF;u t&#x1ED1; n&#xE0;y v&#xE0;o m&#x1ED9;t thu&#x1EAD;t to&#xE1;n duy nh&#x1EA5;t &#x111;&#xF2;i h&#x1ECF;i s&#x1EF1; tinh t&#x1EBF; trong thi&#x1EBF;t k&#x1EBF; v&#xE0; kh&#x1EA3; n&#x103;ng t&#x1ED1;i &#x1B0;u h&#xF3;a cao t&#x1EEB; &#x111;&#x1ED9;i ng&#x169; k&#x1EF9; thu&#x1EAD;t.</p><p><strong>AI - Tr&#x1EE3; th&#x1EE7; &#x111;&#x1EAF;c l&#x1EF1;c cho qu&#x1EA3;n l&#xFD; &#x111;&#x1ED9;i xe</strong></p><p>Ti&#x1EBF;t ki&#x1EC7;m chi ph&#xED; v&#x1EAD;n h&#xE0;nh &#x111;&#xE1;ng k&#x1EC3; l&#xE0; l&#x1EE3;i &#xED;ch tr&#x1EF1;c ti&#x1EBF;p m&#xE0; doanh nghi&#x1EC7;p c&#xF3; &#x111;&#x1ED9;i xe c&#x1EA3;m nh&#x1EAD;n &#x111;&#x1B0;&#x1EE3;c ngay. Thay v&#xEC; &#x111;&#x1EC3; t&#xE0;i x&#x1EBF; t&#x1EF1; quy&#x1EBF;t &#x111;&#x1ECB;nh tuy&#x1EBF;n &#x111;&#x1B0;&#x1EDD;ng ho&#x1EB7;c l&#x1EAD;p k&#x1EBF; ho&#x1EA1;ch th&#x1EE7; c&#xF4;ng, thu&#x1EAD;t to&#xE1;n routing gi&#xFA;p gi&#x1EA3;m 20-30% qu&#xE3;ng &#x111;&#x1B0;&#x1EDD;ng di chuy&#x1EC3;n kh&#xF4;ng c&#x1EA7;n thi&#x1EBF;t. &#x110;i&#x1EC1;u n&#xE0;y c&#xF3; ngh&#x129;a l&#xE0; v&#x1EDB;i c&#xF9;ng m&#x1ED9;t l&#x1B0;&#x1EE3;ng nhi&#xEA;n li&#x1EC7;u, doanh nghi&#x1EC7;p c&#xF3; th&#x1EC3; giao &#x111;&#x1B0;&#x1EE3;c nhi&#x1EC1;u &#x111;&#x1A1;n h&#xE0;ng h&#x1A1;n ho&#x1EB7;c gi&#x1EA3;m chi ph&#xED; x&#x103;ng d&#x1EA7;u h&#xE0;ng th&#xE1;ng. V&#xED; d&#x1EE5;, m&#x1ED9;t c&#xF4;ng ty giao h&#xE0;ng c&#xF3; 10 xe t&#x1EA3;i tr&#x1B0;&#x1EDB;c kia c&#x1EA7;n 12 chuy&#x1EBF;n &#x111;&#x1EC3; ho&#xE0;n th&#xE0;nh c&#xF4;ng vi&#x1EC7;c trong ng&#xE0;y, sau khi &#xE1;p d&#x1EE5;ng thu&#x1EAD;t to&#xE1;n ch&#x1EC9; c&#x1EA7;n 9-10 chuy&#x1EBF;n, ti&#x1EBF;t ki&#x1EC7;m &#x111;&#x1B0;&#x1EE3;c th&#x1EDD;i gian l&#xE0;m th&#xEA;m gi&#x1EDD; v&#xE0; chi ph&#xED; b&#x1EA3;o tr&#xEC; xe.<br></p><figure class="kg-card kg-image-card kg-card-hascaption"><img src="https://blog.onwheel.io/content/images/2025/08/image-1.png" class="kg-image" alt="&#x1EE8;ng d&#x1EE5;ng AI &quot;Made in Vietnam&quot; trong qu&#x1EA3;n l&#xFD; v&#x1EAD;n t&#x1EA3;i" loading="lazy" width="2000" height="1415" srcset="https://blog.onwheel.io/content/images/size/w600/2025/08/image-1.png 600w, https://blog.onwheel.io/content/images/size/w1000/2025/08/image-1.png 1000w, https://blog.onwheel.io/content/images/size/w1600/2025/08/image-1.png 1600w, https://blog.onwheel.io/content/images/size/w2400/2025/08/image-1.png 2400w" sizes="(min-width: 720px) 720px"><figcaption>&#x1EA2;nh minh ho&#x1EA1;. AI trong v&#x1EAD;n t&#x1EA3;i</figcaption></figure><p>N&#xE2;ng cao hi&#x1EC7;u qu&#x1EA3; ho&#x1EA1;t &#x111;&#x1ED9;ng v&#xE0; ch&#x1EA5;t l&#x1B0;&#x1EE3;ng d&#x1ECB;ch v&#x1EE5; l&#xE0; gi&#xE1; tr&#x1ECB; l&#xE2;u d&#xE0;i m&#xE0; thu&#x1EAD;t to&#xE1;n mang l&#x1EA1;i. Kh&#xE1;ch h&#xE0;ng nh&#x1EAD;n &#x111;&#x1B0;&#x1EE3;c th&#xF4;ng tin giao h&#xE0;ng ch&#xED;nh x&#xE1;c h&#x1A1;n v&#x1EDB;i khung gi&#x1EDD; c&#x1EE5; th&#x1EC3; thay v&#xEC; &#x1B0;&#x1EDB;c l&#x1B0;&#x1EE3;ng m&#x1A1; h&#x1ED3; &quot;s&#xE1;ng&quot; hay &quot;chi&#x1EC1;u&quot;. T&#xE0;i x&#x1EBF; kh&#xF4;ng c&#xF2;n ph&#x1EA3;i &#x111;o&#xE1;n m&#xF2; tuy&#x1EBF;n &#x111;&#x1B0;&#x1EDD;ng hay g&#x1ECD;i &#x111;i&#x1EC7;n h&#x1ECF;i &#x111;&#x1B0;&#x1EDD;ng, gi&#x1EA3;m stress v&#xE0; t&#x103;ng n&#x103;ng su&#x1EA5;t l&#xE0;m vi&#x1EC7;c. Khi c&#xF3; &#x111;&#x1A1;n h&#xE0;ng kh&#x1EA9;n c&#x1EA5;p ho&#x1EB7;c thay &#x111;&#x1ED5;i b&#x1EA5;t ng&#x1EDD;, h&#x1EC7; th&#x1ED1;ng c&#xF3; th&#x1EC3; t&#x1EF1; &#x111;&#x1ED9;ng s&#x1EAF;p x&#x1EBF;p l&#x1EA1;i l&#x1ED9; tr&#xEC;nh trong v&#xE0;i ph&#xFA;t thay v&#xEC; ph&#x1EA3;i g&#x1ECD;i &#x111;i&#x1EC7;n &#x111;i&#x1EC1;u ph&#x1ED1;i th&#x1EE7; c&#xF4;ng. &#x110;i&#x1EC1;u n&#xE0;y gi&#xFA;p doanh nghi&#x1EC7;p ph&#x1EE5;c v&#x1EE5; &#x111;&#x1B0;&#x1EE3;c nhi&#x1EC1;u kh&#xE1;ch h&#xE0;ng h&#x1A1;n, gi&#x1EA3;m khi&#x1EBF;u n&#x1EA1;i v&#x1EC1; ch&#x1EAD;m tr&#x1EC5;, v&#xE0; x&#xE2;y d&#x1EF1;ng uy t&#xED;n trong ng&#xE0;nh.</p><p><strong>L&#x1ED9; tr&#xEC;nh tri&#x1EC3;n khai th&#xE0;nh c&#xF4;ng</strong></p><p>B&#x1B0;&#x1EDB;c chu&#x1EA9;n b&#x1ECB; v&#xE0; nh&#x1EAD;p li&#x1EC7;u l&#xE0; c&#xF4;ng vi&#x1EC7;c &#x111;&#x1EA7;u ti&#xEA;n m&#x1ED7;i khi l&#x1EAD;p k&#x1EBF; ho&#x1EA1;ch giao h&#xE0;ng. Nh&#xE2;n vi&#xEA;n &#x111;i&#x1EC1;u ph&#x1ED1;i nh&#x1EAD;p th&#xF4;ng tin c&#xE1;c &#x111;&#x1A1;n h&#xE0;ng c&#x1EA7;n giao v&#xE0;o h&#x1EC7; th&#x1ED1;ng, bao g&#x1ED3;m &#x111;&#x1ECB;a ch&#x1EC9; kh&#xE1;ch h&#xE0;ng, th&#x1EDD;i gian mong mu&#x1ED1;n nh&#x1EAD;n h&#xE0;ng, v&#xE0; kh&#x1ED1;i l&#x1B0;&#x1EE3;ng h&#xE0;ng h&#xF3;a. H&#x1EC7; th&#x1ED1;ng c&#x169;ng c&#x1EA7;n bi&#x1EBF;t th&#xF4;ng tin v&#x1EC1; &#x111;&#x1ED9;i xe nh&#x1B0; s&#x1ED1; l&#x1B0;&#x1EE3;ng xe c&#xF3; s&#x1EB5;n, t&#x1EA3;i tr&#x1ECD;ng t&#x1ED1;i &#x111;a c&#x1EE7;a m&#x1ED7;i xe, v&#xE0; ca l&#xE0;m vi&#x1EC7;c c&#x1EE7;a t&#xE0;i x&#x1EBF;. D&#x1EEF; li&#x1EC7;u v&#x1EC1; t&#xEC;nh h&#xEC;nh giao th&#xF4;ng hi&#x1EC7;n t&#x1EA1;i (v&#xED; d&#x1EE5;: gi&#x1EDD; c&#x1EA5;m t&#x1EA3;i, l&#xE0;n &#x111;&#x1B0;&#x1EDD;ng xe &#xF4; t&#xF4;) t&#x1EEB; c&#xE1;c &#x1EE9;ng d&#x1EE5;ng b&#x1EA3;n &#x111;&#x1ED3; nh&#x1B0; Google Maps gi&#xFA;p t&#xED;nh to&#xE1;n th&#x1EDD;i gian di chuy&#x1EC3;n ch&#xED;nh x&#xE1;c v&#xE0; ph&#xF9; h&#x1EE3;p nh&#x1EA5;t.</p><p>Qu&#xE1; tr&#xEC;nh t&#xED;nh to&#xE1;n v&#xE0; t&#x1ED1;i &#x1B0;u tuy&#x1EBF;n &#x111;&#x1B0;&#x1EDD;ng di&#x1EC5;n ra t&#x1EF1; &#x111;&#x1ED9;ng sau khi c&#xF3; &#x111;&#x1EE7; th&#xF4;ng tin. M&#xE1;y t&#xED;nh s&#x1EBD; th&#x1EED; nhi&#x1EC1;u c&#xE1;ch s&#x1EAF;p x&#x1EBF;p kh&#xE1;c nhau &#x111;&#x1EC3; t&#xEC;m ra tuy&#x1EBF;n &#x111;&#x1B0;&#x1EDD;ng ng&#x1EAF;n nh&#x1EA5;t v&#xE0; h&#x1EE3;p l&#xFD; nh&#x1EA5;t cho m&#x1ED7;i xe. N&#xF3; b&#x1EAF;t &#x111;&#x1EA7;u b&#x1EB1;ng c&#xE1;ch gh&#xE9;p c&#xE1;c &#x111;&#x1A1;n h&#xE0;ng g&#x1EA7;n nhau l&#x1EA1;i v&#x1EDB;i nhau, sau &#x111;&#xF3; li&#xEA;n t&#x1EE5;c &#x111;i&#x1EC1;u ch&#x1EC9;nh th&#x1EE9; t&#x1EF1; giao h&#xE0;ng &#x111;&#x1EC3; gi&#x1EA3;m th&#x1EDD;i gian di chuy&#x1EC3;n. H&#x1EC7; th&#x1ED1;ng c&#x169;ng &#x111;&#x1EA3;m b&#x1EA3;o m&#x1ED7;i xe kh&#xF4;ng ch&#x1EDF; qu&#xE1; t&#x1EA3;i v&#xE0; t&#xE0;i x&#x1EBF; c&#xF3; th&#x1EC3; ho&#xE0;n th&#xE0;nh c&#xF4;ng vi&#x1EC7;c trong ca l&#xE0;m vi&#x1EC7;c. To&#xE0;n b&#x1ED9; qu&#xE1; tr&#xEC;nh n&#xE0;y ch&#x1EC9; m&#x1EA5;t v&#xE0;i gi&#xE2;y thay v&#xEC; h&#xE0;ng gi&#x1EDD; t&#xED;nh to&#xE1;n th&#x1EE7; c&#xF4;ng.</p><figure class="kg-card kg-image-card kg-card-hascaption"><img src="https://blog.onwheel.io/content/images/2025/08/image-2.png" class="kg-image" alt="&#x1EE8;ng d&#x1EE5;ng AI &quot;Made in Vietnam&quot; trong qu&#x1EA3;n l&#xFD; v&#x1EAD;n t&#x1EA3;i" loading="lazy" width="1909" height="904" srcset="https://blog.onwheel.io/content/images/size/w600/2025/08/image-2.png 600w, https://blog.onwheel.io/content/images/size/w1000/2025/08/image-2.png 1000w, https://blog.onwheel.io/content/images/size/w1600/2025/08/image-2.png 1600w, https://blog.onwheel.io/content/images/2025/08/image-2.png 1909w" sizes="(min-width: 720px) 720px"><figcaption>&#x1EA2;nh minh ho&#x1EA1;. &#x110;&#x1A1;n h&#xE0;ng gh&#xE9;p tr&#xEA;n OnWheel</figcaption></figure><p>Tri&#x1EC3;n khai v&#xE0; theo d&#xF5;i trong ng&#xE0;y l&#xE0; giai &#x111;o&#x1EA1;n &#x111;&#x1B0;a k&#x1EBF; ho&#x1EA1;ch v&#xE0;o th&#x1EF1;c t&#x1EBF;. M&#x1ED7;i t&#xE0;i x&#x1EBF; nh&#x1EAD;n &#x111;&#x1B0;&#x1EE3;c danh s&#xE1;ch kh&#xE1;ch h&#xE0;ng c&#x1EA7;n giao theo th&#x1EE9; t&#x1EF1; &#x111;&#xE3; &#x111;&#x1B0;&#x1EE3;c s&#x1EAF;p x&#x1EBF;p t&#x1ED1;i &#x1B0;u, k&#xE8;m theo ch&#x1EC9; &#x111;&#x1B0;&#x1EDD;ng chi ti&#x1EBF;t tr&#xEA;n &#x111;i&#x1EC7;n tho&#x1EA1;i ho&#x1EB7;c thi&#x1EBF;t b&#x1ECB; &#x111;&#x1ECB;nh v&#x1ECB;. Trong qu&#xE1; tr&#xEC;nh giao h&#xE0;ng, h&#x1EC7; th&#x1ED1;ng theo d&#xF5;i v&#x1ECB; tr&#xED; xe v&#xE0; ti&#x1EBF;n &#x111;&#x1ED9; c&#xF4;ng vi&#x1EC7;c. N&#x1EBF;u c&#xF3; t&#xEC;nh hu&#x1ED1;ng b&#x1EA5;t ng&#x1EDD; nh&#x1B0; kh&#xE1;ch h&#xE0;ng h&#x1EE7;y &#x111;&#x1A1;n, giao th&#xF4;ng &#xF9;n t&#x1EAF;c nghi&#xEA;m tr&#x1ECD;ng, ho&#x1EB7;c c&#xF3; &#x111;&#x1A1;n h&#xE0;ng kh&#x1EA9;n c&#x1EA5;p m&#x1EDB;i, h&#x1EC7; th&#x1ED1;ng s&#x1EBD; th&#xF4;ng b&#xE1;o k&#x1ECB;p th&#x1EDD;i qua &#x1EE9;ng d&#x1EE5;ng &#x111;i&#x1EC7;n tho&#x1EA1;i c&#x1EE7;a t&#xE0;i x&#x1EBF; v&#xE0; ng&#x1B0;&#x1EDD;i &#x111;i&#x1EC1;u ph&#x1ED1;i tr&#x1EF1;c ti&#x1EBF;p &#x111;&#x1A1;n h&#xE0;ng. &#x110;i&#x1EC1;u n&#xE0;y gi&#xFA;p c&#xF4;ng ty x&#x1EED; l&#xFD; linh ho&#x1EA1;t c&#xE1;c thay &#x111;&#x1ED5;i m&#xE0; kh&#xF4;ng l&#xE0;m gi&#xE1;n &#x111;o&#x1EA1;n to&#xE0;n b&#x1ED9; k&#x1EBF; ho&#x1EA1;ch giao h&#xE0;ng trong ng&#xE0;y.</p><p><strong>L&#x1EDD;i K&#x1EBF;t: H&#xE0;nh tr&#xEC;nh chuy&#x1EC3;n &#x111;&#x1ED5;i s&#x1ED1; kh&#xF4;ng th&#x1EC3; ch&#x1EAD;m tr&#x1EC5;</strong></p><p>AI trong t&#x1ED1;i &#x1B0;u h&#xF3;a tuy&#x1EBF;n &#x111;&#x1B0;&#x1EDD;ng kh&#xF4;ng ch&#x1EC9; l&#xE0; xu h&#x1B0;&#x1EDB;ng, m&#xE0; &#x111;&#xE3; tr&#x1EDF; th&#xE0;nh y&#xEA;u c&#x1EA7;u b&#x1EAF;t bu&#x1ED9;c &#x111;&#x1EC3; doanh nghi&#x1EC7;p v&#x1EAD;n t&#x1EA3;i c&#xF3; th&#x1EC3; c&#x1EA1;nh tranh v&#xE0; ph&#xE1;t tri&#x1EC3;n b&#x1EC1;n v&#x1EEF;ng. Nh&#x1EEF;ng gi&#x1EA3;i ph&#xE1;p do c&#xE1;c c&#xF4;ng ty c&#xF4;ng ngh&#x1EC7; trong n&#x1B0;&#x1EDB;c ph&#xE1;t tri&#x1EC3;n c&#xF3; l&#x1EE3;i th&#x1EBF; v&#x1B0;&#x1EE3;t tr&#x1ED9;i trong vi&#x1EC7;c hi&#x1EC3;u r&#xF5; b&#x1ED1;i c&#x1EA3;nh &#x111;&#x1ECB;a ph&#x1B0;&#x1A1;ng, t&#x1EEB; &#x111;&#x1EB7;c &#x111;i&#x1EC3;m giao th&#xF4;ng ph&#x1EE9;c t&#x1EA1;p c&#x1EE7;a c&#xE1;c th&#xE0;nh ph&#x1ED1; l&#x1EDB;n nh&#x1B0; H&#xE0; N&#x1ED9;i, TP.HCM, cho &#x111;&#x1EBF;n v&#x103;n ho&#xE1; doanh nghi&#x1EC7;p t&#x1EA1;i &#x111;&#x1ECB;a ph&#x1B0;&#x1A1;ng kinh doanh. H&#x1A1;n n&#x1EEF;a, vi&#x1EC7;c h&#x1ED7; tr&#x1EE3; c&#xF4;ng ngh&#x1EC7; tr&#xED; tu&#x1EC7; nh&#xE2;n t&#x1EA1;o Made in Vietnam kh&#xF4;ng ch&#x1EC9; &#x111;&#x1EA3;m b&#x1EA3;o s&#x1EF1; ph&#xF9; h&#x1EE3;p v&#x1EDB;i quy &#x111;&#x1ECB;nh ph&#xE1;p lu&#x1EAD;t trong n&#x1B0;&#x1EDB;c m&#xE0; c&#xF2;n g&#xF3;p ph&#x1EA7;n x&#xE2;y d&#x1EF1;ng h&#x1EC7; sinh th&#xE1;i c&#xF4;ng ngh&#x1EC7; m&#x1EA1;nh m&#x1EBD;, t&#x1EA1;o vi&#x1EC7;c l&#xE0;m ch&#x1EA5;t l&#x1B0;&#x1EE3;ng cao v&#xE0; gi&#x1EA3;m ph&#x1EE5; thu&#x1ED9;c v&#xE0;o ngu&#x1ED3;n l&#x1EF1;c n&#x1B0;&#x1EDB;c ngo&#xE0;i.</p><p>&#x110;&#x1ECD;c th&#xEA;m v&#x1EC1; OnWheel v&#xE0; thu&#x1EAD;t to&#xE1;n t&#x1ED1;i &#x1B0;u v&#x1EAD;n t&#x1EA3;i Made in Vietnam t&#x1EA1;i:<a href="https://blog.onwheel.io/case-study-quan-lu-logistics-hang-nang-cong-kenh-tu-go-an-cuong/">https://blog.onwheel.io/case-study-quan-lu-logistics-hang-nang-cong-kenh-tu-go-an-cuong/</a> </p>]]></content:encoded></item><item><title><![CDATA[Chuyển đổi Vận tải bền vững: 04 bài học từ doanh nghiệp tại Việt Nam]]></title><description><![CDATA[<p>Trong b&#x1ED1;i c&#x1EA3;nh th&#x1EBF; gi&#x1EDB;i &#x111;&#x1ED1;i m&#x1EB7;t v&#x1EDB;i bi&#x1EBF;n &#x111;&#x1ED5;i kh&#xED; h&#x1EAD;u, vi&#x1EC7;c chuy&#x1EC3;n &#x111;&#x1ED5;i sang v&#x1EAD;n t&#x1EA3;i b&#x1EC1;</p>]]></description><link>https://blog.onwheel.io/chuyen-doi-van-tai-ben-vung-04-bai-hoc-tu-doanh-nghiep-tai-viet-nam/</link><guid isPermaLink="false">6889faea92616d551dcbdcca</guid><dc:creator><![CDATA[Nguyễn Sâm]]></dc:creator><pubDate>Wed, 30 Jul 2025 11:07:10 GMT</pubDate><media:content url="https://blog.onwheel.io/content/images/2025/07/OW_thumb_copy.png" medium="image"/><content:encoded><![CDATA[<img src="https://blog.onwheel.io/content/images/2025/07/OW_thumb_copy.png" alt="Chuy&#x1EC3;n &#x111;&#x1ED5;i V&#x1EAD;n t&#x1EA3;i b&#x1EC1;n v&#x1EEF;ng: 04 b&#xE0;i h&#x1ECD;c t&#x1EEB; doanh nghi&#x1EC7;p t&#x1EA1;i Vi&#x1EC7;t Nam"><p>Trong b&#x1ED1;i c&#x1EA3;nh th&#x1EBF; gi&#x1EDB;i &#x111;&#x1ED1;i m&#x1EB7;t v&#x1EDB;i bi&#x1EBF;n &#x111;&#x1ED5;i kh&#xED; h&#x1EAD;u, vi&#x1EC7;c chuy&#x1EC3;n &#x111;&#x1ED5;i sang v&#x1EAD;n t&#x1EA3;i b&#x1EC1;n v&#x1EEF;ng &#x111;&#xE3; tr&#x1EDF; th&#xE0;nh nhu c&#x1EA7;u c&#x1EA5;p thi&#x1EBF;t. T&#x1EA1;i Vi&#x1EC7;t Nam, nhi&#x1EC1;u doanh nghi&#x1EC7;p ti&#xEA;n phong &#xE1;p d&#x1EE5;ng c&#xF4;ng ngh&#x1EC7; th&#xF4;ng minh v&#xE0; ph&#xF9; h&#x1EE3;p, gi&#xFA;p gi&#x1EA3;m t&#xE1;c &#x111;&#x1ED9;ng m&#xF4;i tr&#x1B0;&#x1EDD;ng v&#xE0; th&#xFA;c &#x111;&#x1EA9;y kinh t&#x1EBF; b&#x1EC1;n v&#x1EEF;ng. L&#x1EF1;a ch&#x1ECD;n c&#xF4;ng ngh&#x1EC7; &#x111;&#xFA;ng &#x111;&#x1EAF;n kh&#xF4;ng ch&#x1EC9; t&#x1ED1;i &#x1B0;u h&#xF3;a ho&#x1EA1;t &#x111;&#x1ED9;ng m&#xE0; c&#xF2;n n&#xE2;ng cao hi&#x1EC7;u qu&#x1EA3; kinh doanh. B&#xE0;i blog n&#xE0;y s&#x1EBD; gi&#x1EDB;i thi&#x1EC7;u b&#x1ED1;n c&#xE2;u chuy&#x1EC7;n th&#xE0;nh c&#xF4;ng t&#x1EEB; c&#xE1;c doanh nghi&#x1EC7;p Vi&#x1EC7;t Nam, th&#x1EC3; hi&#x1EC7;n s&#x1EF1; &#x111;&#x1ED5;i m&#x1EDB;i trong logistics b&#x1EC1;n v&#x1EEF;ng, qua &#x111;&#xF3; mang &#x111;&#x1EBF;n nh&#x1EEF;ng b&#xE0;i h&#x1ECD;c gi&#xE1; tr&#x1ECB;.</p><h3 id="1-kho-l%E1%BA%A1nh-nam-h%C3%A0-n%E1%BB%99i-ki%E1%BB%83m-so%C3%A1t-logistics-xanh">1. Kho l&#x1EA1;nh Nam H&#xE0; N&#x1ED9;i ki&#x1EC3;m so&#xE1;t logistics xanh</h3><p>Kho l&#x1EA1;nh Nam H&#xE0; N&#x1ED9;i &#x111;&#xE3; c&#xF3; nh&#x1EEF;ng b&#x1B0;&#x1EDB;c &#x111;i ti&#xEA;n phong trong l&#x129;nh v&#x1EF1;c logistics xanh, t&#x1EAD;p trung v&#xE0;o vi&#x1EC7;c t&#x1ED1;i &#x1B0;u h&#xF3;a v&#x1EAD;n h&#xE0;nh v&#xE0; gi&#x1EA3;m thi&#x1EC3;u t&#xE1;c &#x111;&#x1ED9;ng m&#xF4;i tr&#x1B0;&#x1EDD;ng. Theo xu h&#x1B0;&#x1EDB;ng logistics xanh, doanh nghi&#x1EC7;p &#x111;&#xE3; tri&#x1EC3;n khai nhi&#x1EC1;u gi&#x1EA3;i ph&#xE1;p ti&#xEA;n ti&#x1EBF;n, nh&#x1B0; h&#x1EC7; th&#x1ED1;ng qu&#x1EA3;n l&#xFD; th&#xF4;ng minh gi&#xFA;p t&#x1ED1;i &#x1B0;u h&#xF3;a l&#x1ED9; tr&#xEC;nh v&#x1EAD;n chuy&#x1EC3;n v&#xE0; c&#x1EA3;i thi&#x1EC7;n hi&#x1EC7;u su&#x1EA5;t n&#x103;ng l&#x1B0;&#x1EE3;ng. Ph&#x1EA7;n m&#x1EC1;m qu&#x1EA3;n l&#xFD; kho c&#x169;ng &#x111;&#x1B0;&#x1EE3;c s&#x1EED; d&#x1EE5;ng &#x111;&#x1EC3; gi&#x1EA3;m thi&#x1EC3;u th&#x1EDD;i gian l&#x1B0;u kho v&#xE0; n&#x103;ng l&#x1B0;&#x1EE3;ng ti&#xEA;u th&#x1EE5;.</p><figure class="kg-card kg-image-card"><img src="https://lh7-rt.googleusercontent.com/docsz/AD_4nXfEu4380XiihxmQqZCXv2TckdholcTT5YaaB6VWdhqlCDF1woDpMAKUfQ_YGVWJt-IsmbNEwk05voPeYJBc6_UYSdd_RXZYUXyxFuRvJ6vIhT1pJ0OBwDSQEF67V4BW8AA6pZmoqQ?key=H11CkFI0-dyWkxUEBUnVCQ" class="kg-image" alt="Chuy&#x1EC3;n &#x111;&#x1ED5;i V&#x1EAD;n t&#x1EA3;i b&#x1EC1;n v&#x1EEF;ng: 04 b&#xE0;i h&#x1ECD;c t&#x1EEB; doanh nghi&#x1EC7;p t&#x1EA1;i Vi&#x1EC7;t Nam" loading="lazy"></figure><h3 id="2-dksh-chuy%E1%BB%83n-%C4%91%E1%BB%95i-xanh-chu%E1%BB%97i-v%E1%BA%ADn-h%C3%A0nh-v%C3%A0-ph%C3%A2n-ph%E1%BB%91i">2. DKSH chuy&#x1EC3;n &#x111;&#x1ED5;i xanh chu&#x1ED7;i v&#x1EAD;n h&#xE0;nh v&#xE0; ph&#xE2;n ph&#x1ED1;i</h3><p>DKSH &#x111;&#xE3; tri&#x1EC3;n khai chi&#x1EBF;n l&#x1B0;&#x1EE3;c chuy&#x1EC3;n &#x111;&#x1ED5;i xanh to&#xE0;n di&#x1EC7;n t&#x1EA1;i Vi&#x1EC7;t Nam, t&#x1EAD;p trung v&#xE0;o t&#x1ED1;i &#x1B0;u h&#xF3;a l&#x1ED9; tr&#xEC;nh v&#x1EAD;n chuy&#x1EC3;n, &#x111;&#x1EA7;u t&#x1B0; kho b&#xE3;i xanh v&#xE0; ph&#x1B0;&#x1A1;ng ti&#x1EC7;n th&#xE2;n thi&#x1EC7;n m&#xF4;i tr&#x1B0;&#x1EDD;ng. Nh&#x1EEF;ng n&#x1ED7; l&#x1EF1;c ph&#xE1;t tri&#x1EC3;n b&#x1EC1;n v&#x1EEF;ng n&#xE0;y &#x111;&#xE3; gi&#xFA;p c&#xF4;ng ty &#x111;&#x1B0;&#x1EE3;c vinh danh trong danh s&#xE1;ch &quot;Vietnam&apos;s Best Managed Companies 2024&quot; c&#x1EE7;a Deloitte. DKSH ti&#x1EBF;p t&#x1EE5;c &#x1EE9;ng d&#x1EE5;ng c&#xF4;ng ngh&#x1EC7; s&#x1ED1; v&#xE0; h&#x1EE3;p t&#xE1;c v&#x1EDB;i &#x111;&#x1ED1;i t&#xE1;c &#x111;&#x1ECB;a ph&#x1B0;&#x1A1;ng &#x111;&#x1EC3; x&#xE2;y d&#x1EF1;ng m&#x1EA1;ng l&#x1B0;&#x1EDB;i ph&#xE2;n ph&#x1ED1;i gi&#x1EA3;m thi&#x1EC3;u kh&#xED; th&#x1EA3;i CO2.</p><figure class="kg-card kg-image-card"><img src="https://lh7-rt.googleusercontent.com/docsz/AD_4nXftIsnVSXItLnYkpPaxTwvPMIKMQnWNnfPzvzaVdonMoXVDqDKOrubDxOxkQBUf6ogrAKKeLFv1QKqQ7h_rg8kx1TG4UD-8x_uug4cE3fYxcg6vq8cmkmeTAtu9tvu9tiGjtBbiIQ?key=H11CkFI0-dyWkxUEBUnVCQ" class="kg-image" alt="Chuy&#x1EC3;n &#x111;&#x1ED5;i V&#x1EAD;n t&#x1EA3;i b&#x1EC1;n v&#x1EEF;ng: 04 b&#xE0;i h&#x1ECD;c t&#x1EEB; doanh nghi&#x1EC7;p t&#x1EA1;i Vi&#x1EC7;t Nam" loading="lazy"></figure><h3 id="3-th-true-milk-%E1%BB%A9ng-d%E1%BB%A5ng-logistics-ng%C6%B0%E1%BB%A3c">3. TH True Milk &#x1EE9;ng d&#x1EE5;ng logistics ng&#x1B0;&#x1EE3;c</h3><p>TH True Milk l&#xE0; m&#x1ED9;t trong nh&#x1EEF;ng doanh nghi&#x1EC7;p &#x111;i &#x111;&#x1EA7;u trong vi&#x1EC7;c &#xE1;p d&#x1EE5;ng logistics ng&#x1B0;&#x1EE3;c &#x111;&#x1EC3; thu h&#x1ED3;i v&#xE0; t&#xE1;i ch&#x1EBF; bao b&#xEC; s&#x1EA3;n ph&#x1EA9;m. Thay v&#xEC; &#x111;&#x1EC3; bao b&#xEC; s&#x1EA3;n ph&#x1EA9;m b&#x1ECB; b&#x1ECF; &#x111;i sau khi s&#x1EED; d&#x1EE5;ng, doanh nghi&#x1EC7;p thi&#x1EBF;t l&#x1EAD;p h&#x1EC7; th&#x1ED1;ng thu gom &#x111;&#x1EC3; &#x111;&#x1B0;a ch&#xFA;ng tr&#x1EDF; l&#x1EA1;i nh&#xE0; m&#xE1;y t&#xE1;i ch&#x1EBF;. Qu&#xE1; tr&#xEC;nh n&#xE0;y kh&#xF4;ng ch&#x1EC9; gi&#xFA;p gi&#x1EA3;m l&#x1B0;&#x1EE3;ng r&#xE1;c th&#x1EA3;i nh&#x1EF1;a m&#xE0; c&#xF2;n t&#xE1;i s&#x1EED; d&#x1EE5;ng t&#xE0;i nguy&#xEA;n m&#x1ED9;t c&#xE1;ch hi&#x1EC7;u qu&#x1EA3;. Logistics ng&#x1B0;&#x1EE3;c &#x111;&#xE3; gi&#xFA;p TH True Milk x&#xE2;y d&#x1EF1;ng h&#xEC;nh &#x1EA3;nh th&#x1B0;&#x1A1;ng hi&#x1EC7;u b&#x1EC1;n v&#x1EEF;ng v&#xE0; t&#x1EA1;o l&#xF2;ng tin n&#x1A1;i ng&#x1B0;&#x1EDD;i ti&#xEA;u d&#xF9;ng.</p><figure class="kg-card kg-image-card"><img src="https://lh7-rt.googleusercontent.com/docsz/AD_4nXcd3RKFzz0Ye3HKLpziV4fmKBcY8H_q7OnsTpNgZOoaBu_jKU5zRtXaXUpz-xGQeWt01i__xunO6iXVuiLGOudPVCulZK16tVOCA5UNpgtEMt3MnfE0pdU-bdP5zoi0yCOFLdNC?key=H11CkFI0-dyWkxUEBUnVCQ" class="kg-image" alt="Chuy&#x1EC3;n &#x111;&#x1ED5;i V&#x1EAD;n t&#x1EA3;i b&#x1EC1;n v&#x1EEF;ng: 04 b&#xE0;i h&#x1ECD;c t&#x1EEB; doanh nghi&#x1EC7;p t&#x1EA1;i Vi&#x1EC7;t Nam" loading="lazy"></figure><h3 id="4-xanh-sm-xe-%C4%91i%E1%BB%87n-gi%E1%BA%A3m-l%C6%B0%E1%BB%A3ng-ph%C3%A1t-th%E1%BA%A3i-co2"><em>4</em>. Xanh SM: xe &#x111;i&#x1EC7;n gi&#x1EA3;m l&#x1B0;&#x1EE3;ng ph&#xE1;t th&#x1EA3;i CO2</h3><p>Xanh SM &#x111;&#xE3; &#x111;&#x1EA1;t &#x111;&#x1B0;&#x1EE3;c nh&#x1EEF;ng th&#xE0;nh t&#x1EF1;u n&#x1ED5;i b&#x1EAD;t trong hai n&#x103;m qua nh&#x1EDD; v&#xE0;o vi&#x1EC7;c &#x1EE9;ng d&#x1EE5;ng c&#xF4;ng ngh&#x1EC7; th&#xF4;ng minh v&#xE0; th&#xE2;n thi&#x1EC7;n v&#x1EDB;i m&#xF4;i tr&#x1B0;&#x1EDD;ng. B&#x1EB1;ng c&#xE1;ch tri&#x1EC3;n khai c&#xE1;c d&#xF2;ng xe &#x111;i&#x1EC7;n hi&#x1EC7;n &#x111;&#x1EA1;i v&#xE0; h&#x1EC7; th&#x1ED1;ng qu&#x1EA3;n l&#xFD; &#x111;&#x1ED9;i xe th&#xF4;ng minh, Xanh SM kh&#xF4;ng ch&#x1EC9; t&#x1ED1;i &#x1B0;u h&#xF3;a l&#x1ED9; tr&#xEC;nh m&#xE0; c&#xF2;n gi&#xFA;p gi&#x1EA3;m thi&#x1EC3;u h&#x1A1;n 211.000 t&#x1EA5;n CCO2 trong 2 n&#x103;m &#x111;&#x1EA7;u ra m&#x1EAF;t. Doanh nghi&#x1EC7;p c&#x169;ng &#x111;&#x1EA9;y m&#x1EA1;nh t&#xED;ch h&#x1EE3;p c&#xF4;ng ngh&#x1EC7; IoT &#x111;&#x1EC3; gi&#xE1;m s&#xE1;t ph&#x1B0;&#x1A1;ng ti&#x1EC7;n, &#x111;&#x1EA3;m b&#x1EA3;o &#x111;&#x1ED9; b&#x1EC1;n v&#xE0; hi&#x1EC7;u su&#x1EA5;t ho&#x1EA1;t &#x111;&#x1ED9;ng cao.</p><figure class="kg-card kg-image-card"><img src="https://lh7-rt.googleusercontent.com/docsz/AD_4nXdQZ_d5uD7tLvrUZz_EB44zH_bYGAlQ95QNJSASNSdNPcYtKoF1mVV3xjnUDz_lO5IaDmi3TsLxvHMuVJtLrWxmnAyN2hgF2WpQXmd5PBDhpQgCeBPdpApsfikFgLdZaumpza6V?key=H11CkFI0-dyWkxUEBUnVCQ" class="kg-image" alt="Chuy&#x1EC3;n &#x111;&#x1ED5;i V&#x1EAD;n t&#x1EA3;i b&#x1EC1;n v&#x1EEF;ng: 04 b&#xE0;i h&#x1ECD;c t&#x1EEB; doanh nghi&#x1EC7;p t&#x1EA1;i Vi&#x1EC7;t Nam" loading="lazy"></figure><p>C&#xE1;c c&#xE2;u chuy&#x1EC7;n t&#x1EEB; kho l&#x1EA1;nh Nam H&#xE0; N&#x1ED9;i, DKSH, TH true Milk v&#xE0; Xanh SM cho th&#x1EA5;y r&#x1EB1;ng vi&#x1EC7;c chuy&#x1EC3;n &#x111;&#x1ED5;i sang v&#x1EAD;n t&#x1EA3;i b&#x1EC1;n v&#x1EEF;ng kh&#xF4;ng ch&#x1EC9; kh&#x1EA3; thi m&#xE0; c&#xF2;n mang l&#x1EA1;i l&#x1EE3;i &#xED;ch d&#xE0;i h&#x1EA1;n cho c&#x1EA3; doanh nghi&#x1EC7;p v&#xE0; m&#xF4;i tr&#x1B0;&#x1EDD;ng. S&#x1EF1; th&#xE0;nh c&#xF4;ng n&#xE0;y l&#xE0; minh ch&#x1EE9;ng cho t&#x1EA7;m quan tr&#x1ECD;ng c&#x1EE7;a vi&#x1EC7;c &#x111;&#x1EA7;u t&#x1B0; v&#xE0;o c&#xE1;c c&#xF4;ng ngh&#x1EC7; th&#xF4;ng minh, &#x111;&#x1B0;&#x1EE3;c l&#x1EF1;a ch&#x1ECD;n ph&#xF9; h&#x1EE3;p v&#x1EDB;i nhu c&#x1EA7;u v&#xE0; kh&#x1EA3; n&#x103;ng c&#x1EE7;a t&#x1EEB;ng doanh nghi&#x1EC7;p.</p><p>B&#x1EA1;n &#x111;&#xE3; s&#x1EB5;n s&#xE0;ng n&#xE2;ng t&#x1EA7;m logistics c&#x1EE7;a c&#xF4;ng ty m&#xEC;nh theo xu h&#x1B0;&#x1EDB;ng xanh ch&#x1B0;a? H&#xE3;y li&#xEA;n h&#x1EC7; v&#x1EDB;i OnWheel &#x111;&#x1EC3; c&#xF9;ng kh&#xE1;m ph&#xE1; c&#xE1;c gi&#x1EA3;i ph&#xE1;p b&#x1EC1;n v&#x1EEF;ng v&#xE0; t&#x1ED1;i &#x1B0;u nh&#x1EA5;t cho doanh nghi&#x1EC7;p c&#x1EE7;a b&#x1EA1;n.</p>]]></content:encoded></item><item><title><![CDATA[Quản Lý Chất Lượng Thực Phẩm: Vai Trò Quan Trọng Của Khâu Vận Tải]]></title><description><![CDATA[<p>Nh&#x1EEF;ng s&#x1EF1; c&#x1ED1; v&#x1EC1; an to&#xE0;n th&#x1EF1;c ph&#x1EA9;m xu&#x1EA5;t hi&#x1EC7;n ng&#xE0;y c&#xE0;ng nhi&#x1EC1;u, khi&#x1EBF;n c&#xF4;ng ch&#xFA;ng &#x111;&#x1EB7;t d&#x1EA5;u h&</p>]]></description><link>https://blog.onwheel.io/quan-ly-chat-luong-thuc-pham-vai-tro-quan-trong-cua-khau-van-tai/</link><guid isPermaLink="false">686229bf92616d551dcbdcb0</guid><dc:creator><![CDATA[Nguyễn Sâm]]></dc:creator><pubDate>Mon, 30 Jun 2025 06:11:54 GMT</pubDate><media:content url="https://blog.onwheel.io/content/images/2025/06/onwheel-thuc-pham_5.jpg" medium="image"/><content:encoded><![CDATA[<img src="https://blog.onwheel.io/content/images/2025/06/onwheel-thuc-pham_5.jpg" alt="Qu&#x1EA3;n L&#xFD; Ch&#x1EA5;t L&#x1B0;&#x1EE3;ng Th&#x1EF1;c Ph&#x1EA9;m: Vai Tr&#xF2; Quan Tr&#x1ECD;ng C&#x1EE7;a Kh&#xE2;u V&#x1EAD;n T&#x1EA3;i"><p>Nh&#x1EEF;ng s&#x1EF1; c&#x1ED1; v&#x1EC1; an to&#xE0;n th&#x1EF1;c ph&#x1EA9;m xu&#x1EA5;t hi&#x1EC7;n ng&#xE0;y c&#xE0;ng nhi&#x1EC1;u, khi&#x1EBF;n c&#xF4;ng ch&#xFA;ng &#x111;&#x1EB7;t d&#x1EA5;u h&#x1ECF;i v&#x1EC1; vai tr&#xF2; ki&#x1EC3;m so&#xE1;t ch&#x1EA5;t l&#x1B0;&#x1EE3;ng trong chu&#x1ED7;i cung &#x1EE9;ng. Th&#x1EF1;c t&#x1EBF;, &#x111;&#xE3; c&#xF3; nhi&#x1EC1;u tr&#x1B0;&#x1EDD;ng h&#x1EE3;p th&#x1EF1;c ph&#x1EA9;m kh&#xF4;ng &#x111;&#x1EA3;m b&#x1EA3;o &#x111;&#x1B0;&#x1EE3;c ph&#xE1;t hi&#x1EC7;n tr&#xEA;n th&#x1ECB; tr&#x1B0;&#x1EDD;ng, cho th&#x1EA5;y v&#x1EAB;n c&#xF2;n t&#x1ED3;n t&#x1EA1;i l&#x1ED7; h&#x1ED5;ng &#x1EDF; kh&#xE2;u v&#x1EAD;n chuy&#x1EC3;n v&#xE0; gi&#xE1;m s&#xE1;t.</p><p><strong>T&#x1EA1;i sao ki&#x1EC3;m so&#xE1;t ch&#x1EA5;t l&#x1B0;&#x1EE3;ng th&#x1EF1;c ph&#x1EA9;m l&#x1EA1;i l&#xE0; b&#xE0;i to&#xE1;n kh&#xF3;?</strong></p><p>Vi&#x1EC7;c v&#x1EAD;n chuy&#x1EC3;n th&#x1EF1;c ph&#x1EA9;m kh&#xE1;c bi&#x1EC7;t ho&#xE0;n to&#xE0;n so v&#x1EDB;i v&#x1EAD;n chuy&#x1EC3;n c&#xE1;c m&#x1EB7;t h&#xE0;ng ti&#xEA;u d&#xF9;ng ph&#x1ED5; th&#xF4;ng nh&#x1B0; qu&#x1EA7;n &#xE1;o, &#x111;i&#x1EC7;n t&#x1EED; hay &#x111;&#x1ED3; gia d&#x1EE5;ng. &#x110;i&#x1EC3;m kh&#xE1;c bi&#x1EC7;t quan tr&#x1ECD;ng nh&#x1EA5;t l&#xE0; t&#xED;nh nh&#x1EA1;y c&#x1EA3;m v&#x1EDB;i th&#x1EDD;i gian v&#xE0; &#x111;i&#x1EC1;u ki&#x1EC7;n m&#xF4;i tr&#x1B0;&#x1EDD;ng. Ch&#xED;nh v&#xEC; th&#x1EBF;, m&#x1ED7;i kh&#xE2;u cung &#x1EE9;ng th&#x1EF1;c ph&#x1EA9;m &#x111;&#x1EC1;u c&#xF3; nh&#x1EEF;ng r&#x1EE7;i ro ti&#x1EC1;m &#x1EA9;n:</p><ul><li>Thi&#x1EBF;u minh b&#x1EA1;ch trong theo d&#xF5;i: Kh&#xF3; truy xu&#x1EA5;t ngu&#x1ED3;n g&#x1ED1;c v&#xE0; l&#x1ECB;ch s&#x1EED; di chuy&#x1EC3;n c&#x1EE7;a s&#x1EA3;n ph&#x1EA9;m</li><li>Ki&#x1EC3;m so&#xE1;t ch&#x1EA5;t l&#x1B0;&#x1EE3;ng kh&#xF4;ng li&#xEA;n t&#x1EE5;c: Ch&#x1EC9; ki&#x1EC3;m tra t&#x1EA1;i m&#x1ED9;t s&#x1ED1; &#x111;i&#x1EC3;m nh&#x1EA5;t &#x111;&#x1ECB;nh, b&#x1ECF; s&#xF3;t nhi&#x1EC1;u kh&#xE2;u trung gian</li><li>Th&#xF4;ng tin kh&#xF4;ng &#x111;&#x1ED3;ng b&#x1ED9;: C&#xE1;c b&#x1ED9; ph&#x1EAD;n thi&#x1EBF;u k&#x1EBF;t n&#x1ED1;i, d&#x1EAB;n &#x111;&#x1EBF;n th&#xF4;ng tin b&#x1ECB; ph&#xE2;n m&#x1EA3;nh</li></ul><p><strong>Vai Tr&#xF2; Chi&#x1EBF;n L&#x1B0;&#x1EE3;c C&#x1EE7;a &#x110;&#x1ED9;i Xe V&#x1EAD;n T&#x1EA3;i</strong></p><p>Trong b&#x1ED1;i c&#x1EA3;nh n&#xE0;y, &#x111;&#x1ED9;i xe v&#x1EAD;n t&#x1EA3;i kh&#xF4;ng ch&#x1EC9; &#x111;&#x1A1;n thu&#x1EA7;n l&#xE0; ph&#x1B0;&#x1A1;ng ti&#x1EC7;n di chuy&#x1EC3;n h&#xE0;ng h&#xF3;a m&#xE0; c&#xF2;n &#x111;&#xF3;ng vai tr&#xF2; nh&#x1B0; m&#x1ED9;t &quot;&#x111;i&#x1EC3;m ki&#x1EC3;m so&#xE1;t ch&#x1EA5;t l&#x1B0;&#x1EE3;ng di &#x111;&#x1ED9;ng&quot; v&#xE0; &quot;c&#x1EA7;u n&#x1ED1;i th&#xF4;ng tin&quot; trong chu&#x1ED7;i cung &#x1EE9;ng. Nhi&#x1EC1;u doanh nghi&#x1EC7;p h&#xE0;ng &#x111;&#x1EA7;u th&#x1EBF; gi&#x1EDB;i &#x111;&#xE3; nh&#x1EAD;n ra v&#xE0; &#x111;&#x1EA7;u t&#x1B0; m&#x1EA1;nh m&#x1EBD; v&#xE0;o vi&#x1EC7;c n&#xE2;ng cao vai tr&#xF2; n&#xE0;y.</p><ol><li>Ghi Nh&#x1EAD;n H&#xE0;nh Tr&#xEC;nh Chi Ti&#x1EBF;t</li></ol><p>Walmart, chu&#x1ED7;i b&#xE1;n l&#x1EBB; l&#x1EDB;n nh&#x1EA5;t th&#x1EBF; gi&#x1EDB;i, &#x111;&#xE3; &#x111;&#x1EA7;u t&#x1B0; 2,5 t&#x1EF7; USD v&#xE0;o h&#x1EC7; th&#x1ED1;ng &quot;Walmart Food Traceability Initiative&quot; t&#x1EEB; n&#x103;m 2018. Nh&#x1EDD; &#x111;&#xF3;, Walmart c&#xF3; th&#x1EC3; truy xu&#x1EA5;t ngu&#x1ED3;n g&#x1ED1;c b&#x1EA5;t k&#x1EF3; s&#x1EA3;n ph&#x1EA9;m n&#xE0;o trong v&#xF2;ng 2.2 gi&#xE2;y (thay v&#xEC; 7 ng&#xE0;y nh&#x1B0; tr&#x1B0;&#x1EDB;c &#x111;&#xF3;), gi&#xFA;p gi&#x1EA3;m th&#x1EDD;i gian x&#x1EED; l&#xFD; s&#x1EF1; c&#x1ED1; an to&#xE0;n th&#x1EF1;c ph&#x1EA9;m.</p><ol><li>Gi&#xE1;m S&#xE1;t v&#xE0; X&#xE1;c Th&#x1EF1;c T&#xE0;i Li&#x1EC7;u</li></ol><p>Trong ng&#xE0;nh th&#x1EE9;c &#x103;n nhanh, t&#xE0;i x&#x1EBF; s&#x1EED; d&#x1EE5;ng app &quot;McDelivery Supply&quot; &#x111;&#x1EC3; qu&#xE9;t m&#xE3; v&#x1EA1;ch t&#x1EEB;ng s&#x1EA3;n ph&#x1EA9;m khi nh&#x1EAD;n h&#xE0;ng v&#xE0; ch&#x1EE5;p &#x1EA3;nh x&#xE1;c nh&#x1EAD;n t&#xEC;nh tr&#x1EA1;ng bao b&#xEC;. &#x110;&#x1ED1;i v&#x1EDB;i h&#x1A1;n 39,000 c&#x1EED;a h&#xE0;ng tr&#xEA;n to&#xE0;n c&#x1EA7;u, chi&#x1EBF;n l&#x1B0;&#x1EE3;c gi&#xFA;p gi&#x1EA3;m s&#x1EF1; c&#x1ED1; li&#xEA;n quan &#x111;&#x1EBF;n ch&#x1EA5;t l&#x1B0;&#x1EE3;ng th&#x1EF1;c ph&#x1EA9;m trong v&#x1EAD;n chuy&#x1EC3;n.</p><ol><li>Ki&#x1EC3;m &#x110;&#x1ECB;nh S&#x1A1; B&#x1ED9; Chuy&#xEA;n Bi&#x1EC7;t</li></ol><p>Nestl&#xE9;, t&#x1EAD;p &#x111;o&#xE0;n th&#x1EF1;c ph&#x1EA9;m l&#x1EDB;n nh&#x1EA5;t th&#x1EBF; gi&#x1EDB;i, &#x111;&#xE3; &#x111;&#x1EA7;u t&#x1B0; 1.8 t&#x1EF7; USD v&#xE0;o ch&#x1B0;&#x1A1;ng tr&#xEC;nh &quot;Nestl&#xE9; Cocoa Plan&quot; v&#xE0; &quot;Nestl&#xE9; Dairy Plan&quot;. T&#xE0;i x&#x1EBF; ph&#x1EA3;i th&#x1EF1;c hi&#x1EC7;n ki&#x1EC3;m tra t&#x1EA1;i 5 &#x111;i&#x1EC3;m: (1) Khi nh&#x1EAD;n h&#xE0;ng t&#x1EEB; nh&#xE0; m&#xE1;y, (2) Sau 2 gi&#x1EDD; v&#x1EAD;n chuy&#x1EC3;n &#x111;&#x1EA7;u ti&#xEA;n, (3) T&#x1EA1;i &#x111;i&#x1EC3;m d&#x1EEB;ng ch&#xE2;n gi&#x1EEF;a &#x111;&#x1B0;&#x1EDD;ng, (4) Tr&#x1B0;&#x1EDB;c khi giao h&#xE0;ng, (5) T&#x1EA1;i &#x111;i&#x1EC3;m giao h&#xE0;ng. K&#x1EBF;t qu&#x1EA3; sau &#x111;&#xF3; cho th&#x1EA5;y s&#x1EF1; c&#x1EA3;i thi&#x1EC7;n kh&#x1EA3; quan trong chi ph&#xED; x&#x1EED; l&#xFD; s&#x1EF1; c&#x1ED1; v&#xE0; &#x111;&#x1ED9; h&#xE0;i l&#xF2;ng c&#x1EE7;a kh&#xE1;ch h&#xE0;ng B2B l&#x1EAB;n B2C. </p><p><strong>L&#x1EDD;i Khuy&#xEA;n Cho Doanh Nghi&#x1EC7;p</strong></p><p>Trong b&#x1ED1;i c&#x1EA3;nh ch&#x1EA5;t l&#x1B0;&#x1EE3;ng s&#x1EA3;n ph&#x1EA9;m ng&#xE0;y c&#xE0;ng kh&#xF3; ki&#x1EC3;m so&#xE1;t v&#xE0; l&#xF2;ng tin kh&#xE1;ch h&#xE0;ng d&#x1EC5; d&#xE0;ng b&#x1ECB; lung lay, vi&#x1EC7;c tri&#x1EC3;n khai h&#x1EC7; th&#x1ED1;ng qu&#x1EA3;n l&#xFD; v&#x1EAD;n t&#x1EA3;i (Transportation Management System - TMS) c&#x1EA7;n c&#xF3; chi&#x1EBF;n l&#x1B0;&#x1EE3;c th&#xF4;ng minh. &#x110;&#x1EA7;u ti&#xEA;n, h&#xE3;y b&#x1EAF;t &#x111;&#x1EA7;u t&#x1EEB; nh&#x1EEF;ng &#x111;i&#x1EC3;m y&#x1EBF;u nh&#x1EA5;t trong chu&#x1ED7;i cung &#x1EE9;ng - th&#x1B0;&#x1EDD;ng l&#xE0; c&#xE1;c tuy&#x1EBF;n &#x111;&#x1B0;&#x1EDD;ng d&#xE0;i ho&#x1EB7;c s&#x1EA3;n ph&#x1EA9;m c&#xF3; &#x111;&#x1ED9; nh&#x1EA1;y c&#x1EA3;m cao. Nhi&#x1EC1;u doanh nghi&#x1EC7;p m&#x1EAF;c sai l&#x1EA7;m khi mu&#x1ED1;n tri&#x1EC3;n khai to&#xE0;n di&#x1EC7;n ngay t&#x1EEB; &#x111;&#x1EA7;u, d&#x1EAB;n &#x111;&#x1EBF;n qu&#xE1; t&#x1EA3;i v&#xE0; hi&#x1EC7;u qu&#x1EA3; th&#x1EA5;p. Thay v&#xE0;o &#x111;&#xF3;, t&#x1EAD;p trung v&#xE0;o vi&#x1EC7;c gi&#x1EA3;i quy&#x1EBF;t nh&#x1EEF;ng &quot;&#x111;i&#x1EC3;m &#x111;au&quot; c&#x1EE5; th&#x1EC3; s&#x1EBD; mang l&#x1EA1;i k&#x1EBF;t qu&#x1EA3; nhanh ch&#xF3;ng v&#xE0; thuy&#x1EBF;t ph&#x1EE5;c &#x111;&#x1B0;&#x1EE3;c ban l&#xE3;nh &#x111;&#x1EA1;o &#x111;&#x1EA7;u t&#x1B0; ti&#x1EBF;p.</p><p>Th&#x1EE9; hai, x&#xE2;y d&#x1EF1;ng v&#x103;n h&#xF3;a minh b&#x1EA1;ch trong t&#x1ED5; ch&#x1EE9;c. Khi kh&#xE1;ch h&#xE0;ng B2B ng&#xE0;y c&#xE0;ng &#x111;&#xF2;i h&#x1ECF;i cao v&#x1EC1; truy xu&#x1EA5;t ngu&#x1ED3;n g&#x1ED1;c v&#xE0; kh&#xE1;ch h&#xE0;ng B2C d&#x1EC5; d&#xE0;ng &quot;t&#x1EA9;y chay&quot; th&#x1B0;&#x1A1;ng hi&#x1EC7;u ch&#x1EC9; sau m&#x1ED9;t s&#x1EF1; c&#x1ED1;, t&#xED;nh minh b&#x1EA1;ch tr&#x1EDF; th&#xE0;nh y&#x1EBF;u t&#x1ED1; s&#x1ED1;ng c&#xF2;n. &#x110;&#xE0;o t&#x1EA1;o nh&#xE2;n vi&#xEA;n kh&#xF4;ng ch&#x1EC9; v&#x1EC1; k&#x1EF9; thu&#x1EAD;t s&#x1EED; d&#x1EE5;ng h&#x1EC7; th&#x1ED1;ng m&#xE0; c&#xF2;n v&#x1EC1; t&#x1EA7;m quan tr&#x1ECD;ng c&#x1EE7;a vi&#x1EC7;c ghi ch&#xE9;p ch&#xED;nh x&#xE1;c, b&#xE1;o c&#xE1;o k&#x1ECB;p th&#x1EDD;i. M&#x1ED7;i nh&#xE2;n vi&#xEA;n c&#x1EA7;n hi&#x1EC3;u r&#x1EB1;ng h&#x1ECD; l&#xE0; nh&#x1EEF;ng &quot;ng&#x1B0;&#x1EDD;i canh g&#xE1;c&quot; ch&#x1EA5;t l&#x1B0;&#x1EE3;ng, kh&#xF4;ng ch&#x1EC9; &#x111;&#x1A1;n thu&#x1EA7;n th&#x1EF1;c hi&#x1EC7;n c&#xF4;ng vi&#x1EC7;c.</p><p>Cu&#x1ED1;i c&#xF9;ng, bi&#x1EBF;n TMS th&#xE0;nh c&#xF4;ng c&#x1EE5; x&#xE2;y d&#x1EF1;ng l&#xF2;ng tin. Thay v&#xEC; ch&#x1EC9; s&#x1EED; d&#x1EE5;ng TMS &#x111;&#x1EC3; qu&#x1EA3;n l&#xFD; n&#x1ED9;i b&#x1ED9;, h&#xE3;y chia s&#x1EBB; th&#xF4;ng tin ph&#xF9; h&#x1EE3;p v&#x1EDB;i kh&#xE1;ch h&#xE0;ng. Kh&#xE1;ch h&#xE0;ng B2B s&#x1EBD; &#x111;&#xE1;nh gi&#xE1; cao vi&#x1EC7;c &#x111;&#x1B0;&#x1EE3;c c&#x1EAD;p nh&#x1EAD;t t&#xEC;nh tr&#x1EA1;ng &#x111;&#x1A1;n h&#xE0;ng real-time, c&#xF2;n kh&#xE1;ch h&#xE0;ng B2C ng&#xE0;y c&#xE0;ng quan t&#xE2;m &#x111;&#x1EBF;n &quot;c&#xE2;u chuy&#x1EC7;n&quot; &#x111;&#x1EB1;ng sau s&#x1EA3;n ph&#x1EA9;m h&#x1ECD; mua. T&#xED;nh minh b&#x1EA1;ch n&#xE0;y kh&#xF4;ng ch&#x1EC9; t&#x103;ng l&#xF2;ng tin m&#xE0; c&#xF2;n t&#x1EA1;o ra gi&#xE1; tr&#x1ECB; gia t&#x103;ng cho s&#x1EA3;n ph&#x1EA9;m.</p><p><strong>Gi&#x1EA3;i ph&#xE1;p OnWheel Cho Qu&#x1EA3;n l&#xFD; V&#x1EAD;n t&#x1EA3;i Th&#xF4;ng minh</strong></p><p>OnWheel kh&#xF4;ng ch&#x1EC9; l&#xE0; m&#x1ED9;t gi&#x1EA3;i ph&#xE1;p TMS th&#xF4;ng th&#x1B0;&#x1EDD;ng m&#xE0; l&#xE0; h&#x1EC7; sinh th&#xE1;i qu&#x1EA3;n l&#xFD; v&#x1EAD;n t&#x1EA3;i to&#xE0;n di&#x1EC7;n, &#x111;&#x1B0;&#x1EE3;c thi&#x1EBF;t k&#x1EBF; linh ho&#x1EA1;t &#x111;&#x1EC3; &#x111;&#xE1;p &#x1EE9;ng t&#x1EEB;ng nhu c&#x1EA7;u c&#x1EE5; th&#x1EC3; c&#x1EE7;a doanh nghi&#x1EC7;p - t&#x1EEB; startup th&#x1EF1;c ph&#x1EA9;m nh&#x1ECF; l&#x1EBB; &#x111;&#x1EBF;n t&#x1EAD;p &#x111;o&#xE0;n ph&#xE2;n ph&#x1ED1;i l&#x1EDB;n. V&#x1EDB;i kh&#x1EA3; n&#x103;ng t&#xF9;y ch&#x1EC9;nh s&#xE2;u v&#xE0; t&#xED;ch h&#x1EE3;p &#x111;a d&#x1EA1;ng, OnWheel bi&#x1EBF;n th&#xE1;ch th&#x1EE9;c ki&#x1EC3;m so&#xE1;t ch&#x1EA5;t l&#x1B0;&#x1EE3;ng th&#x1EF1;c ph&#x1EA9;m th&#xE0;nh l&#x1EE3;i th&#x1EBF; c&#x1EA1;nh tranh, gi&#xFA;p doanh nghi&#x1EC7;p x&#xE2;y d&#x1EF1;ng l&#xF2;ng tin b&#x1EC1;n v&#x1EEF;ng v&#x1EDB;i kh&#xE1;ch h&#xE0;ng trong th&#x1EDD;i &#x111;&#x1EA1;i s&#x1ED1;. &#x110;&#x1EA7;u t&#x1B0; v&#xE0;o OnWheel h&#xF4;m nay ch&#xED;nh l&#xE0; &#x111;&#x1EA7;u t&#x1B0; cho t&#x1B0;&#x1A1;ng lai an to&#xE0;n v&#xE0; ph&#xE1;t tri&#x1EC3;n b&#x1EC1;n v&#x1EEF;ng c&#x1EE7;a doanh nghi&#x1EC7;p.</p>]]></content:encoded></item><item><title><![CDATA[CẢI TIẾN GIAO NHẬN LAST-MILE KHU VỰC ASEAN: CHUYỆN NGƯỜI TRONG NGHỀ]]></title><description><![CDATA[<p>Ng&#xE0;y 21/05/2025, s&#x1EF1; ki&#x1EC7;n Smart Delivery 2025 v&#x1EDB;i ch&#x1EE7; &#x111;&#x1EC1; &#x201C;<em>Perfecting Last-Mile Delivery in ASEAN Markets</em>&#x201D; &#x111;&#xE3; di&#x1EC5;n ra t&#x1EA1;i B&#xEC;nh D&#x1B0;&#x1A1;ng, quy t&#x1EE5; nhi&#x1EC1;</p>]]></description><link>https://blog.onwheel.io/cai-tien-giao-nhan-last-mile-khu-vuc-asean-chuyen-nguoi-trong-nghe/</link><guid isPermaLink="false">684be4df92616d551dcbdc88</guid><dc:creator><![CDATA[Nguyễn Sâm]]></dc:creator><pubDate>Fri, 13 Jun 2025 08:49:58 GMT</pubDate><media:content url="https://blog.onwheel.io/content/images/2025/06/WTC-EXPO--3-.png" medium="image"/><content:encoded><![CDATA[<img src="https://blog.onwheel.io/content/images/2025/06/WTC-EXPO--3-.png" alt="C&#x1EA2;I TI&#x1EBE;N GIAO NH&#x1EAC;N LAST-MILE KHU V&#x1EF0;C ASEAN: CHUY&#x1EC6;N NG&#x1AF;&#x1EDC;I TRONG NGH&#x1EC0;"><p>Ng&#xE0;y 21/05/2025, s&#x1EF1; ki&#x1EC7;n Smart Delivery 2025 v&#x1EDB;i ch&#x1EE7; &#x111;&#x1EC1; &#x201C;<em>Perfecting Last-Mile Delivery in ASEAN Markets</em>&#x201D; &#x111;&#xE3; di&#x1EC5;n ra t&#x1EA1;i B&#xEC;nh D&#x1B0;&#x1A1;ng, quy t&#x1EE5; nhi&#x1EC1;u chuy&#xEA;n gia logistics &#x111;&#x1EA7;u ng&#xE0;nh trong khu v&#x1EF1;c. T&#x1EA1;i ph&#x1EA7;n Panel Discussion tr&#x1ECD;ng &#x111;i&#x1EC3;m, &#xF4;ng Nguy&#x1EC5;n Qu&#x1ED1;c Vi&#x1EC7;t &#x2013; Lead Consulting, Sales &amp; Commerce c&#x1EE7;a OnWheel (Ahamove) &#x111;&#xE3; chia s&#x1EBB; kinh nghi&#x1EC7;m tri&#x1EC3;n khai th&#x1EF1;c chi&#x1EBF;n v&#x1EC1; t&#x1ED1;i &#x1B0;u v&#x1EAD;n h&#xE0;nh last-mile v&#xE0; chuy&#x1EC3;n &#x111;&#x1ED5;i s&#x1ED1; logistics quy m&#xF4; l&#x1EDB;n.</p><h3 id="q-v%E1%BB%9Bi-kinh-nghi%E1%BB%87m-th%E1%BB%B1c-ti%E1%BB%85n-t%E1%BA%A1i-th%E1%BB%8B-tr%C6%B0%E1%BB%9Dng-vi%E1%BB%87t-nam-onwheel-nh%C3%ACn-nh%E1%BA%ADn-ra-sao-v%E1%BB%81-ti%E1%BB%81m-n%C4%83ng-v%C3%A0-c%C6%A1-h%E1%BB%99i-%C3%A1p-d%E1%BB%A5ng-m%C3%B4-h%C3%ACnh-logistics-c%E1%BB%A7a-m%C3%ACnh-cho-to%C3%A0n-khu-v%E1%BB%B1c-asean">Q: &quot;V&#x1EDB;i kinh nghi&#x1EC7;m th&#x1EF1;c ti&#x1EC5;n t&#x1EA1;i th&#x1ECB; tr&#x1B0;&#x1EDD;ng Vi&#x1EC7;t Nam, OnWheel nh&#xEC;n nh&#x1EAD;n ra sao v&#x1EC1; ti&#x1EC1;m n&#x103;ng v&#xE0; c&#x1A1; h&#x1ED9;i &#xE1;p d&#x1EE5;ng m&#xF4; h&#xEC;nh logistics c&#x1EE7;a m&#xEC;nh cho to&#xE0;n khu v&#x1EF1;c ASEAN?&quot;</h3><p>Theo &#xF4;ng Vi&#x1EC7;t, v&#x1EDB;i h&#x1A1;n 50 doanh nghi&#x1EC7;p l&#x1EDB;n, 1.2+ tri&#x1EC7;u &#x111;&#x1A1;n h&#xE0;ng v&#x1EAD;n h&#xE0;nh m&#x1ED7;i n&#x103;m v&#xE0; m&#x1EA1;ng l&#x1B0;&#x1EDB;i &#x201C;ch&#x1EA1;m&#x201D; 26 t&#x1EC9;nh th&#xE0;nh, 5 th&#xE0;nh ph&#x1ED1; l&#x1EDB;n, c&#xF4;ng ngh&#x1EC7; TMS k&#x1EBF;t h&#x1EE3;p last-mile c&#x1EE7;a OnWheel &#x111;&#xE3; th&#x1EF1;c ti&#x1EC5;n h&#xF3;a &#x111;&#x1B0;&#x1EE3;c gi&#x1EA5;c m&#x1A1; t&#x1ED1;i &#x1B0;u v&#x1EAD;n h&#xE0;nh logistics tr&#x1EA3;i d&#xE0;i to&#xE0;n Vi&#x1EC7;t Nam &#x2013; m&#x1EDF; ra nhi&#x1EC1;u tri&#x1EC3;n v&#x1ECD;ng &#xE1;p d&#x1EE5;ng cho to&#xE0;n khu v&#x1EF1;c ASEAN, n&#x1A1;i m&#x1ECD;i m&#xF4; h&#xEC;nh giao nh&#x1EAD;n &#x111;&#x1EC1;u c&#x1EA7;n linh ho&#x1EA1;t th&#xED;ch &#x1EE9;ng v&#xE0; &#x111;&#x1EB7;t kh&#xE1;ch h&#xE0;ng l&#xEA;n h&#xE0;ng &#x111;&#x1EA7;u.</p><figure class="kg-card kg-image-card"><img src="https://lh7-rt.googleusercontent.com/docsz/AD_4nXc0LEtOMgpj6zG-QeYpHWGnhW-1BpbT0a7yVRgPcdPMPd_o8_06QIncgty2jVn-V8uOgeCCebVW82MiOYLrhbWUbVrfBpnYP4-2QUJ7POShaQabQ20xg5gVGD6VF2V4utSP90D6?key=WkXwVkHaCWRo07oQq4OpEw" class="kg-image" alt="C&#x1EA2;I TI&#x1EBE;N GIAO NH&#x1EAC;N LAST-MILE KHU V&#x1EF0;C ASEAN: CHUY&#x1EC6;N NG&#x1AF;&#x1EDC;I TRONG NGH&#x1EC0;" loading="lazy"></figure><h3 id="q-theo-anh-y%E1%BA%BFu-t%E1%BB%91-n%C3%A0o-l%C3%A0-quan-tr%E1%BB%8Dng-nh%E1%BA%A5t-%C4%91%E1%BB%83-m%E1%BB%99t-doanh-nghi%E1%BB%87p-logistics-c%C3%B3-th%E1%BB%83-th%C3%A0nh-c%C3%B4ng-trong-vi%E1%BB%87c-cung-c%E1%BA%A5p-d%E1%BB%8Bch-v%E1%BB%A5-giao-h%C3%A0ng-ch%E1%BA%B7ng-cu%E1%BB%91i-t%E1%BA%A1i-c%C3%A1c-th%E1%BB%8B-tr%C6%B0%E1%BB%9Dng-%C4%91a-d%E1%BA%A1ng-nh%C6%B0-asean">Q: Theo anh, y&#x1EBF;u t&#x1ED1; n&#xE0;o l&#xE0; quan tr&#x1ECD;ng nh&#x1EA5;t &#x111;&#x1EC3; m&#x1ED9;t doanh nghi&#x1EC7;p logistics c&#xF3; th&#x1EC3; th&#xE0;nh c&#xF4;ng trong vi&#x1EC7;c cung c&#x1EA5;p d&#x1ECB;ch v&#x1EE5; giao h&#xE0;ng ch&#x1EB7;ng cu&#x1ED1;i t&#x1EA1;i c&#xE1;c th&#x1ECB; tr&#x1B0;&#x1EDD;ng &#x111;a d&#x1EA1;ng nh&#x1B0; ASEAN?</h3><blockquote>A: &#x201C;H&#x1EA1; t&#x1EA7;ng giao th&#xF4;ng kh&#xF4;ng &#x111;&#x1ED3;ng b&#x1ED9;, &#x111;&#x1ECB;a ch&#x1EC9; ph&#x1EE9;c t&#x1EA1;p, nhi&#x1EC1;u khu v&#x1EF1;c ph&#xE1;t tri&#x1EC3;n ngo&#xE0;i quy ho&#x1EA1;ch c&#xF9;ng th&#xF3;i quen thanh to&#xE1;n COD khi&#x1EBF;n vi&#x1EC7;c giao h&#xE0;ng cu&#x1ED1;i c&#xF9;ng &#x1EDF; &#x110;&#xF4;ng Nam &#xC1; n&#xF3;i chung, Vi&#x1EC7;t Nam n&#xF3;i ri&#xEA;ng c&#x1EF1;c k&#x1EF3; th&#xE1;ch th&#x1EE9;c. &#x110;&#x1EC3; gi&#x1EA3;i b&#xE0;i to&#xE1;n n&#xE0;y, &#x111;i&#x1EC1;u quan tr&#x1ECD;ng l&#xE0; ph&#x1EA3;i ch&#x1EE7; &#x111;&#x1ED9;ng &#x1EE9;ng d&#x1EE5;ng c&#xF4;ng ngh&#x1EC7; s&#x1ED1;, x&#xE1;c th&#x1EF1;c &#x111;&#x1ECB;a ch&#x1EC9;, li&#xEA;n k&#x1EBF;t m&#x1EA1;ng l&#x1B0;&#x1EDB;i &#x111;&#x1ED1;i t&#xE1;c t&#x1EA1;i ch&#x1ED7;, v&#x1EAD;n d&#x1EE5;ng linh ho&#x1EA1;t c&#xE1;c ph&#x1B0;&#x1A1;ng ti&#x1EC7;n nh&#x1B0; xe m&#xE1;y, thuy&#x1EC1;n &#x1EDF; v&#xF9;ng &#x111;&#x1EB7;c bi&#x1EC7;t, &#x111;&#x1ED3;ng th&#x1EDD;i lu&#xF4;n chu&#x1EA9;n b&#x1ECB; ph&#x1B0;&#x1A1;ng &#xE1;n &#x1EE9;ng ph&#xF3; v&#x1EDB;i th&#x1EDD;i ti&#x1EBF;t, bi&#x1EBF;n &#x111;&#x1ED9;ng m&#xF9;a v&#x1EE5;. Ch&#xED;nh y&#x1EBF;u t&#x1ED1; &#x111;&#x1ECB;a ph&#x1B0;&#x1A1;ng h&#xF3;a, l&#x1EAF;ng nghe v&#xE0; ph&#x1ED1;i h&#x1EE3;p ch&#x1EB7;t v&#x1EDB;i c&#x1ED9;ng &#x111;&#x1ED3;ng giao nh&#x1EAD;n &#x111;&#x1ECB;a ph&#x1B0;&#x1A1;ng l&#xE0; y&#x1EBF;u t&#x1ED1; quy&#x1EBF;t &#x111;&#x1ECB;nh.&#x201D;</blockquote><figure class="kg-card kg-image-card"><img src="https://lh7-rt.googleusercontent.com/docsz/AD_4nXfmpWDtIYX6nnqR4A0WtKJXCOh8NySuuRPI9lgLFAo499OFEPCecpwoC587q3W6nftqWqGtTIIwAk4y3nLzyq_OaPs__o-JPl8mzKV12C9WdB8ZodhWN2RKQRa0K3VpGWeWOW2ngQ?key=WkXwVkHaCWRo07oQq4OpEw" class="kg-image" alt="C&#x1EA2;I TI&#x1EBE;N GIAO NH&#x1EAC;N LAST-MILE KHU V&#x1EF0;C ASEAN: CHUY&#x1EC6;N NG&#x1AF;&#x1EDC;I TRONG NGH&#x1EC0;" loading="lazy"></figure><h3 id="q-c%C3%B4ng-ngh%E1%BB%87-ai-v%C3%A0-c%C3%A1c-gi%E1%BA%A3i-ph%C3%A1p-t%E1%BB%B1-%C4%91%E1%BB%99ng-h%C3%B3a-%C4%91ang-%C4%91%C6%B0%E1%BB%A3c-tri%E1%BB%83n-khai-nh%C6%B0-th%E1%BA%BF-n%C3%A0o-%C4%91%E1%BB%83-t%E1%BB%91i-%C6%B0u-h%C3%B3a-quy-tr%C3%ACnh-logistics-v%C3%A0-%C4%91i%E1%BB%81u-n%C3%A0y-s%E1%BA%BD-gi%C3%BAp-ng%C3%A0nh-logistics-vi%E1%BB%87t-nam-b%E1%BA%AFt-k%E1%BB%8Bp-xu-h%C6%B0%E1%BB%9Bng-qu%E1%BB%91c-t%E1%BA%BF-ra-sao">Q: &quot;C&#xF4;ng ngh&#x1EC7; AI v&#xE0; c&#xE1;c gi&#x1EA3;i ph&#xE1;p t&#x1EF1; &#x111;&#x1ED9;ng h&#xF3;a &#x111;ang &#x111;&#x1B0;&#x1EE3;c tri&#x1EC3;n khai nh&#x1B0; th&#x1EBF; n&#xE0;o &#x111;&#x1EC3; t&#x1ED1;i &#x1B0;u h&#xF3;a quy tr&#xEC;nh logistics, v&#xE0; &#x111;i&#x1EC1;u n&#xE0;y s&#x1EBD; gi&#xFA;p ng&#xE0;nh logistics Vi&#x1EC7;t Nam b&#x1EAF;t k&#x1ECB;p xu h&#x1B0;&#x1EDB;ng qu&#x1ED1;c t&#x1EBF; ra sao?&quot;</h3><blockquote>A: &#x201C;V&#x1EC1; n&#x1ED9;i b&#x1ED9; OnWheel, ch&#xFA;ng t&#xF4;i &#x1EE9;ng d&#x1EE5;ng m&#x1EA1;nh m&#x1EBD; AI &#x111;&#x1EC3; t&#x1ED1;i &#x1B0;u tuy&#x1EBF;n &#x111;&#x1B0;&#x1EDD;ng, d&#x1EF1; b&#xE1;o nhu c&#x1EA7;u, t&#x1EF1; &#x111;&#x1ED9;ng h&#xF3;a ph&#xE2;n b&#x1ED5; ngu&#x1ED3;n l&#x1EF1;c v&#xE0; n&#xE2;ng cao tr&#x1EA3;i nghi&#x1EC7;m kh&#xE1;ch h&#xE0;ng qua h&#x1EC7; th&#x1ED1;ng x&#xE1;c nh&#x1EAD;n &#x111;i&#x1EC7;n t&#x1EED;, chatbot t&#x1B0; v&#x1EA5;n. Vi&#x1EC7;c &#x111;&#x1B0;a QR code v&#xE0;o &#x111;i&#x1EC3;m nh&#x1EAD;n/giao h&#xE0;ng, ph&#xE2;n t&#xED;ch d&#x1EEF; li&#x1EC7;u s&#xE2;u v&#xE0; th&#x1EED; nghi&#x1EC7;m c&#xE1;c m&#xF4; h&#xEC;nh giao h&#xE0;ng t&#x1EF1; &#x111;&#x1ED9;ng (nh&#x1B0; robot, drone) d&#xF9; c&#xF2;n m&#x1EDB;i m&#x1EBB; nh&#x1B0;ng &#x111;&#xE3; t&#x1EA1;o n&#x1EC1;n t&#x1EA3;ng t&#x1ED1;t &#x111;&#x1EC3; logistics Vi&#x1EC7;t Nam v&#xE0; khu v&#x1EF1;c b&#x1EAF;t k&#x1ECB;p xu h&#x1B0;&#x1EDB;ng qu&#x1ED1;c t&#x1EBF;, t&#x103;ng n&#x103;ng l&#x1EF1;c c&#x1EA1;nh tranh v&#xE0; ki&#x1EC3;m so&#xE1;t v&#x1EAD;n h&#xE0;nh.&#x201D;</blockquote><h3 id="q-ngo%C3%A0i-c%C3%B4ng-ngh%E1%BB%87-tms-hi%E1%BB%87n-%C4%91%E1%BA%A1i-y%E1%BA%BFu-t%E1%BB%91-n%C3%A0o-kh%C3%A1c-m%C3%A0-anhch%E1%BB%8B-cho-l%C3%A0-then-ch%E1%BB%91t-trong-b%C3%AD-quy%E1%BA%BFt-ph%E1%BB%91i-h%E1%BB%A3p-v%C3%A0-ph%C3%A1t-tri%E1%BB%83n-m%E1%BA%A1ng-l%C6%B0%E1%BB%9Bi-giao-h%C3%A0ng-hi%E1%BB%87u-qu%E1%BA%A3-c%E1%BB%A7a-onwheel">Q: &quot;Ngo&#xE0;i c&#xF4;ng ngh&#x1EC7; TMS hi&#x1EC7;n &#x111;&#x1EA1;i, y&#x1EBF;u t&#x1ED1; n&#xE0;o kh&#xE1;c m&#xE0; anh/ch&#x1ECB; cho l&#xE0; then ch&#x1ED1;t trong b&#xED; quy&#x1EBF;t ph&#x1ED1;i h&#x1EE3;p v&#xE0; ph&#xE1;t tri&#x1EC3;n m&#x1EA1;ng l&#x1B0;&#x1EDB;i giao h&#xE0;ng hi&#x1EC7;u qu&#x1EA3; c&#x1EE7;a OnWheel?&quot;</h3><blockquote>A: &#x201C;T&#xF4;i nh&#x1EAD;n ra r&#x1EB1;ng, ngo&#xE0;i n&#x1EC1;n t&#x1EA3;ng c&#xF4;ng ngh&#x1EC7; s&#x1ED1; t&#x1EAD;p trung, &#x111;i&#x1EC1;u t&#x1EA1;o n&#xEA;n t&#x1ED1;c &#x111;&#x1ED9; v&#xE0; chu&#x1EA9;n d&#x1ECB;ch v&#x1EE5; &#x111;&#x1ED3;ng &#x111;&#x1EC1;u l&#xE0; s&#x1EF1; ch&#x1EE7; &#x111;&#x1ED9;ng &#x111;&#xE0;o t&#x1EA1;o th&#x1EF1;c t&#x1EBF; cho shipper &#x111;&#x1ECB;a ph&#x1B0;&#x1A1;ng, x&#xE2;y d&#x1EF1;ng c&#xE1;c b&#x1EA3;ng x&#x1EBF;p h&#x1EA1;ng ch&#x1EA5;t l&#x1B0;&#x1EE3;ng, &#x111;&#x1ED9;ng vi&#xEA;n k&#x1ECB;p th&#x1EDD;i, v&#xE0; minh b&#x1EA1;ch h&#xF3;a hi&#x1EC7;u qu&#x1EA3; giao nh&#x1EAD;n qua t&#x1EEB;ng ng&#xE0;y. Ch&#x1EC9; khi k&#x1EBF;t h&#x1EE3;p nhu&#x1EA7;n nhuy&#x1EC5;n gi&#x1EEF;a c&#xF4;ng ngh&#x1EC7;, con ng&#x1B0;&#x1EDD;i v&#xE0; ph&#x1B0;&#x1A1;ng ph&#xE1;p &#x111;&#x1ECB;a ph&#x1B0;&#x1A1;ng h&#xF3;a chi&#x1EBF;n l&#x1B0;&#x1EE3;c, doanh nghi&#x1EC7;p m&#x1EDB;i c&#xF3; th&#x1EC3; v&#x1EEB;a t&#x1ED1;i &#x1B0;u chi ph&#xED; &#x2013; t&#x1ED1;c &#x111;&#x1ED9; &#x2013; b&#x1EC1;n v&#x1EEF;ng, v&#x1EEB;a m&#x1EDF; r&#x1ED9;ng quy m&#xF4; tr&#x1EA3;i kh&#x1EAF;p c&#xE1;c t&#x1EC9;nh th&#xE0;nh.&#x201D;</blockquote><figure class="kg-card kg-image-card"><img src="https://lh7-rt.googleusercontent.com/docsz/AD_4nXfZKYisrKpHDwqlO9-hVqt595sEKz-T_2XWuprjIQrqV3WOJC9ORtmtx4Ysw6f5drzQ59XIMQyQEOcjOp2ecO714GLJA_rKmWZ7T84x5Z9jEVfzx6ioBZaLSr-kGsU-nqUCG7fZ?key=WkXwVkHaCWRo07oQq4OpEw" class="kg-image" alt="C&#x1EA2;I TI&#x1EBE;N GIAO NH&#x1EAC;N LAST-MILE KHU V&#x1EF0;C ASEAN: CHUY&#x1EC6;N NG&#x1AF;&#x1EDC;I TRONG NGH&#x1EC0;" loading="lazy"></figure><p>Qua nh&#x1EEF;ng chia s&#x1EBB; t&#x1EA1;i s&#x1EF1; ki&#x1EC7;n Smart Delivery 2025, OnWheel &#x111;&#xE3; minh ch&#x1EE9;ng r&#x1EB1;ng th&#xE0;nh c&#xF4;ng trong vi&#x1EC7;c ho&#xE0;n thi&#x1EC7;n last-mile delivery kh&#xF4;ng ch&#x1EC9; &#x111;&#x1EBF;n t&#x1EEB; c&#xF4;ng ngh&#x1EC7; ti&#xEA;n ti&#x1EBF;n m&#xE0; c&#xF2;n t&#x1EEB; s&#x1EF1; k&#x1EBF;t h&#x1EE3;p kh&#xE9;o l&#xE9;o gi&#x1EEF;a n&#x1EC1;n t&#x1EA3;ng s&#x1ED1;, ph&#xE1;t tri&#x1EC3;n ngu&#x1ED3;n nh&#xE2;n l&#x1EF1;c &#x111;&#x1ECB;a ph&#x1B0;&#x1A1;ng v&#xE0; chi&#x1EBF;n l&#x1B0;&#x1EE3;c &#x111;&#x1ECB;a ph&#x1B0;&#x1A1;ng h&#xF3;a linh ho&#x1EA1;t. V&#x1EDB;i h&#xE0;nh tr&#xEC;nh t&#x1EEB; 50+ doanh nghi&#x1EC7;p &#x111;&#x1ED1;i t&#xE1;c &#x111;&#x1EBF;n 1.2+ tri&#x1EC7;u &#x111;&#x1A1;n h&#xE0;ng v&#x1EAD;n h&#xE0;nh m&#x1ED7;i n&#x103;m tr&#xEA;n 26 t&#x1EC9;nh th&#xE0;nh, OnWheel gia nh&#x1EAD;p &#x111;&#x1ED9;i ng&#x169; c&#xE1;c doanh nghi&#x1EC7;p logistics ti&#xEA;n phong t&#x1EA1;i Vi&#x1EC7;t Nam v&#xE0; l&#xE0; m&#xF4; h&#xEC;nh tham kh&#x1EA3;o cho khu v&#x1EF1;c ASEAN - n&#x1A1;i m&#xE0; s&#x1EF1; &#x111;a d&#x1EA1;ng v&#x1EC1; &#x111;&#x1ECB;a l&#xFD;, v&#x103;n h&#xF3;a v&#xE0; nhu c&#x1EA7;u kh&#xE1;ch h&#xE0;ng &#x111;&#xF2;i h&#x1ECF;i nh&#x1EEF;ng gi&#x1EA3;i ph&#xE1;p v&#x1EEB;a hi&#x1EC7;n &#x111;&#x1EA1;i v&#x1EEB;a th&#xED;ch &#x1EE9;ng cao. &#x110;&#xE2;y ch&#xED;nh l&#xE0; n&#x1EC1;n t&#x1EA3;ng v&#x1EEF;ng ch&#x1EAF;c &#x111;&#x1EC3; ng&#xE0;nh logistics Vi&#x1EC7;t Nam t&#x1EF1; tin b&#x1B0;&#x1EDB;c ra th&#x1ECB; tr&#x1B0;&#x1EDD;ng qu&#x1ED1;c t&#x1EBF;, g&#xF3;p ph&#x1EA7;n ho&#xE0;n thi&#x1EC7;n h&#x1EC7; sinh th&#xE1;i giao h&#xE0;ng th&#xF4;ng minh trong khu v&#x1EF1;c.</p>]]></content:encoded></item><item><title><![CDATA[Quản Lý Vận Tải Thời Kỹ Thuật Số: Nỗi Lo Thuế, Minh Bạch và Giải Pháp Số Hóa]]></title><description><![CDATA[<h2 id="1-%E2%80%9Cl%E1%BB%97-h%E1%BB%95ng%E2%80%9D-v%E1%BB%81-thu%E1%BA%BF-trong-giao-h%C3%A0ng-t%E1%BB%B1-v%E1%BA%ADn-h%C3%A0nh-n%C3%AAn-nh%C3%ACn-nh%E1%BA%ADn-th%E1%BA%BF-n%C3%A0o">1. &#x201C;L&#x1ED7; h&#x1ED5;ng&#x201D; v&#x1EC1; thu&#x1EBF; trong giao h&#xE0;ng t&#x1EF1; v&#x1EAD;n h&#xE0;nh: N&#xEA;n nh&#xEC;n nh&#x1EAD;n th&#x1EBF; n&#xE0;o?</h2><p>T&#x1EEB; &#x111;&#x1EA7;u n&#x103;m 2024 &#x111;&#x1EBF;</p>]]></description><link>https://blog.onwheel.io/quan-ly-van-tai-thoi-ky-thuat-so-noi-lo-thue-minh-bach-va-giai-phap-so-hoa/</link><guid isPermaLink="false">684be0a192616d551dcbdc52</guid><dc:creator><![CDATA[Nguyễn Sâm]]></dc:creator><pubDate>Fri, 13 Jun 2025 08:34:31 GMT</pubDate><media:content url="https://blog.onwheel.io/content/images/2025/06/Qu-n-L--V-n-T-i-Th-i-K--Thu-t-S--N-i-Lo-Thu---Minh-B-ch-v--Gi-i-Ph-p-S--H-a.jpg" medium="image"/><content:encoded><![CDATA[<h2 id="1-%E2%80%9Cl%E1%BB%97-h%E1%BB%95ng%E2%80%9D-v%E1%BB%81-thu%E1%BA%BF-trong-giao-h%C3%A0ng-t%E1%BB%B1-v%E1%BA%ADn-h%C3%A0nh-n%C3%AAn-nh%C3%ACn-nh%E1%BA%ADn-th%E1%BA%BF-n%C3%A0o">1. &#x201C;L&#x1ED7; h&#x1ED5;ng&#x201D; v&#x1EC1; thu&#x1EBF; trong giao h&#xE0;ng t&#x1EF1; v&#x1EAD;n h&#xE0;nh: N&#xEA;n nh&#xEC;n nh&#x1EAD;n th&#x1EBF; n&#xE0;o?</h2><img src="https://blog.onwheel.io/content/images/2025/06/Qu-n-L--V-n-T-i-Th-i-K--Thu-t-S--N-i-Lo-Thu---Minh-B-ch-v--Gi-i-Ph-p-S--H-a.jpg" alt="Qu&#x1EA3;n L&#xFD; V&#x1EAD;n T&#x1EA3;i Th&#x1EDD;i K&#x1EF9; Thu&#x1EAD;t S&#x1ED1;: N&#x1ED7;i Lo Thu&#x1EBF;, Minh B&#x1EA1;ch v&#xE0; Gi&#x1EA3;i Ph&#xE1;p S&#x1ED1; H&#xF3;a"><p>T&#x1EEB; &#x111;&#x1EA7;u n&#x103;m 2024 &#x111;&#x1EBF;n nay, c&#xE1;c quy &#x111;&#x1ECB;nh v&#x1EC1; h&#xF3;a &#x111;&#x1A1;n &#x111;i&#x1EC7;n t&#x1EED;, qu&#x1EA3;n l&#xFD; chi ph&#xED; v&#xE0; khai thu&#x1EBF; trong ho&#x1EA1;t &#x111;&#x1ED9;ng v&#x1EAD;n chuy&#x1EC3;n h&#xE0;ng h&#xF3;a li&#xEA;n t&#x1EE5;c &#x111;&#x1B0;&#x1EE3;c si&#x1EBF;t ch&#x1EB7;t. Ri&#xEA;ng t&#x1EA1;i TP.HCM v&#xE0; H&#xE0; N&#x1ED9;i, c&#xE1;c &#x111;&#x1EE3;t thanh ki&#x1EC3;m tra thu&#x1EBF; &#x111;&#x1ED9;t xu&#x1EA5;t v&#x1EDB;i doanh nghi&#x1EC7;p b&#xE1;n l&#x1EBB; v&#xE0; logistics &#x111;&#xE3; t&#x103;ng h&#x1A1;n 18% so v&#x1EDB;i c&#xF9;ng k&#x1EF3; n&#x103;m tr&#x1B0;&#x1EDB;c (theo B&#xE1;o c&#xE1;o T&#x1ED5;ng c&#x1EE5;c Thu&#x1EBF; th&#xE1;ng 3/2024).</p><p>Nhi&#x1EC1;u doanh nghi&#x1EC7;p t&#x1EF1; tri&#x1EC3;n khai &#x111;&#x1ED9;i xe giao h&#xE0;ng &#x111;&#x1EC1;u tin r&#x1EB1;ng c&#x1EE9; xu&#x1EA5;t &#x111;&#x1EA7;y &#x111;&#x1EE7; h&#xF3;a &#x111;&#x1A1;n b&#xE1;n h&#xE0;ng l&#xE0; xong. Tuy nhi&#xEA;n, theo &#xF4;ng Nguy&#x1EC5;n V&#x103;n Ph&#x1EE5;ng &#x2013; nguy&#xEA;n V&#x1EE5; tr&#x1B0;&#x1EDF;ng V&#x1EE5; qu&#x1EA3;n l&#xFD; thu&#x1EBF; doanh nghi&#x1EC7;p l&#x1EDB;n (T&#x1ED5;ng c&#x1EE5;c Thu&#x1EBF;), kh&#xF4;ng &#xED;t doanh nghi&#x1EC7;p b&#x1ECB; truy thu thu&#x1EBF; ho&#x1EB7;c xu&#x1EA5;t to&#xE1;n chi ph&#xED; v&#x1EAD;n t&#x1EA3;i do &#x201C;ch&#x1EE9;ng t&#x1EEB; kh&#xF4;ng h&#x1EE3;p l&#x1EC7;, d&#x1EEF; li&#x1EC7;u giao nh&#x1EAD;n kh&#xE1; r&#x1EDD;i r&#x1EA1;c, kh&#xF3; minh b&#x1EA1;ch ngu&#x1ED3;n g&#x1ED1;c&#x201D; (Ngu&#x1ED3;n: B&#xE1;o Tu&#x1ED5;i Tr&#x1EBB;, ng&#xE0;y 01/04/2024).</p><h2 id="2-r%E1%BB%A7i-ro-th%E1%BB%B1c-t%E1%BA%BF-%E2%80%9Cxu%E1%BA%A5t-%E2%80%93-kh%C3%B4ng-xu%E1%BA%A5t-h%C3%B3a-%C4%91%C6%A1n-ch%E1%BB%89-m%E1%BB%99t-ranh-gi%E1%BB%9Bi-m%E1%BB%9D%E2%80%9D">2. R&#x1EE7;i ro th&#x1EF1;c t&#x1EBF;: &#x201C;Xu&#x1EA5;t &#x2013; Kh&#xF4;ng xu&#x1EA5;t h&#xF3;a &#x111;&#x1A1;n, ch&#x1EC9; m&#x1ED9;t ranh gi&#x1EDB;i m&#x1EDD;&#x201D;</h2><p>N&#x1EBF;u doanh nghi&#x1EC7;p t&#x1EF1; v&#x1EAD;n chuy&#x1EC3;n v&#xE0; &#x111;&#xE3; &#x201C;g&#x1ED9;p&#x201D; ph&#xED; giao h&#xE0;ng v&#xE0;o gi&#xE1; b&#xE1;n, vi&#x1EC7;c k&#xEA; khai kh&#xF4;ng th&#xE0;nh v&#x1EA5;n &#x111;&#x1EC1; v&#xEC; &#x111;&#xE2;y l&#xE0; chi ph&#xED; n&#x1ED9;i b&#x1ED9;. Nh&#x1B0;ng ch&#x1EC9; c&#x1EA7;n thu th&#xEA;m kho&#x1EA3;n ph&#xED; giao h&#xE0;ng t&#xE1;ch bi&#x1EC7;t m&#xE0; kh&#xF4;ng xu&#x1EA5;t h&#xF3;a &#x111;&#x1A1;n d&#x1ECB;ch v&#x1EE5; v&#x1EAD;n chuy&#x1EC3;n, ho&#x1EB7;c ghi nh&#x1EAD;n thi&#x1EBF;u minh b&#x1EA1;ch tr&#xEA;n s&#x1ED5; s&#xE1;ch &#x2013; b&#x1EA1;n c&#xF3; th&#x1EC3; b&#x1ECB; C&#x1EE5;c thu&#x1EBF; &#x201C;tu&#xFD;t c&#xF2;i&#x201D; b&#x1EA5;t c&#x1EE9; l&#xFA;c n&#xE0;o.</p><p>N&#x103;m 2023, &#x111;&#xE3; c&#xF3; tr&#xEA;n 460 doanh nghi&#x1EC7;p ph&#xE2;n ph&#x1ED1;i, b&#xE1;n l&#x1EBB; b&#x1ECB; xu&#x1EA5;t to&#xE1;n chi ph&#xED; v&#x1EAD;n t&#x1EA3;i v&#x1EDB;i t&#x1ED5;ng gi&#xE1; tr&#x1ECB; h&#x1A1;n 210 t&#x1EF7; &#x111;&#x1ED3;ng v&#xEC; &#x201C;kh&#xF4;ng &#x111;&#x1EE7; h&#x1ED3; s&#x1A1;, ch&#x1EE9;ng t&#x1EEB; s&#x1ED1; h&#xF3;a&#x201D;, theo th&#x1ED1;ng k&#xEA; c&#x1EE7;a C&#x1EE5;c Thu&#x1EBF; TP. HCM (Tr&#xED;ch B&#xE1;o Ng&#x1B0;&#x1EDD;i Lao &#x110;&#x1ED9;ng 13/12/2023).</p><p>Nguy c&#x1A1; nghi&#xEA;m tr&#x1ECD;ng:</p><p>V&#x1EAD;n h&#xE0;nh th&#x1EE7; c&#xF4;ng, gi&#x1EA5;y t&#x1EDD; b&#x1ECB; th&#x1EA5;t l&#x1EA1;c, s&#x1ED1; li&#x1EC7;u v&#x1EAD;n chuy&#x1EC3;n kh&#xF4;ng kh&#x1EDB;p v&#x1EDB;i xu&#x1EA5;t h&#xF3;a &#x111;&#x1A1;n v&#xE0; chi ph&#xED; b&#xE1;o c&#xE1;o. Trong c&#xE1;c &#x111;&#x1EE3;t ki&#x1EC3;m tra g&#x1EA7;n &#x111;&#xE2;y, c&#xF3; nh&#x1EEF;ng tr&#x1B0;&#x1EDD;ng h&#x1EE3;p doanh nghi&#x1EC7;p b&#x1ECB; t&#x1EEB; ch&#x1ED1;i ho&#xE0;n to&#xE0;n chi ph&#xED; v&#x1EAD;n chuy&#x1EC3;n k&#xE9;o d&#xE0;i 2-3 n&#x103;m do kh&#xF4;ng th&#x1EC3; cung c&#x1EA5;p &#x111;&#x1EA7;y &#x111;&#x1EE7; d&#x1EEF; li&#x1EC7;u &#x111;i&#x1EC7;n t&#x1EED; truy xu&#x1EA5;t.</p><h2 id="3-khi-n%C3%A0o-ph%E1%BA%A3i-xu%E1%BA%A5t-h%C3%B3a-%C4%91%C6%A1n-cho-ph%C3%AD-giao-v%E1%BA%ADn">3. Khi n&#xE0;o ph&#x1EA3;i xu&#x1EA5;t h&#xF3;a &#x111;&#x1A1;n cho ph&#xED; giao v&#x1EAD;n?</h2><p>N&#x1EBF;u ph&#xED; giao v&#x1EAD;n &#x111;&#xE3; &#x111;&#x1B0;&#x1EE3;c c&#x1ED9;ng v&#xE0;o gi&#xE1; b&#xE1;n:</p><p>Gi&#xE1; tr&#xEA;n h&#xF3;a &#x111;&#x1A1;n b&#xE1;n h&#xE0;ng &#x111;&#xE3; bao g&#x1ED3;m c&#x1EA3; chi ph&#xED; v&#x1EAD;n chuy&#x1EC3;n (t&#x1EE9;c l&#xE0; b&#xE1;n h&#xE0;ng k&#xE8;m v&#x1EAD;n chuy&#x1EC3;n &#x111;&#x1EBF;n t&#x1EAD;n n&#x1A1;i theo th&#x1ECF;a thu&#x1EAD;n), th&#xEC; kh&#xF4;ng c&#x1EA7;n xu&#x1EA5;t h&#xF3;a &#x111;&#x1A1;n ri&#xEA;ng cho chi ph&#xED; v&#x1EAD;n chuy&#x1EC3;n.</p><p>L&#xFA;c n&#xE0;y, t&#x1ED5;ng doanh thu (bao g&#x1ED3;m c&#x1EA3; ph&#xED; giao h&#xE0;ng) &#x111;&#x1B0;&#x1EE3;c ghi nh&#x1EAD;n chung tr&#xEA;n h&#xF3;a &#x111;&#x1A1;n b&#xE1;n h&#xE0;ng xu&#x1EA5;t cho kh&#xE1;ch h&#xE0;ng.</p><p>N&#x1EBF;u ph&#xED; giao v&#x1EAD;n &#x111;&#x1B0;&#x1EE3;c t&#xE1;ch ri&#xEA;ng, thu th&#xEA;m t&#x1EEB; kh&#xE1;ch:</p><p>Khi thu th&#xEA;m ti&#x1EC1;n v&#x1EAD;n chuy&#x1EC3;n (ti&#x1EC1;n ship) ngo&#xE0;i gi&#xE1; b&#xE1;n h&#xE0;ng h&#xF3;a, b&#x1EA1;n ph&#x1EA3;i xu&#x1EA5;t h&#xF3;a &#x111;&#x1A1;n d&#x1ECB;ch v&#x1EE5; v&#x1EAD;n chuy&#x1EC3;n cho ph&#x1EA7;n n&#xE0;y.</p><ul><li>N&#x1EBF;u doanh nghi&#x1EC7;p t&#x1EF1; v&#x1EAD;n chuy&#x1EC3;n, ph&#x1EA3;i xu&#x1EA5;t h&#xF3;a &#x111;&#x1A1;n GTGT/d&#x1ECB;ch v&#x1EE5; v&#x1EAD;n chuy&#x1EC3;n cho kh&#xE1;ch v&#x1EDB;i doanh thu l&#xE0; ph&#xED; v&#x1EAD;n chuy&#x1EC3;n.</li><li>N&#x1EBF;u thu&#xEA; &#x111;&#x1ED1;i t&#xE1;c v&#x1EAD;n chuy&#x1EC3;n, &#x111;&#x1ED1;i t&#xE1;c s&#x1EBD; xu&#x1EA5;t h&#xF3;a &#x111;&#x1A1;n v&#x1EAD;n chuy&#x1EC3;n cho ph&#xED;a c&#xF4;ng ty (b&#x1EA1;n ch&#x1EC9; c&#x1EA7;n ghi nh&#x1EAD;n v&#xE0;o chi ph&#xED;, kh&#xF4;ng ph&#x1EA3;i xu&#x1EA5;t cho kh&#xE1;ch).</li><li>Tr&#x1B0;&#x1EDD;ng h&#x1EE3;p doanh nghi&#x1EC7;p t&#x1EF1; giao h&#xE0;ng, ph&#xED; v&#x1EAD;n chuy&#x1EC3;n l&#xE0; chi ph&#xED; n&#x1ED9;i b&#x1ED9;:</li></ul><p>N&#x1EBF;u <u>KH&#xD4;NG </u>thu ph&#xED; v&#x1EAD;n chuy&#x1EC3;n t&#x1EEB; kh&#xE1;ch (t&#x1EE9;c l&#xE0; b&#xE1;n h&#xE0;ng &#x111;&#xE3; bao g&#x1ED3;m v&#x1EAD;n chuy&#x1EC3;n, ph&#xED; ch&#x1ECB;u n&#x1ED9;i b&#x1ED9;):</p><p>&#x2192; Kh&#xF4;ng c&#x1EA7;n xu&#x1EA5;t h&#xF3;a &#x111;&#x1A1;n v&#x1EAD;n chuy&#x1EC3;n ri&#xEA;ng, chi ph&#xED; v&#x1EAD;n chuy&#x1EC3;n &#x111;&#x1B0;&#x1EE3;c h&#x1EA1;ch to&#xE1;n l&#xE0; chi ph&#xED; b&#xE1;n h&#xE0;ng, chi ph&#xED; chung c&#x1EE7;a doanh nghi&#x1EC7;p.</p><p>N&#x1EBF;u kh&#xE1;ch tr&#x1EA3; th&#xEA;m ph&#xED; v&#x1EAD;n chuy&#x1EC3;n cho b&#x1EA1;n:</p><p>&#x2192; Ph&#x1EA3;i xu&#x1EA5;t h&#xF3;a &#x111;&#x1A1;n d&#x1ECB;ch v&#x1EE5; v&#x1EAD;n chuy&#x1EC3;n cho ph&#x1EA7;n thu th&#xEA;m n&#xE0;y.</p><p>V&#x1EC1; h&#x1EA1;ch to&#xE1;n k&#x1EBF; to&#xE1;n v&#xE0; ch&#x1EE9;ng t&#x1EEB;:</p><ul><li>Chi ph&#xED; v&#x1EAD;n chuy&#x1EC3;n t&#x1EF1; chi tr&#x1EA3; (doanh nghi&#x1EC7;p t&#x1EF1; giao):</li></ul><p>H&#x1EA1;ch to&#xE1;n chi ph&#xED; v&#x1EAD;n chuy&#x1EC3;n v&#xE0;o chi ph&#xED; b&#xE1;n h&#xE0;ng (T&#xE0;i kho&#x1EA3;n 641 theo Q&#x110; 200), k&#xE8;m &#x111;&#x1EA7;y &#x111;&#x1EE7; ch&#x1EE9;ng t&#x1EEB; n&#x1ED9;i b&#x1ED9;: phi&#x1EBF;u chi, b&#x1EA3;ng ph&#xE2;n b&#x1ED5; chi ph&#xED; v&#x1EAD;n chuy&#x1EC3;n, h&#x1EE3;p &#x111;&#x1ED3;ng lao &#x111;&#x1ED9;ng/chi ph&#xED; x&#x103;ng xe, b&#x1EA3;ng c&#xF4;ng l&#x1B0;&#x1A1;ng&#x2026; t&#xF9;y c&#xE1;ch m&#xF4; h&#xEC;nh c&#xF4;ng ty.</p><p>Kh&#xF4;ng c&#x1EA7;n xu&#x1EA5;t h&#xF3;a &#x111;&#x1A1;n d&#x1ECB;ch v&#x1EE5; v&#x1EAD;n chuy&#x1EC3;n.</p><p>Ch&#x1EC9; c&#x1EA7;n xu&#x1EA5;t h&#xF3;a &#x111;&#x1A1;n d&#x1ECB;ch v&#x1EE5; v&#x1EAD;n chuy&#x1EC3;n khi b&#x1EA1;n thu th&#xEA;m ph&#xED; n&#xE0;y t&#x1EEB; kh&#xE1;ch h&#xE0;ng.</p><p>Ph&#x1EA7;n m&#xF4; t&#x1EA3; tr&#xEA;n h&#xF3;a &#x111;&#x1A1;n (n&#x1EBF;u ph&#x1EA3;i xu&#x1EA5;t):</p><ul><li>N&#x1EBF;u ph&#x1EA3;i xu&#x1EA5;t h&#xF3;a &#x111;&#x1A1;n d&#x1ECB;ch v&#x1EE5; v&#x1EAD;n chuy&#x1EC3;n (tr&#x1B0;&#x1EDD;ng h&#x1EE3;p thu ph&#xED; c&#x1EE7;a kh&#xE1;ch):</li></ul><p>Ghi tr&#xEA;n h&#xF3;a &#x111;&#x1A1;n: &quot;D&#x1ECB;ch v&#x1EE5; v&#x1EAD;n chuy&#x1EC3;n h&#xE0;ng h&#xF3;a&quot;, s&#x1ED1; ti&#x1EC1;n, thu&#x1EBF; su&#x1EA5;t, t&#x1ED5;ng c&#x1ED9;ng.</p><p>N&#x1EBF;u doanh thu v&#x1EAD;n chuy&#x1EC3;n thu&#x1ED9;c di&#x1EC7;n ch&#x1ECB;u thu&#x1EBF; GTGT th&#xEC; &#xE1;p d&#x1EE5;ng thu&#x1EBF; su&#x1EA5;t 10%.</p><p>(Tham kh&#x1EA3;o Th&#xF4;ng t&#x1B0; 219/2013/TT-BTC v&#xE0; c&#xE1;c quy &#x111;&#x1ECB;nh hi&#x1EC7;n h&#xE0;nh v&#x1EC1; h&#xF3;a &#x111;&#x1A1;n, thu&#x1EBF;)</p><p>Minh h&#x1ECD;a v&#xED; d&#x1EE5;:</p><p>Tr&#x1B0;&#x1EDD;ng h&#x1EE3;p 1:</p><p>B&#xE1;n h&#xE0;ng &#x111;i&#x1EC7;n t&#x1EED;, giao h&#xE0;ng t&#x1EAD;n n&#x1A1;i. Gi&#xE1; b&#xE1;n: 10 tri&#x1EC7;u &#x111;&#xE3; bao g&#x1ED3;m ph&#xED; v&#x1EAD;n chuy&#x1EC3;n.</p><p>&#x21D2; Ch&#x1EC9; c&#x1EA7;n xu&#x1EA5;t 1 h&#xF3;a &#x111;&#x1A1;n b&#xE1;n h&#xE0;ng h&#xF3;a (10 tri&#x1EC7;u), kh&#xF4;ng ph&#x1EA3;i xu&#x1EA5;t h&#xF3;a &#x111;&#x1A1;n d&#x1ECB;ch v&#x1EE5; v&#x1EAD;n chuy&#x1EC3;n.</p><p>Tr&#x1B0;&#x1EDD;ng h&#x1EE3;p 2:</p><p>B&#xE1;n h&#xE0;ng &#x111;i&#x1EC7;n t&#x1EED;, gi&#xE1; b&#xE1;n: 10 tri&#x1EC7;u. Thu th&#xEA;m kh&#xE1;ch 300.000 VN&#x110; ph&#xED; giao h&#xE0;ng.</p><p>&#x21D2; Xu&#x1EA5;t 1 h&#xF3;a &#x111;&#x1A1;n b&#xE1;n h&#xE0;ng h&#xF3;a (10 tri&#x1EC7;u), xu&#x1EA5;t 1 h&#xF3;a &#x111;&#x1A1;n d&#x1ECB;ch v&#x1EE5; v&#x1EAD;n chuy&#x1EC3;n (300.000 VN&#x110;) n&#x1EBF;u l&#xE0; b&#x1EA1;n t&#x1EF1; v&#x1EAD;n chuy&#x1EC3;n l&#x1EA5;y ph&#xED; t&#x1EEB; kh&#xE1;ch.</p><h2 id="4-l%E1%BB%9Di-gi%E1%BA%A3i-qu%E1%BA%A3n-tr%E1%BB%8B-v%E1%BA%ADn-t%E1%BA%A3i-s%E1%BB%91-%E2%80%93-xu%E1%BA%A5t-h%C3%B3a-%C4%91%C6%A1n-%C4%91i%E1%BB%87n-t%E1%BB%AD-ki%E1%BB%83m-so%C3%A1t-t%E1%BB%AB-%C4%91%E1%BA%A7u-%C4%91%E1%BA%BFn-cu%E1%BB%91i">4. L&#x1EDD;i gi&#x1EA3;i: Qu&#x1EA3;n tr&#x1ECB; v&#x1EAD;n t&#x1EA3;i s&#x1ED1; &#x2013; Xu&#x1EA5;t h&#xF3;a &#x111;&#x1A1;n &#x111;i&#x1EC7;n t&#x1EED;, ki&#x1EC3;m so&#xE1;t t&#x1EEB; &#x111;&#x1EA7;u &#x111;&#x1EBF;n cu&#x1ED1;i</h2><p>Theo B&#x1ED9; T&#xE0;i Ch&#xED;nh (B&#xE1;o T&#xE0;i Ch&#xED;nh s&#x1ED1; 25/2024), doanh nghi&#x1EC7;p c&#x1EA7;n th&#x1EF1;c hi&#x1EC7;n &#x111;&#x1ED3;ng b&#x1ED9; c&#xE1;c bi&#x1EC7;n ph&#xE1;p s&#x1ED1; h&#xF3;a v&#x1EAD;n chuy&#x1EC3;n &#x111;&#x1EC3; &#x201C;kh&#xF4;ng b&#x1ECB; &#x111;&#x1ED9;ng&#x201D; v&#xE0; ch&#x1EE7; &#x111;&#x1ED9;ng ki&#x1EC3;m so&#xE1;t m&#x1ECD;i r&#x1EE7;i ro v&#x1EC1; thu&#x1EBF;.</p><p>B&#x1EAF;t bu&#x1ED9;c ph&#x1EA3;i:</p><p>L&#x1B0;u tr&#x1EEF; &#x111;&#x1EA7;y &#x111;&#x1EE7; v&#xE0; t&#x1EAD;p trung d&#x1EEF; li&#x1EC7;u giao nh&#x1EAD;n, v&#x1EAD;n chuy&#x1EC3;n;</p><p>C&#xF3; h&#x1EC7; th&#x1ED1;ng ki&#x1EC3;m so&#xE1;t ch&#x1EB7;t ch&#x1EBD; chi ph&#xED; t&#x1EEB; l&#xFA;c ph&#xE1;t sinh &#x111;&#x1EBF;n k&#x1EBF; to&#xE1;n t&#x1ED5;ng h&#x1EE3;p;</p><p>&#x110;&#x1EA3;m b&#x1EA3;o xu&#x1EA5;t h&#xF3;a &#x111;&#x1A1;n &#x111;i&#x1EC7;n t&#x1EED; cho m&#x1ECD;i kho&#x1EA3;n ph&#xED; v&#x1EAD;n chuy&#x1EC3;n (n&#x1EBF;u ph&#xE1;t sinh doanh thu b&#xEA;n ngo&#xE0;i gi&#xE1; b&#xE1;n);</p><p>S&#x1EB5;n s&#xE0;ng truy xu&#x1EA5;t b&#xE1;o c&#xE1;o cho ki&#x1EC3;m tra b&#x1EA5;t k&#x1EF3; th&#x1EDD;i &#x111;i&#x1EC3;m n&#xE0;o.</p><p>Ch&#xED;nh v&#xEC; v&#x1EAD;y, nhi&#x1EC1;u doanh nghi&#x1EC7;p &#x111;&#xE3; ch&#x1ECD;n c&#xE1;c ph&#x1EA7;n m&#x1EC1;m chuy&#xEA;n bi&#x1EC7;t nh&#x1B0; OnWheel:</p><figure class="kg-card kg-image-card"><img src="https://blog.onwheel.io/content/images/2025/06/image.png" class="kg-image" alt="Qu&#x1EA3;n L&#xFD; V&#x1EAD;n T&#x1EA3;i Th&#x1EDD;i K&#x1EF9; Thu&#x1EAD;t S&#x1ED1;: N&#x1ED7;i Lo Thu&#x1EBF;, Minh B&#x1EA1;ch v&#xE0; Gi&#x1EA3;i Ph&#xE1;p S&#x1ED1; H&#xF3;a" loading="lazy" width="1920" height="900" srcset="https://blog.onwheel.io/content/images/size/w600/2025/06/image.png 600w, https://blog.onwheel.io/content/images/size/w1000/2025/06/image.png 1000w, https://blog.onwheel.io/content/images/size/w1600/2025/06/image.png 1600w, https://blog.onwheel.io/content/images/2025/06/image.png 1920w" sizes="(min-width: 720px) 720px"></figure><p>&#x2705; S&#x1ED1; h&#xF3;a 100% ho&#x1EA1;t &#x111;&#x1ED9;ng giao nh&#x1EAD;n: T&#x1EA5;t c&#x1EA3; l&#x1EC7;nh &#x111;i&#x1EC1;u xe, b&#x1EA3;ng k&#xEA; chuy&#x1EBF;n h&#xE0;ng, chi ph&#xED; ph&#xE1;t sinh v&#xE0; h&#xF3;a &#x111;&#x1A1;n v&#x1EAD;n chuy&#x1EC3;n &#x111;&#x1EC1;u n&#x1EB1;m tr&#xEA;n m&#x1ED9;t n&#x1EC1;n t&#x1EA3;ng s&#x1ED1;, d&#x1EC5; d&#xE0;ng tra c&#x1EE9;u.</p><p>&#x2705;Xu&#x1EA5;t h&#xF3;a &#x111;&#x1A1;n &#x111;i&#x1EC7;n t&#x1EED; linh ho&#x1EA1;t: D&#xF9; l&#xE0; &#x111;&#x1A1;n h&#xE0;ng &#x111;&#xE3; bao g&#x1ED3;m v&#x1EAD;n chuy&#x1EC3;n hay kho&#x1EA3;n thu th&#xEA;m ph&#xED;, OnWheel gi&#xFA;p xu&#x1EA5;t h&#xF3;a &#x111;&#x1A1;n d&#x1ECB;ch v&#x1EE5; v&#x1EAD;n chuy&#x1EC3;n chu&#x1EA9;n Ngh&#x1ECB; &#x111;&#x1ECB;nh 123/2020/N&#x110;-CP, tr&#xE1;nh m&#x1ECD;i l&#x1EAF;t l&#xE9;o v&#x1EC1; ph&#xE1;p l&#xFD;.</p><p>&#x2705;K&#x1EBF;t n&#x1ED1;i d&#x1EEF; li&#x1EC7;u k&#x1EBF; to&#xE1;n: D&#x1EEF; li&#x1EC7;u v&#x1EAD;n chuy&#x1EC3;n &#x201C;&#x111;&#x1ED5;&#x201D; th&#x1EB3;ng v&#x1EC1; ph&#xF2;ng k&#x1EBF; to&#xE1;n, d&#x1EC5; &#x111;&#x1ED1;i so&#xE1;t, &#x111;&#x1EA3;m b&#x1EA3;o m&#x1ECD;i kho&#x1EA3;n chi ph&#xED; h&#x1EE3;p l&#x1EC7; khi quy&#x1EBF;t to&#xE1;n thu&#x1EBF;.</p><p>&#x2705;B&#xE1;o c&#xE1;o t&#x1EE9;c th&#xEC;, ph&#xF2;ng ng&#x1EEB;a r&#x1EE7;i ro: M&#x1ECD;i ch&#x1EE9;ng t&#x1EEB; &#x111;&#x1EC1;u c&#x1EAD;p nh&#x1EAD;t real-time, doanh nghi&#x1EC7;p ch&#x1EC9; m&#x1EA5;t v&#xE0;i ph&#xFA;t chu&#x1EA9;n b&#x1ECB; h&#x1ED3; s&#x1A1; &#x111;&#x1ED1;i chi&#x1EBF;u khi c&#x1A1; quan thu&#x1EBF; y&#xEA;u c&#x1EA7;u.</p><h2 id="5-l%E1%BB%9Di-khuy%C3%AAn-th%E1%BB%9Di-s%E1%BB%B1-cho-doanh-nghi%E1%BB%87p-v%E1%BA%ADn-t%E1%BA%A3i-t%E1%BB%B1-v%E1%BA%ADn-h%C3%A0nh">5. L&#x1EDD;i khuy&#xEA;n th&#x1EDD;i s&#x1EF1; cho doanh nghi&#x1EC7;p v&#x1EAD;n t&#x1EA3;i t&#x1EF1; v&#x1EAD;n h&#xE0;nh</h2><p>Theo &#xF4;ng Nguy&#x1EC5;n V&#x103;n Ph&#x1EE5;ng (B&#xE1;o Lao &#x110;&#x1ED9;ng 20/3/2024): &#x201C;Th&#x1EDD;i &#x111;i&#x1EC3;m si&#x1EBF;t ch&#x1EB7;t h&#xF3;a &#x111;&#x1A1;n &#x111;i&#x1EC7;n t&#x1EED;, doanh nghi&#x1EC7;p c&#x1EA7;n qu&#x1EA3;n l&#xFD; v&#x1EAD;n t&#x1EA3;i c&#xE0;ng minh b&#x1EA1;ch c&#xE0;ng t&#x1ED1;t. &#x110;&#x1EEB;ng &#x111;&#x1EC3; th&#x1EA5;t tho&#xE1;t d&#x1EEF; li&#x1EC7;u khi&#x1EBF;n chi ph&#xED; v&#x1EAD;n chuy&#x1EC3;n h&#x1EE3;p l&#x1EC7; tr&#x1EDF; th&#xE0;nh &#x2018;chi ph&#xED; ch&#x1EBF;t&#x2019; trong quy&#x1EBF;t to&#xE1;n thu&#x1EBF;&#x201D;.</p><blockquote>&#x110;&#x1EEB;ng ch&#x1EDD; t&#x1EDB;i l&#xFA;c b&#x1ECB; ki&#x1EC3;m tra m&#x1EDB;i lo t&#xEC;m ch&#x1EE9;ng t&#x1EEB; kh&#x1EAF;c ph&#x1EE5;c h&#x1EAD;u qu&#x1EA3;. H&#xE3;y ch&#x1EE7; &#x111;&#x1ED9;ng s&#x1ED1; h&#xF3;a qu&#x1EA3;n tr&#x1ECB; v&#x1EAD;n chuy&#x1EC3;n ngay t&#x1EEB; h&#xF4;m nay.</blockquote><p>OnWheel &#x2013; kh&#xF4;ng ch&#x1EC9; l&#xE0; c&#xF4;ng c&#x1EE5; &#x111;i&#x1EC1;u ph&#x1ED1;i, m&#xE0; c&#xF2;n l&#xE0; &#x201C;h&#xE0;ng r&#xE0;o&#x201D; b&#x1EA3;o v&#x1EC7; doanh nghi&#x1EC7;p v&#x1EAD;n t&#x1EA3;i tr&#x1B0;&#x1EDB;c r&#x1EE7;i ro ph&#xE1;p l&#xFD; v&#xE0; c&#xE1;c &#x111;&#x1EE3;t ki&#x1EC3;m tra thu&#x1EBF; ng&#xE0;y c&#xE0;ng g&#x1EAF;t gao.</p><h2 id="k%E1%BA%BFt-lu%E1%BA%ADn-h%C3%A0nh-%C4%91%E1%BB%99ng">K&#x1EBF;t lu&#x1EAD;n &amp; H&#xE0;nh &#x111;&#x1ED9;ng</h2><p>Chuy&#x1EC3;n &#x111;&#x1ED5;i s&#x1ED1; v&#x1EAD;n t&#x1EA3;i kh&#xF4;ng ch&#x1EC9; gi&#xFA;p ti&#x1EBF;t ki&#x1EC7;m chi ph&#xED;, t&#x1ED1;i &#x1B0;u v&#x1EAD;n h&#xE0;nh m&#xE0; c&#xF2;n l&#xE0; y&#x1EBF;u t&#x1ED1; &#x201C;s&#x1ED1;ng c&#xF2;n&#x201D; v&#x1EC1; tu&#xE2;n th&#x1EE7; ph&#xE1;p lu&#x1EAD;t.</p><p>Tr&#x1B0;&#x1EDB;c b&#x1ED1;i c&#x1EA3;nh gi&#xE1;m s&#xE1;t h&#xF3;a &#x111;&#x1A1;n &#x111;i&#x1EC7;n t&#x1EED; v&#xE0; si&#x1EBF;t ch&#x1EB7;t ch&#x1EE9;ng t&#x1EEB; v&#x1EAD;n chuy&#x1EC3;n 2025, h&#xE3;y l&#x1EF1;a ch&#x1ECD;n gi&#x1EA3;i ph&#xE1;p qu&#x1EA3;n l&#xFD; v&#x1EAD;n t&#x1EA3;i c&#xF4;ng ngh&#x1EC7; nh&#x1B0; OnWheel &#x2013; ch&#x1EE7; &#x111;&#x1ED9;ng qu&#x1EA3;n l&#xFD;, ch&#x1EE7; &#x111;&#x1ED9;ng an to&#xE0;n!</p><p>Ngu&#x1ED3;n tham kh&#x1EA3;o:</p><p><a href="https://tuoitre.vn/tong-cuc-thue-yeu-cau-tang-cuong-kiem-tra-hang-loat-doanh-nghiep-20240321102944907.htm">T&#x1ED5;ng c&#x1EE5;c Thu&#x1EBF; si&#x1EBF;t ki&#x1EC3;m tra logistics</a> (Tu&#x1ED5;i Tr&#x1EBB;, 03/2024)</p><p><a href="https://tuoitre.vn/rui-ro-thue-doanh-nghiep-van-tai-loi-tot-cung-chua-chac-da-duoc-tru-20240401093050834.htm">R&#x1EE7;i ro v&#x1EC1; thu&#x1EBF; &#x111;&#x1ED1;i v&#x1EDB;i doanh nghi&#x1EC7;p v&#x1EAD;n t&#x1EA3;i </a>(Tu&#x1ED5;i Tr&#x1EBB;, 04/2024)</p><p><a href="https://nld.com.vn/kinh-te/hon-210-ti-dong-chi-phi-van-tai-cua-hang-loat-doanh-nghiep-bi-xuat-toan-20231213093424118.htm">H&#x1A1;n 210 t&#x1EF7; &#x111;&#x1ED3;ng chi ph&#xED; v&#x1EAD;n t&#x1EA3;i c&#x1EE7;a doanh nghi&#x1EC7;p b&#x1ECB; xu&#x1EA5;t to&#xE1;n </a>(Ng&#x1B0;&#x1EDD;i Lao &#x110;&#x1ED9;ng, 12/2023)</p><p><a href="https://tapchitaichinh.vn/dam-bao-quan-ly-thu-du-hoat-dong-kinh-doanh-van-tai-va-thuong-mai-dien-tu-post117767.html">&#x110;&#x1EA3;m b&#x1EA3;o qu&#x1EA3;n l&#xFD; thu &#x2013; s&#x1ED1; h&#xF3;a v&#x1EAD;n t&#x1EA3;i</a> (B&#xE1;o T&#xE0;i Ch&#xED;nh, 2024)</p>]]></content:encoded></item><item><title><![CDATA[(Case study) Thương hiệu F&B quốc tế chuyển mình cùng 30 năm di sản tại Việt Nam]]></title><description><![CDATA[<h3 id="tr%E1%BA%A3i-qua-3-th%E1%BA%ADp-k%E1%BB%B7-ph%C3%A1t-tri%E1%BB%83n-kfc-v%E1%BA%ABn-v%E1%BB%AFng-v%C3%A0ng-%E1%BB%9F-v%E1%BB%8B-th%E1%BA%BF-ti%C3%AAn-phong-d%E1%BA%ABn-%C4%91%E1%BA%A7u-danh-s%C3%A1ch-10-th%C6%B0%C6%A1ng-hi%E1%BB%87u-fb-%C4%91%C6%B0%E1%BB%A3c-y%C3%AAu-th%C3%ADch-nh%E1%BA%A5t-vi%E1%BB%87t-nam-n%C4%83m-2024-theo-b%E1%BA%A3ng-x%E1%BA%BFp-h%E1%BA%A1ng-c%E1%BB%A7a-decision-lab-%C4%91i%E1%BB%81u-g%C3%AC-gi%C3%BAp-th%C6%B0%C6%A1ng-hi%E1%BB%87u-fb-to%C3%A0n-c%E1%BA%A7u-chinh-ph%E1%BB%A5c-tr%C3%A1i-tim-c%E1%BB%A7a-ng%C6%B0%E1%BB%9Di-ti%C3%AAu-d%C3%B9ng-vi%E1%BB%87t">Tr&#x1EA3;i qua 3 th&#x1EAD;p k&#x1EF7; ph&#xE1;t tri&#x1EC3;n, KFC v&#x1EAB;n v&#x1EEF;ng v&#xE0;ng &#x1EDF; v&#x1ECB; th&#x1EBF; ti&#xEA;n phong, d&#x1EAB;n &#x111;&#x1EA7;u danh s&#xE1;ch 10 th&#x1B0;&#x1A1;ng</h3>]]></description><link>https://blog.onwheel.io/case-study-thuong-hieu-f-b-quoc-te-chuyen-minh-cung-30-nam-di-san-tai-viet-nam/</link><guid isPermaLink="false">68382fcb92616d551dcbdbfc</guid><dc:creator><![CDATA[Nguyễn Sâm]]></dc:creator><pubDate>Thu, 29 May 2025 10:31:26 GMT</pubDate><media:content url="https://blog.onwheel.io/content/images/2025/05/Cover_2.webp" medium="image"/><content:encoded><![CDATA[<h3 id="tr%E1%BA%A3i-qua-3-th%E1%BA%ADp-k%E1%BB%B7-ph%C3%A1t-tri%E1%BB%83n-kfc-v%E1%BA%ABn-v%E1%BB%AFng-v%C3%A0ng-%E1%BB%9F-v%E1%BB%8B-th%E1%BA%BF-ti%C3%AAn-phong-d%E1%BA%ABn-%C4%91%E1%BA%A7u-danh-s%C3%A1ch-10-th%C6%B0%C6%A1ng-hi%E1%BB%87u-fb-%C4%91%C6%B0%E1%BB%A3c-y%C3%AAu-th%C3%ADch-nh%E1%BA%A5t-vi%E1%BB%87t-nam-n%C4%83m-2024-theo-b%E1%BA%A3ng-x%E1%BA%BFp-h%E1%BA%A1ng-c%E1%BB%A7a-decision-lab-%C4%91i%E1%BB%81u-g%C3%AC-gi%C3%BAp-th%C6%B0%C6%A1ng-hi%E1%BB%87u-fb-to%C3%A0n-c%E1%BA%A7u-chinh-ph%E1%BB%A5c-tr%C3%A1i-tim-c%E1%BB%A7a-ng%C6%B0%E1%BB%9Di-ti%C3%AAu-d%C3%B9ng-vi%E1%BB%87t">Tr&#x1EA3;i qua 3 th&#x1EAD;p k&#x1EF7; ph&#xE1;t tri&#x1EC3;n, KFC v&#x1EAB;n v&#x1EEF;ng v&#xE0;ng &#x1EDF; v&#x1ECB; th&#x1EBF; ti&#xEA;n phong, d&#x1EAB;n &#x111;&#x1EA7;u danh s&#xE1;ch 10 th&#x1B0;&#x1A1;ng hi&#x1EC7;u F&amp;B &#x111;&#x1B0;&#x1EE3;c y&#xEA;u th&#xED;ch nh&#x1EA5;t Vi&#x1EC7;t Nam n&#x103;m 2024, theo b&#x1EA3;ng x&#x1EBF;p h&#x1EA1;ng c&#x1EE7;a Decision Lab. &#x110;i&#x1EC1;u g&#xEC; gi&#xFA;p th&#x1B0;&#x1A1;ng hi&#x1EC7;u F&amp;B to&#xE0;n c&#x1EA7;u chinh ph&#x1EE5;c tr&#xE1;i tim c&#x1EE7;a ng&#x1B0;&#x1EDD;i ti&#xEA;u d&#xF9;ng Vi&#x1EC7;t?</h3><img src="https://blog.onwheel.io/content/images/2025/05/Cover_2.webp" alt="(Case study) Th&#x1B0;&#x1A1;ng hi&#x1EC7;u F&amp;B qu&#x1ED1;c t&#x1EBF; chuy&#x1EC3;n m&#xEC;nh c&#xF9;ng 30 n&#x103;m di s&#x1EA3;n t&#x1EA1;i Vi&#x1EC7;t Nam"><p>T&#x1EEB; c&#x1EED;a h&#xE0;ng &#x111;&#x1EA7;u ti&#xEA;n &#x1EDF; t&#x1EA1;i TTTM S&#xE0;i G&#xF2;n Super Bowl, KFC d&#x1EA7;n tr&#x1EDF; th&#xE0;nh &#x111;i&#x1EC3;m &#x111;&#x1EBF;n quen thu&#x1ED9;c c&#x1EE7;a nhi&#x1EC1;u th&#x1EBF; h&#x1EC7; gia &#x111;&#xEC;nh Vi&#x1EC7;t. N&#x103;m 2006, KFC b&#x1EAF;t &#x111;&#x1EA7;u ti&#x1EBF;n ra th&#x1ECB; tr&#x1B0;&#x1EDD;ng mi&#x1EC1;n B&#x1EAF;c v&#xE0; m&#x1EDF; r&#x1ED9;ng chu&#x1ED7;i nh&#xE0; h&#xE0;ng tr&#xEA;n kh&#x1EAF;p c&#x1EA3; n&#x1B0;&#x1EDB;c. Qua g&#x1EA7;n ba th&#x1EAD;p k&#x1EF7;, v&#x1EDB;i h&#x1A1;n 232 nh&#xE0; h&#xE0;ng tr&#x1EA3;i d&#xE0;i kh&#x1EAF;p 41 t&#x1EC9;nh th&#xE0;nh, KFC &#x111;ang hi&#x1EC7;n th&#x1EF1;c h&#xF3;a cam k&#x1EBF;t &#x201C;&#x1EDE; &#x111;&#xE2;u b&#x1EA1;n mu&#x1ED1;n &#x103;n, &#x1EDF; &#x111;&#xF3; ch&#xFA;ng t&#xF4;i ph&#x1EE5;c v&#x1EE5;&#x201D;.</p><figure class="kg-card kg-image-card"><img src="https://blog.onwheel.io/content/images/2025/05/Info_1_.webp" class="kg-image" alt="(Case study) Th&#x1B0;&#x1A1;ng hi&#x1EC7;u F&amp;B qu&#x1ED1;c t&#x1EBF; chuy&#x1EC3;n m&#xEC;nh c&#xF9;ng 30 n&#x103;m di s&#x1EA3;n t&#x1EA1;i Vi&#x1EC7;t Nam" loading="lazy" width="1590" height="1150" srcset="https://blog.onwheel.io/content/images/size/w600/2025/05/Info_1_.webp 600w, https://blog.onwheel.io/content/images/size/w1000/2025/05/Info_1_.webp 1000w, https://blog.onwheel.io/content/images/2025/05/Info_1_.webp 1590w" sizes="(min-width: 720px) 720px"></figure><h3 id="b%C3%A0i-to%C3%A1n-doanh-nghi%E1%BB%87p">B&#xE0;i to&#xE1;n doanh nghi&#x1EC7;p</h3><p>&#xD4;ng Nguy&#x1EC5;n Anh Qu&#x1ED1;c Ph&#x1B0;&#x1A1;ng - Qu&#x1EA3;n l&#xFD; v&#x1EAD;n h&#xE0;nh, chuy&#xEA;n m&#x1EA3;ng Giao h&#xE0;ng t&#x1EAD;n n&#x1A1;i c&#x1EE7;a KFC Vi&#x1EC7;t Nam - cho bi&#x1EBF;t th&#x1EDD;i &#x111;i&#x1EC3;m &#x111;&#x1EA1;i d&#x1ECB;ch Covid-19 b&#xF9;ng n&#x1ED5;, h&#xE0;nh vi ti&#xEA;u d&#xF9;ng thay &#x111;&#x1ED5;i ch&#xF3;ng m&#x1EB7;t khi kh&#xE1;ch h&#xE0;ng chuy&#x1EC3;n t&#x1EEB; d&#xF9;ng b&#x1EEF;a t&#x1EA1;i ch&#x1ED7; sang &#x1B0;u ti&#xEA;n c&#xE1;c d&#x1ECB;ch v&#x1EE5; giao h&#xE0;ng t&#x1EAD;n n&#x1A1;i. D&#xF9; &#x111;&#xE3; tri&#x1EC3;n khai d&#x1ECB;ch v&#x1EE5; giao h&#xE0;ng t&#x1EEB; r&#x1EA5;t s&#x1EDB;m, th&#x1B0;&#x1A1;ng hi&#x1EC7;u v&#x1EAB;n &#x111;&#x1ED1;i m&#x1EB7;t v&#x1EDB;i &#xE1;p l&#x1EF1;c ch&#x1B0;a t&#x1EEB;ng c&#xF3;. T&#x1B0;&#x1A1;ng t&#x1EF1;, vi&#x1EC7;c x&#x1EED; l&#xFD; l&#x1B0;&#x1EE3;ng &#x111;&#x1A1;n h&#xE0;ng t&#x103;ng &#x111;&#x1ED9;t bi&#x1EBF;n g&#x1EA5;p 3-4 l&#x1EA7;n trong c&#xE1;c ng&#xE0;y l&#x1EC5; T&#x1EBF;t hay s&#x1EF1; ki&#x1EC7;n l&#x1EDB;n c&#x169;ng tr&#x1EDF; th&#xE0;nh b&#xE0;i to&#xE1;n nan gi&#x1EA3;i, &#x111;&#xF2;i h&#x1ECF;i KFC ph&#x1EA3;i v&#x1EAD;n h&#xE0;nh v&#x1EDB;i &#x111;&#x1ED9; ch&#xED;nh x&#xE1;c cao &#x111;&#x1EC3; m&#x1ED7;i ph&#x1EA7;n &#x103;n v&#x1EAB;n gi&#x1EEF; &#x111;&#x1B0;&#x1EE3;c ch&#x1EA5;t l&#x1B0;&#x1EE3;ng ho&#xE0;n h&#x1EA3;o khi &#x111;&#x1EBF;n tay kh&#xE1;ch h&#xE0;ng.</p><p>&#x201C;L&#xE0;m th&#x1EBF; n&#xE0;o &#x111;&#x1EC3; kh&#xE1;ch h&#xE0;ng c&#x1EA3;m nh&#x1EAD;n &#x111;&#x1B0;&#x1EE3;c s&#x1EF1; t&#x1EAD;n t&#xE2;m trong t&#x1EEB;ng &#x111;&#x1A1;n h&#xE0;ng? Ch&#xFA;ng t&#xF4;i kh&#xF4;ng &#x111;&#x1A1;n thu&#x1EA7;n t&#xEC;m ki&#x1EBF;m gi&#x1EA3;i ph&#xE1;p c&#xF4;ng ngh&#x1EC7;, m&#xE0; l&#xE0; &#x111;&#x1ED1;i t&#xE1;c c&#xF3; th&#x1EC3; &#x111;&#x1ED3;ng h&#xE0;nh c&#xF9;ng KFC n&#xE2;ng t&#x1EA7;m tr&#x1EA3;i nghi&#x1EC7;m giao h&#xE0;ng&#x201D;, &#xF4;ng Ph&#x1B0;&#x1A1;ng tr&#x103;n tr&#x1EDF;.</p><h3 id="l%E1%BB%9Di-gi%E1%BA%A3i-trong-th%E1%BB%B1c-t%E1%BA%BF">L&#x1EDD;i gi&#x1EA3;i trong th&#x1EF1;c t&#x1EBF;</h3><p>Quy&#x1EBF;t &#x111;&#x1ECB;nh h&#x1EE3;p t&#xE1;c OnWheel - Ahamove &#x111;&#xE1;nh d&#x1EA5;u b&#x1B0;&#x1EDB;c ti&#x1EBF;n quan tr&#x1ECD;ng trong h&#xE0;nh tr&#xEC;nh n&#xE2;ng t&#x1EA7;m tr&#x1EA3;i nghi&#x1EC7;m kh&#xE1;ch h&#xE0;ng c&#x1EE7;a KFC Vi&#x1EC7;t Nam. Kh&#xE1;c v&#x1EDB;i n&#x1EC1;n t&#x1EA3;ng qu&#x1EA3;n l&#xFD; giao h&#xE0;ng th&#xF4;ng th&#x1B0;&#x1EDD;ng, OnWheel l&#xE0; h&#x1EC7; sinh th&#xE1;i to&#xE0;n di&#x1EC7;n &#x111;&#x1B0;&#x1EE3;c thi&#x1EBF;t k&#x1EBF; ri&#xEA;ng cho ng&#xE0;nh F&amp;B, t&#xED;ch h&#x1EE3;p c&#xE1;c t&#xED;nh n&#x103;ng hi&#x1EC7;n &#x111;&#x1EA1;i nh&#x1B0; qu&#x1EA3;n l&#xFD; &#x111;&#x1A1;n h&#xE0;ng, t&#x1ED1;i &#x1B0;u h&#xF3;a l&#x1ED9; tr&#xEC;nh v&#xE0; &#x111;i&#x1EC1;u ph&#x1ED1;i giao h&#xE0;ng th&#xF4;ng minh.</p><figure class="kg-card kg-image-card kg-width-wide"><img src="https://blog.onwheel.io/content/images/2025/05/Case-study-G--An-C--ng--12-.png" class="kg-image" alt="(Case study) Th&#x1B0;&#x1A1;ng hi&#x1EC7;u F&amp;B qu&#x1ED1;c t&#x1EBF; chuy&#x1EC3;n m&#xEC;nh c&#xF9;ng 30 n&#x103;m di s&#x1EA3;n t&#x1EA1;i Vi&#x1EC7;t Nam" loading="lazy" width="1920" height="800" srcset="https://blog.onwheel.io/content/images/size/w600/2025/05/Case-study-G--An-C--ng--12-.png 600w, https://blog.onwheel.io/content/images/size/w1000/2025/05/Case-study-G--An-C--ng--12-.png 1000w, https://blog.onwheel.io/content/images/size/w1600/2025/05/Case-study-G--An-C--ng--12-.png 1600w, https://blog.onwheel.io/content/images/2025/05/Case-study-G--An-C--ng--12-.png 1920w" sizes="(min-width: 1200px) 1200px"></figure><p>V&#x1EDB;i KFC, gi&#xE1; tr&#x1ECB; c&#x1ED1;t l&#xF5;i m&#xE0; OnWheel mang l&#x1EA1;i n&#x1EB1;m &#x1EDF; kh&#x1EA3; n&#x103;ng t&#x1EF1; &#x111;&#x1ED9;ng h&#xF3;a to&#xE0;n b&#x1ED9; quy tr&#xEC;nh giao nh&#x1EAD;n, t&#x1EEB; l&#xFA;c &#x111;&#x1EB7;t &#x111;&#x1A1;n &#x111;&#x1EBF;n khi giao m&#xF3;n &#x103;n &#x111;&#x1EBF;n tay kh&#xE1;ch h&#xE0;ng.</p><p>&#x110;&#x1EB7;c bi&#x1EC7;t trong khung gi&#x1EDD; cao &#x111;i&#x1EC3;m, OnWheel h&#x1ED7; tr&#x1EE3; KFC ph&#xE2;n b&#x1ED5; &#x111;&#x1A1;n h&#xE0;ng t&#x1EF1; &#x111;&#x1ED9;ng v&#xE0; h&#x1EE3;p l&#xFD;, &#x111;&#x1EA3;m b&#x1EA3;o m&#x1ED7;i ph&#x1EA7;n &#x103;n gi&#x1EEF; &#x111;&#x1B0;&#x1EE3;c tr&#x1EA1;ng th&#xE1;i n&#xF3;ng h&#x1ED5;i, gi&#xF2;n ngon khi &#x111;&#x1EBF;n tay kh&#xE1;ch h&#xE0;ng. S&#x1EF1; t&#x1ED1;i &#x1B0;u n&#xE0;y kh&#xF4;ng ch&#x1EC9; n&#xE2;ng cao hi&#x1EC7;u qu&#x1EA3; v&#x1EAD;n h&#xE0;nh m&#xE0; c&#xF2;n c&#x1EE7;ng c&#x1ED1; tr&#x1EA3;i nghi&#x1EC7;m &#x1EA9;m th&#x1EF1;c cho ng&#x1B0;&#x1EDD;i ti&#xEA;u d&#xF9;ng.</p><p>M&#x1ED9;t &#x1B0;u &#x111;i&#x1EC3;m kh&#xE1;c l&#xE0; n&#x1EC1;n t&#x1EA3;ng t&#xED;ch h&#x1EE3;p t&#xED;nh n&#x103;ng marketing nh&#x1B0; qu&#x1EA3;n l&#xFD; ch&#x1B0;&#x1A1;ng tr&#xEC;nh khuy&#x1EBF;n m&#xE3;i, t&#xED;ch &#x111;i&#x1EC3;m th&#xE0;nh vi&#xEA;n&#x2026; gi&#xFA;p KFC x&#xE2;y d&#x1EF1;ng m&#x1ED1;i quan h&#x1EC7; b&#x1EC1;n ch&#x1EB7;t h&#x1A1;n v&#x1EDB;i kh&#xE1;ch h&#xE0;ng. Nh&#x1EEF;ng n&#x1ED7; l&#x1EF1;c s&#x1ED1; h&#xF3;a c&#x1EE7;a KFC &#x111;&#xE3; cho th&#x1EA5;y k&#x1EBF;t qu&#x1EA3; &#x1EA5;n t&#x1B0;&#x1EE3;ng. Ch&#x1EC9; ri&#xEA;ng vi&#x1EC7;c tri&#x1EC3;n khai livestream tr&#xEA;n TikTok &#x111;&#xE3; gi&#xFA;p th&#x1B0;&#x1A1;ng hi&#x1EC7;u thu v&#x1EC1; h&#x1A1;n 20.000 &#x111;&#x1A1;n h&#xE0;ng trong v&#xF2;ng 2 th&#xE1;ng. Trong t&#x1B0;&#x1A1;ng lai, khi t&#xED;ch h&#x1EE3;p th&#xEA;m c&#xE1;c t&#xED;nh n&#x103;ng m&#x1EDB;i nh&#x1B0; theo d&#xF5;i &#x111;&#x1A1;n h&#xE0;ng th&#x1EDD;i gian th&#x1EF1;c, KFC v&#xE0; OnWheel h&#x1B0;&#x1EDB;ng &#x111;&#x1EBF;n vi&#x1EC7;c t&#x1EA1;o ra m&#x1ED9;t h&#xE0;nh tr&#xEC;nh &#x111;&#x1EB7;t h&#xE0;ng tr&#x1ECD;n v&#x1EB9;n v&#xE0; thu&#x1EAD;n ti&#x1EC7;n h&#x1A1;n cho kh&#xE1;ch h&#xE0;ng.</p><figure class="kg-card kg-image-card"><img src="https://blog.onwheel.io/content/images/2025/05/Quote_2.webp" class="kg-image" alt="(Case study) Th&#x1B0;&#x1A1;ng hi&#x1EC7;u F&amp;B qu&#x1ED1;c t&#x1EBF; chuy&#x1EC3;n m&#xEC;nh c&#xF9;ng 30 n&#x103;m di s&#x1EA3;n t&#x1EA1;i Vi&#x1EC7;t Nam" loading="lazy" width="1920" height="1080" srcset="https://blog.onwheel.io/content/images/size/w600/2025/05/Quote_2.webp 600w, https://blog.onwheel.io/content/images/size/w1000/2025/05/Quote_2.webp 1000w, https://blog.onwheel.io/content/images/size/w1600/2025/05/Quote_2.webp 1600w, https://blog.onwheel.io/content/images/2025/05/Quote_2.webp 1920w" sizes="(min-width: 720px) 720px"></figure><h3 id="b%C3%A0i-h%E1%BB%8Dc-kinh-nghi%E1%BB%87m">B&#xE0;i h&#x1ECD;c kinh nghi&#x1EC7;m</h3><p>Trong b&#x1ED1;i c&#x1EA3;nh KFC h&#x1EE3;p t&#xE1;c v&#x1EDB;i OnWheel, c&#xE2;u chuy&#x1EC7;n v&#x1EC1; s&#x1EF1; k&#x1EBF;t h&#x1EE3;p gi&#x1EEF;a c&#xF4;ng ngh&#x1EC7; hi&#x1EC7;n &#x111;&#x1EA1;i v&#xE0; truy&#x1EC1;n th&#x1ED1;ng &#x111;&#xE3; mang l&#x1EA1;i nh&#x1EEF;ng b&#xE0;i h&#x1ECD;c quan tr&#x1ECD;ng cho c&#xE1;c doanh nghi&#x1EC7;p trong ng&#xE0;nh th&#x1EE9;c &#x103;n nhanh. Vi&#x1EC7;c &#x1EE9;ng d&#x1EE5;ng h&#x1EC7; th&#x1ED1;ng v&#xE0; ph&#x1EA7;n m&#x1EC1;m th&#xF4;ng minh kh&#xF4;ng ch&#x1EC9; t&#x1ED1;i &#x1B0;u h&#xF3;a quy tr&#xEC;nh giao h&#xE0;ng m&#xE0; c&#xF2;n kh&#x1EB3;ng &#x111;&#x1ECB;nh cam k&#x1EBF;t ch&#x1EA5;t l&#x1B0;&#x1EE3;ng v&#xE0; gi&#xE1; tr&#x1ECB; th&#x1B0;&#x1A1;ng hi&#x1EC7;u, c&#x1EE5; th&#x1EC3; nh&#x1B0; sau: </p><ol><li><strong>T&#x1ED1;i &#x1B0;u h&#xF3;a quy tr&#xEC;nh giao h&#xE0;ng:</strong> C&#xE1;c h&#x1EC7; th&#x1ED1;ng qu&#x1EA3;n l&#xFD; v&#x1EAD;n t&#x1EA3;i th&#xF4;ng minh gi&#xFA;p t&#x1ED1;i &#x1B0;u h&#xF3;a l&#x1ED9; tr&#xEC;nh giao h&#xE0;ng, gi&#x1EA3;m th&#x1EDD;i gian v&#xE0; chi ph&#xED; v&#x1EAD;n chuy&#x1EC3;n. &#x110;i&#x1EC1;u n&#xE0;y kh&#xF4;ng ch&#x1EC9; n&#xE2;ng cao hi&#x1EC7;u qu&#x1EA3; ho&#x1EA1;t &#x111;&#x1ED9;ng m&#xE0; c&#xF2;n c&#x1EA3;i thi&#x1EC7;n tr&#x1EA3;i nghi&#x1EC7;m c&#x1EE7;a kh&#xE1;ch h&#xE0;ng khi nh&#x1EAD;n &#x111;&#x1B0;&#x1EE3;c s&#x1EA3;n ph&#x1EA9;m nhanh ch&#xF3;ng v&#xE0; &#x111;&#xFA;ng h&#x1EB9;n.</li><li><strong>Gi&#xE1;m s&#xE1;t v&#xE0; theo d&#xF5;i th&#x1EDD;i gian th&#x1EF1;c:</strong> Ph&#x1EA7;n m&#x1EC1;m qu&#x1EA3;n l&#xFD; v&#x1EAD;n t&#x1EA3;i hi&#x1EC7;n &#x111;&#x1EA1;i cung c&#x1EA5;p kh&#x1EA3; n&#x103;ng gi&#xE1;m s&#xE1;t v&#xE0; theo d&#xF5;i l&#xF4; h&#xE0;ng theo th&#x1EDD;i gian th&#x1EF1;c. &#x110;i&#x1EC1;u n&#xE0;y cho ph&#xE9;p doanh nghi&#x1EC7;p ch&#x1EE7; &#x111;&#x1ED9;ng trong vi&#x1EC7;c qu&#x1EA3;n l&#xFD; v&#xE0; &#x111;i&#x1EC1;u ph&#x1ED1;i c&#xE1;c ho&#x1EA1;t &#x111;&#x1ED9;ng v&#x1EAD;n t&#x1EA3;i, gi&#x1EA3;i quy&#x1EBF;t k&#x1ECB;p th&#x1EDD;i c&#xE1;c v&#x1EA5;n &#x111;&#x1EC1; ph&#xE1;t sinh.</li><li><strong>Qu&#x1EA3;n l&#xFD; d&#x1EEF; li&#x1EC7;u v&#xE0; ph&#xE2;n t&#xED;ch:</strong> C&#xE1;c h&#x1EC7; th&#x1ED1;ng th&#xF4;ng minh thu th&#x1EAD;p v&#xE0; ph&#xE2;n t&#xED;ch d&#x1EEF; li&#x1EC7;u v&#x1EAD;n chuy&#x1EC3;n, gi&#xFA;p doanh nghi&#x1EC7;p c&#xF3; c&#xE1;i nh&#xEC;n t&#x1ED5;ng quan v&#x1EC1; hi&#x1EC7;u su&#x1EA5;t ho&#x1EA1;t &#x111;&#x1ED9;ng, t&#x1EEB; &#x111;&#xF3; &#x111;&#x1B0;a ra nh&#x1EEF;ng quy&#x1EBF;t &#x111;&#x1ECB;nh chi&#x1EBF;n l&#x1B0;&#x1EE3;c v&#x1EC1; c&#x1EA3;i ti&#x1EBF;n d&#x1ECB;ch v&#x1EE5; v&#xE0; t&#x1ED1;i &#x1B0;u h&#xF3;a v&#x1EAD;n h&#xE0;nh.</li><li><strong>T&#x1EF1; &#x111;&#x1ED9;ng h&#xF3;a quy tr&#xEC;nh:</strong> Ph&#x1EA7;n m&#x1EC1;m qu&#x1EA3;n l&#xFD; v&#x1EAD;n t&#x1EA3;i t&#x1EF1; &#x111;&#x1ED9;ng h&#xF3;a nhi&#x1EC1;u quy tr&#xEC;nh th&#x1EE7; c&#xF4;ng nh&#x1B0; l&#x1EAD;p &#x111;&#x1A1;n h&#xE0;ng, qu&#x1EA3;n l&#xFD; h&#xF3;a &#x111;&#x1A1;n v&#xE0; x&#x1EED; l&#xFD; thanh to&#xE1;n, gi&#xFA;p gi&#x1EA3;m thi&#x1EC3;u sai s&#xF3;t v&#xE0; ti&#x1EBF;t ki&#x1EC7;m th&#x1EDD;i gian cho nh&#xE2;n vi&#xEA;n.</li><li><strong>N&#xE2;ng cao s&#x1EF1; h&#xE0;i l&#xF2;ng c&#x1EE7;a kh&#xE1;ch h&#xE0;ng:</strong> B&#x1EB1;ng vi&#x1EC7;c &#xE1;p d&#x1EE5;ng c&#xE1;c gi&#x1EA3;i ph&#xE1;p c&#xF4;ng ngh&#x1EC7; ti&#xEA;n ti&#x1EBF;n trong qu&#x1EA3;n l&#xFD; v&#x1EAD;n t&#x1EA3;i, doanh nghi&#x1EC7;p c&#xF3; th&#x1EC3; &#x111;&#x1EA3;m b&#x1EA3;o ch&#x1EA5;t l&#x1B0;&#x1EE3;ng d&#x1ECB;ch v&#x1EE5; t&#x1ED1;t h&#x1A1;n, t&#x1EEB; &#x111;&#xF3; n&#xE2;ng cao s&#x1EF1; h&#xE0;i l&#xF2;ng v&#xE0; l&#xF2;ng trung th&#xE0;nh c&#x1EE7;a kh&#xE1;ch h&#xE0;ng.</li></ol>]]></content:encoded></item><item><title><![CDATA[(Case Study) Quản lý logistics hàng nặng, cồng kềnh
- Từ Gỗ An Cường]]></title><description><![CDATA[<h3 id="t%E1%BB%91i-%C6%B0u-v%E1%BA%ADn-chuy%E1%BB%83n-g%E1%BB%97-quy-m%C3%B4-l%E1%BB%9Bn-an-c%C6%B0%E1%BB%9Dng-%C4%91%C3%A3-%C4%91%E1%BA%A3m-b%E1%BA%A3o-100-ch%C3%ADnh-x%C3%A1c-v%C3%A0-an-to%C3%A0n-trong-qu%E1%BA%A3n-l%C3%BD-v%E1%BA%ADn-t%E1%BA%A3i-nh%C6%B0-th%E1%BA%BF-n%C3%A0o">T&#x1ED1;i &#x1B0;u v&#x1EAD;n chuy&#x1EC3;n g&#x1ED7; quy m&#xF4; l&#x1EDB;n: An C&#x1B0;&#x1EDD;ng &#x111;&#xE3; &#x111;&#x1EA3;m b&#x1EA3;o 100% ch&#xED;nh x&#xE1;c v&#xE0; an to&#xE0;n trong qu&#x1EA3;n l&</h3>]]></description><link>https://blog.onwheel.io/case-study-quan-lu-logistics-hang-nang-cong-kenh-tu-go-an-cuong/</link><guid isPermaLink="false">6838273892616d551dcbdb84</guid><dc:creator><![CDATA[Nguyễn Sâm]]></dc:creator><pubDate>Thu, 29 May 2025 09:50:35 GMT</pubDate><media:content url="https://blog.onwheel.io/content/images/2025/05/200525-b-a_OW-An_c--ng_copy.png" medium="image"/><content:encoded><![CDATA[<h3 id="t%E1%BB%91i-%C6%B0u-v%E1%BA%ADn-chuy%E1%BB%83n-g%E1%BB%97-quy-m%C3%B4-l%E1%BB%9Bn-an-c%C6%B0%E1%BB%9Dng-%C4%91%C3%A3-%C4%91%E1%BA%A3m-b%E1%BA%A3o-100-ch%C3%ADnh-x%C3%A1c-v%C3%A0-an-to%C3%A0n-trong-qu%E1%BA%A3n-l%C3%BD-v%E1%BA%ADn-t%E1%BA%A3i-nh%C6%B0-th%E1%BA%BF-n%C3%A0o">T&#x1ED1;i &#x1B0;u v&#x1EAD;n chuy&#x1EC3;n g&#x1ED7; quy m&#xF4; l&#x1EDB;n: An C&#x1B0;&#x1EDD;ng &#x111;&#xE3; &#x111;&#x1EA3;m b&#x1EA3;o 100% ch&#xED;nh x&#xE1;c v&#xE0; an to&#xE0;n trong qu&#x1EA3;n l&#xFD; v&#x1EAD;n t&#x1EA3;i nh&#x1B0; th&#x1EBF; n&#xE0;o?</h3><figure class="kg-card kg-image-card"><img src="https://blog.onwheel.io/content/images/2025/05/Case-study-G--An-C--ng--9-.png" class="kg-image" alt="(Case Study) Qu&#x1EA3;n l&#xFD; logistics h&#xE0;ng n&#x1EB7;ng, c&#x1ED3;ng k&#x1EC1;nh
- T&#x1EEB; G&#x1ED7; An C&#x1B0;&#x1EDD;ng" loading="lazy" width="1920" height="1080" srcset="https://blog.onwheel.io/content/images/size/w600/2025/05/Case-study-G--An-C--ng--9-.png 600w, https://blog.onwheel.io/content/images/size/w1000/2025/05/Case-study-G--An-C--ng--9-.png 1000w, https://blog.onwheel.io/content/images/size/w1600/2025/05/Case-study-G--An-C--ng--9-.png 1600w, https://blog.onwheel.io/content/images/2025/05/Case-study-G--An-C--ng--9-.png 1920w" sizes="(min-width: 720px) 720px"></figure><h3 id="gi%E1%BB%9Bi-thi%E1%BB%87u-doanh-nghi%E1%BB%87p">Gi&#x1EDB;i thi&#x1EC7;u doanh nghi&#x1EC7;p</h3><img src="https://blog.onwheel.io/content/images/2025/05/200525-b-a_OW-An_c--ng_copy.png" alt="(Case Study) Qu&#x1EA3;n l&#xFD; logistics h&#xE0;ng n&#x1EB7;ng, c&#x1ED3;ng k&#x1EC1;nh
- T&#x1EEB; G&#x1ED7; An C&#x1B0;&#x1EDD;ng"><p>T&#x1EEB; 1994, C&#xF4;ng ty C&#x1ED5; ph&#x1EA7;n G&#x1ED7; An C&#x1B0;&#x1EDD;ng l&#xE0; nh&#xE0; s&#x1EA3;n xu&#x1EA5;t cung c&#x1EA5;p nguy&#xEA;n v&#x1EAD;t li&#x1EC7;u trang tr&#xED; n&#x1ED9;i th&#x1EA5;t v&#xE0; v&#x1EAD;t li&#x1EC7;u d&#xE9;cor, 55%+ th&#x1ECB; ph&#x1EA7;n qu&#x1ED1;c n&#x1ED9;i m&#x1EA3;ng g&#x1ED7; c&#xF4;ng nghi&#x1EC7;p v&#xE0; n&#x1ED9;i th&#x1EA5;t l&#xE0;m t&#x1EEB; g&#x1ED7; c&#xF4;ng nghi&#x1EC7;p ph&#xE2;n kh&#xFA;c trung v&#xE0; cao c&#x1EA5;p, quy m&#xF4; 27+ showroom v&#xE0; showroom nh&#x1B0;&#x1EE3;ng quy&#x1EC1;n to&#xE0;n qu&#x1ED1;c.</p><p>Trong b&#x1ED1;i c&#x1EA3;nh &#x111;&#xF3;, b&#xE0;i to&#xE1;n qu&#x1EA3;n l&#xFD; &#x111;&#x1ED9;i xe c&#x1EE7;a G&#x1ED7; An C&#x1B0;&#x1EDD;ng tr&#x1EDF; n&#xEA;n c&#x1EA5;p thi&#x1EBF;t h&#x1A1;n bao gi&#x1EDD; h&#x1EBF;t. L&#xE0;m th&#x1EBF; n&#xE0;o C&#xF4;ng ty C&#x1ED5; ph&#x1EA7;n G&#x1ED7; An C&#x1B0;&#x1EDD;ng c&#xF3; th&#x1EC3; t&#x1ED1;i &#x1B0;u h&#xF3;a qu&#x1EA3;n l&#xFD; &#x111;&#x1ED9;i xe th&#xF4;ng minh &#x111;&#x1EC3; x&#x1EED; l&#xFD; nhu c&#x1EA7;u ph&#xE2;n ph&#x1ED1;i c&#xE1;c s&#x1EA3;n ph&#x1EA9;m n&#x1EB7;ng, c&#x1ED3;ng k&#x1EC1;nh v&#xE0; d&#x1EC5; h&#x1ECF;ng m&#x1ED9;t c&#xE1;ch hi&#x1EC7;u qu&#x1EA3;, &#x111;&#x1ED3;ng th&#x1EDD;i &#x111;&#x1EA3;m b&#x1EA3;o giao h&#xE0;ng nhanh ch&#xF3;ng v&#xE0; n&#xE2;ng cao tr&#x1EA3;i nghi&#x1EC7;m kh&#xE1;ch h&#xE0;ng?</p><h3 id="l%E1%BB%9Di-gi%E1%BA%A3i-trong-th%E1%BB%B1c-t%E1%BA%BF">L&#x1EDD;i gi&#x1EA3;i trong th&#x1EF1;c t&#x1EBF;</h3><p>Onwheel l&#xE0; gi&#x1EA3;i ph&#xE1;p to&#xE0;n di&#x1EC7;n m&#xE0; An C&#x1B0;&#x1EDD;ng tin ch&#x1ECD;n &#x1EE9;ng d&#x1EE5;ng v&#xE0;o qu&#xE1; tr&#xEC;nh v&#x1EAD;n h&#xE0;nh nh&#x1EB1;m <strong>t&#x1ED1;i &#x1B0;u h&#xF3;a v&#x1EC1; qu&#xE3;ng &#x111;&#x1B0;&#x1EDD;ng, t&#x103;ng n&#x103;ng su&#x1EA5;t t&#xE0;i x&#x1EBF;, t&#x1ED1;i &#x1B0;u th&#x1EDD;i gian v&#x1EAD;n chuy&#x1EC3;n</strong> v&#xE0; ti&#x1EBF;t ki&#x1EC7;m chi ph&#xED; cho doanh nghi&#x1EC7;p.</p><figure class="kg-card kg-image-card"><img src="https://blog.onwheel.io/content/images/2025/05/Case-study-G--An-C--ng--10-.png" class="kg-image" alt="(Case Study) Qu&#x1EA3;n l&#xFD; logistics h&#xE0;ng n&#x1EB7;ng, c&#x1ED3;ng k&#x1EC1;nh
- T&#x1EEB; G&#x1ED7; An C&#x1B0;&#x1EDD;ng" loading="lazy" width="1920" height="1080" srcset="https://blog.onwheel.io/content/images/size/w600/2025/05/Case-study-G--An-C--ng--10-.png 600w, https://blog.onwheel.io/content/images/size/w1000/2025/05/Case-study-G--An-C--ng--10-.png 1000w, https://blog.onwheel.io/content/images/size/w1600/2025/05/Case-study-G--An-C--ng--10-.png 1600w, https://blog.onwheel.io/content/images/2025/05/Case-study-G--An-C--ng--10-.png 1920w" sizes="(min-width: 720px) 720px"></figure><p>Tham d&#x1EF1; bu&#x1ED5;i k&#xFD; k&#x1EBF;t ng&#xE0;y 08/11/2022, B&#xE0; V&#xF5; Th&#x1ECB; Ng&#x1ECD;c &#xC1;nh &#x2013; T&#x1ED5;ng Gi&#xE1;m &#x110;&#x1ED1;c G&#x1ED7; An C&#x1B0;&#x1EDD;ng chia s&#x1EBB;: &quot;Khi c&#xF4;ng ngh&#x1EC7; b&#xF9;ng n&#x1ED5;, s&#x1EF1; ph&#xE1;t tri&#x1EC3;n m&#x1EA1;nh m&#x1EBD; c&#x1EE7;a xu h&#x1B0;&#x1EDB;ng chuy&#x1EC3;n &#x111;&#x1ED5;i s&#x1ED1; c&#x169;ng c&#xF3; nhi&#x1EC1;u t&#xE1;c &#x111;&#x1ED9;ng &#x111;&#x1EBF;n m&#x1ECD;i ng&#xF3;c ng&#xE1;ch c&#x1EE7;a n&#x1EC1;n kinh t&#x1EBF; bao g&#x1ED3;m c&#x1EA3; l&#x129;nh v&#x1EF1;c giao nh&#x1EAD;n v&#x1EAD;n t&#x1EA3;i v&#xE0; logistic. An C&#x1B0;&#x1EDD;ng c&#x169;ng kh&#xF4;ng ngo&#x1EA1;i l&#x1EC7;, ch&#xFA;ng t&#xF4;i lu&#xF4;n mu&#x1ED1;n ph&#xE1;t tri&#x1EC3;n h&#x1EC7; th&#x1ED1;ng v&#x1EAD;n chuy&#x1EC3;n c&#x1EE7;a m&#xEC;nh m&#x1ED9;t c&#xE1;ch b&#xE0;i b&#x1EA3;n v&#xE0; ph&#xF9; h&#x1EE3;p v&#x1EDB;i n&#x103;ng l&#x1EF1;c doanh nghi&#x1EC7;p.</p><p>S&#x1EF1; &#x111;&#x1ED3;ng h&#xE0;nh c&#xF9;ng Ahamove v&#x1EDB;i s&#x1EA3;n ph&#x1EA9;m OnWheel &#x111;&#xE3; gi&#xFA;p h&#x1EC7; th&#x1ED1;ng ph&#xE2;n ph&#x1ED1;i An C&#x1B0;&#x1EDD;ng chuy&#x1EC3;n sang m&#x1ED9;t giai &#x111;o&#x1EA1;n m&#x1EDB;i, ph&#xF9; h&#x1EE3;p v&#x1EDB;i th&#x1EDD;i &#x111;i&#x1EC3;m &#x111;&#x1EA9;y m&#x1EA1;nh quy tr&#xEC;nh <strong>s&#x1ED1; h&#xF3;a cho to&#xE0;n h&#x1EC7; th&#x1ED1;ng</strong> c&#x1EE7;a c&#xF4;ng ty: t&#x1EEB; s&#x1EA3;n xu&#x1EA5;t, qu&#x1EA3;n l&#xFD;, con ng&#x1B0;&#x1EDD;i v&#xE0; ph&#xE2;n ph&#x1ED1;i. T&#xF4;i tin r&#x1EB1;ng v&#x1EDB;i s&#x1EF1; h&#x1EE3;p t&#xE1;c n&#xE0;y, s&#x1EBD; mang l&#x1EA1;i cho kh&#xE1;ch h&#xE0;ng An C&#x1B0;&#x1EDD;ng nh&#x1EEF;ng <strong>tr&#x1EA3;i nghi&#x1EC7;m d&#x1ECB;ch v&#x1EE5; ph&#xE2;n ph&#x1ED1;i t&#x1ED1;t nh&#x1EA5;t</strong> t&#x1EA1;i Vi&#x1EC7;t Nam.&quot;</p><figure class="kg-card kg-image-card"><img src="https://blog.onwheel.io/content/images/2025/05/Case-study-G--An-C--ng--8-.png" class="kg-image" alt="(Case Study) Qu&#x1EA3;n l&#xFD; logistics h&#xE0;ng n&#x1EB7;ng, c&#x1ED3;ng k&#x1EC1;nh
- T&#x1EEB; G&#x1ED7; An C&#x1B0;&#x1EDD;ng" loading="lazy" width="1920" height="1080" srcset="https://blog.onwheel.io/content/images/size/w600/2025/05/Case-study-G--An-C--ng--8-.png 600w, https://blog.onwheel.io/content/images/size/w1000/2025/05/Case-study-G--An-C--ng--8-.png 1000w, https://blog.onwheel.io/content/images/size/w1600/2025/05/Case-study-G--An-C--ng--8-.png 1600w, https://blog.onwheel.io/content/images/2025/05/Case-study-G--An-C--ng--8-.png 1920w" sizes="(min-width: 720px) 720px"></figure><p>&#xD4;ng Ph&#x1EA1;m H&#x1EEF;u Ng&#xF4;n CEO Ahamove chia s&#x1EBB;: &quot;Nh&#x1EAD;n th&#x1EA5;y c&#xF4;ng ngh&#x1EC7; &#x111;&#xF3;ng vai tr&#xF2; c&#x1ED1;t l&#xF5;i trong vi&#x1EC7;c ph&#x1EA3;n &#xE1;nh v&#x1EC1; n&#x103;ng l&#x1EF1;c c&#x1EA1;nh tranh c&#x1EE7;a doanh nghi&#x1EC7;p so v&#x1EDB;i c&#xE1;c &#x111;&#x1ED5;i th&#x1EE7;, th&#x1EAD;m ch&#xED; l&#xE0; y&#x1EBF;u t&#x1ED1; quy&#x1EBF;t &#x111;&#x1ECB;nh c&#x1EA3; vi&#x1EC7;c s&#x1EA3;n ph&#x1EA9;m c&#x1EE7;a doanh nghi&#x1EC7;p c&#xF3; kh&#x1EA3; n&#x103;ng th&#xE2;m nh&#x1EAD;p v&#xE0;o th&#x1ECB; tr&#x1B0;&#x1EDD;ng n&#x1B0;&#x1EDB;c ngo&#xE0;i hay kh&#xF4;ng.</p><p>Trong h&#x1EC7; sinh th&#xE1;i c&#xE1;c gi&#x1EA3;i ph&#xE1;p t&#x1EEB; Ahamove, ph&#x1EA7;n m&#x1EC1;m OnWheel &#x111;&#xE1;p &#x1EE9;ng t&#x1ED1;t nhu c&#x1EA7;u <strong>v&#x1EAD;n chuy&#x1EC3;n g&#x1ED7; kh&#x1ED5;ng l&#x1ED3; v&#xE0; &#x111;&#xF2;i h&#x1ECF;i &#x111;&#x1ED9; ch&#xED;nh x&#xE1;c cao</strong> c&#x1EE7;a c&#xF4;ng ty An C&#x1B0;&#x1EDD;ng. D&#x1ECB;ch v&#x1EE5; n&#xE0;y &#x111;&#xE1;p &#x1EE9;ng nhu c&#x1EA7;u v&#x1EAD;n chuy&#x1EC3;n kh&#xF4;ng ch&#x1EC9; <strong>t&#x1ED1;i &#x1B0;u v&#xE0; chu&#x1EA9;n h&#xF3;a v&#x1EC1; m&#x1EB7;t th&#x1EDD;i gian, &#x111;&#x1ED9; an to&#xE0;n, chu&#x1EA9;n h&#xF3;a s&#x1ED1; li&#x1EC7;u, h&#x1EC7; th&#x1ED1;ng</strong> v&#xE0; logic m&#xE0; c&#xF2;n mang t&#xED;nh linh ho&#x1EA1;t cao &#x111;&#x1EC3; b&#x1EA5;t k&#x1EF3; b&#x1ED9; ph&#x1EAD;n li&#xEA;n quan &#x111;&#x1EC1;u c&#xF3; th&#x1EC3; <strong>ki&#x1EC3;m tra ngay l&#x1EAD;p t&#x1EE9;c</strong> khi ph&#xE1;t sinh v&#x1EA5;n &#x111;&#x1EC1;.&quot;</p><p>S&#x1EF1; h&#x1EE3;p t&#xE1;c gi&#x1EEF; Ahamove v&#xE0; G&#x1ED7; An C&#x1B0;&#x1EDD;ng l&#xE0; m&#x1ED9;t minh ch&#x1EE9;ng h&#x1EE9;a h&#x1EB9;n cho vi&#x1EC7;c &#x111;em gi&#x1EA3;i ph&#xE1;p c&#xF4;ng ngh&#x1EC7; v&#x1EAD;n chuy&#x1EC3;n &#x1EE9;ng d&#x1EE5;ng v&#xE0;o c&#xF4;ng ty s&#x1EA3;n xu&#x1EA5;t g&#x1ED7; h&#xE0;ng &#x111;&#x1EA7;u t&#x1EA1;i Vi&#x1EC7;t Vi&#x1EC7;t Nam m&#xE0; c&#xF2;n l&#xE0; th&#x1ECB; tr&#x1B0;&#x1EDD;ng &#x110;&#xF4;ng Nam &#xC1;.&quot;</p><h3 id="b%C3%A0i-h%E1%BB%8Dc-kinh-nghi%E1%BB%87m">B&#xE0;i h&#x1ECD;c kinh nghi&#x1EC7;m</h3><p>Trong b&#x1ED1;i c&#x1EA3;nh th&#x1ECB; tr&#x1B0;&#x1EDD;ng logistics ng&#xE0;y c&#xE0;ng c&#x1EA1;nh tranh, vi&#x1EC7;c &#xE1;p d&#x1EE5;ng ph&#x1EA7;n m&#x1EC1;m qu&#x1EA3;n l&#xFD; &#x111;&#x1ED9;i xe giao h&#xE0;ng v&#xE0; s&#x1ED1; h&#xF3;a quy tr&#xEC;nh &#x111;&#xE3; tr&#x1EDF; th&#xE0;nh nh&#x1EEF;ng y&#x1EBF;u t&#x1ED1; s&#x1ED1;ng c&#xF2;n gi&#xFA;p doanh nghi&#x1EC7;p tinh g&#x1ECD;n v&#xE0; t&#x1ED1;i &#x1B0;u h&#xF3;a ho&#x1EA1;t &#x111;&#x1ED9;ng c&#x1EE7;a m&#xEC;nh. &#x110;i&#x1EC1;u n&#xE0;y &#x111;&#x1EB7;c bi&#x1EC7;t quan tr&#x1ECD;ng &#x111;&#x1ED1;i v&#x1EDB;i ng&#xE0;nh &#x111;&#x1ED3; g&#x1ED7; trang tr&#xED; n&#x1ED9;i th&#x1EA5;t, n&#x1A1;i m&#xE0; c&#xE1;c m&#x1EB7;t h&#xE0;ng th&#x1B0;&#x1EDD;ng n&#x1EB7;ng, c&#x1ED3;ng k&#x1EC1;nh v&#xE0; d&#x1EC5; h&#x1ECF;ng. Vi&#x1EC7;c v&#x1EAD;n chuy&#x1EC3;n nh&#x1EEF;ng s&#x1EA3;n ph&#x1EA9;m n&#xE0;y &#x111;&#xF2;i h&#x1ECF;i s&#x1EF1; ch&#xED;nh x&#xE1;c v&#xE0; c&#x1EA9;n tr&#x1ECD;ng cao &#x111;&#x1ED9; &#x111;&#x1EC3; &#x111;&#x1EA3;m b&#x1EA3;o h&#xE0;ng h&#xF3;a &#x111;&#x1EBF;n n&#x1A1;i an to&#xE0;n v&#xE0; k&#x1ECB;p th&#x1EDD;i, gi&#x1EEF; nguy&#xEA;n ch&#x1EA5;t l&#x1B0;&#x1EE3;ng ban &#x111;&#x1EA7;u. Nh&#x1EEF;ng c&#xF4;ng ngh&#x1EC7; hi&#x1EC7;n &#x111;&#x1EA1;i kh&#xF4;ng ch&#x1EC9; &#x111;&#x1A1;n thu&#x1EA7;n l&#xE0; c&#xF4;ng c&#x1EE5; h&#x1ED7; tr&#x1EE3;, m&#xE0; c&#xF2;n &#x111;&#x1ECB;nh h&#xEC;nh l&#x1EA1;i c&#xE1;ch th&#x1EE9;c v&#x1EAD;n h&#xE0;nh, gi&#xFA;p doanh nghi&#x1EC7;p trong ng&#xE0;nh n&#xE2;ng cao hi&#x1EC7;u su&#x1EA5;t v&#xE0; c&#x1EA3;i thi&#x1EC7;n d&#x1ECB;ch v&#x1EE5; kh&#xE1;ch h&#xE0;ng: </p><ol><li><strong>T&#x1ED1;i &#x1B0;u h&#xF3;a l&#x1ED9; tr&#xEC;nh giao h&#xE0;ng</strong>: gi&#x1EA3;m thi&#x1EC3;u th&#x1EDD;i gian di chuy&#x1EC3;n, ti&#x1EBF;t ki&#x1EC7;m nhi&#xEA;n li&#x1EC7;u v&#xE0; n&#xE2;ng cao hi&#x1EC7;u su&#x1EA5;t giao h&#xE0;ng.</li><li><strong>Qu&#x1EA3;n l&#xFD; th&#x1EDD;i gian th&#x1EF1;c</strong>: theo d&#xF5;i v&#x1ECB; tr&#xED; c&#x1EE7;a t&#x1EEB;ng xe trong th&#x1EDD;i gian th&#x1EF1;c gi&#xFA;p ph&#xE1;t hi&#x1EC7;n v&#xE0; gi&#x1EA3;i quy&#x1EBF;t ngay l&#x1EAD;p t&#x1EE9;c c&#xE1;c s&#x1EF1; c&#x1ED1; tr&#xEA;n &#x111;&#x1B0;&#x1EDD;ng, &#x111;&#x1EA3;m b&#x1EA3;o giao h&#xE0;ng &#x111;&#xFA;ng h&#x1EB9;n v&#xE0; t&#x103;ng c&#x1B0;&#x1EDD;ng s&#x1EF1; h&#xE0;i l&#xF2;ng c&#x1EE7;a kh&#xE1;ch h&#xE0;ng.</li><li><strong>T&#xED;ch h&#x1EE3;p v&#xE0; s&#x1ED1; h&#xF3;a th&#xF4;ng tin</strong>: T&#xED;ch h&#x1EE3;p th&#xF4;ng tin t&#x1EEB; nhi&#x1EC1;u ngu&#x1ED3;n kh&#xE1;c nhau, t&#x1EA1;o ra m&#x1ED9;t h&#x1EC7; sinh th&#xE1;i d&#x1EEF; li&#x1EC7;u li&#xEA;n k&#x1EBF;t gi&#xFA;p gi&#x1EA3;m thi&#x1EC3;u sai s&#xF3;t v&#xE0; t&#x103;ng t&#xED;nh ch&#xED;nh x&#xE1;c c&#x1EE7;a th&#xF4;ng tin.</li><li><strong>Qu&#x1EA3;n l&#xFD; t&#xE0;i nguy&#xEA;n hi&#x1EC7;u qu&#x1EA3;:</strong> T&#x1EF1; &#x111;&#x1ED9;ng b&#xE1;o c&#xE1;o v&#x1EC1; t&#xEC;nh tr&#x1EA1;ng c&#x1EE7;a xe c&#x1ED9;, th&#x1EDD;i gian b&#x1EA3;o d&#x1B0;&#x1EE1;ng &#x111;&#x1ECB;nh k&#x1EF3; gi&#xFA;p doanh nghi&#x1EC7;p qu&#x1EA3;n l&#xFD; t&#xE0;i nguy&#xEA;n m&#x1ED9;t c&#xE1;ch hi&#x1EC7;u qu&#x1EA3;.</li><li><strong>Ph&#xE2;n t&#xED;ch v&#xE0; d&#x1EF1; &#x111;o&#xE1;n xu h&#x1B0;&#x1EDB;ng</strong>: S&#x1EED; d&#x1EE5;ng d&#x1EEF; li&#x1EC7;u thu th&#x1EAD;p, ph&#x1EA7;n m&#x1EC1;m cung c&#x1EA5;p c&#xE1;c b&#xE1;o c&#xE1;o ph&#xE2;n t&#xED;ch gi&#xFA;p d&#x1EF1; &#x111;o&#xE1;n xu h&#x1B0;&#x1EDB;ng th&#x1ECB; tr&#x1B0;&#x1EDD;ng, t&#x1EEB; &#x111;&#xF3; &#x111;&#x1B0;a ra c&#xE1;c quy&#x1EBF;t &#x111;&#x1ECB;nh kinh doanh chi&#x1EBF;n l&#x1B0;&#x1EE3;c.</li></ol><p></p><p></p><p></p><p></p><p></p><p></p>]]></content:encoded></item><item><title><![CDATA[(Case study) Puratos Grand-Place Vietnam: Số hóa Quản lý Vận tải B2B cùng OnWheel]]></title><description><![CDATA[<p>C&#xF3; m&#x1EB7;t t&#x1EA1;i Vi&#x1EC7;t Nam t&#x1EEB; n&#x103;m 1997, Puratos Grand-Place Vietnam (PGPV) l&#xE0; chi nh&#xE1;nh c&#x1EE7;a T&#x1EAD;p &#x111;o&#xE0;n &#x111;a qu&#x1ED1;c gia Puratos, chuy&#xEA;n cung c&</p>]]></description><link>https://blog.onwheel.io/case-study-cach-puratos-grand-place-vietnam-chuyen-doi-so-quan-lu-van-tai/</link><guid isPermaLink="false">67b59b6692616d551dcbdb1e</guid><dc:creator><![CDATA[Nguyễn Sâm]]></dc:creator><pubDate>Tue, 25 Feb 2025 07:24:46 GMT</pubDate><media:content url="https://blog.onwheel.io/content/images/2025/02/b-C3-ACa_copy.png" medium="image"/><content:encoded><![CDATA[<img src="https://blog.onwheel.io/content/images/2025/02/b-C3-ACa_copy.png" alt="(Case study) Puratos Grand-Place Vietnam: S&#x1ED1; h&#xF3;a Qu&#x1EA3;n l&#xFD; V&#x1EAD;n t&#x1EA3;i B2B c&#xF9;ng OnWheel"><p>C&#xF3; m&#x1EB7;t t&#x1EA1;i Vi&#x1EC7;t Nam t&#x1EEB; n&#x103;m 1997, Puratos Grand-Place Vietnam (PGPV) l&#xE0; chi nh&#xE1;nh c&#x1EE7;a T&#x1EAD;p &#x111;o&#xE0;n &#x111;a qu&#x1ED1;c gia Puratos, chuy&#xEA;n cung c&#x1EA5;p nguy&#xEA;n li&#x1EC7;u v&#xE0; c&#xE1;c gi&#x1EA3;i ph&#xE1;p s&#xE1;ng t&#x1EA1;o trong ng&#xE0;nh h&#xE0;ng S&#xF4;-c&#xF4;-la, B&#xE1;nh M&#xEC;, B&#xE1;nh Ng&#x1ECD;t cho nh&#xE0; ph&#xE2;n ph&#x1ED1;i v&#xE0; &#x111;&#x1EA7;u b&#x1EBF;p. V&#x1EDB;i danh hi&#x1EC7;u Cocoa of Excellence t&#x1EA1;i gi&#x1EA3;i th&#x1B0;&#x1EDF;ng International Cocoa Awards 2013, doanh nghi&#x1EC7;p &#x111;&#x1EB7;t m&#x1EE5;c ti&#xEA;u h&#x1ED7; tr&#x1EE3; c&#xE1;c nh&#xE0; s&#x1EA3;n xu&#x1EA5;t b&#xE1;nh v&#xE0; &#x111;&#x1EA7;u b&#x1EBF;p n&#xE2;ng cao ch&#x1EA5;t l&#x1B0;&#x1EE3;ng s&#x1EA3;n ph&#x1EA9;m, t&#x103;ng t&#xED;nh s&#xE1;ng t&#x1EA1;o v&#xE0; hi&#x1EC7;u su&#x1EA5;t s&#x1EA3;n xu&#x1EA5;t.</p><p>Puratos Grand-Place Vi&#x1EC7;t Nam &#x111;&#x1EB7;t ph&#xE1;t tri&#x1EC3;n b&#x1EC1;n v&#x1EEF;ng l&#xE0; m&#x1ED9;t trong nh&#x1EEF;ng &#x1B0;u ti&#xEA;n h&#xE0;ng &#x111;&#x1EA7;u trong chi&#x1EBF;n l&#x1B0;&#x1EE3;c kinh doanh, &#x111;&#x1EB7;c bi&#x1EC7;t trong l&#x129;nh v&#x1EF1;c logistics ch&#x1EB7;ng gi&#x1EEF;a - n&#x1A1;i t&#xE1;c &#x111;&#x1ED9;ng tr&#x1EF1;c ti&#x1EBF;p &#x111;&#x1EBF;n m&#xF4;i tr&#x1B0;&#x1EDD;ng th&#xF4;ng qua ho&#x1EA1;t &#x111;&#x1ED9;ng v&#x1EAD;n chuy&#x1EC3;n. T&#x1EEB; &#x111;&#xF3;, doanh nghi&#x1EC7;p t&#x1EAD;p trung t&#xEC;m ki&#x1EBF;m gi&#x1EA3;i ph&#xE1;p s&#x1ED1; h&#xF3;a qu&#x1EA3;n l&#xFD; v&#x1EAD;n t&#x1EA3;i h&#x1B0;&#x1EDB;ng &#x111;&#x1EBF;n quy tr&#xEC;nh v&#x1EAD;n h&#xE0;nh b&#x1EC1;n v&#x1EEF;ng. &#x110;i&#x1EC1;u n&#xE0;y s&#x1EBD; kh&#xF4;ng ch&#x1EC9; gi&#xFA;p &#x111;&#x1ED9;i ng&#x169; v&#x1EAD;n h&#xE0;nh giao v&#x1EAD;n l&#xE0;m vi&#x1EC7;c hi&#x1EC7;u qu&#x1EA3; h&#x1A1;n m&#xE0; c&#xF2;n &#x111;&#x1EA3;m b&#x1EA3;o ch&#x1EA5;t l&#x1B0;&#x1EE3;ng d&#x1ECB;ch v&#x1EE5; &#x1ED5;n &#x111;&#x1ECB;nh khi m&#x1EA1;ng l&#x1B0;&#x1EDB;i ph&#xE2;n ph&#x1ED1;i ng&#xE0;y c&#xE0;ng m&#x1EDF; r&#x1ED9;ng.</p><h3 id="b%C3%A0i-to%C3%A1n-v%E1%BA%ADn-t%E1%BA%A3i-c%E1%BB%A7a-puratos-grand-place-vietnam">B&#xE0;i to&#xE1;n v&#x1EAD;n t&#x1EA3;i c&#x1EE7;a Puratos Grand-Place Vietnam</h3><figure class="kg-card kg-image-card kg-card-hascaption"><img src="https://blog.onwheel.io/content/images/2025/02/H2.png" class="kg-image" alt="(Case study) Puratos Grand-Place Vietnam: S&#x1ED1; h&#xF3;a Qu&#x1EA3;n l&#xFD; V&#x1EAD;n t&#x1EA3;i B2B c&#xF9;ng OnWheel" loading="lazy" width="1200" height="1200" srcset="https://blog.onwheel.io/content/images/size/w600/2025/02/H2.png 600w, https://blog.onwheel.io/content/images/size/w1000/2025/02/H2.png 1000w, https://blog.onwheel.io/content/images/2025/02/H2.png 1200w" sizes="(min-width: 720px) 720px"><figcaption><em> &#x1EA2;nh. B&#xE0;i to&#xE1;n v&#x1EAD;n t&#x1EA3;i c&#x1EE7;a Puratos Grand-Place Vietnam</em></figcaption></figure><h3 id="gi%E1%BA%A3i-ph%C3%A1pt%C3%ADnh-n%C4%83ng-c%E1%BB%A7a-onwheel">Gi&#x1EA3;i ph&#xE1;p - T&#xED;nh n&#x103;ng c&#x1EE7;a OnWheel</h3><p>Sau qu&#xE1; tr&#xEC;nh th&#x1EA9;m &#x111;&#x1ECB;nh k&#x1EF9; l&#x1B0;&#x1EE1;ng c&#xE1;c gi&#x1EA3;i ph&#xE1;p qu&#x1EA3;n l&#xFD; v&#x1EAD;n t&#x1EA3;i h&#xE0;ng &#x111;&#x1EA7;u th&#x1ECB; tr&#x1B0;&#x1EDD;ng, PGPV &#x111;&#xE3; tin t&#x1B0;&#x1EDF;ng l&#x1EF1;a ch&#x1ECD;n OnWheel TMS. Kh&#xF4;ng ch&#x1EC9; b&#x1EDF;i h&#x1EC7; th&#x1ED1;ng &#x1ED5;n &#x111;&#x1ECB;nh &#x111;&#xE3; &#x111;&#x1B0;&#x1EE3;c ki&#x1EC3;m ch&#x1EE9;ng qua nhi&#x1EC1;u k&#x1ECB;ch b&#x1EA3;n v&#x1EAD;n h&#xE0;nh ph&#x1EE9;c t&#x1EA1;p, OnWheel c&#xF2;n th&#x1EC3; hi&#x1EC7;n s&#x1EF1; th&#x1EA5;u hi&#x1EC3;u s&#xE2;u s&#x1EAF;c v&#x1EC1; quy tr&#xEC;nh &#x111;&#x1EB7;c th&#xF9; c&#x1EE7;a ng&#xE0;nh F&amp;B th&#xF4;ng qua vi&#x1EC7;c linh ho&#x1EA1;t &#x111;i&#x1EC1;u ch&#x1EC9;nh gi&#x1EA3;i ph&#xE1;p theo m&#xF4; h&#xEC;nh v&#x1EAD;n h&#xE0;nh ri&#xEA;ng c&#x1EE7;a Puratos.</p><p>Ngo&#xE0;i ra, v&#x103;n h&#xF3;a &#x111;&#x1ED3;ng h&#xE0;nh v&#xE0; tinh th&#x1EA7;n s&#x1EB5;n s&#xE0;ng &#x111;&#x1ED5;i m&#x1EDB;i c&#x1EE7;a &#x111;&#x1ED9;i ng&#x169; OnWheel &#x111;&#xE3; t&#x1EA1;o n&#xEA;n s&#x1EF1; kh&#xE1;c bi&#x1EC7;t. &#x110;i&#x1EC1;u n&#xE0;y th&#x1EC3; hi&#x1EC7;n qua vi&#x1EC7;c OnWheel linh ho&#x1EA1;t &#x111;i&#x1EC1;u ch&#x1EC9;nh c&#xE1;c t&#xED;nh n&#x103;ng theo y&#xEA;u c&#x1EA7;u &#x111;&#x1EB7;c th&#xF9; c&#x1EE7;a Puratos, t&#x1EEB; quy tr&#xEC;nh &#x111;i&#x1EC1;u ph&#x1ED1;i &#x111;&#x1EBF;n h&#x1EC7; th&#x1ED1;ng ph&#xE2;n lo&#x1EA1;i m&#x1EB7;t h&#xE0;ng. S&#x1EF1; th&#x1EA5;u hi&#x1EC3;u v&#xE0; cam k&#x1EBF;t n&#xE0;y &#x111;&#xE3; gi&#xFA;p hai b&#xEA;n x&#xE2;y d&#x1EF1;ng &#x111;&#x1B0;&#x1EE3;c gi&#x1EA3;i ph&#xE1;p t&#x1ED1;i &#x1B0;u, &#x111;&#xE1;p &#x1EE9;ng &#x111;&#xFA;ng nhu c&#x1EA7;u ph&#xE1;t tri&#x1EC3;n d&#xE0;i h&#x1EA1;n c&#x1EE7;a doanh nghi&#x1EC7;p.</p><p>C&#x1EE5; th&#x1EC3;, OnWheel &#x111;&#xE3; cung c&#x1EA5;p gi&#x1EA3;i ph&#xE1;p s&#x1ED1; h&#xF3;a to&#xE0;n di&#x1EC7;n cho ho&#x1EA1;t &#x111;&#x1ED9;ng v&#x1EAD;n chuy&#x1EC3;n gi&#x1EEF;a nh&#xE0; m&#xE1;y v&#xE0; h&#x1EC7; th&#x1ED1;ng kho ph&#xE2;n ph&#x1ED1;i c&#x1EE7;a PGPV v&#x1EDB;i c&#xE1;c t&#xED;nh n&#x103;ng sau:</p><p><strong>1.&#x110;i&#x1EC1;u ph&#x1ED1;i &#x111;&#x1ED9;i xe th&#xF4;ng minh</strong></p><p>V&#x1EDB;i &#x111;&#x1EB7;c th&#xF9; v&#x1EAD;n chuy&#x1EC3;n th&#x1B0;&#x1EDD;ng xuy&#xEA;n gi&#x1EEF;a nh&#xE0; m&#xE1;y v&#xE0; h&#x1EC7; th&#x1ED1;ng kho ph&#xE2;n ph&#x1ED1;i to&#xE0;n qu&#x1ED1;c, PGPV c&#x1EA7;n m&#x1ED9;t quy tr&#xEC;nh &#x111;i&#x1EC1;u ph&#x1ED1;i linh ho&#x1EA1;t v&#xE0; hi&#x1EC7;u qu&#x1EA3;. H&#x1EC7; th&#x1ED1;ng theo d&#xF5;i th&#x1EDD;i gian th&#x1EF1;c c&#x1EE7;a OnWheel gi&#xFA;p &#x111;&#x1ED9;i ng&#x169; v&#x1EAD;n h&#xE0;nh ch&#x1EE7; &#x111;&#x1ED9;ng &#x111;i&#x1EC1;u ch&#x1EC9;nh k&#x1EBF; ho&#x1EA1;ch giao nh&#x1EAD;n, &#x111;&#x1EA3;m b&#x1EA3;o chu&#x1ED7;i cung &#x1EE9;ng nguy&#xEA;n li&#x1EC7;u &#x111;&#x1B0;&#x1EE3;c duy tr&#xEC; &#x1ED5;n &#x111;&#x1ECB;nh.</p><p>&#x110;&#x1ED9;i ng&#x169; Logistics c&#x1EE7;a PGPV &#x111;&#xE3; t&#x1ED1;i &#x1B0;u &#x111;&#x1B0;&#x1EE3;c th&#x1EDD;i gian v&#x1EAD;n chuy&#x1EC3;n gi&#x1EEF;a nh&#xE0; m&#xE1;y v&#xE0; c&#xE1;c kho ph&#xE2;n ph&#x1ED1;i nh&#x1EDD; kh&#x1EA3; n&#x103;ng &#x111;i&#x1EC1;u ph&#x1ED1;i linh ho&#x1EA1;t c&#x1EE7;a h&#x1EC7; th&#x1ED1;ng. &#x110;i&#x1EC1;u n&#xE0;y th&#x1EC3; hi&#x1EC7;n r&#xF5; qua c&#xE1;c ch&#x1EC9; s&#x1ED1; v&#x1EC1; t&#x1EF7; l&#x1EC7; giao h&#xE0;ng &#x111;&#xFA;ng h&#x1EB9;n v&#xE0; th&#x1EDD;i gian ho&#xE0;n th&#xE0;nh chuy&#x1EBF;n xe, &#x111;&#x1EB7;c bi&#x1EC7;t trong c&#xE1;c giai &#x111;o&#x1EA1;n &#x111;&#x1A1;n h&#xE0;ng &#x111;&#x1EA1;t cao &#x111;i&#x1EC3;m.</p><p><strong>2.Qu&#x1EA3;n l&#xFD; &#x111;a d&#x1EA1;ng &#x111;&#x1ED9;i xe</strong></p><p>&#x110;&#x1EC3; &#x111;&#xE1;p &#x1EE9;ng nhu c&#x1EA7;u v&#x1EAD;n chuy&#x1EC3;n theo m&#xF9;a v&#x1EE5; c&#x1EE7;a ng&#xE0;nh b&#xE1;nh, PGPV v&#x1EAD;n h&#xE0;nh song song &#x111;&#x1ED9;i xe n&#x1ED9;i b&#x1ED9; v&#xE0; h&#x1EE3;p t&#xE1;c v&#x1EDB;i c&#xE1;c &#x111;&#x1ED1;i t&#xE1;c v&#x1EAD;n t&#x1EA3;i. OnWheel t&#xED;ch h&#x1EE3;p qu&#x1EA3;n l&#xFD; c&#x1EA3; hai lo&#x1EA1;i h&#xEC;nh n&#xE0;y tr&#xEA;n c&#xF9;ng m&#x1ED9;t n&#x1EC1;n t&#x1EA3;ng, gi&#xFA;p doanh nghi&#x1EC7;p linh ho&#x1EA1;t &#x111;i&#x1EC1;u ph&#x1ED1;i v&#xE0; t&#x1ED1;i &#x1B0;u chi ph&#xED; v&#x1EAD;n h&#xE0;nh.</p><p>Vi&#x1EC7;c t&#xED;ch h&#x1EE3;p qu&#x1EA3;n l&#xFD; c&#x1EA3; &#x111;&#x1ED9;i xe n&#x1ED9;i b&#x1ED9; v&#xE0; &#x111;&#x1ED1;i t&#xE1;c v&#x1EAD;n t&#x1EA3;i tr&#xEA;n c&#xF9;ng m&#x1ED9;t n&#x1EC1;n t&#x1EA3;ng gi&#xFA;p ng&#x1B0;&#x1EDD;i &#x111;i&#x1EC1;u ph&#x1ED1;i c&#x1EE7;a &#xA0;PGPV t&#x1ED1;i &#x1B0;u &#x111;&#x1B0;&#x1EE3;c ngu&#x1ED3;n l&#x1EF1;c v&#x1EAD;n chuy&#x1EC3;n. C&#xE1;c ch&#x1EC9; s&#x1ED1; v&#x1EC1; hi&#x1EC7;u su&#x1EA5;t v&#xE0; ch&#x1EA5;t l&#x1B0;&#x1EE3;ng d&#x1ECB;ch v&#x1EE5; &#x111;&#x1B0;&#x1EE3;c theo d&#xF5;i &#x111;&#x1ED3;ng nh&#x1EA5;t, t&#x1EA1;o c&#x1A1; s&#x1EDF; cho vi&#x1EC7;c &#x111;&#xE1;nh gi&#xE1; v&#xE0; c&#x1EA3;i thi&#x1EC7;n li&#xEA;n t&#x1EE5;c.</p><figure class="kg-card kg-image-card kg-card-hascaption"><img src="https://lh7-rt.googleusercontent.com/docsz/AD_4nXdliXQOornzSr84ENTiJrQITv2QyTTDk8EdDvGJtN_BmNvypK-mPTdmUx-N18odqyK6zYThUuldsXMZhjHhkjgUm0XtwxCS4b2LuzRqyUWdlhTEq0BXEzyZN4igdUp10KqYItjK?key=0pxg0wdQeK3A9-_w0iv8EGjD" class="kg-image" alt="(Case study) Puratos Grand-Place Vietnam: S&#x1ED1; h&#xF3;a Qu&#x1EA3;n l&#xFD; V&#x1EAD;n t&#x1EA3;i B2B c&#xF9;ng OnWheel" loading="lazy"><figcaption>&#x1EA2;nh. Minh ho&#x1EA1; d&#xE2;y chuy&#x1EC1;n s&#x1EA3;n xu&#x1EA5;t</figcaption></figure><p><strong>3.S&#x1ED1; h&#xF3;a quy tr&#xEC;nh ghi nh&#x1EAD;n</strong></p><p>Vi&#x1EC7;c ghi nh&#x1EAD;n ch&#xED;nh x&#xE1;c s&#x1ED1; l&#x1B0;&#x1EE3;ng v&#xE0; ch&#x1EA5;t l&#x1B0;&#x1EE3;ng nguy&#xEA;n li&#x1EC7;u, th&#xE0;nh ph&#x1EA9;m l&#xE0; y&#xEA;u c&#x1EA7;u quan tr&#x1ECD;ng trong ng&#xE0;nh F&amp;B. &#x1EE8;ng d&#x1EE5;ng mobile c&#x1EE7;a OnWheel cho ph&#xE9;p t&#xE0;i x&#x1EBF; ghi nh&#x1EAD;n tr&#x1EF1;c ti&#x1EBF;p t&#x1EA1;i &#x111;i&#x1EC3;m giao nh&#x1EAD;n, gi&#x1EA3;m thi&#x1EC3;u sai s&#xF3;t v&#xE0; &#x111;&#x1EA3;m b&#x1EA3;o minh b&#x1EA1;ch trong to&#xE0;n b&#x1ED9; quy tr&#xEC;nh.</p><p>Quy tr&#xEC;nh ghi nh&#x1EAD;n s&#x1ED1; l&#x1B0;&#x1EE3;ng v&#xE0; ch&#x1EA5;t l&#x1B0;&#x1EE3;ng h&#xE0;ng h&#xF3;a &#x111;&#x1B0;&#x1EE3;c t&#x1EF1; &#x111;&#x1ED9;ng h&#xF3;a &#x111;&#xE3; gi&#xFA;p gi&#x1EA3;m &#x111;&#xE1;ng k&#x1EC3; th&#x1EDD;i gian x&#x1EED; l&#xFD; th&#x1EE7; t&#x1EE5;c cho c&#x1EA3; &#x111;&#x1ED9;i ng&#x169; t&#xE0;i x&#x1EBF; v&#xE0; nh&#xE2;n vi&#xEA;n kho. &#x110;&#x1ED9; ch&#xED;nh x&#xE1;c trong ghi nh&#x1EAD;n &#x111;&#x1B0;&#x1EE3;c c&#x1EA3;i thi&#x1EC7;n, h&#x1ED7; tr&#x1EE3; vi&#x1EC7;c ki&#x1EC3;m so&#xE1;t ch&#x1EA5;t l&#x1B0;&#x1EE3;ng nguy&#xEA;n li&#x1EC7;u v&#xE0; th&#xE0;nh ph&#x1EA9;m.</p><figure class="kg-card kg-image-card kg-card-hascaption"><img src="https://lh7-rt.googleusercontent.com/docsz/AD_4nXe5Bfdj687MuHgls2tVYmLaWJ4xUHIy21DCRFi4qo4GokNqua9LN3TY9xUIcG6aD7tv7iBuFQaiBbpvbu2Sy5V9zxBsiv8pdLFnsgtXzGqu6NPt7uiypEXHO5bx_DK5fvqPJ6bgEQ?key=0pxg0wdQeK3A9-_w0iv8EGjD" class="kg-image" alt="(Case study) Puratos Grand-Place Vietnam: S&#x1ED1; h&#xF3;a Qu&#x1EA3;n l&#xFD; V&#x1EAD;n t&#x1EA3;i B2B c&#xF9;ng OnWheel" loading="lazy"><figcaption>&#x1EA2;nh. Minh ho&#x1EA1; ki&#x1EC3;m &#x111;&#x1ECB;nh ch&#x1EA5;t l&#x1B0;&#x1EE3;ng</figcaption></figure><p><strong>4.H&#x1EC7; th&#x1ED1;ng b&#xE1;o c&#xE1;o t&#x1EF1; &#x111;&#x1ED9;ng</strong></p><p>V&#x1EDB;i vi&#x1EC7;c t&#x1EF1; &#x111;&#x1ED9;ng h&#xF3;a b&#xE1;o c&#xE1;o chi ph&#xED; v&#xE0; hi&#x1EC7;u su&#x1EA5;t v&#x1EAD;n chuy&#x1EC3;n, ban l&#xE3;nh &#x111;&#x1EA1;o PGPV c&#xF3; th&#x1EC3; n&#x1EAF;m b&#x1EAF;t nhanh ch&#xF3;ng hi&#x1EC7;u qu&#x1EA3; v&#x1EAD;n h&#xE0;nh v&#xE0; nh&#xEC;n t&#x1ED5;ng quan hi&#x1EC7;u su&#x1EA5;t v&#x1EAD;n chuy&#x1EC3;n. C&#xE1;c ch&#x1EC9; s&#x1ED1; v&#x1EC1; chi ph&#xED; v&#x1EAD;n h&#xE0;nh, hi&#x1EC7;u su&#x1EA5;t s&#x1EED; d&#x1EE5;ng xe v&#xE0; ch&#x1EA5;t l&#x1B0;&#x1EE3;ng d&#x1ECB;ch v&#x1EE5; &#x111;&#x1B0;&#x1EE3;c c&#x1EAD;p nh&#x1EAD;t li&#xEA;n t&#x1EE5;c, h&#x1ED7; tr&#x1EE3; vi&#x1EC7;c ra quy&#x1EBF;t &#x111;&#x1ECB;nh v&#x1EC1; ngu&#x1ED3;n l&#x1EF1;c v&#xE0; k&#x1EBF; ho&#x1EA1;ch m&#x1EDF; r&#x1ED9;ng.</p><p>&#x110;&#x1EC3; c&#x1EAD;p nh&#x1EAD;t th&#xEA;m nh&#x1EEF;ng th&#xF4;ng tin v&#xE0; ki&#x1EBF;n th&#x1EE9;c h&#x1EEF;u &#xED;ch v&#x1EC1; qu&#x1EA3;n l&#xFD; v&#x1EAD;n t&#x1EA3;i, b&#x1EA1;n c&#xF3; th&#x1EC3; theo d&#xF5;i t&#x1EA1;i <a href="https://onwheel.io/">website</a> ho&#x1EB7;c gh&#xE9; th&#x103;m <a href="https://www.facebook.com/onwheelbyahamove">fanpage</a> OnWheel nh&#xE9;. </p>]]></content:encoded></item><item><title><![CDATA[(2025) OnWheel Ra mắt Control Tower: Định nghĩa mới cho Quản lý Giao hàng Chặng cuối]]></title><description><![CDATA[<p>OnWheel t&#x1EF1; h&#xE0;o gi&#x1EDB;i thi&#x1EC7;u Control Tower - gi&#x1EA3;i ph&#xE1;p qu&#x1EA3;n l&#xFD; v&#x1EAD;n h&#xE0;nh th&#x1EBF; h&#x1EC7; m&#x1EDB;i, &#x111;&#x1B0;&#x1EE3;c thi&#x1EBF;t k&#x1EBF; &#x111;&#x1EB7;</p>]]></description><link>https://blog.onwheel.io/2025-onwheel-ra-mat-control-tower-dinh-nghia-moi-cho-quan-ly-giao-hang-chang-cuoi/</link><guid isPermaLink="false">67b5854c92616d551dcbda9a</guid><dc:creator><![CDATA[Nguyễn Sâm]]></dc:creator><pubDate>Wed, 19 Feb 2025 07:42:54 GMT</pubDate><media:content url="https://blog.onwheel.io/content/images/2025/02/Blog--2-.png" medium="image"/><content:encoded><![CDATA[<img src="https://blog.onwheel.io/content/images/2025/02/Blog--2-.png" alt="(2025) OnWheel Ra m&#x1EAF;t Control Tower: &#x110;&#x1ECB;nh ngh&#x129;a m&#x1EDB;i cho Qu&#x1EA3;n l&#xFD; Giao h&#xE0;ng Ch&#x1EB7;ng cu&#x1ED1;i"><p>OnWheel t&#x1EF1; h&#xE0;o gi&#x1EDB;i thi&#x1EC7;u Control Tower - gi&#x1EA3;i ph&#xE1;p qu&#x1EA3;n l&#xFD; v&#x1EAD;n h&#xE0;nh th&#x1EBF; h&#x1EC7; m&#x1EDB;i, &#x111;&#x1B0;&#x1EE3;c thi&#x1EBF;t k&#x1EBF; &#x111;&#x1EB7;c bi&#x1EC7;t cho c&#xE1;c doanh nghi&#x1EC7;p c&#xF3; nhu c&#x1EA7;u giao h&#xE0;ng ch&#x1EB7;ng cu&#x1ED1;i v&#x1EDB;i m&#x1EAD;t &#x111;&#x1ED9; cao v&#xE0; li&#xEA;n t&#x1EE5;c. &#x110;&#xE2;y l&#xE0; b&#x1B0;&#x1EDB;c ti&#x1EBF;n quan tr&#x1ECD;ng trong vi&#x1EC7;c s&#x1ED1; h&#xF3;a v&#xE0; t&#x1ED1;i &#x1B0;u h&#xF3;a chu&#x1ED7;i cung &#x1EE9;ng t&#x1EA1;i Vi&#x1EC7;t Nam, &#x111;&#x1EB7;c bi&#x1EC7;t trong l&#x129;nh v&#x1EF1;c Giao h&#xE0;ng Ch&#x1EB7;ng cu&#x1ED1;i. &#x110;&#x1B0;&#x1EE3;c ph&#xE1;t tri&#x1EC3;n d&#x1EF1;a tr&#xEA;n n&#x1EC1;n t&#x1EA3;ng Explorer v&#xE0; k&#x1EBF; th&#x1EEB;a c&#xF4;ng ngh&#x1EC7; BI t&#x1EEB; Kepler.gl, Control Tower mang &#x111;&#x1EBF;n tr&#x1EA3;i nghi&#x1EC7;m &#x111;i&#x1EC1;u ph&#x1ED1;i &#x111;&#x1A1;n h&#xE0;ng ho&#xE0;n to&#xE0;n m&#x1EDB;i, &#x111;&#xE1;p &#x1EE9;ng nhu c&#x1EA7;u v&#x1EAD;n h&#xE0;nh kh&#x1EAF;t khe c&#x1EE7;a c&#xE1;c doanh nghi&#x1EC7;p c&#xF3; kh&#x1ED1;i l&#x1B0;&#x1EE3;ng &#x111;&#x1A1;n h&#xE0;ng l&#x1EDB;n.<br></p><p><strong>C&#xF4;ng Ngh&#x1EC7; &#x110;&#x1ED9;t Ph&#xE1; - Tr&#x1EA3;i Nghi&#x1EC7;m V&#x1B0;&#x1EE3;t Tr&#x1ED9;i</strong></p><figure class="kg-card kg-image-card kg-card-hascaption"><img src="https://blog.onwheel.io/content/images/2025/02/image.png" class="kg-image" alt="(2025) OnWheel Ra m&#x1EAF;t Control Tower: &#x110;&#x1ECB;nh ngh&#x129;a m&#x1EDB;i cho Qu&#x1EA3;n l&#xFD; Giao h&#xE0;ng Ch&#x1EB7;ng cu&#x1ED1;i" loading="lazy" width="1600" height="821" srcset="https://blog.onwheel.io/content/images/size/w600/2025/02/image.png 600w, https://blog.onwheel.io/content/images/size/w1000/2025/02/image.png 1000w, https://blog.onwheel.io/content/images/2025/02/image.png 1600w" sizes="(min-width: 720px) 720px"><figcaption><em>&#x1EA2;nh. Control Tower gi&#xFA;p tr&#x1EF1;c quan ho&#xE1; &#x111;&#x1ED9; ph&#x1EE7; c&#x1EED;a h&#xE0;ng</em></figcaption></figure><p>Control Tower n&#x1ED5;i b&#x1EAD;t v&#x1EDB;i 05 t&#xED;nh n&#x103;ng c&#x1ED1;t l&#xF5;i &#x111;&#x1ECB;nh h&#xEC;nh t&#x1B0;&#x1A1;ng lai ng&#xE0;nh logistics:</p><ol><li><strong>L&#x1ECD;c v&#xE0; S&#x1EAF;p x&#x1EBF;p &#x110;&#x1ED9;ng theo Ph&#xE2;n t&#x1EA7;ng</strong>: T&#x1ED1;i &#x1B0;u h&#xF3;a vi&#x1EC7;c ph&#xE2;n lo&#x1EA1;i v&#xE0; s&#x1EAF;p x&#x1EBF;p &#x111;&#x1A1;n h&#xE0;ng/t&#xE0;i x&#x1EBF; theo th&#x1EDD;i gian th&#x1EF1;c, gi&#xFA;p ra quy&#x1EBF;t &#x111;&#x1ECB;nh nhanh ch&#xF3;ng v&#xE0; ch&#xED;nh x&#xE1;c. H&#x1EC7; th&#x1ED1;ng cho ph&#xE9;p &#x111;i&#x1EC1;u ph&#x1ED1;i vi&#xEA;n d&#x1EC5; d&#xE0;ng theo d&#xF5;i v&#xE0; qu&#x1EA3;n l&#xFD; &#x111;&#x1A1;n h&#xE0;ng theo nhi&#x1EC1;u ti&#xEA;u ch&#xED; kh&#xE1;c nhau nh&#x1B0; khu v&#x1EF1;c, lo&#x1EA1;i xe, th&#x1EDD;i gian giao h&#xE0;ng.</li><li><strong>Th&#xF4;ng tin Chi ti&#x1EBF;t N&#xE2;ng cao</strong>: Cung c&#x1EA5;p g&#xF3;c nh&#xEC;n 360 &#x111;&#x1ED9; v&#x1EC1; &#x111;&#x1A1;n h&#xE0;ng v&#xE0; t&#xE0;i x&#x1EBF;, t&#x1EEB; v&#x1ECB; tr&#xED; hi&#x1EC7;n t&#x1EA1;i &#x111;&#x1EBF;n d&#x1EF1; b&#xE1;o th&#x1EDD;i gian ho&#xE0;n th&#xE0;nh. &#x110;i&#x1EC1;u ph&#x1ED1;i vi&#xEA;n c&#xF3; th&#x1EC3; n&#x1EAF;m b&#x1EAF;t m&#x1ECD;i th&#xF4;ng tin quan tr&#x1ECD;ng ch&#x1EC9; trong m&#x1ED9;t giao di&#x1EC7;n duy nh&#x1EA5;t, t&#x1EEB; tr&#x1EA1;ng th&#xE1;i &#x111;&#x1A1;n h&#xE0;ng, v&#x1ECB; tr&#xED; t&#xE0;i x&#x1EBF; &#x111;&#x1EBF;n th&#x1EDD;i gian d&#x1EF1; ki&#x1EBF;n giao h&#xE0;ng.</li><li><strong>Hi&#x1EC3;n th&#x1ECB; Tr&#x1EF1;c quan L&#x1ED9; tr&#xEC;nh</strong>: Theo d&#xF5;i h&#xE0;nh tr&#xEC;nh giao h&#xE0;ng tr&#xEA;n b&#x1EA3;n &#x111;&#x1ED3; th&#x1EDD;i gian th&#x1EF1;c v&#x1EDB;i giao di&#x1EC7;n tr&#x1EF1;c quan, d&#x1EC5; s&#x1EED; d&#x1EE5;ng. T&#xED;nh n&#x103;ng n&#xE0;y cho ph&#xE9;p quan s&#xE1;t to&#xE0;n b&#x1ED9; m&#x1EA1;ng l&#x1B0;&#x1EDB;i v&#x1EAD;n chuy&#x1EC3;n, gi&#xFA;p t&#x1ED1;i &#x1B0;u h&#xF3;a tuy&#x1EBF;n &#x111;&#x1B0;&#x1EDD;ng v&#xE0; gi&#x1EA3;m thi&#x1EC3;u th&#x1EDD;i gian ch&#x1EDD; &#x111;&#x1EE3;i.</li><li><strong>Gh&#xE9;p c&#x1EB7;p Tuy&#x1EBF;n &#x111;&#x1B0;&#x1EDD;ng Th&#xF4;ng minh</strong>: T&#x1EF1; &#x111;&#x1ED9;ng &#x111;&#x1EC1; xu&#x1EA5;t v&#xE0; ph&#xE2;n b&#x1ED5; &#x111;&#x1A1;n h&#xE0;ng cho t&#xE0;i x&#x1EBF; ph&#xF9; h&#x1EE3;p nh&#x1EA5;t, t&#x1ED1;i &#x1B0;u h&#xF3;a chi ph&#xED; v&#xE0; th&#x1EDD;i gian. H&#x1EC7; th&#x1ED1;ng s&#x1EED; d&#x1EE5;ng thu&#x1EAD;t to&#xE1;n ti&#xEA;n ti&#x1EBF;n &#x111;&#x1EC3; &#x111;&#x1EA3;m b&#x1EA3;o m&#x1ED7;i &#x111;&#x1A1;n h&#xE0;ng &#x111;&#x1B0;&#x1EE3;c giao &#x111;&#x1EBF;n t&#xE0;i x&#x1EBF; ph&#xF9; h&#x1EE3;p nh&#x1EA5;t v&#x1EC1; v&#x1ECB; tr&#xED; v&#xE0; kh&#x1EA3; n&#x103;ng.</li><li><strong>B&#x1EA3;o m&#x1EAD;t &#x110;a t&#x1EA7;ng</strong>: &#x110;&#x1EA3;m b&#x1EA3;o an to&#xE0;n th&#xF4;ng tin v&#x1EDB;i h&#x1EC7; th&#x1ED1;ng ph&#xE2;n quy&#x1EC1;n ch&#x1EB7;t ch&#x1EBD; theo vai tr&#xF2; ng&#x1B0;&#x1EDD;i d&#xF9;ng, b&#x1EA3;o v&#x1EC7; d&#x1EEF; li&#x1EC7;u quan tr&#x1ECD;ng c&#x1EE7;a doanh nghi&#x1EC7;p.</li></ol><figure class="kg-card kg-image-card kg-card-hascaption"><img src="https://blog.onwheel.io/content/images/2025/02/image-1.png" class="kg-image" alt="(2025) OnWheel Ra m&#x1EAF;t Control Tower: &#x110;&#x1ECB;nh ngh&#x129;a m&#x1EDB;i cho Qu&#x1EA3;n l&#xFD; Giao h&#xE0;ng Ch&#x1EB7;ng cu&#x1ED1;i" loading="lazy" width="1600" height="900" srcset="https://blog.onwheel.io/content/images/size/w600/2025/02/image-1.png 600w, https://blog.onwheel.io/content/images/size/w1000/2025/02/image-1.png 1000w, https://blog.onwheel.io/content/images/2025/02/image-1.png 1600w" sizes="(min-width: 720px) 720px"><figcaption><em>&#x1EA2;nh. Control Tower gi&#xFA;p r&#xE0; qu&#xE9;t t&#xE0;i x&#x1EBF; l&#xE2;n c&#x1EAD;n l&#x1EAD;p t&#x1EE9;c</em></figcaption></figure><p><strong>Gi&#x1EA3;i Ph&#xE1;p To&#xE0;n Di&#x1EC7;n cho Doanh Nghi&#x1EC7;p Giao H&#xE0;ng Ch&#x1EB7;ng Cu&#x1ED1;i</strong></p><p>Control Tower kh&#xF4;ng ch&#x1EC9; l&#xE0; c&#xF4;ng c&#x1EE5; qu&#x1EA3;n l&#xFD; v&#x1EAD;n h&#xE0;nh &#x111;&#x1A1;n thu&#x1EA7;n m&#xE0; c&#xF2;n l&#xE0; trung t&#xE2;m &#x111;i&#x1EC1;u h&#xE0;nh th&#xF4;ng minh, &#x111;&#x1B0;&#x1EE3;c t&#x1ED1;i &#x1B0;u h&#xF3;a &#x111;&#x1EB7;c bi&#x1EC7;t cho c&#xE1;c doanh nghi&#x1EC7;p c&#xF3; m&#x1EAD;t &#x111;&#x1ED9; giao h&#xE0;ng cao. V&#x1EDB;i kh&#x1EA3; n&#x103;ng x&#x1EED; l&#xFD; &#x111;a lu&#x1ED3;ng v&#xE0; ph&#xE2;n t&#xED;ch d&#x1EEF; li&#x1EC7;u th&#x1EDD;i gian th&#x1EF1;c, h&#x1EC7; th&#x1ED1;ng gi&#xFA;p doanh nghi&#x1EC7;p:</p><p>&#x1F4C8; X&#x1EED; l&#xFD; hi&#x1EC7;u qu&#x1EA3; kh&#x1ED1;i l&#x1B0;&#x1EE3;ng &#x111;&#x1A1;n h&#xE0;ng l&#x1EDB;n xu&#x1EA5;t hi&#x1EC7;n li&#xEA;n t&#x1EE5;c</p><p>&#x1F69B; T&#x1ED1;i &#x1B0;u h&#xF3;a quy tr&#xEC;nh v&#x1EAD;n h&#xE0;nh v&#xE0; gi&#x1EA3;m chi ph&#xED; &#x111;i&#x1EC1;u ph&#x1ED1;i</p><p>&#x23F0; N&#xE2;ng cao tr&#x1EA3;i nghi&#x1EC7;m kh&#xE1;ch h&#xE0;ng th&#xF4;ng qua giao h&#xE0;ng &#x111;&#xFA;ng h&#x1EB9;n</p><p>&#x1F6F5; Qu&#x1EA3;n l&#xFD; hi&#x1EC7;u qu&#x1EA3; &#x111;&#x1ED9;i ng&#x169; t&#xE0;i x&#x1EBF; l&#x1EDB;n</p><p>&#x1F5A5; &#x110;&#x1B0;a ra quy&#x1EBF;t &#x111;&#x1ECB;nh kinh doanh d&#x1EF1;a tr&#xEA;n d&#x1EEF; li&#x1EC7;u th&#x1EF1;c t&#x1EBF;</p><p>&#x1F3E2; Chuy&#x1EC3;n &#x110;&#x1ED5;i S&#x1ED1; v&#xE0; Ph&#xE1;t Tri&#x1EC3;n B&#x1EC1;n V&#x1EEF;ng</p><p>V&#x1EDB;i Control Tower, OnWheel kh&#xF4;ng ch&#x1EC9; cung c&#x1EA5;p gi&#x1EA3;i ph&#xE1;p c&#xF4;ng ngh&#x1EC7; m&#xE0; c&#xF2;n &#x111;&#x1ED3;ng h&#xE0;nh c&#xF9;ng doanh nghi&#x1EC7;p trong h&#xE0;nh tr&#xEC;nh chuy&#x1EC3;n &#x111;&#x1ED5;i s&#x1ED1;. H&#x1EC7; th&#x1ED1;ng g&#xF3;p ph&#x1EA7;n t&#xED;ch c&#x1EF1;c v&#xE0;o vi&#x1EC7;c:<br></p><blockquote><em>Gi&#x1EA3;m thi&#x1EC3;u t&#xE1;c &#x111;&#x1ED9;ng m&#xF4;i tr&#x1B0;&#x1EDD;ng th&#xF4;ng qua t&#x1ED1;i &#x1B0;u h&#xF3;a tuy&#x1EBF;n &#x111;&#x1B0;&#x1EDD;ng</em></blockquote><blockquote><em>N&#xE2;ng cao hi&#x1EC7;u su&#x1EA5;t s&#x1EED; d&#x1EE5;ng nhi&#xEA;n li&#x1EC7;u</em></blockquote><blockquote><em>Gi&#x1EA3;m th&#x1EDD;i gian xe ch&#x1EA1;y kh&#xF4;ng t&#x1EA3;i</em></blockquote><blockquote><em>H&#x1ED7; tr&#x1EE3; ra quy&#x1EBF;t &#x111;&#x1ECB;nh th&#xF4;ng minh v&#xE0; k&#x1ECB;p th&#x1EDD;i, kh&#xE1;ch quan</em><br></blockquote><p>Control Tower &#x111;&#xE1;nh d&#x1EA5;u b&#x1B0;&#x1EDB;c ti&#x1EBF;n m&#x1EDB;i trong vi&#x1EC7;c s&#x1ED1; h&#xF3;a ng&#xE0;nh logistics Vi&#x1EC7;t Nam. V&#x1EDB;i kh&#x1EA3; n&#x103;ng t&#xED;ch h&#x1EE3;p linh ho&#x1EA1;t, h&#x1EC7; th&#x1ED1;ng kh&#xF4;ng ch&#x1EC9; ph&#xF9; h&#x1EE3;p v&#x1EDB;i doanh nghi&#x1EC7;p logistics m&#xE0; c&#xF2;n c&#xF3; th&#x1EC3; m&#x1EDF; r&#x1ED9;ng sang c&#xE1;c l&#x129;nh v&#x1EF1;c nh&#x1B0; b&#xE1;n l&#x1EBB;, th&#x1B0;&#x1A1;ng m&#x1EA1;i &#x111;i&#x1EC7;n t&#x1EED; v&#xE0; n&#xF4;ng nghi&#x1EC7;p. OnWheel cam k&#x1EBF;t ti&#x1EBF;p t&#x1EE5;c ph&#xE1;t tri&#x1EC3;n v&#xE0; n&#xE2;ng c&#x1EA5;p Control Tower, &#x111;&#x1EA3;m b&#x1EA3;o &#x111;&#xE1;p &#x1EE9;ng nhu c&#x1EA7;u ng&#xE0;y c&#xE0;ng cao c&#x1EE7;a doanh nghi&#x1EC7;p trong k&#x1EF7; nguy&#xEA;n s&#x1ED1;.<br></p><figure class="kg-card kg-image-card kg-card-hascaption"><img src="https://blog.onwheel.io/content/images/2025/02/image-2.png" class="kg-image" alt="(2025) OnWheel Ra m&#x1EAF;t Control Tower: &#x110;&#x1ECB;nh ngh&#x129;a m&#x1EDB;i cho Qu&#x1EA3;n l&#xFD; Giao h&#xE0;ng Ch&#x1EB7;ng cu&#x1ED1;i" loading="lazy" width="1600" height="1000" srcset="https://blog.onwheel.io/content/images/size/w600/2025/02/image-2.png 600w, https://blog.onwheel.io/content/images/size/w1000/2025/02/image-2.png 1000w, https://blog.onwheel.io/content/images/2025/02/image-2.png 1600w" sizes="(min-width: 720px) 720px"><figcaption><em>&#x1EA2;nh. Control Tower gi&#xFA;p gi&#xE1;m s&#xE1;t v&#xE0; &#x111;i&#x1EC1;u ch&#x1EC9;nh linh ho&#x1EA1;t l&#x1ED9; tr&#xEC;nh c&#x1EE7;a t&#xE0;i x&#x1EBF;</em></figcaption></figure><p>&#x110;&#x1EC3; bi&#x1EBF;t th&#xEA;m th&#xF4;ng tin chi ti&#x1EBF;t v&#x1EC1; Control Tower v&#xE0; c&#xE1;c gi&#x1EA3;i ph&#xE1;p c&#x1EE7;a OnWheel, vui l&#xF2;ng truy c&#x1EAD;p <a href="https://onwheel.io/">website</a> ho&#x1EB7;c li&#xEA;n h&#x1EC7; qua <a href="https://www.facebook.com/onwheelbyahamove">fanpage</a>.</p>]]></content:encoded></item><item><title><![CDATA[2022 review by infographic]]></title><description><![CDATA[<figure class="kg-card kg-image-card"><img src="https://blog.onwheel.io/content/images/2023/02/infographic-updated.png" class="kg-image" alt loading="lazy" width="2000" height="5289" srcset="https://blog.onwheel.io/content/images/size/w600/2023/02/infographic-updated.png 600w, https://blog.onwheel.io/content/images/size/w1000/2023/02/infographic-updated.png 1000w, https://blog.onwheel.io/content/images/size/w1600/2023/02/infographic-updated.png 1600w, https://blog.onwheel.io/content/images/size/w2400/2023/02/infographic-updated.png 2400w" sizes="(min-width: 720px) 720px"></figure>]]></description><link>https://blog.onwheel.io/2022-review-by-infographic/</link><guid isPermaLink="false">63dcccd392616d551dcbda58</guid><category><![CDATA[English]]></category><category><![CDATA[Product]]></category><dc:creator><![CDATA[Thức Nguyễn]]></dc:creator><pubDate>Fri, 03 Feb 2023 09:01:02 GMT</pubDate><media:content url="https://blog.onwheel.io/content/images/2023/02/2aa29cc4-3ece-407d-8b0b-f20004f8f7e9.jpeg" medium="image"/><content:encoded><![CDATA[<figure class="kg-card kg-image-card"><img src="https://blog.onwheel.io/content/images/2023/02/infographic-updated.png" class="kg-image" alt="2022 review by infographic" loading="lazy" width="2000" height="5289" srcset="https://blog.onwheel.io/content/images/size/w600/2023/02/infographic-updated.png 600w, https://blog.onwheel.io/content/images/size/w1000/2023/02/infographic-updated.png 1000w, https://blog.onwheel.io/content/images/size/w1600/2023/02/infographic-updated.png 1600w, https://blog.onwheel.io/content/images/size/w2400/2023/02/infographic-updated.png 2400w" sizes="(min-width: 720px) 720px"></figure>]]></content:encoded></item></channel></rss>