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W3C组织建议把所有网页上的对像都放在一个盒(box)中，设计师可以通过创建定义来控制这个盒的属性，这些对像包括段落、列表、标题、图片以及层。盒模型主要定义四个区域：内容(content)、内边距(padding)、边框(border)和外边距(margin)。对于初学者，经常会搞不清楚margin，background-color，background-image，padding，content，border之间的层次、关系和相互影响。这里提供一张盒模型的3D示意图，希望便于你的理解和记忆。
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*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alt="" />
margin：层的边框以外留的空白
background-color：背景颜色
background-image：背景图片
padding：层的边框到层的内容之间的空白
border：边框
content：内容
接下来将讲述HTML和CSS的关键——盒子模型(Box model)。理解Box model的关键便是margin和padding属性，而正确理解这两个属性也是学习用css布局的关键。
注: 为什么不翻译margin和padding?
原因一: 在汉语中并没有与之相对应的词语；
原因二: 即使有这样的词语, 由于在编写css代码时, 必须使用margin和padding, 如果我们总用汉语词语代替其来解释的话, 到了实际应用时容易混淆margin和padding的概念。
如果有一点Html基础的话，就应该了解一些基本元素(Element)，如p、h1~h6、br、div、li、ul、img等。如果将这些元素细分，又可以分别为*(top-level)元素、块级(block-level)元素和内联(inline)元素。
块级元素是构成一个html的主要和关键元素，而任意一个块级元素均可以用Box model来解释说明。
Box Model: 任意一个块级元素均由content(内容)、padding、background(包括背景颜色和图片)、border(边框)、margin五个部分组成。
立体图如下:
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" alt="" />
平面图如下:
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根据以上两图，相信大家对于Box model会有个直观的认识。
以下说明margin和padding属性:
1、margin: 包括margin-top、margin-right、margin-bottom、margin-left，控制块级元素之间的距离，它们是透明不可见的。根据上、 右、下、左的顺时针规则，可以写为 margin: 40px 40px 40px 40px;
为便于记忆，请参考下图:
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当上下、左右margin值分别一致, 可简写为:
margin: 40px 40px;
前一个40px代表上下margin值，后一个40px代表左右margin值。
当上下左右margin值均一致，可简写为:
margin: 40px;
2、Padding: 包括padding-top、padding-right、padding-bottom、padding-left，控制块级元素内部，content与border之间的距离，其代码，简写请参考margin属性的写法。
至此，我们已经基本了解margin和padding属性的基本用法。但是，在实际应用中，却总是发生一些让你琢磨不透的事，而它们又或多或少的与margin有关。
注: 当你想让两个元素的content在垂直方向(vertically)分隔时，既可以选择padding-top/bottom，也可以选择margin-top/bottom，再此Ruthless建议你尽量使用padding-top/bottom来达到你的目的，这是因为css中存在Collapsing margins(折叠的margins)的现象。
Collapsing margins: margins折叠现象只存在于临近或有从属关系的元素，垂直方向的margin中。
详细说明如下：
如果只提供一个，将用于全部的四条边；
如果提供两个，第一个用于上－下，第二个用于左－右；
如果提供三个，第一个用于上，第二个用于左－右，第三个用于下；
如果提供全部四个参数值，将按上－右－下－左的顺序作用于四边。
body { padding: 36px;} //对象四边的补丁边距均为36px
body { padding: 36px 24px; } //上下两边的补丁边距为36px，左右两边的补丁边距为24px
body { padding: 36px 24px 18px; } //上、下两边的补丁边距分别为36px、18px，左右两边的补丁边距为24px
body { padding: 36px 24px 18px 12px; } //上、右、下、左补丁边距分别为36px、24px、18px、12px
下面说一下块级元素和内联元素
| 块级元素 | 内联元素 |
| address - 地址
block - 块引用 center - 居中对齐块(不推荐) dir - 目录列表(HTML5踢出) div - 常用的不能再常用了 dl - 列表 fieldset - 一个包含着form组的框 form - 表了个单 h1 ~ h6 各种尺寸标题 hr - 水平分隔线(不推荐) menu - 菜单列表 noframes - 浏览器不支持frames显示的块 noscript - 浏览器不支持script显示的块 ol - 有序列表 ul - 无序列表 p - 段落 pre - 格式化文本 table - 表了个格 |
a - 锚点
abbr - 缩写(语义、利于搜索引擎) acronym - 首字(HTML5踢出) b - 粗体(不推荐) big - 大字体(不推荐) cite - 引用(语义、利于搜索引擎) code - 引用源码(语义) em - 强调(如果仅为了斜体请用<i>) font - 字体设定(不推荐) i - 斜体 img - 图片 input - 输入框 label - 表单标签(事件关联对应表单项) q - 短引用(标准添加引号，IE不添加引号) s - 中划线(不推荐) samp - 用于提取内容 select - 项目选择 small - 小字体(不推荐) strong - 粗体(不推荐) sub - 下标 sup - 上标 textarea - 多行文本输入框 u - 下划线 var - 定义变量 |
如果将这些元素细分, 又可以分别归为*(top-level)元素,块级(block-level)元素和内联(inline)元素.
1. Top-level element 【*元素】: { html, body, frameset }
包括html, body, frameset, 表现如Block-level element, 属于高级块级元素.
2. Block-level element 【块级元素】: { p, h1~h6, div, ul }
顾名思义就是以块显示的元素，高度宽度都是可以设置的。比如我们常用的 p, h1~h6, div, ul 默认状态下都是属于块级元素。块级元素比较霸道，默认状态下每次都占据一整个行，后面的内容也必须再新起一行显示。当然非块级元素也可以通过css的display:block;将其更改成块级元素。此外还有个特殊的，float也具有此功能。
块级元素能够独立存在, 一般的块级元素之间以换行(如一个段落结束后另起一行)分隔。块级元素是构成一个html的主要和关键元素, 而任意一个块级元素均可以用Box model来解释说明.
3. Inline element 【内联元素】: { a, br, em, img, li, span }
通俗点来说就是文本的显示方式，与块级元素相反，内联元素的高度宽度是不可以设置的，其宽度就是自身文字或者图片的宽度。我们常用到的<a>、<span>、<em>都属于内联元素。内联元素的显示特点就是像文本一样的显示，不会独自占据一个行。当然内联元素也能变成块级元素，那就是通过css的display:inline;和float来实现。
内联元素依附其他块级元素存在, 紧接于被联元素之间显示, 而不换行。