bootstrap中的Grid system详解
啦啦啦,都十月中旬啦,好快啊,这个月的多一半都过去了,然而我才写第三篇随笔,小颖得加油啦~~~
下面来看下小颖给大家分享的内容
1. .col-md-*和.col-xs-*
<!doctype html>
<html class="no-js" lang="en">
<head>
<meta charset="utf-8" />
<meta name="viewport" content="width=device-width, initial-scale=1.0" />
<title>bootstrap网格demo</title>
<link rel="stylesheet" href="style/bootstrap.css">
<style type="text/css">
.bootstrap-body { margin-top: 100px;margin-left:50px;margin-right:50px; }
.row>div{
background-color: pink;
border: 1px solid #cacaca;
}
.row-two>div{
background-color: #cacaca;
border: 1px solid red;
}
</style>
<body id='content'>
<div class="bootstrap-body">
<!-- 使用一组.col-md- *网格类，您可以创建一个基本网格系统，但是当页面缩小到一定范围时,网格就会出现平铺现象。 将网格列放置在任何.row中。 -->
<div class="row">
<div class="col-md-1">.col-md-1</div>
<div class="col-md-1">.col-md-1</div>
<div class="col-md-1">.col-md-1</div>
<div class="col-md-1">.col-md-1</div>
<div class="col-md-1">.col-md-1</div>
<div class="col-md-1">.col-md-1</div>
<div class="col-md-1">.col-md-1</div>
<div class="col-md-1">.col-md-1</div>
<div class="col-md-1">.col-md-1</div>
<div class="col-md-1">.col-md-1</div>
<div class="col-md-1">.col-md-1</div>
<div class="col-md-1">.col-md-1</div>
</div>
<!-- 不希望你的列简单地堆叠在较小的设备？ 通过将.col-xs- * .col-md- *添加到列，可以使用额外的中小型设备网格类。 -->
<div class="row">
<div class="col-xs-1">.col-xs-1</div>
<div class="col-xs-1">.col-xs-1</div>
<div class="col-xs-1">.col-xs-1</div>
<div class="col-xs-1">.col-xs-1</div>
<div class="col-xs-1">.col-xs-1</div>
<div class="col-xs-1">.col-xs-1</div>
<div class="col-xs-1">.col-xs-1</div>
<div class="col-xs-1">.col-xs-1</div>
<div class="col-xs-1">.col-xs-1</div>
<div class="col-xs-1">.col-xs-1</div>
<div class="col-xs-1">.col-xs-1</div>
<div class="col-xs-1">.col-xs-1</div>
</div>
<div class="row">
<div class="col-xs-1 col-md-1">.col-xs-1 .col-md-1</div>
<div class="col-xs-1 col-md-1">.col-xs-1 .col-md-1</div>
<div class="col-xs-1 col-md-1">.col-xs-1 .col-md-1</div>
<div class="col-xs-1 col-md-1">.col-xs-1 .col-md-1</div>
<div class="col-xs-1 col-md-1">.col-xs-1 .col-md-1</div>
<div class="col-xs-1 col-md-1">.col-xs-1 .col-md-1</div>
<div class="col-xs-1 col-md-1">.col-xs-1 .col-md-1</div>
<div class="col-xs-1 col-md-1">.col-xs-1 .col-md-1</div>
<div class="col-xs-1 col-md-1">.col-xs-1 .col-md-1</div>
<div class="col-xs-1 col-md-1">.col-xs-1 .col-md-1</div>
<div class="col-xs-1 col-md-1">.col-xs-1 .col-md-1</div>
<div class="col-xs-1 col-md-1">.col-xs-1 .col-md-1</div>
</div>
<div class="row">
<div class="col-xs-2 col-md-4">.col-xs-2 .col-md-4</div>
<div class="col-xs-2 col-md-4">.col-xs-2 .col-md-4</div>
<div class="col-xs-2 col-md-4">.col-xs-2 .col-md-4</div>
<div class="col-xs-2 col-md-4">.col-xs-2 .col-md-4</div>
<div class="col-xs-2 col-md-4">.col-xs-2 .col-md-4</div>
<div class="col-xs-2 col-md-4">.col-xs-2 .col-md-4</div>
<div class="col-xs-2 col-md-4">.col-xs-2 .col-md-4</div>
<div class="col-xs-2 col-md-4">.col-xs-2 .col-md-4</div>
<div class="col-xs-2 col-md-4">.col-xs-2 .col-md-4</div>
<div class="col-xs-2 col-md-4">.col-xs-2 .col-md-4</div>
<div class="col-xs-2 col-md-4">.col-xs-2 .col-md-4</div>
<div class="col-xs-2 col-md-4">.col-xs-2 .col-md-4</div>
</div>
<div class="row">
<div class="col-xs-12 col-md-8">.col-xs-12 col-md-8</div>
<div class="col-xs-6 col-md-4">.col-xs-6 col-md-4</div>
</div>
<div class="row">
<div class="col-xs-6">.col-xs-6</div>
<div class="col-xs-6">.col-xs-6</div>
</div>
</div>
</body>
</html>
页面效果:
1378px下:
aaarticlea/png;base64,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" alt="" width="1313" height="222" />
815px下:
aaarticlea/png;base64,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" alt="" width="871" height="362" />
通过上图大家会发现:如果在单个行中放置超过12列，则每组额外列将作为一个单位包装到新行上。
<div class="row">
<div class="col-xs-12 col-md-8">.col-xs-12 col-md-8</div>
<div class="col-xs-6 col-md-4">.col-xs-6 col-md-4</div>
</div>
在这段代码中大家看图当页面缩小到815px时,网格是以 .col-xs-12和.col-xs-6分割的,又因为 .col-xs-12 已经等于12列了,所以后面的那个 <div class="col-xs-6 col-md-4">.col-xs-6 col-md-4</div> 额外列将作为一个单位包装到新行上。示例如下:
<div class="row">
<div class="col-xs-1 col-md-1">.col-xs-1 .col-md-1</div>
<div class="col-xs-1 col-md-1">.col-xs-1 .col-md-1</div>
<div class="col-xs-1 col-md-1">.col-xs-1 .col-md-1</div>
<div class="col-xs-1 col-md-1">.col-xs-1 .col-md-1</div>
<div class="col-xs-1 col-md-1">.col-xs-1 .col-md-1</div>
<div class="col-xs-1 col-md-1">.col-xs-1 .col-md-1</div>
<div class="col-xs-1 col-md-1">.col-xs-1 .col-md-1</div>
<div class="col-xs-1 col-md-1">.col-xs-1 .col-md-1</div>
<div class="col-xs-1 col-md-1">.col-xs-1 .col-md-1</div>
<div class="col-xs-1 col-md-1">.col-xs-1 .col-md-1</div>
<div class="col-xs-1 col-md-1">.col-xs-1 .col-md-1</div>
<div class="col-xs-1 col-md-1">.col-xs-1 .col-md-1</div>
</div>
<!-- 如果在单个行中放置超过12列，则每组额外列将作为一个单位包装到新行上。 -->
<div class="row">
<div class="col-xs-9">.col-xs-9</div>
<div class="col-xs-4">
.col-xs-4
<br>Since 9 + 4 = 13 > 12, 这个4列宽的div被包装到一个新行上作为一个连续的单元.</div>
<div class="col-xs-6">
.col-xs-6
<br>后续列将沿着新行继续。</div>
</div>
1378px下和815px下页面效果一样:
aaarticlea/png;base64,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" alt="" width="1321" height="119" />
2. Responsive column resets(响应列重置)
<!-- 有四层网格可用，你必然会遇到一些问题，在某些断点，你的列不能清楚地正确，因为一个比另一个更高。 要解决这个问题，使用.clearfix和我们的响应实用程序类的组合。 -->
<div class="row">
<div class="col-xs-6 col-sm-3">.col-xs-6 .col-sm-3</div>
<div class="col-xs-6 col-sm-3">.col-xs-6 .col-sm-3</div>
<!-- Add the extra clearfix for only the required viewport -->
<div class="clearfix visible-xs-block">当页面缩小的一定程度才会出现的div</div> <div class="col-xs-6 col-sm-3">.col-xs-6 .col-sm-3</div>
<div class="col-xs-6 col-sm-3">.col-xs-6 .col-sm-3</div>
</div>
页面效果:
1378px下和815px下页面效果一样:
aaarticlea/png;base64,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" alt="" width="1237" height="54" />
767px下:
aaarticlea/png;base64,iVBORw0KGgoAAAANSUhEUgAAAtQAAABYCAIAAABaovctAAAM40lEQVR4nO2dvWvb2h+H7//0HYRJoC0EQ0IuxSFcqMEYbocsGsQFD7nQpSamYIeCC6FgQ5rBg8F4sAcbEogyNMNPmTJ585QpWyZv+g1+qWJLx8cvklXf5+EZIvlY+vooOvroxckfLgAAAECE/LHpAgAAAOC/BeEDAAAAIoXwAQAAAJFC+AAAAIBIIXwAAABApBA+AAAAIFIIHwAAABAphA8AAACIFMIHAAAARArhAwAAACKF8AEAAACRohU+/gcAAAAQTCjhw7UdRMSho7Fm02UgYkwkfCBi6BI+ENEr4QMRQ5fwgYheCR+IGLqED0T0SvhAxNAlfCCi1989fNRLIqWr9S6z+9PKJA0R2T3K5h9aMa/2tdftlnn8RiTx9vis2B5EtBUQ5xht+GBYeC3DAsZPwseU9z9NwywM98+73ueMpM6f4lvtlHe3H40jq/ZiO26nVto3zqr3UW0IRJW/efhgWEBcs7EMH82Ls9SuyG7WrPzaw8fhXYx35qfa82i+/347qOYOjZPbznCy3UhJttB27ft+0cruiIiRTFmtut8e2DzPSqa10GnNytUGFFYvSab2vXyW2hUxkh/L/Vazln6XEHmTsm6bfpW0LkyZfGrn0ZJErr7x3zBEdy3hg2Fh1JhhAbfBGIaP5uV+slS9c+1uKy3ZQte1Hde+6abH4f263UobR7n6wHYU++1P00iYPwa20y8cS+q8bztu/cuRYQ13wuevJ4m9fG9m7S/fTuSv8iLnNOuo1r+wekkkkS73rx33ulbak8TO362m49p3D1ZSzB/qa6eDZuVs76B8xSkOxsKVwwfDAsMCbpXxCx+1/OHs/l/LHxrWw/V4sn7+YZTlg69YdiqnhnH2KZ+V40bdcW3HvcrJXu6ho1r7czEjVqU3OuHYzZrl/nX41foXVi+JlKqjyUdLEtb4fKWak3T5ObCqm1b24GhHjszKk7p4xKhcNXwwLIxkWMAtMXbh4+XbyewuNDOzXhpdBVXdLn35dpKQ4ZXV4ZxuN7srYiTTVuNr03cPfC5mxHhf+t4d2I5r3/eLmTfpi+D9eV3V+hb2qvGjJWbxZtT+Sj3KDL3vf84klMUjRuaK4YNhgWEBt8wtCR/PxYyMmeyZT8WMiIyvbY4cNJvdgmW+NWTHvO1Mv/G5mHl16bJTOVXe611jtVOF6YwyvstxtYtHjMyNhA+GBYYFjK2xCx/u1b8+t12XuL7aLJty3KhenBoHl7XZBu3an/LP15vp+bX8YfbiZTLZqZxKpqvYUddVrU9hi5/i1PKHRu5xMvn6QTPEDbrqbReGBYYF3C7jFz5+Pat13/t8nDBrA9tZ/Mmy4XNebXd4HrCf79nOoGol9sf3UJtl0zhu+DwcftNNvy9V71zbGV1f/Vh5CbnagMKWuL7abqSSv4ovZI6suvoBNMRoXN8DpwwLDAu4DcYkfNy00p69qFkZfZEs/aU3OVGYfEtt5+Cfed9SexqPLK7teL9T1yucZHdERBJvM5fVmfMbz4qShojxLuDJsjVXG1DYUjd3O/Va9mBmvYgbdqnwwbDAsIBba0zCByJus/x5dUT0SvhAxNAlfCCiV8IHIoYu4QMRvRI+EDF0CR+I6JXwgYihS/hARK9hhQ8AAACAIEIJHxtPVYiIiBhPCR+IiIgYqYQPREREjNTowoeIrFir6KFYo04Nc9tMNVj9c4WxqFUWu5ZeiqB/QuouREQM2xDDh/pQMZlcNFIolqnz6qLZYm6D9R4CddY+bKPZRUsUqdkDmhtFs7t0NjrhAxFxOwz3ykfQdYi1HCn1FxJqoNFPAL5L08HbMqiS2cm5y1xLx859e9Dk7AdcaDk6Pf9czIz/24XOPw5FRMSIDP22i/dgM/WDr3Nf1TmmTv2gc4zUKcA3E+gXv+iHnW2zUPiY22xuZ84e1OdGBP3C5v56KErV7HlP+EBExBgZVvhY6Ki2UMupH3xnqt/rq/rg57tSnSPxelV32lRLzS6dXUXQq5rzl5tU9/8CPd+qXabfJUTepHKN3IepKx+9T8nDT83Ju54Kk393joiI0bmxb7ssEQtc7fARNKk+Ws8tbG7Ny4UPnYigGR0W7RPfd/ke2icv+RbprUrxcXS6fe6GUPZ883LfMIvtge0M6mXTkOnbLle5xN7kn6p3Gyk5+36/xCZDRMRVjGP40Dnk+x7PNJfpe3Bd9I2Klc49+s4egxW16b/q21JzvVP1r+vXS7G0qZKWCB8+M6/+9WQLp194P/PMR71kJC9rjms7bvM8K9bP67V9UkRE1PQ3Dh+KmYp4oU4ec9/rexRXLHxR54YDzVSxRCVr/BQLfSKdjajZ81MPeQy+W7MPnD5axvDOy1PhWMwf3HNBRIzecL9qq2ZSRBjhY+qs2vvD1EtTPaIOH/pV6avoiqlmszUHtff9vL4xRbMGza25UH8GbTvN3p5tPP2EaTXn822X0Z2XduNP7rkgIm7G3/jKh86Rz/UchtUrnTtf5+1rCR9BKcE3N8z9FOq+1W+zRBfpzPFd9UJveTVz/m0XZ3TnpXj+gXsuiIgbMnbhY9ET5aCZvguZewFAZyGKZmsJH+r6vXPUSUWzf/QDzaIbS3ODzi5w+fBhtxspwyw0X2zHbfo9cGo7ru08WkbCMORj5WXxjYWIiKsbi/AxOzMoHywUPmYvivwWVz4W6jT9PKFf8CoXNvTDhyIwKX6YX3OnXgv+qu2wzaBqJUROv90tsbEQEXF1Y/F3Plzl0VF9uu+7zKADm6KAqZZBL6nfrnivYpluwFFWZ/lzy1B0y6I9oLMp524gna6b7Y0weh4RETfl5q98KHKAb2OdZkEvqQ+96lCifrvOp5i7QJ1Du7qxTscqSp3bA4t2u2b7udti7T2PiIgbdGPhAxEREf+bEj4QERExUgkfiIiIGKlhhQ8AAACAIAgfAAAAECmhhI+NX9JBxPg4Gms2XQYixkTCByKGLuEDEb0SPhAxdAkfiOiV8IGIoUv4QESvhA9EDF3CByJ6/d3Dx6t/GLYmuz+tTNIQkd2jbP6hFfNqX3vdbpnHb0QSb4/Piu1BRFsBcY7Rhg+GhdcyLGD8JHxMef/TNMzCcP+8633OSOr8Kb7VTnl3+9E4smovtuN2aqV946x6H9WGQFT5m4cPhgXENRvL8NG8OEvtiuxmzcqvPXwc3sV4Z36qPY/m+++3g2ru0Di57Qwn242UZAtt177vF63sjogYyZTVqvvtgc3zrGRaC53WrFxtQGH1kmRq38tnqV0RI/mx3G81x/8s3rpt+lXSujBl8qmdR0sSufrGf8MQ3bWED4aFUWOGBdwGYxg+mpf7yVL1zrW7rbRkC13Xdlz7ppseh/frdittHOXqA9tR7Lc/TSNh/hjYTr9wLKnzvu249S9HhjXcCZ+/niT28r2Ztb98O5G/youc06yjWv/C6iWRRLrcv3bc61ppTxI7f7eajmvfPVhJMX+or50OmpWzvYPyFac4GAtXDh8MCwwLuFXGL3zU8oez+38tf2hYD9fjyfr5h1GWD75i2amcGsbZp3xWjht1x7Ud9yone7mHjmrtz8WMWJXe6IRjN2uW+9fhV+tfWL0kUqqOJh8tSVjj85VqTtLl58CqblrZg6MdOTIrT+riEaNy1fDBsDCSYQG3xNiFj5dvJ7O70MzMeml0FVR1u/Tl20lChldWh3O63eyuiJFMW42vTd898LmYEeN96Xt3YDuufd8vZt6kL4L353VV61vYq8aPlpjFm1H7K/UoM/S+/zmTUBaPGJkrhg+GBYYF3DK3JHw8FzMyZrJnPhUzIjK+tjly0Gx2C5b51pAd87Yz/cbnYubVpctO5VR5r3eN1U4VpjPK+C7H1S4eMTI3Ej4YFhgWMLbGLny4V//63HZd4vpqs2zKcaN6cWocXNZmG7Rrf8o/X2+m59fyh9mLl8lkp3Iqma5iR11XtT6FLX6KU8sfGrnHyeTrB80QN+iqt10YFhgWcLuMX/j49azWfe/zccKsDWxn8SfLhs95td3hecB+vmc7g6qV2B/fQ22WTeO44fNw+E03/b5UvXNtZ3R99WPlJeRqAwpb4vpqu5FK/iq+kDmy6uoH0BCjcX0PnDIsMCzgNhiT8HHTSnv2omZl9EWy9Jfe5ERh8i21nYN/5n1L7Wk8sri24/1OXa9wkt0REUm8zVxWZ85vPCtKGiLGu4Any9ZcbUBhS93c7dRr2YOZ9SJu2KXCB8MCwwJurTEJH4i4zfLn1RHRK+EDEUOX8IGIXgkfiBi6hA9E9Er4QMTQJXwgolfCByKGLuEDEb2GFT4AAAAAglh/+AAAAABYF4QPAAAAiBTCBwAAAEQK4QMAAAAihfABAAAAkUL4AAAAgEghfAAAAECkED4AAAAgUggfAAAAECmEDwAAAIgUwgcAAABEyv8BGGk4E4rA5wUAAAAASUVORK5CYII=" alt="" />
当页面缩小到767px时,网格按照.col-xs-6进行分割.
3.使用.col-md-offset- *类将列向右移动。
<!-- 使用.col-md-offset- *类将列向右移动。 这些类将列的左边距增加*列。 例如，.col-md-offset-4将.col-md-4移动到四列。 -->
<div class="row">
<div class="col-sm-5 col-md-6">.col-sm-5 .col-md-6</div>
<div class="col-sm-5 col-sm-offset-2 col-md-6 col-md-offset-0">.col-sm-5 .col-sm-offset-2 .col-md-6 .col-md-offset-0</div>
</div>
<div class="row">
<div class="col-sm-6 col-md-5 col-lg-6">.col-sm-6 .col-md-5 .col-lg-6</div>
<div class="col-sm-6 col-md-5 col-md-offset-2 col-lg-6 col-lg-offset-0">
.col-sm-6 .col-md-5 .col-md-offset-2 .col-lg-6 .col-lg-offset-0
</div>
</div>
<div class="row">
<div class="col-md-4">.col-md-4</div>
<div class="col-md-4 col-md-offset-4">.col-md-4 .col-md-offset-4</div>
</div>
<div class="row">
<div class="col-md-3 col-md-offset-3">.col-md-3 .col-md-offset-3</div>
<div class="col-md-3 col-md-offset-3">.col-md-3 .col-md-offset-3</div>
</div>
<div class="row">
<div class="col-md-6 col-md-offset-3">.col-md-6 .col-md-offset-3</div>
</div>
<!-- .col-sm-offset-0 -->
<div class="row">
<div class="col-xs-6 col-sm-4">.col-xs-6 .col-sm-4</div>
<div class="col-xs-6 col-sm-4">.col-xs-6 .col-sm-4</div>
<div class="col-xs-6 col-xs-offset-3 col-sm-4 col-sm-offset-0">.col-xs-6 .col-xs-offset-3 .col-sm-4 .col-sm-offset-0</div>
</div>
页面效果:
1378px下和815px下页面效果一样:
aaarticlea/png;base64,iVBORw0KGgoAAAANSUhEUgAABTcAAACcCAIAAAAlNQh+AAAgAElEQVR4nO2dz2vi2v+Hv//TexGkQqdQCi0zDEq5UEGEKdxuwiUM+IEO3HuhpTKgpeBAKVhoXbgQJIu4UFBouhgXN1256s5VV+66cpfvov6qJv6oUaM+D89CHSfn3aQ957ziMfk/GwAAAAAAAAD8wf8tuwAAAAAAAAAAaENKBwAAAAAAAPALpHQAAAAAAAAAv0BKBwAAAAAAAPALpHQAAAAAAAAAv0BKBwAAAAAAAPALpHQAAAAAAAAAv0BKBwAAAAAAAPALpHQAAAAAAAAAv0BKBwAAAAAAAPALpHQAAAAAAAAAv0BKBwAAAAAAAPALpHQAAAAAAAAAv0BKBwAAAAAAAPALk6b0/wAAAAAAAADgQ8wlpdumhYiIiD60PfwvuwxERER0lJSOiIi4WZLSERER/SwpHRERcbMkpSMiIvpZUjoiIuJmSUpHRET0s6R0RETEzZKUvjFWm6Wl14ALloOOuA6uekrPp0RS2Xk2kb88kj60vA+LbyajEkk3nf+1/FuL7ikiEgzHzp+MxRwXRET0r4tN6YzUH7GVPY9tiYic/nrsfzzNRqrliHvxRu4ushMQka2D73/nXKYQS95pS5reLKZ+Z7vH+n///OP9QdczF6GdgIgoO7Hjn8wJEf0sKX2Mr79O/kyWfV68+zBQ+60qaqLYMi3bfHw+i0ro8mVBhwYREX3qmqX0lRipp7WuydFZcfjxNFYN18Cm3+0rarLYMi27pOciEkt4uANXfXqzzJTePdZzOOjlQkhRE/qradlmtXysBLw8n4WIHuvLlK5fX4SCIsGYmun1uZWioR5ui4iyo/ZO+rr1pLVGUottiYiyF9KMfK3z5mjuJn0RCoooe8fphqHnIjsBke2Q9qA7F1OPH9zlFlz8ZHV2zoJvh+KF+JHzMKBfxiRqcK4UERH79CClb/pI7VnxTu1WjUh3YcBf173H8bpzu+83ot2/vN+ImqwONpr9Edg9f+48bd1o48Pkqk9vfFX/+OM+h4NuXKsSf+o+zZ1//nLZmHwHIuJi9WFK1+/291K3j7ZZNnond6vliBLWcq+mZVeKRkQJx/Mt03LtSfM/w4r2ULJs02penXSGonxKJBBJNyqWXcmldiWw9c3QLdt8fNL2RL1vORRTNv44Oj053FMGevB5Fj9Rnb2z4K18WlXEcRh4/XUif6T58BwREfudOaVv/EjtWfFu7Vp1rRe0eo+d2y0bkWD3M9Lf6kGg3daIj1Xf2byKSuR65H5b9emNv+qf5Lh7f9Dfn5qxjbQqJw98gx3Rr/ovpefOP/d3It0XFe2p0nmavzxq9ywuPWk2Lrvxp8GuJ58SSd22n9Y16S31uY07d6OV+wtRLm7a3wh6vYnHOt3oHIufpM73XW0j8dWx/mYyKlrmuX0KNhhT042Ke/GIiLgZzprSGam9Kt61XZeU7tjuwIeilfuL9kYmTOnFQki5uKmNes+qT298Vv8kx937g54d+CXMp1huiehjfZfSX3+dDPdoQy92exa3nrRcjgVFlL2IVrjSXyrd/9V7c//4N9RzuWhcjz7v6FHx4+sc+KaT21q1ZjIqytfUTbllWrZZaySj22NOliMi4vo7Y0pnpPaqePd2XVK6U7vNZHRomfTXQt6aLKXX6tpBWBt5XmP1pzd+q3+S4+79QSelI66Ua5LS+3urbt/U0vVyQlM/KbKlDp8cde1eh7ZjO7Q71+KnHga6J3EHNtVMRt8tsStlTumRERE33qWk9PUaqb0pfvqU7tCu+yXKeoHNZafVGonodmT80vFVn974rf4pU7pHB91hxXu0zJwQ0a/6LqUPdiJvTr0qqd9i7ot8v6p+5Ax99kdA+VHvPjXSan8Z8yp+gjonX1IVu37tPi1lTumRERE33llXvDNSe1X8tCveHdvNxgPOP/LIz9IrxUIsGD7JTPTt7lWf3viw/slXvHt10EuZU9F+9zc6vE8Q0Tf6L6X3rvBRez47DKi5t4thTHWFj9atFtjvfIdHT6vKYUEffPNk6+i6xVhvS6r+TIy+K4YHxU9WZ7F3Ow199OVJvvbXv32ceR1VPyIirr/eXT1uQ0dq74qf7upxLu0WCyEJq/dN07LN2suNFt7/Ua9Yb4HtX8cvnFfyqX1pt7uoI77U6Y0P65/06nGeHXSzakR6d2J7UPe4Exuin/VJSq8akb7OTs+073IR+fncPefXveHE1sH3CW6R8pw4iW2JiAQ+Re9uq8NvnvTbbkbuLnbQbvcs7zQGeF78ZHWW8rmJb/XxduVbrh6HiIj2B1M6I/V8indu1+2zdMd2LbuULxwfbouIBMOx86fOp8rNq2/bIjIUxppXw99qjtcHa1v16c0K1D/iuHt+0G3TauV+ft8PSvu/9O0HRPSfPknpiIiIuCA9uF86IiIizk1SOiIi4mZJSkdERPSzpHRERMTNkpSOiIjoZ0npiIiImyUpHRER0c+S0hERETdLUjoiIqKfnVdKBwAAAAAAAIAPQEoHAAAAAAAA8AtzSelLXySAiIiIjraH/2WXgYiIiI6S0hERETdLUjoiIqKfJaUjIiJulqR0REREP0tKR0RE3CxJ6YiIiH6WlI6IiLhZktJxdaw2S0uvAT8shw/xg656Ss+nRFLZuTZR/q1F9xQRCYZj50+GH4tvJqMSSTcd/zV/eSR9aPn51/+Bn2t+OxkREQddbEpnpLZs343UntbvYit7HtsSETn99dj/eJp2q+WIe/1G7i6yExCRrYPvf+emqu2j+81XMxwPixxzBP/3zz/eHz49cxHaCYiIshM7/sncD3FAUvpoa79VRU0UW6Zlm4/PZ1EJXb74r/gRY+frr5M/k+XF7vxpf6657mRERBx0vVI6I/WS63ezrsnRWXH48TRWDdeYp9/tK2qy2DItu6TnIhJLeLgPV2KGM/eU3j1qczh85UJIURP6q2nZZrV8rAS8PDmFuA76MqXr1xehoEgwpmZ6fVmlaKiH2yKi7Ki9M6ZuPVGtkdRiWyKi7IU0I1/rvDmau0lfhIIiyt5xumHouchOQGQ7pD3ojpVcxiRqTHV6z4PiJ6uzcwp5OxQvxI/cxs56/OAut/j6O6/rmfZPETk33Ir8wE5GRMQZ9CClM1Kv/EjtWf1OTVeNSHdtwF/XvcfxuvNxf78R7f7l/UbUZHWw0eyPwO75c+dp60YbfxJhJWY4iy9y/BGcw+EzrlWJP3Wf5s4/f7lsTL6XEDdAH6Z0/W5/L3X7aJtlo3dmtFqOKGEt92padqVoRJRwPN8yLdceKv8zrGgPJcs2rebVSacfz6dEApF0o2LZlVxqVwJb3wzdss3HJ21P1PvWUDGvv07kj/Q0Zz29KH6iOnunkFv5tKqIS89bNv44Oj053FMGeva515/Kdoss26b1mrt0K3L6nYyIiDM5c0pnpF6Hkdqj+t2atupaL571Hjsf97IRCXY/Wf2tHgTaNYz4MPadzauoRK5H7rqVmOEsochJjqD3h+/9SRbbSKty8sA32BH79F9Kz51/7v+77b6oaE+VztP85VH7j9mlh8rGZTf+NPjXnk+JpG7bT+ua9FbX3MYde65mMipa5rl91jAYU9ONikvZHhY/SZ3ve7dG4qtzz1u5vxDl4qb9JaLXm3is0/POvf6s1brVAn1nRp//3vNmJyMi4mzOmtIZqddjpPakftemXVK643Ef+Ci1cn/R3siEKb1YCCkXN7VR71mJGc4yipzkCHp/+LIDf875FMsqEd/ru5T++utkuBMZerH7x+zWQ5XLsbcVPlrhSn+pdP9X7839g8dQZ9G2mYyK8jV1U26Zlm3WGsno9sgztR4VP77Oga+HTbTQy3xbXzTqVKW39TeT0f5L4Lh9pW3anYyIiDM6Y0pnpF6bkXr2+t2bdknpTse9mYwOLa7+Wshbk6X0Wl07CGsjT22syAxnKUVOcgS9P3ykdMRxrklK7+8gut1BS9fLCU39pMiWOnzS0XVM6ttOMxl9t76ulDkd2Yl4VPzUY2f3zLfjfrAdml5E/W7Dw4w7GRERZ3QpKZ2R2ocj9ez1T5/SHY67+6XpejHPZb/VGonodmT8qvKVmOEspcgpU7pHh89hxXu0zNwPsU/fpfTBv9s3p17t028x90W+X1U/cIbezp1/jl2/dp+WMqejOxFvip+gzgnXoWV/BJQf9e5TI632VzLn+qdYajXVTkZExNmcdcU7I/W6jNQe1D/tinfH456NB5x/6pGfpVeKhVgwfJKZ6IvfKzHDWVaRk6949+rwlTKnov3ub3T4B0fcbP2X0ntXzqg9nx0G1Nzb9SemunJG61YL7He+NqOnVeWwoA++eaKx36yWI19Tt2/fFqs1ktHt48zrnIufrM5i7w4W+ohrunTradf/Z2L0jTS8rX/4siWOC72m3cmIiDiT3l09jpF6RJ0rMVLPXv90V49zOe7FQkjC6n3TtGyz9nKjhfd/1CvWW8z71/EL55V8al/a7S7ql3b+M5xlFTnp1eM8O3xm1Yj07sT2oO5xJzbEAX2S0qtGpG+E6N034udz9zRb9x4PWwffJ7i/y3PiJLYlIhL4FL27rQ6/ebKxv93u25VXXS774Xnxk9VZyucmuT+KkbuLHbSbPss7jQ3zrL9va+WzI3HrgsfvZERE9MwPpXRG6n7XaKSevX7npt0+S3c87pZdyheOD7dFRILh2PlT5wPn5tW3bZHh+UPzavi70PH6YG0rMcPxS5EjjqDnh882rVbu5/f9oLT/S98Pi4imZfsmpeP620h8DcQ5UYqIuHw9uF86InZciRnOShSJiF1J6Tg3sz8Cykn7+1dG5mL3IJ0deZcURERciKR0xJlciRnOShSJiC6S0nF+1p4TJ7FPyuCyKEREXKqkdMTZXIkZzkoUiYjOktIRERE3S1I6IiKinyWlIyIibpakdERERD87r5QOAAAAAAAAAB+AlA4AsAgm720BADaHZffNAAB+ZPJelBXviIgfdKreFgBgc2DeiIg4ICkdEXERktIBABxh3oiIOCApHRFxEZLSAQAcYd6IiDggKR0RcRGS0gEAHGHeiIg4ICkdEXERktIBABxh3rhJVpulpdeAuAKuekrPp0RSWQ821UxGJZJujnxP60YLSLy+7GOGiKsoKR0AwBHmjf6sf/DHyZ7HtkRETn899j+ept1qOTK+fubbiDYpvev43qqSS+2K0Gsg4ockpQMAOMK80Y/1D1nX5OisOPx4GqvG2JTOfBvRtGyfpnT9+iIUFAnG1MxL98VK0VAPt0VE2VH/znW6FbfeKp+SaO4mfREKiih7x+mGoeciOwGR7ZD2oHfeZuTu2i/GC/Gjkb1VrR4/TGkqvQYifkxSOgCAI5s+b/Rb/Q5NV42IdPjruvc4XjdrjaQW2xIRZS+kGfmaw0a0+5f3G1GTVQ/2G+Ja68OUrt/t76VuH22zbEQklijbpmWb1XJECWu5V9OyK0UjooTj+ZZpjeytJBBJNyrtc3KBrW+Gbtnm45O2J+p9q92QoiaLLdNq5dOqIqN629z5kXrfysbpNRDxY5LSAQAc2ex5o9/qd2vaqmu9dN17nP8ZVrSHkmWbVvPqJLB7/mxatlk2IkE1ob+alm1Wf6sHgXYN4z5LZ76N2NF/KT13/rn9F/7+RUV7qnSe5i+P5OShZI3urVK37ad1TQJavv1Pt/F2r5T9EehrqJH46t7bFgt/nDyULJteAxE/KikdAMCRjZ43+q1+16ZdUno2Lrvxp9LQRr5cNrpPK/cX7Y2MTunMtxF7+i6lv/46Ge41hl7MpyRqGNaY3qrzen+3YmfbvdXAF3JaN5pbb9tIHLWvjUGvgYgflZQOAODIJs8b/Va/e9MuKd0sl2NBEWUvohWu9JeKZb+1NcjXQt4andKZbyP2uyYpvb87SGWtD/RW3XONg5vS02rkutn9v/QaiPghSekAAI5s8rzRb/VPn9It27Raul5OaOonRbbUh9KIS9P1UjrzbcTR+i6lDyzIafuxlT8je6sJV/44nQ5s91aIiJNLSgcAcGSj540+q3/qFe/vLOa+yPerqp2NB/o30tP1s3Tm24gD+i+l966iUXs+OwyouberTXzgKhpjeiuzWAgp7Stb6OOuAtL9v5zbQ8QPSUoHAHBks+eNfqt/uqvHtW61wH7ne+l6WlUOC/pbWxJW75umZZu1lxstvP+jXrHeUvq/N7WRO4T5NqJl+yalV41IX4eiZ9p3koj8fO6eh+ve0WHr4PtEd6QY21tZdimfm/SOGp3/S6+BiB+SlA4A4MjmzRv9Xb9z026fpdeeEyexLRGRwKfo3W2n3VK+cHy4LSISDMfOnzqfijevvm2LSPfidtPtN8QN0icpHRFxzSWlAwA4wrwREXFAUjoi4iIkpQMAOMK8ERFxQFI6IuIiJKUDADjCvBERcUBSOiLiIiSlAwA4wrwREXFAUjoi4iIkpQMAOMK8ERFxwHmldAAAGOBD01cAgDVn2X0zAIAfmbwXnTSlA8CasexuCgA8ZtmdCgB4zLI7FQDwmMn//EnpABvKfyxHRFwjpxr7AWAlYKRGXCdJ6QAwHsZ+xHWSlA6wfjBSI66TpHQAGA9jP+I6SUoHWD8YqRHXSVI6AIyHsR9xnSSlA6wfjNSI6yQpHQDGw9i/SVabpaXXgPOVlA6wfjBSb5KM1OsvKR0AxrPAsT+fEkllPdhUMxmVSLrp+K+VoqEebosEPh1eJIutlavfxVb2PLYlInL667H/8TTtVssR9/rnuN9woZLSAdYPRmp/1e8iIzVOKCkdAMazXmP/48OxEtZyr6Zll3KpfeXitrZS9bta1+TorDj8eBqrhuvYP9f9hguVlA6wfjBS+6l+VxmpcUJJ6QAwnlnHfv36IhQUCcbUzEv3xc7pXlF21L9znUHObezMpySau0lfhIIiyt5xumHouchOQGQ7pD3onbcZubv2i/FC/Mh57DSuVTl56CwVq2sSiOdXqX7npqtGRDr8dd17HK+btUZSi22JiLIX0ox8zWEj2v3L+42oyaoH+w39KikdYP1gpPZR/c5NM1LjFJLSAWA8s439+t3+Xur20TbLRkRiibJtWrZZLUc6p3srRSOihOP5lmmNHDslEEk3KpZdyaV2JbD1zdAt23x80vZEvW+1G1LUZLFlWq18WlVk7Bnulp652D1IZ0efafZb/W5NW3WtN2b3Hud/hhXtbcxuXp0Eds+fTcs2y0YkqCb0V9Oyzepv9SDQrmHEGfpp9xv6V1I6wPrBSO2n+hmpcVZJ6QAwnpnG/tz55/Z48/5FRXuqdJ7mL4/aZ39HjZ2p2/bTuiYBrXN6+DbeHiOzPwJ9DTUSX0eO/VUjdhDekrCaeam4vceX9bs27TL2Z+OyG38qDW3ky2Wj+7Ryf9HeyNixf+L9hj6WlA6wfjBS+6h+RmqcWVI6AIxnlrH/9dfJ8Bg29GI+JVHDsMaMnZ3X+wc5O9seOwe+Hta60Sb4tlitcRYNRK5HvM1v9bs37TL2m+VyLCii7EW0wpX+NmA3k1EZ5Gshb014hn6S/YZ+lpQOsH4wUvunfkZqnF1SOgCMZ/Fjf//glMpaHxg7u2e+hzb13lLmtDN2rkT904/9lm1aLV0vJzT1kyJb6kNpxAVvemP/jPsN/SwpHWD9YKT2T/2M1Di7pHQAGM9M6+jeLw9r+7F1aCPHzmnWocXr3afvL7WyIvVPs47uncXcF/l+VbWz8UD/Rnq6n6Gfdr+hjyWlA6wfjNQ+q5+RGmeSlA4A4/HomjS157PDgJp7u/bJB67pMmbsNIuFkNK+zoo+4pouxULorR7LNmuNRDSs5UfeUNRv9U93TZrWrRbY73zbTU+rymFBf2tLwup907Rss/Zyo4X3f9Qr1tvY/++N48Vmpt1v6F9J6QDrByO1n+pnpMZZJaUDwHimH/urRqRveNMz7fuaRH4+d88Kd+8vsnXwfaL7o4wdOy27lM9Ncn+UUj4XOxhqenXqd27a7Qx97TlxEtsSEQl8it7ddtot5QvHh9siIsFw7PypsyKuefVtW0Q0p3u3jN9vuBqS0gHWD0Zqf9XPSI2zSUoHgPHMehdWRPSTpHSA9YORGnGdJKUDwHgY+xHXSVI6wPrBSI24TpLSAWA8jP2I6yQpHWD9YKRGXCdJ6QAwHsZ+xHWSlA6wfjBSI66TpHQAGA9jP+I6SUoHWD8YqRHXSVI6AIznPwBYL5bdqQCAxyy7UwEAj5n8z5+UDrChLLubAgAAgFEse6YAAEuDlA6wofzHOjpERES/SkoH2GRI6QAbCikdERHRt5LSATYZUjrAhkJKR0RE9K2kdIBNhpQOsKGQ0hEREX0rKR1gkyGlA2wopPRNstosLb0GREScQlI6wCZDSgfYUBaY0vMpkVTWg001k1GJpJvO/1r+rUX3FBEJhmPnT8bK1e9sK3se2xIROf312P94mnar5Yh7/ZWioR5uiwQ+HV4kiy3PdhoiIs4kKR1gkyGlA2wo65XSa79VRU28hczH57OohC5fVql+V+uaHJ0Vhx9PY9VwTemPD8dKWMu9mpZdyqX2lYvbmkc7DRERZ5KUDrDJkNIBNpRZU7p+fREKigRjaqaXhzsfzIqyo/6d68RRt5SbT0k0d5O+CAVFlL3jdMPQc5GdgMh2SHvQO28zcnftF+OF+JFzytUvYxI1pvr83Ff1OzddNSLS4a/r3uN43aw1klpsS0SUvZBm5GsOG9HuX95vRE1WBxs1rlU5eegshq9rEojnlz4xRUREm5QOsNmQ0gE2lNlSun63v5e6fbTNshGRWKJsm5ZtVsuRzgezlaIRUcLxfMu0RqZcCUTSjYplV3KpXQlsfTN0yzYfn7Q9Ue9b7YYUNVlsmVYrn1YVcUy5r79O5I/0NB+e+6t+96atutZL173H+Z9hRXtL182rk8Du+bNp2WbZiATVhP5qWrZZ/a0eBNo1jPgsvWdLz1zsHqSzfJaOiOgLSekAmwwpHWBDmSml584/t5Ph+xcV7anSeZq/PGp/Tjsq5aZu20/rmgS0zge5t/F2ms3+CPQ11Eh8dUy5zWRUtMxz++PlYExNNyqrVL970y4pPRuX3fhTaWgjXy4b3aeV+4v2Rsam9KoROwhvSVjNvIzeb4iIuChJ6QCbDCkdYEOZJaW//joZTptDL+ZT7VXoI1Nu5/X+OGpn2yl34IvcrRvNNaUrX1M35ZZp2WatkYxuR65HfP3bb/W7N+2S0s1yORYUUfYiWuFKf4vWzWRUBvlayFsTfpZum7XGWTQwcr8hIuLCJKUDbDKkdIANZfEpvT9GprLWB1Ju9zPqgU01k9HOCnPLNi27lDkd+TV1v9U/fUq3bNNq6Xo5oamfFNlSH0ojLk3XS+lDP8J7x+03RERcmKR0gE2GlA6wocy04v39Qu62H1sxPjLlTrFiPHb92n1aypxKtDwibfqw/qlWvL+zmPsi36+qdjYe6N9IT/fP0nPnn5V4vfv0/cXkEBFxiZLSATYZUjrAhuLR1eNqz2eHATX3dpWyD1x9bUzKNYuFkNK+Ipo++uprX1O3b3cRrzWS0e3jzOuK1T/F1eNat1pgv/O9dD2tKocF/a0tCav3TdOyzdrLjRbe/1GvWG8p/d8bx8vCFQuhvd5+S0TDWp5bpiMi+kFSOsAmQ0oH2FCmT+lVI9IXRPVM+w5kkZ/P3c9vu3cC2zr4PtGdzMamXMsu5XMT38lsTxFRdlyuHrcC9Q817fZZeu05cRLbEhEJfIre3XbaLeULx4fbIiLBcOz8qbOaoHn1bVtENKe7rJXyudjBcLuIiLhcSekAmwwpHWBDmfV+6YiIiDg3SekAmwwpHWBDIaUjIiL6VlI6wCZDSgfYUEjpiIiIvpWUDrDJkNIBNhRSOiIiom8lpQNsMqR0gA2FlI6IiOhbSekAmwwpHWBD+Q8AAAB8zLJnCgCwNCZN6cvupgAAAAAAAABWlbmk9KWv/EFE9JXtDnfZZSAi+kr6RkTEYUnpiIiLkJkoIuKw9I2IiMOS0hERFyEzUUTEYekbERGHJaUjIi5CZqKIiMPSNyIiDktKR0RchMxEERGHpW9cI6vN0tJrwIXJ4Z6vq57S8ymRVNbbbZZ/a9E9RUSC4dj5k+Hzap1t3WgBidcXdBQQcbyLnYnSNzpL34joN+kbF1uts63seWxLROT012P/42k2Ui1H3KutFA31cFsk8OnwIlls+f2Yuuwl70eQxRU/+LN0jvL//vnH+8OtZy5COwERUXZixz89/aPYIEnpA9Z+q4qaeOs+Hp/PohK6fPFvtS5WcqldEWaiiH5yxWei9I2IOBfpGxdYrat1TY7OisOPp7FquMa2x4djJazlXk3LLuVS+8rFbc3Hx9TFuYwgS0vp3aM8h8NdLoQUNaG/mpZtVsvHSkDLL/4HXAN9mdL164tQUCQYUzO9nq5zEk6UHfXvXLP9uvMvd+s2/lk5eWgvwygWQhJLFG2z1khqsS0RUfZCmpF36iD0y5hEjalO+cxcrUth+ZREczfpi1BQRNk7TjcMPRfZCYhsh7QHfURJtXr8MKWpzEQRfaUHM1H6xvab6RsR10f6xsVV69xQ1YhIh7+ue4/jdbdt9m9Eu395vxE1WR1s1LhWpVuwVdckEB8X21Z6BPFV8WOO+JwOd/yp+zR3/vnLZWPyPxDs6MOUrt/t76VuH22zbEQklijbpmWb1XKkcxKuUjQiSjieb5nWiF/u36oSUO9bptVIHErosmFadv5nWNHe+ojm1Ulg9/x5qPXXXyfyR3qak6BeVOtcWD4lEoikG5X22bvA1jdDt2zz8UnbE/XedbFQ7vxIvW9l48xEEX3lzDNR+kb6RsQ1lL5xYdW6N2TVtV7c6j123mbZiAS7n5T+Vg8C7Y53xIerPVt65mL3IJ0d/Vn6So8gvip+/BH3/nBnf7z79TPS/edocHL9l9Jz55+He5bc+WdFe6p0nuYvj9rH232hSClzqigXf5/H5OV2lXcAAAQNSURBVLCQt2zTsrNx2Y0/jfwtaSajomWe22eSgjE13ajMv1rnwvIpkdRt+2ldk95ykdu4RNJN55KKhT9OHkqWzUwU0WfOOhOlb2xL34i4VtI3Lqxa94ZcUrrjNgc+Gq3cX7Q3MjalV43YQXhLwmrmZY1HEF8VP8ER9/5wZweKyaemXW+CpmX7MKW//joZ/j0berF7vEd9neP110lA3lYBvb1SLseCIspeRCtc6Y4dRDMZFeVr6qbcMi3brDWS0e3ItctfrIfVOhb27s39vefQb3/PRuKofe0HZqKIPnPGmSh9I30j4lpK37iwat0bcknpTttsJqNDi6W/FvLWhJ+l22atcRYNrO8I4qviJzni3h9uUrpHrklK7/8d6v7GvCSjItJd2vFmS9fLCU39pMiW+lAa/I/NZPTdipFS5nTkL5aH1Q4UNsmf4uB29LTa7fWYiSL6zKXMROkb6RsRfS5948KqnT6lu2zTOc32YptjwT3XegTxVfFTpnSPDrfDivdomZQ+vb5L6YOH9s0PrAXS06ocFm6vT5WDu9zwG4q5L/L9auiCB7nzz7Hr1+7TUuZ09C+WV9U6FDb1CTOn012cu0L0i7Ou6qRvpG9EXEfpGxda7VQr3h23mY0H+jfS0/3D1dz5Z6Uv3L6/mNwc95LDDpn/COKn4qdb8e7V4S5lTkX73d+o81UScIz+S+m9iy7Uns8OA2ru7RIFU15X4+2CDUX77a9r//zZtFq3WmC/83ULPa0qhwWHyyFWy5Gvqdu3GwbWGsno9nHmdc7VuhT2kTU5Pfm8CNFneneFJPpG+kbE9ZG+cbHVTnH1OJdtFgshCav3TdOyzdrLjRbe/1GvWG+x7d8bx8vCFQuhvd5eSkTD2rslAPPYS8sbQXxV/BRXj/PucFeNSO9ObA/qHndi+5g+SelVI9L3q6Zn2vcYiPx87p6J6d4GYOvg+7gbGLx0+izbtPrvUfGcOIltiYgEPkXvbofPG/Ua2lNElB2Xq4B4XK1LYcxEEdfKD81E6RvpGxHXXPrGxVc71JDbZ+ku2yzlC8eH2yIiwXDs/KnzwXLz6tu2iDhGslI+FzsYbnd+e2mxI4iPix93xOdxuFu5n9/3g9L+L307AafRJykdEXHN9eCewIiIayd9IyLisKR0RMRFyEwUEXFY+kZExGFJ6YiIi5CZKCLisPSNiIjDktIRERchM1FExGHpGxERhyWlIyIuQmaiiIjD0jciIg47r5QOAAAAAAAAAB/A+5QOAAAAAAAAAPOGlA4AAAAAAADgF0jpAAAAAAAAAH6BlA4AAAAAAADgF0jpAAAAAAAAAH6BlA4AAAAAAADgF0jpAAAAAAAAAH6BlA4AAAAAAADgF0jpAAAAAAAAAH7h/wGJFHDoqrQMXgAAAABJRU5ErkJggg==" alt="" width="1335" height="110" />
页面中第三行的空白是因为: .col-md-offset-4 ,第四行的空白是因为: .col-md-offset-3 ,第五行的第一个空白是因为 .col-md-offset-3,第二个空白是因为哪一行只有 <div class="col-md-6 col-md-offset-3">.col-md-6 .col-md-offset-3</div>,后面没有内容了,所以是空白的.
1197px下:
aaarticlea/png;base64,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" alt="" width="1151" height="105" />
第二行的空白是因为页面缩小后,它按照: <div class="col-md-5">.col-sm-6 .col-md-5 .col-lg-6</div>和<div class="col-md-5 col-md-offset-2"> .col-sm-6 .col-md-5 .col-md-offset-2 .col-lg-6 .col-lg-offset-0 </div>去进行网格分割的,因为col-md-offset-2所以中间会两个网格的空白.
1117px下:
aaarticlea/png;base64,iVBORw0KGgoAAAANSUhEUgAABCwAAAC6CAIAAADqAEuKAAAgAElEQVR4nO2dz2vi2v+Hv//TWYRQoVMoQssMg1IuNCDCFD7dhEsY8EIH7r3QUhnQUnCgFFpoXbgISBZxoaDQdDEubrpy1Z2rrtx15S7fhb9STWy0UWP7PDwL9fYm78kx55xXfvl/DgAAAAAAwBL5v1UXAAAAAAAAHwtCCAAAAAAALBVCCAAAAAAALBVCCAAAAAAALBVCCAAAAAAALBVCCAAAAAAALBVCCAAAAAAALBVCCAAAAAAALBVCCAAAAAAALBVCCAAAAAAALBVCCAAAAAAALBVCCAAAAAAALBVCCAAAAAAALBVCCAAAAAAALBVCCAAAAAAALBVCCAAAAAAALBVCCAAAAAAALBVCCAAAAAAALBVCCAAAAAAALBVCCAAAAAAALBVCCAAAAAAALBVCCAAAAAAALBVCCAAAAAAALJVpIeQ/AAAAAACAWQghhDiWjYiIOGZ/mFl1GYiIGDUJIYiIuCgJIYiI6CkhBBERFyUhBBERPSWEICLioiSEICKip4QQRERclISQj2GjU115Dbh8aXd8k+sVQvS8EPniIlehn+0LF5oeweI7uZRQCh3v/1r7raXikhAilkyfPJjLaRdERG+XG0IYI+axWzxJbwghxF///NN7cfTrfpYlNGqKf+Vm6UbZkoUQG7vf/y75jFwr3mIrGlWXU7+3w0Y/+nXvfj3Leqe2u3F1mtiShRDSVvrgJ7MR9JQQ8sLnX4f/y9UiXrx/d9P8rUpqttK1bMe6fzxOicTZ05KaBhHRw3cWQtZijJjVlib2jyvuFzPaMH0no8bNjqTmKl3LdqpGSRHpbIhbb91H1VWGEHdbL6Dda+WEpGaNZ8t2rEbtQJLDjOv4foxACDEuThMxIWJp9Wq0b9crprq3KYSQttTRsRO/PbbZzmnpDSGEFE9opt4c/HGqdFk4TcSEkOIHhbZplJQtWYjNhHZneBfTyuzelJZcfLA6BweTNhOZcmbfu7sxztIiZXK8AREjYwgh5KOPEaEV77XehqmICTIt75W+XIJ2+/RyCWquMb7G4g95++Rx8LZ7qb0+V173UTVS9b/e6H9eKAtod/NCFZmH4dvSyecvZ+3g2xA/jCsPIcbNTjx/fe9YNXN0jKRRU6SkVnq2bKdeMRUpmdG7lu27x+o/k5J2V7Udy+6cHw66PD0vhKwU2nXbqZfy20Le+GYatmPdP2hxod52PYqpmX/sHx3uxaWxnmKRxQeqc3QwqasXVEl4djfPvw7FHwVOfSBidHxzCPnwY0Roxfut125p/Xnk8IXPSmumEhse3v6t7sr9FU05Iv7CznlKKBdTN9q6j6rRqj9Ioy+k3V+GT8csqOLwjrtHcMJVh5DSyWf3N3X4oaQ91Adv9bP9/tfXZ48tZsR25mH8+63nhchf99+2NDE6G3id8d5d67enQjq97F8T+XyZSQ921wUWH6TOl/tzO/vVs/5OLiW0q8f+YYxYWi206/7FIyIu3reGEMaIsIr3Xa9XCPFc6djx7PrtaX8JAUNIpZyQTi+b0/5m3UfViNUfpNEX0u7FsS+hnucyDfRyxSHk+dfh5J4z8eHw6+u3x9Zq6ZgQUlzRyufGU334f43+2L2/TewePpoX07N7SMW/XufY5Z5+Z7Q7uZSQvuYva13LdqxmO5fafOWYEyLiYn1jCGGMCKt4//V6hRCvlXZyqYkLt76WdTtYCGm2tN2kNjWzrf+oGrX6gzT6QtqdEILBXMsQ4t4lhjtA1zBqWU39JIkNdfIYg+9uPLEcx2O9Cy1+5u5meCxkbFGdXOrFWfjq1RG7PSKu1JWEkPc1RoRT/IwhxGOl/nc/jyajPlus2c6mNpXXr2ta91E1avXPHkJCanePy7FSNWYjOOGqL8ca+6b2nPncpdtK6Yv4ft6Y5yhX8Ycs/WgN35oF1V3GoooPUGfwE6/pi+fh2+rVEbs9Iq7Ut16OxRgRVvEzXY7ludJiRvb+9049E1KvlNOx5OFVoDsr1n1UjWD9M12OFVa7V6+OhPbbvd7JzYK4+hAyuour+Xi8J6ul3t1OM93F1b3W5J3BVYxGQZX2ysb4Hwc71T4sxu6deP1fdvpD60IoPlidldHT7ozpt6B9dde/eXD1PK1+RMTFGt6N6R90jAiv+BluTPdZaaWcEEn1tmPZjtV8utSSOz9adbs3Gf3X82aPup7fEf2VLqu5VzqqRrD+GW5MD63drYapjB7Re6fGeUQverqSENIwFddOZVz1n0On/Hwc5ubh8+Be/LyR7xMMH7OHvZ/akT+lbq4bk38c9Hpfs3ST3u2v91j36mtCLz5YnVW9FPhhfL0nt3BjOiKu3LlCCGPEYor3Xq/nmRDPldpOVS8f7G0KMfbLfZ3zb5vC46cbO+eTtxNkWuOFrfuougb1T2n0RbS7Y9nd0s/vOzHR/19cmwLR5crPhCAi4rt1uT9WiIiIayMhBBERFyUhBBERPSWEICLioiSEICKip4QQRERclIQQRET0lBCCiIiLkhCCiIiehhNCAAAAAAAAgkMIAQAInyB9K3wQVv1lBACIIkH6Ty7HQkScwYB9K3wQGCgREcckhCAihi8hBNwwUCIijkkIQUQMX0IIuGGgREQckxCCiBi+hBBww0CJiDgmIQQRMXwJIeCGgRLXwUanuvIa8C2uWQuuVwjR80LkiwtdRe23lopLQohYMn3yYEax+E4uJZRCx/O/6mf7woWmL77+Of5di9vIiFGREAJuGCiXXHzEBspQ6/exWzxJbwghxF///NN7cfTrfpaVNmqKf/Fm6UbZkoUQG7vf/y7NVNi8Gy1Ss4sQi3yl+Y5+3btfh9aCxtVpYksWQkhb6YOfEZl6EULcNn+rkpqtdC3bse4fj1MicfYUveKn9E3Pvw7/l6std+PP+u9a6EZGjIqEEHDDQLnk4iM2UIZZv58tTewfV9wvZrRh+k5hjZsdSc1VupbtVI2SItLZEDfgWswuFh5C3K22gBaslROSmjWeLduxGrUDSQ4ze89vBEKIcXGaiAkRS6tXo69LvWKqe5tCCGlLHWVuv8ZutnNaekMIIcUTmqk3B3+cKl0WThMxIaT4QaFtGiVlSxZiM6HdGZ6VnKVFypwpHYZQfLA6BwchNhOZcmbfr29qZXZvSsuvf/C5cdX/Vygnpl+Rc2xkxDWUEAJuGCg//EAZWv1eq26Yipgg0/Ju9JdL0G6fXi5BzTXG11j8IW+fPA7edi+11wPSWswull/k683354WygBY0L1SReRi+LZ18/nLWDr6hFubKQ4hxsxPPX987Vs0cZetGTZGSWum5t6EVKZnRu1O+BPrPpKTdVW3Hsjvnh4NdRc8LISuFdt126qX8tpA3vpmG7Vj3D1pcqLfdiWKefx2KPwqz5OYwig9U5+ggRFcvqJLw+XLXzD/2jw734tLYzrPw+vPFYZE1x7KfS2d+Rc6+kRHXUkIIuGGgZKAMqX6/VdstrT/7HL7wafSaqcSGB8V/q7tyv4Apx9Ff2DlPCeVi6nZbi9nFCooM0nwLacGXMdIxC6o4vIvA3SOrDiGlk8/u7TL8UNIe6oO3+tl+f2P5fAmKGbGdeRjfmnpeiPy1PWzR0bmn64znl6OTSwnt6rEfOmNptdCu+5QdYvFB6nz57Wlnv3p/ueu3p0I6vexfQfh8mUkPvtwLr79od6812RWsH/+Oh7OREddTQgi4YaB8U/HvY6AMpX7fVXuFEM9GHzsKXr897S8hYAiplBPS6WVz2t+sxexiFUUGab6FtGBxbHfW89G4JmXFIeT51+FkO018ONxYfl+CWi3dOwWmlc+Np/qLb8Z4i3o0Rt9OLiWkr/nLWteyHavZzqU2p2b9kIp/vc6xa0MDnQm1emffpiXdcOvv5FLu2/v8rmeddSMjrqmEEHDDQPm24t/JQPn2+v1X7RVCvBq9k0tNXLj1tazbwUJIs6XtJrWpsW1NZhcrKTJI8y2kBQkhIX4J3A0w3Nxdw6hlNfWTJDbUydjqu8+7ltPJpV6cfa5eHU1tpJCKn7lvGh448dwOjseql1G/3x74xo2MuKYSQsANA+Xbin8nA+Xb658xhHg0uv8t76MprM9Ga7azqU3l9Uue1mJ2sZIiZw8hIbWgx+VYqVoEpl6rvhxrbLv0nPl0mNtK6Yv4ft6Y4wCPUzr5nL54fvkNntZI4RQfoM6AZ2mLP2TpR8v9JXNXsuD6ZzgXOdNGRlxPCSHghoHybcW/k4EyhPpnuhzLs9GLGdn7nzz1TEi9Uk7HkodXgW66WIvZxaqKnOlyrLBasHp1JLTf7vVO/ttX4apDyOjGoObj8Z6slnr31sx0Y1D3WpN3BtfMGQVV2isb438cqG+1GjXla/66d6los51LbR5cPS+4+GB1VkbPVjOm3K82rKdf//+y0x/xFm79k3dleZ4JnXUjI66lhBBww0DJQBlS/TPcmO7T6JVyQiTV245lO1bz6VJL7vxo1e3eFPZfz5s96np+R/RXuqxv7OJnF6sqcoYb00NrQathKqNH9N6p8Y/8iN6Gqbj2wNFDzX4+DlPa8OljL34Wx+9L0HzMHvZ+2EX+lLq5bkz+cbC+tb/e3kMzfO5qCr34YHVW9VKQJ/eZpZv0bn/Vx7rX7rfI+l1Lqx3v+/4C1OsbGXHtJYSAGwZKBsrQ6vdeteeZEM9Gt52qXj7Y2xRi7Ef9OuffNoXHrzd2zidvQsi0xgtbi9lFVIqc0nyLaEHHsruln993YqL/v7j+vSt15WdC8H3azn6VM5HI2YgrkRACbhgoEUNxLWYXa1FkFCSEYEgWf8jSYf/6S/PqdHu3UJz6CD/Edy0hBNwwUCLO6VrMLtaiyOhJCMGwbD5mD9OfpPGThogfUkIIuGGgRJzXtZhdrEWRkZMQgogYvoQQcMNAiYg4JiEEETF8CSHghoESEXHMcEIIAACMEdL0Fd4Dq/4yAgBEkSD9JyEEAGYgpJkbALwfVt0tAUDkCNJ1cDkWIgY1YLcCAB8KZguI6JYQgoghSwgBgEmYLSCiW0IIIoYsIQQAJmG2gIhuCSGIGLKEEACYhNkCIrolhCBiyBJCAGASZgsfyUanuvIaMOquVwjR80LkiyEsqpNLCaXQmfo33UtNFpnWqlsIce0khADAJMwWoln/+D+neJLeEEKIo1/37tezrLdRU16vn1kWEkJ8rJfy20KweyDOLiEEACZhthDF+idsaWL/uDL5ehYb5qshhFkWRiKEGBeniZgQsbR69TT8sF4x1b1NIYS0pf5dGuw/frulnhep0mXhNBETQoofFNqmUVK2ZCE2E9qdMfgzs3TT/zBTzuxP3S2brcxeXlPZPRDnkBACAJN89NlC1Or3WHXDVMSAPy9GrzMtq9nOaekNIYQUT2im3vRYiHb79HIhaq4RwnbD9+vKQ4hxsxPPX987Vs1URDpbcyzbsRo1RUpqpWfLduoVU5GSGb1r2VN3SyErhXa9n63ljW+mYTvW/YMWF+ptt78iSc1Vupbd1QuqJKZ1K6WTffW2W8yweyDOISEEACb52LOFqNXvt2q7pY3Cw+i1/jMpaXdV27HszvmhvH3yaNmOVTOVmJo1ni3bsRq/1V25X8NrZ0KYZaFlO6sPIaWTz/2v8ssPJe2hPnirn+2Lw7uqPX23zF/337Y0IWt6/z9dZ/q7X/GH7FpRO/vVv1uplP84vKvaDrsH4lwSQgBgkg89W4ha/b6r9gkhxYzYzjxUJxby5aw9fFu/Pe0vZHoIYZaFfVccQp5/HU7uHhMf6nmRMk37ld1y8Ll7/3GK/d1y7LLI7qXm1620s/v9G7DYPRDnkhACAJN85NlC1Or3X7VPCLFqtXRMCCmuaOVz46luO711jfO1rNvTQwizLBy6liHE/b3PF+05dsvhMYPxRRkFVbnoDP9fdg/E2SWEAMAkH3m2ELX6Zw8htmPZXcOoZTX1kyQ21LvqlLveRyGEWRZOcdWXY708b9h3vhOUU3fLgCcovWJ9f7dExIASQgBgkg89W4hY/TNfjvXCSumL+H7ecIoZ2b2Qkb5nQphlodtVh5DRrVrNx+M9WS31bmma41atV3ZLq1JOSP3bp4zXbjUb/r9kdMTZJYQAwCQfe7YQtfpnuzG9e63JO4N7QoyCKu2Vjd66RFK97Vi2YzWfLrXkzo9W3e6FkH8vm1M3CLMsXE0IaZiKa88xrvoPm1N+Pg7z9PChbxu73wM9tO7V3dJ2qnop6EP3Bv8vuwfi7BJCAGCSjzdbiHb93qv2OxPSfMwe9n64UP6UurkerLeqlw/2NoUQIpZMnzwMzml0zr9tCiGG983Ptt3wo7jyMyGI+N4khADAJMwWENEtIQQRQ5YQAgCTMFtARLeEEEQMWUIIAEzCbAER3RJCEDFkCSEAMAmzBUR0SwhBxJAlhADAJMwWENFtOCEEAMBNSJMWAHg/rLpbAoDIEaTrmBZCAMDNqvdogGix6j0SIEKsencEiBZB9hpCCEBQ/uOSA8SBAccYgA8CAwTiUEIIQMgwxiAOJYQAuGGAQBxKCAEIGcYYxKGEEAA3DBCIQwkhACHDGIM4lBAC4IYBAnEoIQQgZBhjPoyNTnXlNURdQgiAGwaIjyRjxCsSQgBCZoljjJ4XIl8MYVGdXEoohY7nf61XTHVvUwj5095prtJdu/p97BZP0htCCPHXP//0Xhz9up9lpY2a4l/8AjfamkkIAXDDABGt+n0cDhBHv+7dr2dZL2PE6xJCAELmfY0x93cHUlIrPVu2Uy3ld6TT6+Za1e9rSxP7xxX3ixltmL4DzEI32ppJCAFwwwARpfp9dY8LjBGLkxACEDJvHWOMi9NETIhYWr16Gn44OGoipC3179KgM/Xro/W8SJUuC6eJmBBS/KDQNo2SsiULsZnQ7ozBn5mlm/6HmXJm37uPNi9UcXg3OKHc0oSc0depfu9VN0xFTJBpWc12TktvCCGkeEIz9abHErTbp5dLUHONEDba+5UQAuCGASJC9Xuv2j1A/HmhMEYsUEIIQMi8bYwxbnbi+et7x6qZikhna45lO1ajpgyOmtQrpiIlM3r3lT5ayEqhXbedeim/LeSNb6ZhO9b9gxYX6m23vyJJzVW6lt3VC6okXj1Q1DWuTrd3C8XpB2yiVr/fqu2W1h8bhi8c/WdS0noDQ+f8UN4+ebRsx6qZSkzNGs+W7ViN3+qu3C9gylGuWTfae5YQAuCGASJK9b8+QDiMEYuUEAIQMm8aY0onn/v92ssPJe2hPnirn+33D6JM66Pz1/awA5W1wVGW60y/Ly7+kF0rame/Th1jGmZ6N7khkurVU93vbyJZv++qvUJIMSO2Mw/ViSV8OWsP39ZvT/tLeHWACbzR3rWEEAA3DBARqj/AAOEwRixSQghAyLxljHn+dTjZV058qOdFyjTtV/rowefuztQp9vvosWtku5dagEtmm+3jlKxcTPmzqNXvv2qvEGLVaumYEFJc0crnRm9U6ORSExdufS3rdsCjXEE22vuWEALghgEiOvUHGSAcxohFSggBCJnljzHuTjBftOfoo4cHkCYW9dLq1dGgj16L+mcMIbZj2V3DqGU19ZMkNtS76pQ7GkcDzBs32vuWEALghgEiOvXPHkJshzEiVAkhACHzprPtL08i953vbPXUPnqWs9WZ1vDty9vp1qT+wJdjvbBS+iK+nzecYkZ2L2Gk/1GuWTfau5YQAuCGASJi9c9yOdYLGSNCkBACEDIh3XfYfDzek9VS7/62Oe7be6WPtirlhNS/l86Yct9epZzo1WM7VrOdTSU1feoTzaNW/ww3pnevNXlncL2vUVClvbLRW5FIqrcdy3as5tOlltz50arbvQHm30vPuwln3WjvWUIIgBsGiCjVP9uN6YwRoUsIAQiZ2ceYhqm4ulHjqv/kQeXn4/DgyvAJgBu73wM9wfDVPtp2qnopyBMMq3opvTux6vWp33vVnmdCmo/Zw96PUsmfUjfXjeEWKB/sbQohRCyZPnkYnDTvnH/bFEJoXo9WfH2jfRQJIQBuGCCiVf9rA4TDGLFICSEAIbPE36JCjLqEEAA3DBCIQwkhACHDGIM4lBAC4IYBAnEoIQQgZBhjEIcSQgDcMEAgDiWEAIQMYwziUEIIgBsGCMShhBCAkGGMQRxKCAFwwwCBOJQQAhAy/wGAi1XvkQARYtW7I0C0CLLXEEIAgrLqPRoAACLKqgcogPWDEAIQlP84246IiBMSQgDmgBACEBRCCCIiTkoIAZgDQghAUAghiIg4KSEEYA4IIQBBIYQgIuKkhBCAOSCEAASFEPJhbHSqK68BEddGQgjAHBBCAIKyxBCi54XIF0NYVCeXEkqh4/1fa7+1VFwSQsSS6ZMHc+3q97ZbPElvCCHEX//803tx9Ot+lpU2aop/8fWKqe5tCiF/2jvNVbqhbTFEXGMJIQBzQAgBCMr7CiHN36qkZnvT6PvH45RInD2tU/2+tjSxf1xxv5jRhukbQu7vDqSkVnq2bKdayu9Ip9fNkLYYIq6xhBCAOSCEAATlrSHEuDhNxISIpdWr0XR/cGRdSFvq36XBbNtvEq/nRap0WThNxISQ4geFtmmUlC1ZiM2EdmcM/sws3fQ/zJQz+96TeOMsLVLmTGc/IlW/96obpiImyLSsZjunpTeEEFI8oZl602MJ2u3TyyWoucb4Gs0LVRzeDa7UamlCzugrn/0g4solhADMASEEIChvCyHGzU48f33vWDVTEelszbFsx2rUlMGR9XrFVKRkRu9a9tRJvJCVQrtuO/VSflvIG99Mw3as+wctLtTbbn9FkpqrdC27qxdUSXhO4p9/HYo/CrOc+ohW/f6rtltaPz8MXzj6z6Sk9cJD5/xQ3j55tGzHqplKTM0az5btWI3f6q7cL2DKmZCRXePqdHu3UORMCCISQgDmgRACEJQ3hZDSyef+3Pflh5L2UB+81c/2+wfap03i89f9ty1NyNrgSPx1pj9ZL/6QXStqZ796TuI7uZTQrh775wdiabXQrq9T/f6r9gohxYzYzjxUJ5bw5aw9fFu/Pe0v4dUQ0jDTu8kNkVSvnqZvNET8GBJCAOaAEAIQlLeEkOdfh5OT6YkP9Xz/Eqmpk/jB56NJtmU7xf4kfuwmiu6l5htCpK/5y1rXsh2r2c6lNpWLKbdeRK1+/1V7hRCrVkvHhJDiilY+N3rJoZNLTVy49bWs2wHPhDhWs32ckqduNET8IBJCAOaAEAIQlOWHEPdEOV+055jED88wjC2qk0sNLn+yHct2qldHU28RiVr9M4YQ27HsrmHUspr6SRIb6l11yi3voxAyUf9LX9toiPhBJIQAzAEhBCAob7oc6+VVRn3nu5xp6iR+hsuZ0hfPw7fVqyORqk2ZT0ew/uCXY72wUvoivp83nGJGdi9hpP+ZkNLJZynTGr59eZ86In5YCSEAc0AIAQhKSDemNx+P92S11LsHeo4bu1+ZxFuVckLq329tTL+x+2v+uvcDGs12LrV5cPW8ZvUHvTG9e63JO4N7QoyCKu2Vjd6KRFK97Vi2YzWfLrXkzo9W3e6FkH8vPe84r5QT8dFGy6aSms5PhSAiIQRgDgghAEGZPYQ0TMU1zzau+o+mVX4+Dg/AD58Su7H7PdAjbl+dxNtOVS8FfsRtXBJC2vK5MX0N6p9YteeZkOZj9rD3w4Xyp9TN9WClVb18sLcpxn+usXP+bVMIoXk9freql9K7kytFxI8sIQRgDgghAEFZ4o8VIiLi2kgIAZgDQghAUAghiIg4KSEEYA4IIQBBIYQgIuKkhBCAOSCEAASFEIKIiJMSQgDmgBACEBRCCCIiTkoIAZgDQghAUP4DAADwYtUDFMD6MS2ErHqPBgAAAACANSOEELLyU5yIGB37Pcuqy0DE6Ei3gIhjEkIQMWSZbSDimHQLiDgmIQQRQ5bZBiKOSbeAiGMSQhAxZJltIOKYdAuIOCYhBBFDltkGIo5Jt/CObHSqK68Bl+YCm3u9QoieFyJfDHeZtd9aKi4JIWLJ9MmDGfFqve1earLItJbUCoivuNzZBt2Ct3QLGCnpFpZbrbfd4kl6Qwghjn7du1/PspBGTfGvtl4x1b1NIeRPe6e5SjfqbeqzlcLvPJdX/Pi/ZdDKf/3zT/jN/WY/eAhp/lYlNdvbT+4fj1MicfYU3Wp9rJfy20Iw28DIuOazDboFxPClW1hitb62NLF/XJl8PYsN03dWen93ICW10rNlO9VSfkc6vW5GuE19XEjnubIQMmzlBTR3CEYghBgXp4mYELG0ejXapQdhWkhb6t+lztRW7F5nPkuHd/2zRZVyQqSzFcdqtnNaekMIIcUTmql77QnGWVqkzJmOZ7y5Wp/C9LxIlS4Lp4mYEFL8oNA2jZKyJQuxmdDujCklNVuZvbymMtvA6BjCbINuof/HdAv4TqRbWF613itqmIoY8OfF6HWm5bdM90K026eXC1FzjfGVmheqGBZstzQhZ/RFb6VVdp6RKv6VFl9Ac4fhykOIcbMTz1/fO1bNVEQ6W3Ms27EaNWUQpusVU5GSGb07tRV/q5Ks3nYtu53dE4mztmU7+s+kpPV2hs75obx98jix9udfh+KPwiwHM8Ko1rswPS+ErBTa9X4Klze+mYbtWPcPWlyot77nNEsn++ptt5hhtoHR8c2zDboFugV8b9ItLK1a/xXZLW00mxy99l5mzVRiatZ4tmzHavxWd+V+nxPo0HjXuDrd3i0Up58JWevOM1LFv97iC23uuV11CCmdfJ7chUonnyXtoT5spLP9frb2P59VvTqSpNO/T9Jir6zbjmU7xYzYzjxMvZmmk0sJ7eqxnwhjabXQri++Wu/C9LwQ+ev+25YmZG1w/OA6I5RCx7ukSvmPw7uq7TDbwCj51tkG3UJfugV8P9ItLK1a/xX5hBDPZZZOPn85aw/f1m9P+wt5dVbaMNO7yQ2RVK+e3nHnGaniA7T4wpr7Ta44hDz/OpzcoBMf6rR/KacAAAS+SURBVPn+adBpF9U9/zqURe9kZe+TWi0dE0KKK1r53PDcEzq5lJC+5i9rXct2rGY7l9pULny+miFW61nYiz92dxNO0XeHaWf3+zcYMdvAKPnG2QbdAt0Cvj/pFpZWrf+KfEKI1zI7udTElTxfy7odeFbabB+n5PfbeUaq+CAtvuDmntO1DCHujTXcNE+5lBBieAaqZ9cwallN/SSJDfWuOv4/dnKpFye2qldHUy/6DLHascKCfOfGl2MU1OHuzWwDo+RKZht0C3QLGGXpFpZW7ewhxGeZ3pP10azUs+CR77rzjFTxM4aQxTT3XK76cqziD48rGuc4ZWkUVLFXvr44knZvSpN/UCl9Ed/PJ+6qKZ18Tl88v9xhalPuPAurWo/CZg6+XrF1xtvmEBfjW6+7oFugW8B3J93CUqud6XIsz2UWM7J7ISP9D42XTj5Lrrn7y/vUF7iVPDbI4jvPKBU/2+VYYTV3GK46hIzu7Gk+Hu/Jaql3H8yMN2/17gqq9L9GOyePlt291uSdwUVvRkGV9soejxRo1JSv+eveI5Ob7Vxq8+DqecHV+hQ2z6lD187AIU+MkOHdgUq3QLeA70S6heVWO8ON6T7LrJQTIqnedizbsZpPl1py50erbvdmpf9eet5xXikn4qOtlE0ltRcncBaxlVbXeUaq+BluTA+vuUNwJSGkYSqubWpc9R9Dpvx8HIaw4ZPCNna/v/aMs6fBzjnYB/qPsXvMHvZ+mUX+lLq59nm4WL1iqntxSQhpy+dWs5Cr9SmM2Qa+H+eabdAt0C3ge5ZuYfnVTqzI70yIzzKrevlgb1OIsd9n7Jx/2xRCaF6P363qpfTu5HoXt5WW23lGuPjXWnwhzf1mV34mBBHfm8v9VTJEXAPpFhBxTEIIIoYssw1EHJNuARHHJIQgYsgy20DEMekWEHFMQggihiyzDUQck24BEcckhCBiyDLbQMQx6RYQccxwQggAAADAdFY+6UHE6Pjf20MIAAAAwHQIIYjolhACAAAAC4cQgohuCSEAAACwcAghiOiWEAIAAAALhxCCiG4JIQAAALBw5gkhxtVpYksWQkhb6YOfD+bqp02IGJaEEAAAAFg4s4eQWjkhqVnj2bIdq1E7kGRNX/m0CRHDkhACAAAAC2fmEGJeqCLzMHxbOvn85ay96mkTIoYlIQQAAAAWzswhpPhD3j55HL41C6o4vKuufuaEiKFICAEAAICFM3sIyQil0Bl9oudFyuS2EMT3IiEEAAAAFg4hBBHdEkIAAABg4YRxOVaqRghBfC8SQgAAAGDhzBxCqldHQvtdH7zVz/bdmQQR11xCCAAAACyc2R/R2zCV0SN679Q4j+hFfE8SQgAAAGDhzPFjhd3Sz+87MSGEELFk+udjfZ6JDiJGU0IIAAAALJx5fjEdEd+vhBAAAABYOIQQRHRLCAEAAICFQwhBRLeEEAAAAFg4hBBEdEsIAQAAgIVDCEFEt4QQAAAAWDj/AQC8JEjXQQgBAAAAAIClQggBAAAAAIClQggBAAAAAIClQggBAAAAAIClQggBAAAAAIClQggBAAAAAIClQggBAAAAAIClQggBAAAAAIClQggBAAAAAIClQggBAAAAAICl8v8C7ZstaMmVagAAAABJRU5ErkJggg==" alt="" width="1068" height="114" />
最后一行的.col-xs-6 .col-xs-offset-3 .col-sm-4 .col-sm-offset-0之所以会出现1197px下和1117px下不一样的原因是内容太长,如果我把哪一行的内容改为 .col-sm-4 ,同样是在1117px下效果如下:
aaarticlea/png;base64,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" alt="" width="1071" height="110" />
1042px下:
aaarticlea/png;base64,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" alt="" width="991" height="140" />
1042px下和1117px下效果的区别在于第二行 .col-sm-6 .col-md-5 .col-md-offset-2 .col-lg-6 .col-lg-offset-0 ,原理同上,只是因为内容太长.
991px下:
aaarticlea/png;base64,iVBORw0KGgoAAAANSUhEUgAAA68AAADcCAIAAAAQpABMAAAgAElEQVR4nO3dz2vifL/G8fM/fRYhVOgUSqFlhkEpNzQgwhSebsJNGPBAB+5zQ0tlQEvBgVJooXWRRUCyiAsFhaaLcfGkK1fduerKXVfuchb+rBqrHa1R3xevhXXa5DuJMZdpkv6PTwghhBBCyLrmfxY9AEIIIYQQQhYW2jAhhBBCCFnf0IYJIYQQQsj6hjZMCCGEEELWN7RhQgghhBCyvqENE0IIIYSQ9Q1tmBBCCCGErG9ow4QQQgghZH1DGyaEEEIIIesb2jAhhBBCCFnf0IYJIYQQQsj6hjZMCCGEEELWN7RhQgghhBCyvqENE0IIIYSQ9Q1tmBBCCCGErG/GteH/EkLIgvJhb4Jk3ln0S4kQsr6Z8G3qjTbsux4AfLDJ38JI+MOuBMBC0IYBLDHa8CqFXQmAhaANA1hitOFVCrsSAAtBGwawxGjDqxR2JQAWgjYMYInRhlcp7ErWQ6VRXPgY8PFCvd6Xrg1bGZFMbp6zsM4PpC+GFcLBN9Jx0bKN0f9a+m3EdxQRicQSp4/Ox6wXYDFow6sUdiVhGXyAZu40sSEicvzrof/xNBOplLTgwTvmrbalisjG3vd/zIB93IIX2oL2vx8z/tHmvt7t67Polioiylbi8OdCegtteNDLr6P/pEshH3zwq7n6W1f0VKHper778HQSl+j58wetGmABaMOrFHYlIRl8kJohByeF4cfTqDiBrci+3VX0dKHpen7RNjVJpGa4AJd9/7vINjzn9V7KRxU9Zb+4nu9WSoeKOsuPjpMKRxu2L8+iEZFIQr/uvXTKBUff3xQRZUvvfUYMekFU62kjsSEiyk7UcKxq55vj5lX2LBoRUXYOs3XHNrUtVWQzatzbAWs9uXdrfvDgJxtn50PzZjSZTx6MfjXb5wmJOxwPxtqgDa9S2JWEZPCj5ltxtO6B7r8ve4+TtdHzfT0R4+759UT0dGVwprkf6vbpU+fL5pXxdmlb9v1vqMa/qPXuXOqSfOx+aZ5+/nJen3wZzkgY2rB9u7uTuXnw3ZLT+yxYKWlKzDBfWktWU2JJqznmBWH9jCnGfdHzXa9xcdTZoqyMiKpl62XPL5uZbVE3vjm257sPj8aO6HfNEYMpOX8dHB/t7ygDL8R5Dn6icfY+NDetrK7IyFfzy68j+SvLwWCsD9rwKoVdSTgGHzRfr2b02kzv8ej5lhwt0j3g91vfU9vzGnOM8JXGRVy0y7HLbdn3v+Ea/8LW++tPQb6T1eXo/sPPMA5BGzZPP/cviO6TivFY7nxpnR+0l07ACyKXlO3k4+DiszIimRuvuwp7h99vkqNfDeW7M1HOrtpnw7xcJROdV8McBz/JOF+/XOqpryPH30jHxbh+an9ciyT0bL0cPHhg+dGGVynsSkIx+MD5BrSikfMdOMJXvjtrT2TCNlzIR5Wzq+q471n2/W/Ixr+w9Z4beB1amUX8invxbfjl19Hwihl6srt0gl4QpVIiIqLsaEb+wn4u971KOt/cvzqHln4A53L8Z5QZDf7tcQ6c6BP0K6RGOi7K18xVqel6vlutp+Obb3y2BpYbbXiVwq4kDIMPnm9AKxo130Y6LoP5mre8ydpwtWbsxYyxnx+Wf/8btvEvbL3Thv/kBdG/xLvLt2nbpZShf1JkQx/+LBX4Khmajj9ivnMd/NSv5u5nvoFJNdLxV7/5Kl4fcxoxVhpteJXCriQMg5++FY2Yb/ClWr1WFLDQqvVUfFN7+5SDZd//hm38C1vvI86UiJfWsA0PLoiWqX9Z0K9gfpHvF5X3fKDP/VCVH7X+tdI/jHkNfoJxTv6bjsTlS/fL4vXxIl5VwIehDa9S2JWEYvDT/sZ85HxzSXX0f3nsseFyIZ+IxI6uJzr7dtn3vyEc/0LWe/H6WIzf/fMdXizzF4I23DuRvPp0sq/qZuuE66lOJG/eGOpu5/wVO6sr+3l7sldJ4GC81m86/pMafyeRGQx+snEWercgscefBf+1f/ybh9cv48YPLDfa8CqFXUk4Bj/d1VQB8y3koxLT7xqu57vV5ysjtvujVvZarejfkScEl63MrrTn+1FrfKH73xCOfxHr3a04Wu8Oa/f6zlrdYa3iaH3rzL5u3xxE+/nU/XzQvUnHq7twB95Z5il11LojtPopfntTmfhVMsQxbxN77fmeWKNeyjMf/GTjLFrmxHdIaV3IzFV0WHm04VUKu5KwDH70fIOOEY6cr+cXrfzh/qbIwJ+iaFx825QRf46kcTF8ymmyNji2Zd//LsH4P3i9+67XNH9+341I+0f6FsUHCsOxYQB4J9rwKoVdCYCFoA0DWGK04VUKuxIAC0EbBrDEaMOrFHYlABaCNgxgidGGVynsSgAsBG0YwBKjDa9S2JUAWIiZtWFCCFlIZlHDSCiy6JcSIWR9M+HbFG2YEEIIIYSsYGbThhd+lBsAVlX7zXrRwwCAlUQbBoCwow0DwPzQhgEg7GjDADA/tGEACDvaMADMD20YAMKONowlUWkUFz4G/Ik1XYNL14atjEgmN9dZlH4b8R1FRCKxxOmjE8bBN9Jx0bKNkf9qnR9IXwxr/uN/x/9rfgsZWEEf24Z5m/X80L3NznT8AZq508SGiMj//t//tR4c/3qYZqaVkhY8eMe81bZUEdnY+/6POdXA3rvQQrVvmuEg31h9x78e+h/PbA3a12fRLVVElK3E4c8V23HThgdUf+uKnio0Xc93H55O4hI9fw7f4Me8zb38OvpPuvSxC3/a/9dcFzKwglarDfM2u+DxB6kZcnBS6H8wpYoT2KXs211FTxearucXbVOTRGqGC3Ap9k1zb8P9a20Oa7CUjyp6yn5xPd+tlA4VdZYfAhcvHG3YvjyLRkQiCf2698orFxx9f1NElC299zky6HVTraeNxIaIKDtRw7GqnW+Om1fZs2hERNk5zNYd29S2VJHNqHFvjxzJeULizlSfeGYw+MnG2flgvRlN5pMHQW9zteTerfnx4+88b1+3/xfaqRM0yHcsZGC9zaAN8za79G+zMxv/qFlXHE2GkqyNXumvp2DcPb+egp6uDM4x90PdPn3qfNm8Mt5u6kuxb/r4Qb69+v6+1OawBp1LXZKP3S/N089fzuuTL6jQC0Mbtm93dzI3D75bcnqfFyslTYkZ5ktrnWlKLGk1x7yerJ8xxbgver7rNS6OOludlRFRtWy97PllM7Mt6sY3x/Z89+HR2BH9rjk0mJdfR/JXdprPgrMY/ETj7H2wblpZXZGA7aTk/HVwfLS/owxsh3MffybXHWTJd70X8zxokNMvZGDd/XEb5m12Fd5mZzT+oFl7NaNdg7oPAlZ6ydEi3cOEv/U9tT2AMUcWX2lcxEW7HLvclmLftIBBTrL65rIGX3+e8Z2sLkf3K3SGcQjasHn6uX8Rd59UjMdy50vr/KC93ANeT7mkbCcfB1eMlRHJ3HjdF0fvwP5NcuTrrJGOi3H91P4gFUno2Xo5YNgzHPwk43z9Qqynvo7eTsp3Z6KcXbXPE3q5SiY628ncx5/zmjeG2vdh8emfndksZGDt/Wkb5m12Nd5mZzL+wFmPasMjV/rAccHy3Vl7ChO24UI+qpxdVcd9z1LsmxYxyElW31zWYG5gc7Yyq/U73sW34ZdfR8OrfOjJ7nIPej2VSonW7xeM/IX9XH71Iht8cYxYr22NdFyUr5mrUtP1fLdaT8c3x35+ndHg3x7nwBlgE/2ayW39amPcp7fZjr+RjvdfTRJ01tq0CxnAH7Zh3mZX5m32z8cfPOtRbXjUSm+k40PnVHzNW95kbbhaM/ZixtjPD0uyb1rIICdZfXNZg7ThcLbh/nXZXXNN2y6lDP2TIhv68EexwLePvuk00vFXv9orXh+PXd8zGvzUb3PdgwEjl4M/YtYfMf6gjfkPFzKAhbRh3mZD+Db75+Ofsg2PWOnB1+f1ulTAQqvWU/FN7e2zEZZi37SQQU7fhme0BkecKREvrdCOe/FteHARt0z9u4Z+BfOLfL+ovOOghW+efk5cvnS/LF4fj1/fsxn8BOOc8FdguR+q8qPW/dLJ6v0jmfP4p/hFz1QLGVh7f3qmBG+zq/I2O4PxT3WmxMiVnkuqo//LY48Nlwv5RCR2dD3RiblLsW9a1CCnOlNiVmuweH0sxu/++Q7/35dZCNpw7zz06tPJvqqbrVO5pzoPvXljqLudM2PsrK7s5+3Bb57obdqtlLSvmZvWCWHVejq+eXj9MufBTzbOQu/mJvaYyyO642mP/z+p8fdYme34hy8CGPlrpmkXMrDuZncVHW+zY8a5FG+zfz7+Ka6iC1jphXxUYvpdw/V8t/p8ZcR2f9TKXqtL/TvyhOCyldmV9kw/6hU7/33TogY5xVV0M1uDbsXRendYu9d3uMPaTNpwxdH6NubeXUV+PnU/eXRv//HqTt1Br6fqU+qoda9p9VP89qYy/M2TvU2359u6WDjgJPqZD36ycRYtc5Jb5zjmbWKvPesTa9SWPM/x902tdHIQeFP6txcygJ53tWHeZvut0Nvsn49/9KxHHhseudI9v2jlD/c3RQb+SkXj4tumjPhzJI2L4RNVk7XBgS3Fviksgxyz+uaxBn3Xa5o/v+9GpP0jff/flRCGY8NYTfXUVzW5Up8dgUXhLzMDs7IU+6alGOQqoQ1jdnI/VOWofZaVc322vZfNjb2HDoDJ0IaB91uKfdNSDHJ10YYxQ9Wn1FHikzL4GxkAf4Y2DPyBpdg3LcUgVxZtGADCjjYMAPNDGwaAsKMNA8D8zKwNE0IIIYQQsoyhDRNCCCGEkPXNbNrwwo9yAwAAANOiDQMAAGB90YYBAACwvmjDAAAAWF+0YQAAAKyvpWvDVkYkk5vBpBrpuGjZxtjvaV4ZqiRri15JAAAAmBPacPD3lM3MtghtGAAAYHWFow3bl2fRiEgkoV8/d58sFxx9f1NElC39H7NTW4PasJWRuHmVPYtGRJSdw2zdsU1tSxXZjBr3dufbHPO2/WQynzwY24arteR+xtBpwwAAACssDG3Yvt3dydw8+G7J0SSRKvmu57uVkqbEDPPF9fxywdGUWNJqut7YNiyqlq2X28d01Y1vju357sOjsSP6XbM9I0VPF5qu17SyuiLj2rB5eqDfNXNJ2jAAAMAKC0EbNk8/b58+DT+pGI/lzpfW+YEc3Re98W04c9P+smaIaljtf7pJtltv7ofaN6N66mtwGy7k/zq6L3o+bRgAAGClLb4Nv/w6Gm6lQ09aGYk7jvdGG+48XzNET1fa/5Rrt+GBE4WbV0ZQG66nDo5/PbR/ljYMAACwupa1DTfScekkk/Pe0Ya7x4wHJ2Vnde2y0f1Z2jAAAMDqWnwbHjiBoe19Z0qMbcMTninRX447aRVxAAAArJoQtOHeVXTVp5N9VTebrve+q+jeaMNuIR9V9JT94nq+/dZVdN2f5dgwAADA6lpUG644Wl9hta/bd0bTfj51jwd377C2sfd9ojusvdmGPb9omZPeYa3zs7RhAACA1RWGY8MAAADAYtCGAQAAsL5owwAAAFhftGEAAACsL9owAAAA1tfM2jAhhBBCCCHLGNowIYQQQghZ38ymDS/8KDcAAAAwLdowAAAA1hdtGAAAAOuLNgwAAID1RRvGtCqN4sLHAAAAMBtL14atjEgmN4NJNdJx0bKNsd/TvDJUSdaWdvyD/53caWJDROT410P/42nmWylpb49/DssNAABgLmjDwd9TNjPbIivUhmuGHJwUhh9Po+K82YbnstwAAADmIhxt2L48i0ZEIgn9+rn7ZLng6PubIqJs6f+YndoX1CatjMTNq+xZNCKi7Bxm645taluqyGbUuLc73+aYt+0nk/nkwdg2Wa0l9zOGPlGrC9v4R8y64mjSyd+XvcfJmlutp43EhogoO1HDsaojJmLcPb+eiJ6uzGC5AQAALFoY2rB9u7uTuXnw3ZKjSSJV8l3PdyslTYkZ5ovr+eWCoymxpNV0vbFtUlQtWy+3j02qG98c2/Pdh0djR/S7ZntGip4uNF2vaWV1Rca1YfP0QL9r5pITtLqwjT9o1l7N6LXY3mPrZ0wx7oue73qNiyN1+/TJ9Xy35GgRPWW/uJ7vVn7re2p7DG8dG55iuQEAACxeCNqwefq53cBeP6kYj+XOl9b5gRzdF73xbTJz0/6yZohqWO1/ukm2W2Puh9o3o3rqa3AbLuT/Orovev4krS5s4w+cdUAbziVlO/lYHJrIl/N698vy3Vl7IuPb8DTLDQAAIAQW34Zffh0Nt7qhJ62MxB3He6NNdp7vr31+rt0mB060bV4ZQW24njpoX1s2QasL2/iDZx3Qht1SKRERUXY0I39hP5c9vzWvwXzNW974NjzVcgMAAAiDZW3D/XUtk/Pe0Sa7x1wHJ2Vnde2y0f3Z+bTh+Y1/+jbs+a7XtO1SytA/KbKh3xfHXKLXa8N/uNwAAADCYPFteOAEgLb3nWkwtk1OeKbBqMOi7Ta5FOOf+kyJVwrmF/l+UfFzSbV/Ij2Bx4anXm4AAAAhEII23LsKrfp0sq/qZutqrXdchfZGm3QL+ajSvjLMfusquu7PTnEVXUjGP91VdM0bQ93tnDdsZ3VlP2+35iUx/a7her5bfb4yYrs/amWv1Yb/vaqOXSAcGwYAAEtjUW244mh9hc++bt9ZTPv51D0e2b3D18be94nuUPZmm/T8omVOeoe1zs+ObnXhHv/oWQcdG64+pY5af4lD/RS/venMt2jlD/c3RUQiscTpY+cob+Pi26aIdC/ym265AQAAhEsYjg0DAAAAi0EbBgAAwPqiDQMAAGB90YYBAACwvmjDAAAAWF8za8OEEEIIIYQsY2jDhBBCCCFkfTObNrzwo9wAAADAtGjDAAAAWF+0YQAAAKwv2jAAAADWF20Y06o0igsfAwAAwGwsXRu2MiKZ3Awm1UjHRcs2Rv5rueDo+5si6qf9s3ShuXTjD9DMnSY2RESOfz30P55mvpWSFjz+OS43AACAuaAND//Tw/2hEjPMF9fzi2ZmVzm7qS7V+APVDDk4KQw/nkbFCWzDc11uAAAAcxGONmxfnkUjIpGEfv3cfbJzoFGULf0fs1P7gtqklZG4eZU9i0ZElJ3DbN2xTW1LFdmMGvd259sc87b9ZDKfPBjdJp1LXY7uOycD1AxRk9YyjX/0rCuOJp38fdl7nKy51XraSGyIiLITNRyrOmIixt3z64no6coMlhsAAMCihaEN27e7O5mbB98tOZokUiXf9Xy3UtI6BxrLBUdTYkmr6Xpj26SoWrZe9vyymdkWdeObY3u++/Bo7Ih+12zPSNHThabrNa2srsibx1ab9vXZ9l42N/4YZ9jGHzRrr2b0WmzvsfUzphitFtu4OFK3T59cz3dLjhbRU/aL6/lu5be+p7bHMObY8LTLDQAAYPFC0IbN08/tBvb6ScV4LHe+tM4P2scdx7XJzE37y5ohqtE5MHmTbLfG3A+1b0b11NexbbjiJPZiGxLTr5/LQd8TyvEHzjqgDeeSsp18LA5N5Mt5vftl+e6sPZE32/DEyw0AACAEFt+GX34dDbe6oSetjMQdx3ujTXae7699fq7dJgdOtG1eGROcd1utn8RV7XLMt4Vt/MGzDmjDbqmUiIgoO5qRv7BbFbaRjstgvuYtb8Jjw5MsNwAAgDBY1jbcX9cyOe8dbbJ7zHVoUq8Vr487bXIpxj99G/Z812vadill6J8U2dDvi2Mu0eu14T9cbgAAAGGw+DY8cAJA2/vONBjbJqc50yBZ6375+uKwJRn/NGdKvFIwv8j3i4qfS6r9E+kJPjY87XIDAAAIgRC04d5VaNWnk31VN1tXa73jKrQ32qRbyEeV9pVh9pir0Ar5aGs8nu9W66l4zLDG3jo3bOOf7iq65o2h7nbOG7azurKft1vzkph+13A9360+Xxmx3R+1stdqw/9ejbw8btrlBgAAsHiLasMVR+srfPZ1+85i2s+n7vHI7h2+Nva+T3SHsjfbpOcXLXOSO5QVLTOxNzTr5Rn/6FkHHRuuPqWOWn+JQ/0Uv73pzLdo5Q/3N0VEIrHE6WPnnIfGxbdNETFG3T3t7eUGAAAQLmE4NgwAAAAsBm0YAAAA64s2DAAAgPVFGwYAAMD6og0DAABgfc2sDRNCCCGEELKMoQ0TQgghhJD1zWza8MKPcgMAAADTog0DAABgfdGGAQAAsL5owwAAAFhftGFMq9IoLnwMAAAAs7F0bdjKiGRyM5hUIx0XLdsY+a/lgqPvb4qon/bP0oXm0o0/QDN3mtgQETn+9dD/eJr5Vkpa8PjnuNwAAADmgjY8/E8P94dKzDBfXM8vmpld5eymulTjD1Qz5OCkMPx4GhUnsA3PdbkBAADMRTjasH15Fo2IRBL69XP3yc6BRlG29H/MTu0LapNWRuLmVfYsGhFRdg6zdcc2tS1VZDNq3Nudb3PM2/aTyXzyYHSbdC51ObrvnAxQM0RNWss0/tGzrjiadPL3Ze9xsuZW62kjsSEiyk7UcKzqiIkYd8+vJ6KnKzNYbgAAAIsWhjZs3+7uZG4efLfkaJJIlXzX891KSescaCwXHE2JJa2m641tk6Jq2XrZ88tmZlvUjW+O7fnuw6OxI/pdsz0jRU8Xmq7XtLK6Im8eW23a12fbe9nc+GOcYRt/0Ky9mtFrsb3H1s+YYrRabOPiSN0+fXI93y05WkRP2S+u57uV3/qe2h7DmGPD0y43AACAxQtBGzZPP7cb2OsnFeOx3PnSOj9oH3cc1yYzN+0va4aoRufA5E2y3RpzP9S+GdVTX8e24YqT2IttSEy/fi4HfU8oxx8464A2nEvKdvKxODSRL+f17pflu7P2RN5swxMvNwAAgBBYfBt++XU03OqGnrQyEncc74022Xm+v/b5uXabHDjRtnllTHDebbV+Ele1yzHfFrbxB886oA27pVIiIqLsaEb+wm5V2EY6LoP5mre8CY8NT7LcAAAAwmBZ23B/XcvkvHe0ye4x16FJvVa8Pu60yaUY//Rt2PNdr2nbpZShf1JkQ78vjrlEr9eG/3C5AQAAhMHi2/DACQBt7zvTYGybnOZMg2St++Xri8OWZPzTnCnxSsH8It8vKn4uqfZPpCf42PC0yw0AACAEQtCGe1ehVZ9O9lXdbF2t9Y6r0N5ok24hH1XaV4bZY65CK+SjrfF4vlutp+Ixwxp769ywjX+6q+iaN4a62zlv2M7qyn7ebs1LYvpdw/V8t/p8ZcR2f9TKXqsN/3s18vK4aZcbAADA4i2qDVccra/w2dftO4tpP5+6xyO7d/ja2Ps+0R3K3myTnl+0zEnuUFa0zMTe0KyXZ/yjZx10bLj6lDpq/SUO9VP89qYz36KVP9zfFBGJxBKnj51zHhoX3zZFxBh197S3lxsAAEC4hOHYMAAAALAYtGEAAACsL9owAAAA1hdtGAAAAOuLNgwAAID1NbM2TAghhBBCyDKGNkwIIYQQQtY3s2nDCz/KDQAAAEyLNgwAAID1RRsGAADA+qINAwAAYH3RhjGtSqO48DEAAADMxtK1YSsjksnNYFKNdFy0bGP0v5Z+G/EdRUQiscTpo7N04x+tmTtNbIiIHP966H88zXwrJS14/OWCo+9viqif9s/ShebMFhoAAMC80IaH/6n6W1f0VKvMPTydxCV6/rxM4w9UM+TgpDD8eBoVJ7ANP9wfKjHDfHE9v2hmdpWzm+qMFhoAAMC8hKMN25dn0YhIJKFf93pn50CjKFv6P2an9gW1SSsjcfMqexaNiCg7h9m6Y5valiqyGTXu7c63OeZt+8lkPnkwuk3a5wmJO1MdDw7V+EfPuuJo0snfl73HyZpbraeNxIaIKDtRw7GqIyZi3D2/noiergzO1LnU5ei+cxJFzRA1aS389Q0AADBeGNqwfbu7k7l58N2So0kiVfJdz3crJa1zoLFccDQllrSarje2TYqqZetlzy+bmW1RN745tue7D4/Gjuh3zfaMFD1daLpe08rqioxsky+/juSv7DQHg8M1/uBZezWj12J7j62fMcVotdjGxZG6ffrker5bcrSInrJfXM93K7/1PbU9hjHHhnua9vXZ9l42x7FhAAAQdiFow+bp53YDe/2kYjyWO19a5wft447j2mTmpv1lzRDV6ByYvEm2W2Puh9o3o3rq68g22UjHxbh+ah8ujST0bL28TOMPnnVAG84lZTv5WByayJfzevfL8t1ZeyJvtuGKk9iLbUhMv34ev9wAAABCYPFt+OXX0XCrG3rSyrTPXhjbJjvP99c+P9dukwMn2javjMA2rHzNXJWarue71Xo6vqldjjk9N2zjD551QBt2S6VERETZ0Yz8hd2qsI10XAbzNW95Ex4b9t1q/SSujl1uAAAAYbCsbbi/rmVy3jvaZPeY68CkGul458wEz3c9v3h9PPY04rCNf/o27Pmu17TtUsrQPymyod8Xx1yi12vDQ/+F195abgAAAGGw+DY8cAJA2/vONBjbJqc40yBx+dL9snh9LPHSmFYXwvFPdabEKwXzi3y/qPi5pNo/kZ7gY8Pm6WclWet++fqiOgAAgHAKQRvuXYVWfTrZV3WzdbXWO65Ce6NNuoV8VGlfGWaPvwrta+amdRfeaj0d3zy8flmy8U9xFV3zxlB3O+cN21ld2c/brXlJTL9ruJ7vVp+vjNjuj1rZa7Xhf69GXh5XyEd3esstFY8ZFrccBgAAIbeoNlxxtL7CZ1+37yym/XzqHo/s3uFrY+/7RHcoe7NNen7RMie+Q9mOIqJsBVxFtwTjH5p10LHh6lPqqPWXONRP8dubznyLVv5wf1MG/wRJ4+LbpogYo+6eVrTMxN7wfAEAAEIrDMeGAQAAgMWgDQMAAGB90YYBAACwvmjDAAAAWF+0YQAAAKyvmbVhQgghhBBCljG0YUIIIYQQsr6ZTRte+FFuAP3am/eihwGgHxsmEEK0YWA1sdMFQogNEwgh2jCwmtjpAgC++xkAAAjLSURBVCHEhgmEEG0YWE3sdIEQYsMEQog2DKwmdrpACLFhrpBKo7jwMWA2lq4NWxmRTG620yz9NuI7iohEYonTRyfkox2teWWokqx90FrAEvjYnS4b5mhsmBjAhvmxox2tmTtNbIiIHP966H88zUQqJS14tOWCo+9viqif9s/ShWbY12nAUpr929fHDX5atOHqb13RU60X68PTSVyi58/hHW2AspnZFmGniz5LvtNlw8RqYsP8wNEGqhlycFIYfjyNihPYhh/uD5WYYb64nl80M7vK2U01xOs0wFzevmjD49mXZ9GISCShX/e2q85HK1G29H/MxthF2bxJflaO7tu/syjko5JIFXy3Wk8biQ0RUXaihmONejna5wmJO1N9uv3j0QYMzMpI3LzKnkUjIsrOYbbu2Ka2pYpsRo17e8yQqrXkfsbQ2emi3wx2umyY7W9mw8TMsGF+3GhHz6jiaNLJ35e9x8la0DT7J2LcPb+eiJ6uDM7UudSlO2CvZoiatOa9lBb59hW6wb9HGNqwfbu7k7l58N2So0kiVfJdz3crJa3z0apccDQllrSaYxflb11R9bum69VT+xI9r7ueb/2MKUbrFdm4OFK3T5+G5v7y60j+yk7z0XYWox09MCsjomrZern9mUzd+ObYnu8+PBo7ot8F/qrFPD3Q75q5JDtd9PvjnS4bJhsmZo8N88NGGzwjr2b0Wmzv8ehplhwtoqfsF9fz3cpvfU9tb/Vjjg33NO3rs+29bG78seGlfvsK3+DfJQRt2Dz9PPw6Nk8/K8Zjubukzg/an7SCD7MXr48V5eyf04Ts5y3Pdz0/l5Tt5OPYk9wb6bgY10/tDyWRhJ6tl+c/2tEDszIimZv2lzVDVKPzafImKVq2MXpIhfxfR/dFz2eni9f+dKfLhtnGholZYsP8sNEGzyigDY+cpnn6+ct5vftl+e6sPZE323DFSezFNiSmXz+v8NtX6Ab/Totvwy+/job/V0NPWpn2b2fGnXTy8utIldbvUFrPlEqJiIiyoxn5C3vky7GRjovyNXNVarqe71br6fimdjlmEc9otCMH9uqb+7dVPxe44uupg/aJ/+x08dof7nTZMNkwMQ9smB822uAZBbThUdNspOMymK95y5vw2LDvVusncXV1377CNvh3W9Y23P8C7S6s53RcRLq/Cmlp2nYpZeifFNnQ74uDP9hIx18dby9eH489KWqGox0Y2CQrfnA6dlbvbmPsdPHaQna6bJhsmBiPDfPDRjt9Gw6Y5uji1WvDIwfcs9JvX+Ea/J9tmAtuw37ux4gzft7xmxQ7q8t+/ubyWNm7NYe/oWB+ke8XQ2e7m6efE5cvr1+1pTGXCMxqtCMGNvXHoFGfWae8vgGr609/IcuGyYaJOWDD/NDRTnWmxMhp5pJq/0R6go8Nm6eflb4S+fqiujkupRELZP5vX2Ea/J8IQRvunYJdfTrZV3WzdX76lGfZt07fLrTX5e7pk+s1bwx1t3Mmip3Vlf38iIsQKyXta+amdZfBaj0d3zy8fpnzaAMG9mcrnkNQeG12F+uwYbJhYmbYMD92tFNcRRcwzUI+KjH9ruF6vlt9vjJiuz9qZa/Vhv+9Gnl5XCEf3ektpVQ8Zrw6pD2PpbS4t6+wDn5Ki2rDFUfr+4/Z1+07aGg/n7ofJrq359jY+/7W7TmeO1tI54XYvgPLU+qodVdt9VP89mb4w19vRjuKiLIVcE3AjEcbMDB2upild+102TDZMDFfbJgfP9qhGQUdGw6YZtHKH+5vigz8wZHGxbdNETFG3T2taJmJveH5zm8pfezb1zIMfkphODYMYPb4A7BACLFhAiFEGwZWEztdIITYMIEQog0Dq4mdLhBCbJhACNGGgdXEThcIITZMIIRow8BqYqcLhBAbJhBCM2vDhBBCCJkkC9/3A+j335m0YUIIIYRMEtowEDa0YUIIIeTjQhsGwoY2TAghhHxcaMNA2NCGCSGEkI9L+NpwpVFc+BiARaINE0IIIR+XGbbhZu609fdsj3899D+eZiKVkjbyj+V6vtv6o7tbqogoW4nDn90/SgysGNowIYQQ8nGZYRuuGXJwUhh+PI2KE9iGS/mooqfsF9fz3UrpUFENa+GtBZgH2jAhhBDycXlPGy4XHH1/U0SULf0fs+F6rRbbyd+XvcfJmlutp43EhogoO1HDsaojJmLcPb+eiJ6uDM7UudQl+dj90jz9/OW8vujWAswDbZgQQgj5uEzfhislTYkZ5ovr+eWCoymxpNV0Pd/1akavxfYeWz9jinFf9HzXa1wcqdunT67nuyVHi3QP9P7W91T9rul6444N5350ftbzXc93sroc3XOGMVYRbZgQQgj5uEzdhs3Tz4rxWO58aZ0fdFrp6DacS8p28rE4NJH+I7vlu7P2RMa04aRo2UbvGSsjcYdTh7GKaMOEEELIx2XaNvzy6yiolY5uw26plIiIKDuakb+wn8ue73qNdFwG8zVvebRhwKcNE0IIIR+Z+bdhz3e9pm2XUob+SZEN/b7oNdLx1xPp6rXh/sacyY08UyJeog1jFdGGCSGEkI/L3M+UeKVgfpHvFxU/l1T7J9ITfGy4eH0sxu/++faXY2CF0IYJIYSQj8u8r6Jr3hjqbue8YTurK/t52/PdQj4qMf2u4Xq+W32+MmK7P2plr9WG/72qjpyvo/XusHav73CHNawq2jAhhBDycfmjO6xt7H1v32HN8wOPDVefUketv8Shforf3nQOGBet/OH+pohIJJY47f4pjcbFt00RGdV0m+bP77sRaf/Iz6cRh5aBVUAbJoQQQj4u4fvLzMC6ow0TQgghHxfaMBA2tGFCCCHk40IbBsKGNkwIIYR8XGjDQNjQhgkhhJCPC20YCBvaMCGEEPJx+S8hJHyZcPulDRNCCCGEkPUNbZgQQgghhKxvaMOEEEIIIWR9QxsmhBBCCCHrG9owIYQQQghZ39CGCSGEEELI+oY2TAghhBBC1je0YUIIIYQQsr75f4KV5TFAs0mlAAAAAElFTkSuQmCC" alt="" width="943" height="194" />
页面缩小到991px后,第一行网格按 .col-sm-5 分割,第二行按 .col-sm-6分割,第三,四,五,六,七行,是因为 使用一组.col-md- *网格类，您可以创建一个基本网格系统，但是当页面缩小到一定范围时,网格就会出现平铺现象。 将网格列放置在任何.row中。第八行网格按.col-sm-4进行分割.
719px下:
aaarticlea/png;base64,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" alt="" />
看图后发现不希望你的列简单地堆叠在较小的设备？ 通过将.col-xs- * .col-md- *添加到列，可以使用额外的中小型设备网格类。
4.Nesting columns (嵌套列)
<!-- 要使用默认网格嵌套您的内容，请在现有.col-sm- *列中添加一个新的.row和.col-sm- *列。 嵌套行应该包含一组最多12个或更少的列（不需要使用所有12个可用列）。 -->
<div class="row">
<div class="col-sm-9">
Level 1: .col-sm-9
<div class="row row-two">
<div class="col-xs-8 col-sm-6">Level 2: .col-xs-8 .col-sm-6</div>
<div class="col-xs-4 col-sm-6">Level 2: .col-xs-4 .col-sm-6</div>
</div>
</div>
</div>
<div class="row">
<div class="col-sm-9">
Level 1: .col-sm-9
<div class="row row-two">
<div class="col-xs-1 col-sm-1">Level 2: .col-xs-1 .col-sm-1</div>
<div class="col-xs-1 col-sm-1">Level 2: .col-xs-1 .col-sm-1</div>
<div class="col-xs-1 col-sm-1">Level 2: .col-xs-1 .col-sm-1</div>
<div class="col-xs-1 col-sm-1">Level 2: .col-xs-1 .col-sm-1</div>
<div class="col-xs-1 col-sm-1">Level 2: .col-xs-1 .col-sm-1</div>
<div class="col-xs-1 col-sm-1">Level 2: .col-xs-1 .col-sm-1</div>
<div class="col-xs-1 col-sm-1">Level 2: .col-xs-1 .col-sm-1</div>
<div class="col-xs-1 col-sm-1">Level 2: .col-xs-1 .col-sm-1</div>
<div class="col-xs-1 col-sm-1">Level 2: .col-xs-1 .col-sm-1</div>
</div>
</div>
</div>
<div class="row">
<div class="col-sm-9">
Level 1: .col-sm-9
<div class="row row-two">
<div class="col-xs-1 col-sm-1">Level 2: .col-xs-1 .col-sm-1</div>
<div class="col-xs-1 col-sm-1">Level 2: .col-xs-1 .col-sm-1</div>
<div class="col-xs-1 col-sm-1">Level 2: .col-xs-1 .col-sm-1</div>
<div class="col-xs-1 col-sm-1">Level 2: .col-xs-1 .col-sm-1</div>
<div class="col-xs-1 col-sm-1">Level 2: .col-xs-1 .col-sm-1</div>
<div class="col-xs-1 col-sm-1">Level 2: .col-xs-1 .col-sm-1</div>
<div class="col-xs-1 col-sm-1">Level 2: .col-xs-1 .col-sm-1</div>
<div class="col-xs-1 col-sm-1">Level 2: .col-xs-1 .col-sm-1</div>
<div class="col-xs-1 col-sm-1">Level 2: .col-xs-1 .col-sm-1</div>
<div class="col-xs-1 col-sm-1">Level 2: .col-xs-1 .col-sm-1</div>
<div class="col-xs-1 col-sm-1">Level 2: .col-xs-1 .col-sm-1</div>
<div class="col-xs-1 col-sm-1">Level 2: .col-xs-1 .col-sm-1</div>
</div>
<div class="row row-two">
<div class="col-xs-8 col-sm-6">Level 3: .col-xs-8 .col-sm-6</div>
<div class="col-xs-4 col-sm-6">Level 3: .col-xs-4 .col-sm-6</div>
</div>
</div>
</div>
页面效果:
1378px下:
aaarticlea/png;base64,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" alt="" width="994" height="213" />
Level 2: .col-xs-8 .col-sm-6 ,网格按.col-sm-6分割. Level 2:.col-xs-4 .col-sm-6 ,网格按.col-sm-6分割.
Level 3: .col-xs-8 .col-sm-6,网格按.col-sm-6分割. Level 3:.col-xs-4 .col-sm-6 ,网格按.col-sm-6分割.
700px下:
aaarticlea/png;base64,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" alt="" width="651" height="279" />
Level 2: .col-xs-8 .col-sm-6 ,网格按.col-xs-8分割. Level 2:.col-xs-4 .col-sm-6 ,网格按.col-xs-4分割.
Level 3: .col-xs-8 .col-sm-6,网格按.col-xs-8分割. Level 3:.col-xs-4 .col-sm-6 ,网格按.col-xs-4分割.
5.Column ordering(列排序)
<!-- 使用.col-md-push- *和.col-md-pull- *修饰符类轻松更改内置网格列的顺序。 -->
<div class="row">
<div class="col-md-9 col-md-push-3">.col-md-9 .col-md-push-3</div>
<div class="col-md-3 col-md-pull-9">.col-md-3 .col-md-pull-9</div>
</div>
页面效果:
1378px下:
aaarticlea/png;base64,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" alt="" width="1323" height="40" />
991px以下都是这样:
aaarticlea/png;base64,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" alt="" />
bootstrap中的Grid system详解的更多相关文章
- Kali linux 2016.2（Rolling）中的payloads模块详解
不多说,直接上干货! 前期博客 Kali linux 2016.2(Rolling)中的Exploits模块详解 payloads模块,也就是shellcode,就是在漏洞利用成功后所要做的事情.在M ...
- C#中string.format用法详解
C#中string.format用法详解 本文实例总结了C#中string.format用法.分享给大家供大家参考.具体分析如下: String.Format 方法的几种定义: String.Form ...
- java中的io系统详解 - ilibaba的专栏 - 博客频道 - CSDN.NET
java中的io系统详解 - ilibaba的专栏 - 博客频道 - CSDN.NET 亲,“社区之星”已经一周岁了! 社区福利快来领取免费参加MDCC大会机会哦 Tag功能介绍—我们 ...
- Java中的main()方法详解
在Java中,main()方法是Java应用程序的入口方法,也就是说,程序在运行的时候,第一个执行的方法就是main()方法,这个方法和其他的方法有很大的不同,比如方法的名字必须是main,方法必须是 ...
- oracle中的dual表详解
oracle中的dual表详解 1.DUAL表的用途 Dual 是 Oracle中的一个实际存在的表,任何用户均可读取,常用在没有目标表的Select语句块中 --查看当前连接用户 SQL> s ...
- Oracle Statspack报告中各项指标含义详解~~学习性能必看！！！
Oracle Statspack报告中各项指标含义详解~~学习性能必看!!! Data Buffer Hit Ratio#<#90# 数据块在数据缓冲区中的命中率,通常应该在90%以上,否则考虑 ...
- Java多线程编程中Future模式的详解
Java多线程编程中,常用的多线程设计模式包括:Future模式.Master-Worker模式.Guarded Suspeionsion模式.不变模式和生产者-消费者模式等.这篇文章主要讲述Futu ...
- Java I/O : Java中的进制详解
作者:李强强 上一篇,泥瓦匠基础地讲了下Java I/O : Bit Operation 位运算.这一讲,泥瓦匠带你走进Java中的进制详解. 一.引子 在Java世界里,99%的工作都是处理这高层. ...
- VS2010 Chart控件（一）Chart控件在ASP.NET网站中的应用示例详解（C#语言）
步骤如下: 1. Chart控件(一)Chart控件在ASP.NET网站中的应用示例详解(C#语言)" title="VS2010 Chart控件(一)Chart控件在ASP.NE ...
随机推荐
- jQuery的选择器中的通配符
(1)通配符: $("input[id^='code']");//id属性以code开始的所有input标签 $("input[id$='code']");// ...
- swift 上手
学习swift的笔记,偶尔会更新一下 变量与常量 变量定义使用var,常量使用let,类型安全,有自动类型推导,注意赋值的=号两边必须有空格. 变量和常量名是可以几乎所有字符,这些都非常像javasc ...
- 【DP】HDU 1260
HDU 1260 Tickets 题意:有N个人要买票,你可以一个一个人卖票,时间分别为Xs,也可以相邻两个人一起卖票,时间为Ys,从早上八点开始卖票,问你何时最早将N个人的票卖完. 思路:解决情况是 ...
- JS转换数字金额为大写
function DX(n){ if (!/^(0|[1-9]\d*)(\.\d+)?$/.test(n)) return ""; var unit = "仟佰拾亿仟佰拾 ...
- linux进程后台运行及输出重定向
本机环境为ubuntu 14.04 以ping www.baidu.com为例: 1.程序的前台运行 ping www.baidu.com 可以看到,屏幕上输出了baidu返回的结果 2.实现程序后台 ...
- myeclipse自动补全增强
参考资料:http://blog.csdn.net/gaoying_blogs/article/details/43086287
- 多个table切换 getElementsByClassName
<!doctype html> <html> <head> <meta charset="utf-8"> <meta name ...
- 初识CoreData与详解
Core Data数据持久化是对SQLite的一个升级,它是iOS集成的,在说Core Data之前,我们先说说在CoreData中使用的几个类. (1)NSManagedObjectModel(被管 ...
- Lua游戏时区问题
关于cocos2dx-lua版本中游戏时间显示问题 2015-04-19 19:07 1466人阅读 评论(0) 收藏 举报 分类: Lua(29) cocos2d(38) 版权声明:本文为博 ...
- centos 格式化分区
#格式化U盘,成fat32 fdisk -l #获取U盘设备信息 #Disk /dev/sdc: 16.0 GB, 16025387008 bytes, 31299584 sectors#Units ...