Merge pull request #2691 from guoshengCS/add-mobile-pages

add mobile pages

mobile/css/index.cn.css

+
+.ai-ecology {
+  display: -webkit-box;
+  display: -webkit-flex;
+  display: flex;
+}
+.ai-ecology-item {
+  -webkit-box-flex: 1;
+  -webkit-flex: 1;
+          flex: 1;
+  position: relative;
+  padding-bottom: 50%;
+}
+.ai-ecology-main {
+  position: absolute;
+  top: 0;
+  bottom: 0;
+  left: 0;
+  right: 0;
+}
+.ai-ecology-main-paddle {
+  top: 50%;
+  -webkit-transform: translateY(-50%);
+          transform: translateY(-50%);
+}
+.ai-ecology-title,
+.ai-ecology-intro {
+  text-align: center;
+  color: #fff;
+}
+.ai-ecology-title {
+  margin-bottom: .5rem;
+  padding: 0.2rem;
+  line-height: 1;
+  font-size: 1.7rem;
+}
+.ai-ecology-title-paddle {
+  font-size: 2rem;
+}
+.ai-ecology-intro {
+  line-height: 1;
+  font-size: 1rem;
+  color: #ccc;
+  letter-spacing: 1px;
+}
+.ai-ecology-intro-paddle {
+  font-size: 1rem;
+  color: #fff;
+  margin-bottom: 1.5rem;
+}
+.ai-ecology-mask {
+  position: absolute;
+  top: 0;
+  bottom: 0;
+  left: 0;
+  right: 0;
+  background: rgba(35, 35, 35, 0.75);
+}
+.ai-ecology-mask-paddle {
+  background: #000000;
+  opacity: 0.4;
+}
+.ai-ecology-icon {
+  width: 3.75rem;
+  height: 3.75rem;
+  margin: 25% auto .875rem;
+  background-size: contain;
+}
+.ai-ecology-btn {
+  display: inline-block;
+  font-size: 1.2rem;
+  color: #fff;
+  line-height: 3rem;
+  background: rgba(0, 0, 0, 0.5);
+  border: 1px solid #fff;
+  border-radius: 100px;
+}
+.ai-ecology-btn-content {
+  margin: 0 1rem;
+}
+.ai-ecology-btn-icon {
+  width: 1.2rem;
+  height: 1.2rem;
+}

mobile/css/index.css

+
+.ai-ecology {
+  display: -webkit-box;
+  display: -webkit-flex;
+  display: flex;
+}
+.ai-ecology-item {
+  -webkit-box-flex: 1;
+  -webkit-flex: 1;
+          flex: 1;
+  position: relative;
+  padding-bottom: 50%;
+}
+.ai-ecology-main {
+  position: absolute;
+  top: 0;
+  bottom: 0;
+  left: 0;
+  right: 0;
+}
+.ai-ecology-main-paddle {
+  top: 50%;
+  -webkit-transform: translateY(-50%);
+          transform: translateY(-50%);
+}
+.ai-ecology-title,
+.ai-ecology-intro {
+  text-align: center;
+  color: #fff;
+}
+.ai-ecology-title {
+  margin-bottom: .5rem;
+  padding: 0.2rem;
+  line-height: 1;
+  font-size: 1.7rem;
+}
+.ai-ecology-title-paddle {
+  font-size: 2rem;
+}
+.ai-ecology-intro {
+  line-height: 1;
+  font-size: 1rem;
+  color: #ccc;
+  letter-spacing: 1px;
+}
+.ai-ecology-intro-paddle {
+  font-size: 1rem;
+  color: #fff;
+  margin-bottom: 1.5rem;
+}
+.ai-ecology-mask {
+  position: absolute;
+  top: 0;
+  bottom: 0;
+  left: 0;
+  right: 0;
+  background: rgba(35, 35, 35, 0.75);
+}
+.ai-ecology-mask-paddle {
+  background: #000000;
+  opacity: 0.4;
+}
+.ai-ecology-icon {
+  width: 3.75rem;
+  height: 3.75rem;
+  margin: 25% auto .875rem;
+  background-size: contain;
+}
+.ai-ecology-btn {
+  display: inline-block;
+  font-size: 1.2rem;
+  color: #fff;
+  line-height: 3rem;
+  background: rgba(0, 0, 0, 0.5);
+  border: 1px solid #fff;
+  border-radius: 100px;
+}
+.ai-ecology-btn-content {
+  margin: 0 1rem;
+}
+.ai-ecology-btn-icon {
+  width: 1.2rem;
+  height: 1.2rem;
+}

mobile/css/vendor.css

+
+@font-face {
+  font-family: 'icomoon';
+  src: url(fonts/icomoon.eot);
+  src: url(fonts/icomoon.eot#iefix) format('embedded-opentype'), url(fonts/icomoon.ttf) format('truetype'), url(fonts/icomoon.woff) format('woff'), url(fonts/icomoon.svg#icomoon) format('svg');
+  font-weight: normal;
+  font-style: normal;
+}
+[class^="icon-"],
+[class*=" icon-"] {
+  /* use !important to prevent issues with browser extensions that change fonts */
+  font-family: 'icomoon' !important;
+  speak: none;
+  font-style: normal;
+  font-weight: normal;
+  font-variant: normal;
+  text-transform: none;
+  line-height: 1;
+  /* Better Font Rendering =========== */
+  -webkit-font-smoothing: antialiased;
+  -moz-osx-font-smoothing: grayscale;
+}
+.icon-correct:before {
+  content: "\E901";
+}
+.icon-down-arrow:before {
+  content: "\E900";
+}
+.icon-menu:before {
+  content: "\E9BD";
+}
+.icon-checkmark:before {
+  content: "\EA10";
+}
+html,
+body {
+  height: 100%;
+  margin: 0;
+  font-size: 12px;
+  -webkit-font-smoothing: antialiased;
+  -moz-osx-font-smoothing: grayscale;
+  overflow: hidden;
+  font-family: tahoma, arial, "Hiragino Sans GB", "Microsoft YaHei", sans-serif;
+}
+@media (max-width: 374px) {
+html,
+  body {
+    font-size: 9px;
+}
+}
+a {
+  text-decoration: none;
+}
+.ai-top-nav {
+  position: relative;
+  height: 50px;
+  line-height: 50px;
+  background-color: #000;
+  padding: 0 1.04rem;
+  -webkit-box-align: center;
+  -webkit-align-items: center;
+          align-items: center;
+}
+.ai-top-nav-logo {
+  max-width: 10.54rem;
+  max-height: 1.5rem;
+}
+.ai-top-nav-menu {
+  position: absolute;
+  right: 1.04rem;
+  top: 50%;
+  width: 28px;
+  height: 50%;
+  background-size: 50%;
+  background-position: center;
+  background-repeat: no-repeat;
+  background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADkAAAA5CAYAAACMGIOFAAAAAXNSR0IArs4c6QAAAO5JREFUaAXt2D0OgkAQhmGWmut4ChDv6s8ldK3xHtqIxfptS0GycRJmzUsyAUKYfPtMN03DhQAC7gRSSr3qpnqr/uGadYioGjN20EOv+9mdvF2gMR/yqn47u57uOsV8yKdide6i2QV6ter1sOvnstOUJ7lXtKPLeDahhjaEcFKvg+qu+tj03bzLrARRNeh8l83TEAABBBBAAAEEEEAAAQQWAnkFomLHs3Cp6ZUdT03TWsvKjmdNp6Zv7HhqmhZZEUAAAQQQQAABBBBAAAFvAmzrvE2kPA/bunIzn3+wrfM5l/JUbOvKzfgDAQR+FfgCtgrYzmLEak8AAAAASUVORK5CYII=);
+  -webkit-transform: translateY(-50%);
+          transform: translateY(-50%);
+}
+.ai-top-nav-mask {
+  position: absolute;
+  top: 0;
+  bottom: 0;
+  left: 0;
+  right: 0;
+  z-index: 4;
+  background-color: rgba(0, 0, 0, 0.8);
+}
+.ai-app {
+  position: relative;
+  height: 100%;
+  overflow: hidden;
+}
+.ai-main {
+  position: absolute;
+  top: 50px;
+  bottom: 0;
+  left: 0;
+  right: 0;
+  padding: 0 1.06rem;
+  overflow: auto;
+  -webkit-overflow-scrolling: touch;
+}
+.ai-main .mint-swipe {
+  margin: 0 -1.06rem;
+}
+.ai-slide-nav {
+  position: absolute;
+  display: -webkit-box;
+  display: -webkit-flex;
+  display: flex;
+  -webkit-box-orient: vertical;
+  -webkit-box-direction: normal;
+  -webkit-flex-direction: column;
+          flex-direction: column;
+  top: 0;
+  bottom: 0;
+  right: 0;
+  width: 70%;
+  padding-left: 1.25rem;
+  background: rgba(30, 30, 30, 0.9) 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) top left;
+  background-size: 100%;
+  background-repeat: no-repeat;
+  -webkit-transform: translateX(100%);
+          transform: translateX(100%);
+  -webkit-transition: .2s transform linear;
+  transition: .2s transform linear;
+  z-index: 5;
+  overflow: hidden;
+}
+.ai-slide-nav-visible {
+  -webkit-transform: translateX(0);
+          transform: translateX(0);
+}
+.ai-slide-nav-content {
+  width: 100%;
+  overflow: auto;
+  -webkit-transition: .2s all linear;
+  transition: .2s all linear;
+  -webkit-overflow-scrolling: touch;
+  height: 0;
+  -webkit-box-flex: 0;
+  -webkit-flex: 0;
+          flex: 0;
+}
+.ai-slide-nav-content-active {
+  -webkit-box-flex: 1;
+  -webkit-flex: 1;
+          flex: 1;
+}
+.ai-slide-nav-top-border {
+  position: absolute;
+  top: 0;
+  left: 0;
+  right: 0;
+  height: 1px;
+  background-color: rgba(255, 255, 255, 0.3);
+  -webkit-transform: scaleY(0.5);
+          transform: scaleY(0.5);
+}
+.ai-slide-nav-title {
+  position: relative;
+  box-sizing: border-box;
+  width: 100%;
+  height: 4.1875rem;
+  line-height: 4.1875rem;
+  font-size: 1.5rem;
+  color: #fff;
+}
+.ai-slide-nav-title:before {
+  content: "";
+  position: absolute;
+  left: 0;
+  right: 0;
+  height: 1px;
+  background-color: rgba(255, 255, 255, 0.3);
+  -webkit-transform: scaleY(0.5);
+          transform: scaleY(0.5);
+}
+.ai-slide-nav-title:before {
+  bottom: 0;
+}
+.ai-slide-nav-title:after {
+  top: 0;
+}
+.ai-slide-nav-title:first-child:after {
+  display: none;
+}
+.ai-slide-nav-title.top-shadow:after {
+  display: block;
+  content: '';
+  position: absolute;
+  top: -3.5rem;
+  left: -1.2rem;
+  right: 0;
+  height: 3.5rem;
+  z-index: 9;
+  background-image: -webkit-linear-gradient(top, rgba(27, 27, 27, 0) 0%, #1b1b1b 99%);
+  background-image: linear-gradient(-180deg, rgba(27, 27, 27, 0) 0%, #1b1b1b 99%);
+}
+.ai-slide-nav-title-icon:after {
+  position: absolute;
+  content: "\E900";
+  right: 1.25rem;
+  color: #7e7e7e;
+  font-family: 'icomoon';
+  font-size: 1.2rem;
+  -webkit-transition: .2s transform linear;
+  transition: .2s transform linear;
+  -webkit-transform: rotate(0);
+          transform: rotate(0);
+}
+.ai-slide-nav-title-icon-active:after {
+  -webkit-transform: rotate(180deg);
+          transform: rotate(180deg);
+}
+.ai-slide-nav-item {
+  padding: .9375rem 0 .9375rem 1.25rem;
+  font-size: 1.3rem;
+  color: #fff;
+}
+.ai-footer {
+  margin: 0 -1.06rem;
+  height: 4rem;
+  line-height: 4rem;
+  text-align: center;
+  background-color: #1e1e1e;
+  color: #747474;
+}
+
+.ai-top-nav {
+  position: relative;
+  height: 50px;
+  line-height: 50px;
+  background-color: #000;
+  padding: 0 1.04rem;
+  display: -webkit-box;
+  display: -webkit-flex;
+  display: flex;
+  -webkit-box-align: center;
+  -webkit-align-items: center;
+          align-items: center;
+}
+.ai-top-nav-title {
+  color: #fff;
+}
+.ai-top-nav-logo {
+  max-width: 10.54rem;
+  max-height: 1.5rem;
+  margin: 0 .4rem;
+}
+.ai-top-nav-item {
+  color: #fff;
+  position: absolute;
+  right: 1.04rem;
+  margin: 0 .4rem;
+}
+.ai-top-nav-item a {
+  color: #fff;
+}
+.ai-top-nav-mask {
+  position: absolute;
+  top: 0;
+  bottom: 0;
+  left: 0;
+  right: 0;
+  z-index: 4;
+  background-color: rgba(0, 0, 0, 0.8);
+}
+
+.ai-heading {
+  box-sizing: border-box;
+  width: 100%;
+  padding: 3.77rem 0 1.3125rem;
+  font-size: 1.7rem;
+  line-height: 1;
+  letter-spacing: .2rem;
+  text-align: center;
+  font-weight: bold;
+  color: #333;
+}
+.ai-heading-paddle {
+  font-size: 1.3rem;
+}
+
+.ai-head-more {
+  box-sizing: border-box;
+  width: 100%;
+  padding: 3.77rem 0 1.3125rem;
+  line-height: 1;
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+<!doctype html>
+<html>
+<head>
+    <meta charset="UTF-8">
+    <meta name="viewport"
+          content="width=device-width, user-scalable=no, initial-scale=1.0, maximum-scale=1.0, minimum-scale=1.0">
+    <meta http-equiv="X-UA-Compatible" content="ie=edge">
+    <title>PaddlePaddle</title>
+    <link rel="stylesheet" href="css/vendor.css">
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+<body>
+<script type="text/javascript">
+    function browserRedirect() {
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+        var bIsIpad= sUserAgent.match(/ipad/i) == "ipad";
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+        
+        } else {
+            window.location.href = 'http://www.paddlepaddle.org/index.html';
+        }
+    }
+    browserRedirect();
+</script>
+<div id="app" data-server-rendered="true" class="ai-app"><div class="ai-top-nav"><img src="images/home/LOGO.png" class="ai-top-nav-logo"> <span class="ai-top-nav-title">PaddlePaddle</span> <span class="ai-top-nav-item"><a href="index.html">English</a></span></div> <div class="ai-main"><div class="ai-head-poster"><div class="ai-head-poster-mask"></div> <img src="images/home/header-bg-1.png" alt="" class="ai-head-poster-bg"> <div class="ai-head-poster-content"><div class="ai-head-poster-heading">易学易用的分布式深度学习平台</div> <div class="ai-head-poster-intro">正在为100+项产品提供深度学习算法支持</div> <div style="text-align:center;margin-bottom:1.8rem;"><a href="https://github.com/PaddlePaddle/Paddle"><div class="ai-ecology-btn" style="text-align:center;font-size:1.2rem;color:#fff;line-height:3rem;background:rgba(0,0,0,0.50);border-color:#fff;"><div class="ai-ecology-btn-content"><img src="images/home/githublogo.png" class="ai-ecology-btn-icon">
+                Fork me on Github
+            </div></div></a></div></div></div> <div class="ai-head-more"><div class="ai-head-more-heading">丰富的算法服务</div> <div class="ai-head-more-intro">易用、高效、灵活、扩展性好</div> <!----></div> <div class="ai-application"><div class="ai-application-wrap"><div class="ai-application-item"><img src="images/home/paddle-use-01.png"> <div class="ai-application-item-heading">机器视觉</div> <div class="ai-application-item-wrap"><div class="ai-application-item-intro">卷积神经网络可以识别图像中的主要对象,并输出分类结果</div></div> <div class="ai-application-item-more"><a href="http://book.paddlepaddle.org/03.image_classification/index.cn.html">查看更多 &gt;</a></div></div></div><div class="ai-application-wrap"><div class="ai-application-item"><img src="images/home/paddle-use-02.png"> <div class="ai-application-item-heading">自然语言理解</div> <div class="ai-application-item-wrap"><div class="ai-application-item-intro">利用LSTM网络从IMDB电影评论的中分析出评论者情绪的正面和负面</div></div> <div class="ai-application-item-more"><a href="http://book.paddlepaddle.org/06.understand_sentiment/index.cn.html">查看更多 &gt;</a></div></div></div><div class="ai-application-wrap"><div class="ai-application-item"><img src="images/home/paddle-use-03.png"> <div class="ai-application-item-heading">搜索引擎排序</div> <div class="ai-application-item-wrap"><div class="ai-application-item-intro">分析用户特征、电影特征、点评分数,预测新用户对不同电影的点评分数</div></div> <div class="ai-application-item-more"><a href="http://book.paddlepaddle.org/05.recommender_system/index.cn.html">查看更多 &gt;</a></div></div></div></div> <div class="ai-advantage"><div class="ai-head-more"><div class="ai-head-more-heading">Technology and Service Anvantages</div> <div class="ai-head-more-intro"></div> <!----></div> <div class="ai-advantage-wrap"><div class="ai-advantage-item"><img src="images/home/TASA-ICON-01.png" class="ai-advantage-item-img"> <div class="ai-advantage-item-name">
+                    易用性
+                </div> <div class="ai-advantage-item-desc">
+                    为用户提供了直观、灵活的数据接口和模型配置接口
+                </div></div></div><div class="ai-advantage-wrap"><div class="ai-advantage-item"><img src="images/home/TASA-ICON-02.png" class="ai-advantage-item-img"> <div class="ai-advantage-item-name">
+                    灵活性
+                </div> <div class="ai-advantage-item-desc">
+                    支持CNN、RNN等多种神经网络结构和优化算法。简单书写配置文件即可实现复杂模型
+                </div></div></div><div class="ai-advantage-wrap"><div class="ai-advantage-item"><img src="images/home/TASA-ICON-03.png" class="ai-advantage-item-img"> <div class="ai-advantage-item-name">
+                    高效性
+                </div> <div class="ai-advantage-item-desc">
+                    在计算、存储、通信、架构等方面都做了高效优化，充分发挥各种资源的性能
+                </div></div></div><div class="ai-advantage-wrap"><div class="ai-advantage-item"><img src="images/home/TASA-ICON-04.png" class="ai-advantage-item-img"> <div class="ai-advantage-item-name">
+                    扩展性
+                </div> <div class="ai-advantage-item-desc">
+                    全面支持多核、多GPU、多机环境。轻松应对大规模数据训练需求
+                </div></div></div> <div class="ai-solution-collapse-btn" style="display:none;">
+        展开全部
+        <span class="ai-solution-collapse-icon icon-down-arrow"></span></div></div> <div class="ai-head-more"><div class="ai-head-more-heading">现在开始使用PaddlePaddle</div> <div class="ai-head-more-intro">易学易用的分布式深度学习平台</div> <!----></div> <div style="text-align:center;margin-bottom:1.8rem;"><a href="https://github.com/PaddlePaddle/Paddle"><div class="ai-ecology-btn" style="text-align:center;font-size:1.2rem;color:#fff;line-height:3rem;background:#006FEF;"><div class="ai-ecology-btn-content"><img src="images/home/githublogo.png" class="ai-ecology-btn-icon">
+                Fork me on Github
+            </div></div></a></div> <div class="ai-footer">©2017 Baidu 使用必读</div></div></div>
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+<script src="js/index.cn.js"></script>
+</body>
+</html>

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+<!doctype html>
+<html>
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+<script type="text/javascript">
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+        var bIsMidp= sUserAgent.match(/midp/i) == "midp";
+        var bIsUc7= sUserAgent.match(/rv:1.2.3.4/i) == "rv:1.2.3.4";
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+
+        if (bIsIpad || bIsIphoneOs || bIsMidp || bIsUc7 || bIsUc || bIsAndroid || bIsCE || bIsWM) {
+        
+        } else {
+            window.location.href = 'http://www.paddlepaddle.org/index.html';
+        }
+    }
+    browserRedirect();
+</script>
+<div id="app" data-server-rendered="true" class="ai-app"><div class="ai-top-nav"><img src="images/home/LOGO.png" class="ai-top-nav-logo"> <span class="ai-top-nav-title">PaddlePaddle</span> <span class="ai-top-nav-item"><a href="index.cn.html">中文版</a></span></div> <div class="ai-main"><div class="ai-head-poster"><div class="ai-head-poster-mask"></div> <img src="images/home/header-bg-1.png" alt="" class="ai-head-poster-bg"> <div class="ai-head-poster-content"><div class="ai-head-poster-heading">Easy to Learn and Use Distributed Deep Learning Platform</div> <div class="ai-head-poster-intro">Providing deep learning algorithms for 100+ products</div> <div style="text-align:center;margin-bottom:1.8rem;"><a href="https://github.com/PaddlePaddle/Paddle"><div class="ai-ecology-btn" style="text-align:center;font-size:1.2rem;color:#fff;line-height:3rem;background:rgba(0,0,0,0.50);border-color:#fff;"><div class="ai-ecology-btn-content"><img src="images/home/githublogo.png" class="ai-ecology-btn-icon">
+                Fork me on Github
+            </div></div></a></div></div></div> <div class="ai-head-more"><div class="ai-head-more-heading">Extensive Algorithmic Service</div> <div class="ai-head-more-intro">Easy to use, efficient, flexible, and scalable</div> <!----></div> <div class="ai-application"><div class="ai-application-wrap"><div class="ai-application-item"><img src="images/home/paddle-use-01.png"> <div class="ai-application-item-heading">Mechine Vision</div> <div class="ai-application-item-wrap"><div class="ai-application-item-intro">The convoluted neural network can identify the main object in the image and output the classification result</div></div> <div class="ai-application-item-more"><a href="http://book.paddlepaddle.org/03.image_classification/index.html">Read more &gt;</a></div></div></div><div class="ai-application-wrap"><div class="ai-application-item"><img src="images/home/paddle-use-02.png"> <div class="ai-application-item-heading">Natural Language Understanding</div> <div class="ai-application-item-wrap"><div class="ai-application-item-intro">Using the LSTM network to analyze the positive and negative aspects of the commenter&#x27;s emotions from IMDB film review</div></div> <div class="ai-application-item-more"><a href="http://book.paddlepaddle.org/06.understand_sentiment/index.html">Read more &gt;</a></div></div></div><div class="ai-application-wrap"><div class="ai-application-item"><img src="images/home/paddle-use-03.png"> <div class="ai-application-item-heading">Search Engine Ranking</div> <div class="ai-application-item-wrap"><div class="ai-application-item-intro">Analyze user characteristics, movie features, rating scores, predict new users&#x27; ratings for different movies</div></div> <div class="ai-application-item-more"><a href="http://book.paddlepaddle.org/05.recommender_system/index.html">Read more &gt;</a></div></div></div></div> <div class="ai-advantage"><div class="ai-head-more"><div class="ai-head-more-heading">Technology and Service Anvantages</div> <div class="ai-head-more-intro"></div> <!----></div> <div class="ai-advantage-wrap"><div class="ai-advantage-item"><img src="images/home/TASA-ICON-01.png" class="ai-advantage-item-img"> <div class="ai-advantage-item-name">
+                    Ease of use
+                </div> <div class="ai-advantage-item-desc">
+                    Provids an intuitive and flexible interface for loading data and specifying model structure.
+                </div></div></div><div class="ai-advantage-wrap"><div class="ai-advantage-item"><img src="images/home/TASA-ICON-02.png" class="ai-advantage-item-img"> <div class="ai-advantage-item-name">
+                    Flexibility
+                </div> <div class="ai-advantage-item-desc">
+                    Supports CNN, RNN and other neural network. Easy to configure complex models.
+                </div></div></div><div class="ai-advantage-wrap"><div class="ai-advantage-item"><img src="images/home/TASA-ICON-03.png" class="ai-advantage-item-img"> <div class="ai-advantage-item-name">
+                    Efficiency
+                </div> <div class="ai-advantage-item-desc">
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