CSS学习之float解析

时间：2021-03-15 17:15:33

转自：http://www.w3cplus.com/css/float.html

一、float是什么？

float即为浮动，在CSS中的作用是使元素脱离正常的文档流并使其移动到其父元素的“最左边”或“最右边”。下面解释下这个定义中的几个名词的概念：

  • 文档流：在html中文档流即为元素从上至下排列的顺序。
  • 脱离文档流：元素从正常的排列顺序被抽离。
  • 最左边/最右边：上述的移动到父元素最左和最右是指元素往左或往右移动直到碰到另一个浮动元素或父元素内容区的边界（不包括padding）。

二、float造成的影响

2.1 对其父元素的影响

对于其父元素来说，元素浮动之后，它脱离当前正常的文档流，所以它也无法撑开其父元素，造成父元素的塌陷，效果如下所示。

html代码：

<!DOCTYPE html>

<html lang="en">

<head>

    <meta charset="UTF-8">

    <title>css学习之float解析</title>

    <style>

        .divBox{ border:solid 1px red; width: 350px; padding: 20px; }

        .divBox-01{ background-color: blue; border:solid 1px #ccc; width: 100px; height: 100px; }

        .fl{ float: left; } /*左浮动*/

    </style>

</head>

<body>

    <div class="divBox">

        <div class="divBox-01 fl"></div>

    </div>

</body>

</html>

aaarticlea/png;base64,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" alt="" />

2.2 对其兄弟元素（非浮动）的影响

2.2.1 如果兄弟元素为 块级元素

在现代浏览器和IE8+下，该元素(即兄弟元素)会忽视浮动元素而占据它的位置，并且会处在浮动元素的下层（并且无法通过z-index属性改变他们的层叠位置），但它的内部文字和其他行内元素都会环绕浮动元素。

需要注意的是，在IE 6、7下则分别都有不同的表现，IE 6、7中，该兄弟元素会紧跟在浮动元素的右侧，并且在IE6中两者之间留有3px的空隙。这就是著名的“IE 3px bug”.

html代码：

<!DOCTYPE html>

<html lang="en">

<head>

    <meta charset="UTF-8">

    <title>css学习之float解析</title>

    <style>

        .divBox{ border:solid 1px red; width: 350px; padding: 20px; }

        .divBox-01{ background-color: blue; width: 100px; height: 100px; }

        .divBox-02{ background-color: orange; width: 200px; height: 200px; }

        .fl{ float: left; } /*左浮动*/

    </style>

</head>

<body>

    <div class="divBox">

        <div class="divBox-01 fl"></div>

        <div class="divBox-02">我是块级兄弟元素</div>

    </div>

</body>

</html>

现代浏览器及ie8+：

aaarticlea/png;base64,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" alt="" width="406" height="256" />

ie7:

aaarticlea/png;base64,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" alt="" />

ie6:

aaarticlea/png;base64,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" alt="" />

2.2.2 如果兄弟元素为 内联元素

则元素会环绕浮动元素排列。

aaarticlea/png;base64,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" alt="" />

...
<style>

    .divBox{ border:solid 1px red; width: 350px; padding: 20px; }

    .divBox img{ width: 230px }

    .divBox-01{ background-color: blue; width: 100px; height: 100px; }

    .fl{ float: left; } /*左浮动*/

</style>

</head>

<body>

    <div class="divBox">

        <div class="divBox-01 fl"></div>

        <img src="data:images/1.jpg" alt="">

    </div>

</body>

aaarticlea/png;base64,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" alt="" />

2.3 对其兄弟元素（兄弟元素为浮动）的影响

2.3.1 同一个方向的浮动元素：

当一个浮动元素在浮动过程中碰到同一个方向的浮动元素时，它会紧跟在它们后面。

可以用这样一个形象的比喻来描述： 在一个购票中心，某人从一条购票队列跑到旁边的一条购票队列中排队，那自然先跑过去的会先占据前面的位置。

但这条购票队列还是位于当前的购票中心中 ，因此这条浮动的队列和正常的文档流队列也依旧在同一个父元素当中。

...
<style>

    .divBox{ border:solid 1px red; width: 350px; padding: 20px; }

    .divBox-01{ background-color: blue; width: 100px; height: 100px; }

    .divBox-02{ background-color: orange; width: 100px; height: 100px; }

    .fl{ float: left; } /*左浮动*/

</style>

</head>

<body>

    <div class="divBox">

        <div class="divBox-01 fl"></div>

        <div class="divBox-02 fl"></div>

    </div>

</body>

aaarticlea/png;base64,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" alt="" />

2.3.2 反向的浮动元素：

正如上面的比喻所述，我们可以假设购票中心里左右两边的各有一个购票点（如图,这里我们把一个div看做一个购票者），左浮动的队列可看做左购票点的购票 队列，反方向的浮动（即右浮动）则是右边购票点的购票队列，所以在购票中心足够宽的时候两条队列的人群是互不受影响的，因此他们在同一条水平线上。

aaarticlea/png;base64,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" alt="" />

但当购票中心过窄或者左右两边的购票队列过长时，其中一条队列则会另起一行排列（此处为B队列，有人可能会问为什么不是A队列另起一行？从下面HTML结 构上可知，这是因为在时间上，A队列比B队列更早地建立，根据先到先得的原则，B队列的购票者在位置不够的时候自然要另起了一行了）。

...
<style>

    .divBox{ border:solid 1px red; width: 350px; padding: 20px; }

    .divBox-01{ background-color: blue; width: 100px; height: 100px; border:1px solid #333; }

    .divBox-02{ background-color: orange; width: 100px; height: 100px; border:1px solid #333; }

    .fl{ float: left; } /*左浮动*/

    .fr{ float: right; } /*右浮动*/

</style>

</head>

<body>

    <div class="divBox">

        <div class="divBox-01 fl"></div>

        <div class="divBox-01 fl"></div>

        <div class="divBox-02 fr"></div>

        <div class="divBox-02 fr"></div>

    </div>

</body>

aaarticlea/png;base64,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" alt="" />

当同一行中连一个购票者的位置都容不下时，两条队列则会错开两行

<style>

    .divBox{ border:solid 1px red; width: 350px; padding: 20px; }

    .divBox-01{ background-color: blue; width: 100px; height: 100px; border:1px solid #333; }

    .divBox-02{ background-color: orange; width: 100px; height: 100px; border:1px solid #333; }

    .fl{ float: left; } /*左浮动*/

    .fr{ float: right; } /*右浮动*/

</style>

</head>

<body>

    <div class="divBox">

        <div class="divBox-01 fl"></div>

        <div class="divBox-01 fl"></div>

        <div class="divBox-01 fl"></div>

        <div class="divBox-02 fr"></div>

        <div class="divBox-02 fr"></div>

    </div>

</body>

aaarticlea/png;base64,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" alt="" />

2.4 float对自身元素的影响

float对象将被视作块对象(block-level)，即display属性等于block。

2.5 float对子元素的影响

我们知道当一个元素浮动时，在没有清除浮动的情况下，它无法撑开其父元素，但它可以让自己的浮动子元素撑开它自身，并且在没有定义具体宽度情况下，使自身的宽度从100%变为自适应（浮动元素display:block）。其高度和宽度均为浮动元素高度和非浮动元素高度之间的最大值。

...
<style>

    .divBox{ border:solid 1px red; padding: 20px; } /*此处，去掉了固定宽度值*/

    .divBox-01{ background-color: blue; width: 100px; height: 100px; border:1px solid #333; }

    .fl{ float: left; } /*左浮动*/

    .fr{ float: right; } /*右浮动*/

</style>

</head>

<body>

    <div class="divBox">

        <div class="divBox-01 fl"></div>

        <div class="divBox-01 fl"></div>

    </div>

</body>

aaarticlea/png;base64,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" alt="" />

当我们给外层的divBox加上浮动后：

    <div class="divBox fl">

        <div class="divBox-01 fl"></div>

        <div class="divBox-01 fl"></div>

    </div>

aaarticlea/png;base64,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" alt="" width="211" height="139" />

当divBox内部既有浮动元素，又有非浮动元素时：

<style>

    .divBox{ border:solid 1px red; padding: 20px; }

    .divBox-01{ background-color: blue; width: 100px; height: 100px; border:1px solid #333; }

    .divBox-02{ background-color: orange; width: 260px; height: 160px; border:1px solid #000; }

    .fl{ float: left; } /*左浮动*/

</style>

</head>

<body>

<div class="container">

    <div class="divBox fl">

        <div class="divBox-01 fl"></div>

        <div class="divBox-01 fl"></div>

        <div class="divBox-02"></div>

    </div>

</div>

aaarticlea/png;base64,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" alt="" />

2.6 float对自身元素的影响

2.6.1 父元素之外的非浮动元素

从上面可知，当一个元素浮动时，在没有清除浮动的情况下，它无法撑开其父元素，也就是父元素的宽高都为0。并且其父元素之外的非浮动元素也会无视该浮动元素，浮动元素仿佛到了另外一个世界里。

...
<style>

    .divBox{ border:1px solid red; width: 350px;}

    .divBox-01{ background-color: orange; width: 100px; height: 100px; }

    .divOuter{ border:1px solid blue; width: 350px; height: 150px;}

    .fl{ float: left; } /*左浮动*/

</style>

</head>

<body>

    <div class="divBox"><div class="divBox-01 fl">我是浮动元素</div>

    </div>

    <div class="divOuter">我是父元素之外的非浮动元素</div>

</body>

aaarticlea/png;base64,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" alt="" />

2.6.2 父元素之外的浮动元素

当浮动元素的父元素之外的元素为浮动元素时，他们仿佛去到了同一个世界里。

  • 两个元素的浮动方向相同时 
    ...
    
<style>
    
    .divBox{ border:1px solid red; width: 350px;}
    
    .divBox-01{ background-color: orange; width: 100px; height: 100px; }
    
    .divOuter{ border:1px solid blue; width: 350px; height: 150px;}

    .fl{ float: left; } /*左浮动*/
    
</style>
    
</head>
    
<body>
    
    <div class="divBox">
    
        <div class="divBox-01 fl">我是浮动元素</div>
    
    </div>
    
    <div class="divOuter fl">我是父元素之外的浮动元素</div>
    
</body>

aaarticlea/png;base64,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" alt="" />

  • 两个元素的浮动方向相反时： 
    ...
    <style>
    
    .divBox{ border:1px solid red; width: 350px;}
    
    .divBox-01{ background-color: orange; width: 100px; height: 100px; }
    
    .divOuter{ border:1px solid blue; width: 350px; height: 150px;}

    .fl{ float: left; } /*左浮动*/
    
    .fr{ float: right; } /*右浮动*/
    
</style>
    
</head>
    
<body>
    
    <div class="divBox">
    
        <div class="divBox-01 fl">我是浮动元素</div>
    
    </div>
    
    <div class="divOuter fr">我是父元素之外的浮动元素</div>
    
</body>

          aaarticlea/png;base64,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" alt="" />

  • 当divBox浮动元素（divBox-01）的总宽度大于父元素之外的浮动元素（divOuter）的左边距时，divOuter会另起一行 
    <style>
    
    .divBox{ border:1px solid red; width: 1000px;}
    
    .divBox-01{ background-color: orange; width: 100px; height: 100px;margin-right: 10px; }
    
    .divOuter{ border:1px solid blue; width: 350px; height: 150px;}

    .fl{ float: left; } /*左浮动*/
    
    .fr{ float: right; } /*右浮动*/
    
</style>
    
</head>
    
<body>
    
    <div class="divBox">
    
        <div class="divBox-01 fl">我是浮动元素</div>
    
        <div class="divBox-01 fl">我是浮动元素</div>
    
        <div class="divBox-01 fl">我是浮动元素</div>
    
        <div class="divBox-01 fl">我是浮动元素</div>
    
        <div class="divBox-01 fl">我是浮动元素</div>
    
        <div class="divBox-01 fl">我是浮动元素</div>
    
        <div class="divBox-01 fl">我是浮动元素</div>
    
        <div class="divBox-01 fl">我是浮动元素</div>
    
    </div>
    
    <div class="divOuter fr">我是父元素之外的浮动元素</div>
    
</body>

         aaarticlea/png;base64,iVBORw0KGgoAAAANSUhEUgAABC0AAAEaCAYAAAA1y625AAAXxElEQVR4nO3dP28b2bkH4KNgv0MSLNKJLgwBiwW2WMjdVpGcwrdRkSBwEUBCKgkLbCoXLlzFQCCXEpDCCPYWaq6LayrVdhJSBLhYwHCxVBcE9+6n0J0zMySH5PCPKNl8qX0egGuTHA5n+C7P7vnxnDMb14UEAAAAEMzPVn0AAAAAAG2EFgAAAEBIQgsAAAAgJKEFAAAAEJLQAgAAAAjpk5F7GxsrOgwAAABgwk/8gp+fTDzy7QqOgul+t+B26haLuq0ndVtP6rae1G09qdt6Urf1tGjd4J4bnR7yE09wQso1WeRGLOq2ntRtPanbelK39aRu60nd1tOidXO7/7efOGtaAAAAACEJLT6m71PaeJ7S1aqPg5tRt/WkbutJ3daTuq0ndVtP6rae1A2WNje0uPp78QX7XXV7VPw9/Vj8Wfz9vP/cXz/8QX4IB8U5vPpx1Ufx4ajbelK39aRu60nd1pO6rSd1W0/qBkQwuRBnTgH/3LjfSan3bUqb/fvNL/jnKR3/o2rIusU2O7P2M8P+n1I6+Wx4/9XzlN7/x+hjbc6LhnL3u+H9/jHkRrTzt8ntt3+f0sWvFzum3JidLrZp6fgvKR3+vP24xnWmLKoz8RnehLqV1G0+dauom7qp22LUTd2Wom4ldZtP3Sq3qhvcc5OhRdFAXNcrB5df+n9Mf/Fm8eU8fJ7Sg/zlLG7Xf5jcZt4XsGyYxh57/GVKR0VDd/pVsc8vpjd6uZFre8/NokG6XrBRmuakOO6TJV+784f24yob8P8qGv/njcb/rqhbSd3UbUDdSurWoG4ldVO3AXUrqVuDupXWrm5wz02GFvMUDdTW2EPll3PK5rsLXKpnf+x+2dh8ntKjr4vG7Df183UKW6aXqdEY/Fhtt/Wn+YnsROpbvO6oeRyL7GNBuRE+6rU/15awfvB0Vd0Wom7qdifUbSHqpm53Qt0Wom7qdifUbSHh6gZrbuP6unkNlav06kFn6pdsrk4jPawbhoUS1sYQsDLV/fdkQpmHaT2sh17l15x9mdLFL6v3uHEjUzdwe42hXHn/6Q4bq1bLJKy/XeQSN+qmbuo2Qd3UbYS6qZu6TVA3dRuhbutZN7j/xkZabJbDvA7re/1hYeNfrtxYpD8Ov+iz3Dhh/by4/7fiS/3daEN38u1wk+YxXn+bRs2ZQ1fOOZtxLNPmwS1kzjC2vmlz2crXtw0nm0vd1K2ibpPUTd0q6qZuFXWbpG7qVlG39awb3H83nx5Se/9/qRwiVsoNxD/vZi5bnh+XG6aHxeMvioZj59ezh1j1DVLWxly8qQv51IsIPWhpbCfmwdVp7LPGeeShaS8+nb6YT7MBLRfy6bQ3+Pmcmgv3fAzqpm7qNvvc7pK6qZu6zT63u6Ru6qZus8/tLqnbetYN1tX80KI3mgjmL9eDX6V09r+pbBj6ieb+76vrDg++kJ+lyfSzRU5Lpz1+2PL3EXVDcvlVe4N0Vvzxum2YV9HQXrY8/PAX8493USMrB/daUtWcpj4vPrMPdbkldVuKuqnbUtRtKeqmbktRt6Wom7otRd2WsvK6wT0zEVpMXKanJR28+rT4sv97OISqOZfsNsOqmpcimje3rH+c+b0vWrY5/+/iH19Wxz2Y+1bv+yo3tF81kt+iwXhX/PGw7Y1yw9YpP4YbGVk5uN+optHPKp/Dmy+K+3eQsKrbGHWbS92Wp25j1G0udVueuo1Rt7nUbXnqNmZN6gb33URo0fySTbvU0ebnRcPyt+oLPD6sqTmsamIxnUUXoKkbj2e/KL7kv2tPQ/tO/9y4jnKjYX3zXTWUKzv8Y9FYFY3F+a+rBuptcU7bX846gKGyYVvSoOHuNK5x/ePYOeX/MNzBwj/qNkrdkrrlB9WtpG4VdRulbknd8oPqVlK3irqNWpe6wX231JoWB420sN9QtS3W87JOX0e0DZFKo+nq1f/UqWax74u2oWVzGr2cXL4r9neSRhPjcm7cL6s5ZN3ni51rv2Gbt8pv+T7/Gh5TOYet/2TL0LqLn4++9iB9+AZL3drfU93U7UNQt/b3VDd1+xDUrf091U3dPgR1a3/P6HWDdXaj0GLwxf+q+P59WnwBiwbjm8+qL2fv38U/ftX4Un9ff1n/OfYlbBlmNm7RBqLVj0Wj9F3VmG7UjWWZ8NYNXG4UcsM4sihQPbft2fjwrO/rRXL+uOB7N84/LyJ00rLJQUtDnVPtN8+LRvqzJc95DnWbQ93U7Q6p2xzqpm53SN3mUDd1u0PqNkfQusF98LO5W+QvYD2UaTdVi+rkL38e/nVc3O/8tdrsh38VDcMXw5cd1NdNPi4e3yhe++oGC828LxqIrV/e6DyG6lT2ur4NGsriz+6vqgb09dhqv61Dv/I5/7lq2BZZ1TcPQ9v+dPLx3DgdfD9l/43P5eT5HTdU6qZuC1K3O6Bu6rYgdbsD6qZuC1K3O6Bu61k3uGdaR1o0hzSVw7qmDM/Kq/k++GvVGGXdz4avz8OyyoVxitthTje/Tumoft3M6xN/Ub1397Ox58auu5wbkRt9ub+v0uFuc07Z18M5Zfk8+6lrfw5ac6ha085vUnrxdZXgDuTkuLFt/zPM+3jdX424nqP35OfV31//JaWn9ecy75JQi1A3dVM3dVO32dRN3dRN3dRtNnVbz7rBfbZxXRh55D83brXDedcujq4/9O02jcegsa4/g5HrS381eR3rtnmAA7+9Hn+knbqp2xpSt1vtZmXU7Va7WRl1u9VuVkbdbrWblVG3W+1mZda2bnDP3XlowR37SP+R4Y6p23pSt/WkbutJ3daTuq0ndVtPQgsozV/TAgAAAGAFhBYAAABASEILAAAAICShBQAAABCS0AIAAAAISWgBAAAAhCS0AAAAAEISWgAAAAAhCS0AAACAkIQWAAAAQEhCCwAAACAkoQUAAAAQktACAAAACEloAQAAAIQktAAAAABCEloAAAAAIQktAAAAgJCEFgAAAEBIQgsAAAAgJKEFAAAAEJLQAgAAAAhJaAEAAACEJLQAAAAAQhJaAAAAACEJLQAAAICQhBYAAABASEILAAAAICShBQAAABCS0AIAAAAISWgBAAAAhCS0AAAAAEISWgAAAAAhCS0AAACAkIQWAAAAQEhCCwAAACAkoQUAAAAQktACAAAACEloAQAAAIQktAAAAABCEloAAAAAIQktAAAAgJCEFgAAAEBIQgsAAAAgJKEFAAAAEJLQAgAAAAhJaAEAAACEJLQAAAAAQhJaAAAAACEJLQAAAICQhBYAAABASEILAAAAICShBQAAABCS0AIAAAAISWgBAAAAhCS0AAAAAEISWgAAAAAhCS0AAACAkIQWAAAAQEhCCwAAACAkoQUAAAAQktACAAAACEloAQAAAIQktAAAAABCEloAAAAAIQktAAAAgJCEFgAAAEBIQgsAAAAgJKEFAAAAEJLQAgAAAAhJaAEAAACEJLQAAAAAQhJaAAAAACEJLQAAAICQhBYAAABASEILAAAAICShBQAAABCS0AIAAAAISWgBAAAAhCS0AAAAAEISWgAAAAAhbVwXVn0QAAAQwcbGqo8A4KdpWjLxycc9DAAAiM1PegAf16zA2PQQAAAAICShBQAAABCS0AIAAFjM+UHaePQqXa36OFiO+rGGhBYAADDD1atHaWNjo7w9enWVH0iPNg7Sef+5g/NVH+J6yJ/bx+wwl3V6lF61vGFZt5V23s/TwZRjA0YJLQAAoCn/Gl2HFPnWOdtLvevrlC+6d3G4Obrt42fp+N1usV0VYszaz6zb3Nwj76u50fj9yRcUneLF3ru6jXagzw+mbLd7mtLlUeq07qPlM2jafJz20lF6eoOe+vRwYX6n/+rtWbrcf5bGS1Y8k96eXab9Z4dp4qn6+VePFqhJGv+chuffDLqat0cLn3vA+sGKCC0AAKBp56QMKPKtd7w9c9PNzZ10eHGduvunabe1l7ufuvW+2m+9NOctqhEDRWdz/2Fn0HnP77R/ujtjtMBOOpn5vuO3i5HO/c7JlO26+yltHw9CnNHbSfGuMz+tdPj6OKWztwuOcJgXLkx7WR5hsZE6R5cp5c+o3ynvf1ZXb9NZ+dT0jv/jvf3q+VzTGeHTmyft5795eNH6+U2EXlNFrB+shtACAABuYvNB2hp7qOwknrR1+U7T7sxfyDsp962nyh3wzlFKx710UvRK+/3SnZ2TolPbS8cp/2r+IX4hr0YbLP5L/egxTP2lvziXy9bXt4yamBIuLDYbZywsyp31/rG9PEpb3bEOe+84DbOj4nM+PKkeO32RXnWepPzq/fo13epO+fey5HVIstBxDQKQ3eLfjMt01Fnm3BZxu/pBJEILAAAYGO3slb/WT3TycodzShgxMfLhFiMtGoFF+y/0m+nwIr8+H8tdr4+wWY4gWfyX+tFf6af+0j9+64cFLdM4criQz/1Go1LmOT9Iu++O0zczhhQM1inZPEwX5QiGPOqhm9Ju9RnvnPTKKUHlVI8cQnSqEKQ1sxrXH8VTnvd2cXr9c+um/fmvvoHb1Q8iEVoAAMDAaGevnB4y0cnLnedmh7NxuxifyrDkSIu6M5z2i07m0dMpgUQOWDrpbK+Xuvv5V/uqUz1tPYWFbnOmQ8xeE2HjZouS1ud4mUctjPf4r16lF6f76dlIktFL7y+308PO8JGzpzdZJyKlt29OZ0w32UoP8hOP96qpNyOjD3Jw0Z+CUf07UgZJdQgxcvgz1zKZHy6tTf3gIxFaAADAjV2m973G3akLYy4z0uIqvXpxmrbzCIuTk/Rs/zKdvW27BEaePrGd9h5vliMbuvV2E+splL/qjx5H9YN7b/J4cu+7sabHYARAa3BTPjEa3iw03KDumO9W59j2mmqUxTejv/6fv0mn23vp8SBxuExbe8cpHXUW7mw/Lj6nk3QwM+jY3Dyspt5sn6YX5XZTplqM3QaHMPj8qs9of2QqSnPtiTokGX//NagffExCCwAAmGXkl+n8S/lmerCV0rsf6o5vDizGFsoslZ3HBRanvBifWtD4JT/v5pv2xStzx755dYwcXCy+0ON81boUeSpMavl1vpOOtvK6Dq/T4xvttQoAqlkvU463nsLx+jCV2/YDhvM3p2l773FjlMR2evg4T+HotixKOjbCZfd0uP+dJ2nrqDO6fkTvfRod8NKswZSpFiPTW7qT00NyqJSmTEWZeL/6fDot2y7pw9QPPj6hBQAANDQXkSzXtBj5lbr6pbzzcDtdvu8NRgzkX9P7C2XeZnh/6wiAzcP0bGvsUqHl9IntdDxrcYa+3EHefphu2h8eWZeisVDlYORA0Us/P+ikl72Zuxkqpy0UneWUP8+LlkuR1pu9eZeOX1dTOB4/q0dSFJ/N7sR0kcGRllfa6BafUWeQRExfiLPcvjifd7uzpmpUlxydNYCj/PekXs9i6miRMmS5Gglfsqsf3hWH+GQYaF39kN5Ne6Mo9YMVEVoAAEBDs7M37ZKnm4/30vbp7mDEQLPP2hze36vmByywEGJ1mzZSYuekm7YGa1sUneCno6MsZik7yEsaBDBPU3pdH+NJp7paRhUkVFf3mD07o55e0Z8OMrHux6idk+HaEZs7eSRFNZVhe3y6yMTrbjC9IQdBeR2Qp43RGc1goAwR9tOTxrmO3/qDN0aubjIY7XGe3gxClvpSr0cv6zUyqku5bi84rGL19YPVEloAAMCNnKeDvIBkynnEcMRA2UEcmaJwnl4eXab9J2Md6SkLIc5eUDKPDthLZ52DdHCQF+/cT92FOuh1B3lkWsWUszoY7XQf9EeajB9z5yztjS1C+uRNe8e36jT3R1csOX3l/GX5+td3OPUly0HQ/uVZal8u5Kwa3VBeQeQGV+GoA5nzg930rg5Z+iMyLlO9RkY+n8tpo0YmjmSl9YMIhBYAALCgwToB+91yFMXpi2FI0XtfdBC3Hgw7l3nhyOKP0zdjvcEpIy3mdejLjnS+2GqeFtJb8BKVZQe5WqxzIYPjr6ZcTI4Gab80Zw4AUuOz6F/BIneay+kIc0ZXTFNNv0mpu+TrZ2teEWTkXRcOClqVU3dyTlBNa3nzZBh0XJ69TAflIqtjo0bKNS5aFuZcVf0gEKEFAADMkjuCV9WQ+t3UHawHsHn4Oh2n/joKV6lapqDfFT1PB+VaF710/G53oUtdTlW/d+doq16n4XVKTzfGRnVMeV05JeP1AtNI8nSG1DJlYcbaDuVx9c+r6CT3g4Xyfd9VV6UoOurV9Imbnn89UuBsL/XmLmZ6e+UUjEGHP19aNd9dMiYZG50xGBCzc5K6W6fptGXUSOsUkFXVD6K5BgAAStX/HXev94u/pPq23539mqJfXm+7f11tWr1+u+i1NzYa7G/mrflmjde0HkPv+Hq7fH77uvlW1VPb5eu2x5+YeG3jtn18Pdx6+BnkffR6vcbr6vPs5cf7++mfez7s6cez0PnX+5z9uefjm3yfqec2cX4jL7g+3m589uXnPjyf4VuO1nDqZzv1kMf2O3aczfNdZf1gFWYlExvVBgAAwMZG/l/n2+0jTyF58bC39OVH85SIwVVLFvr1Oy90mde5SOVCl8/ed8orbXSXHqGQf53PazL0z2G4/1JeWHRsPY3ymPOoiAi/1ucRBJ336Vnz/PN0lRcP6+MbO5/SbT6vu5X//flJ14+fpFltr9ACAABqdxFaAHAzs9pea1oAAAAAIQktAAAAgJCEFgAAAEBIQgsAAAAgJKEFAAAAEJLQAgAAAAhJaAEAAACEJLQAAAAAQhJaAAAAACEJLQAAAICQhBYAAABASEILAAAAICShBQAAABCS0AIAAAAISWgBAAAAhCS0AAAAAEISWgAAAAAhCS0AAACAkIQWAAAAQEhCCwAAACAkoQUAAAAQktACAAAACEloAQAAAIQktAAAAABCEloAAAAAIQktAAAAgJCEFgAAAEBIQgsAAAAgJKEFAAAAEJLQAgAAAAhJaAEAAACEJLQAAAAAQhJaAAAAACEJLQAAAICQhBYAAABASEILAAAAICShBQAAABCS0AIAAAAISWgBAAAAhCS0AAAAAEISWgAAAAAhCS0AAACAkIQWAAAAQEhCCwAAACAkoQUAAAAQktACAAAACEloAQAAAIQktAAAAABCEloAAAAAIQktAAAAgJCEFgAAAEBIQgsAAAAgJKEFAAAAEJLQAgAAAAhJaAEAAACEJLQAAAAAQhJaAAAAACEJLQAAAICQhBYAAABASEILAAAAICShBQAAABCS0AIAAAAISWgBAAAAhCS0AAAAAEISWgAAAAAhCS0AAACAkIQWAAAAQEhCCwAAACAkoQUAAAAQktACAAAACEloAQAAAIQktAAAAABCEloAAAAAIQktAAAAgJCEFgAAAEBIQgsAAAAgJKEFAAAAEJLQAgAAAAhJaAEAAACEJLQAAAAAQhJaAAAAACEJLQAAAICQhBYAAABASEILAAAAICShBQAAABCS0AIAAAAISWgBAAAAhCS0AAAAAEISWgAAAAAhCS0AAACAkIQWAAAAQEhCCwAAACAkoQUAAAAQktACAAAACEloAQAAAIQktAAAAABCEloAAAAAIQktAAAAgJCEFgAAAEBIQgsAAAAgJKEFAAAAEJLQAgAAAAhJaAEAAACEJLQAAAAAQhJaAAAAACEJLQAAAICQhBYAAABASEILAAAAICShBQAAABCS0AIAAAAISWgBAAAAhCS0AAAAAEISWgAAAAAhCS0AAACAkIQWAAAAQEhCCwAAACAkoQUAAAAQktACAAAACEloAQAAAIQktAAAAABCEloAAAAAIQktAAAAgJCEFgAAAEBIQgsAAAAgJKEFAAAAEJLQAgAAAAhJaAEAAACEJLQAAAAAQhJaAAAAACEJLQAAAICQPln1AQAAQCQbG6s+AgD6hBYAAFC7vl71EQDQZHoIAAAAEJLQAgAAAAhJaAEAAACEJLQAAAAAQhJaAAAAACEJLQAAAICQhBYAAABASEILAAAAICShBQAAABCS0AIAAAAISWgBAAAAhCS0AAAAAEISWgAAAAAhCS0AAACAkIQWAAAAQEhCCwAAACAkoQUAAAAQktACAAAACEloAQAAAIQktAAAAABCEloAAAAAIQktAAAAgJD+H4JPL2VW6KlEAAAAAElFTkSuQmCC" alt="" />

三、总结：

实际上关于float在页面中带来的影响还有许多，只是它们存在于各种特定的场景，无法一一列举，本文也并非想要穷举所有的情况，只是希望同学们能通过本文而来了解float是什么，以及它对文档所造成的破坏。只有深刻理解了它的含义才能以在各种不同的场景随机应变地使用float这个神奇的东西。

相关文章