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CSS值类型文档大全 « 张鑫旭-鑫空间-鑫生活 (2021_10_28 下午2_56_55).html
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CSS值类型文档大全 « 张鑫旭-鑫空间-鑫生活 (2021_10_28 下午2_56_55).html
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<!DOCTYPE html> <html lang=zh-CN><!--
Page saved with SingleFile
url: https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/
saved date: Thu Oct 28 2021 14:56:55 GMT+0800 (新加坡标准时间)
--><meta charset=utf-8>
<meta name=viewport content="width=device-width,initial-scale=1.0">
<meta http-equiv=X-UA-Compatible content="IE=edge,chrome=1">
<meta name=description content=" 爆肝整理了全部近50个CSS data type 数据类型，这些基础的概念对于理解新的CSS世界体系非常重要，独一无二的文档整理，包含大量有用的CSS知识点，希望可以对您的学习有所帮助。 ">
<meta name=keywords content="CSS, js, attr(), CSS Shapes, CSS值, CSS属性, CSS文档, CSS类型, CSS规范, flex布局, grid布局, shape布局, toggle(), URL, 单位">
<meta name=author content=张鑫旭,zhangxinxu>
<title>CSS值类型文档大全 « 张鑫旭-鑫空间-鑫生活</title>
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)}.mkyb-GQmkyb-GQ{position:absolute;left:0;right:0;bottom:0;text-align:center}.slide_a{position:absolute;top:0;right:0;background:#000;color:#fff;opacity:.7;z-index:1;padding:2px 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<p style=margin-top:-5px><small>这篇文章发布于 2019年11月10日，星期日，23:41，归类于 <a href=https://www.zhangxinxu.com/wordpress/category/css/ rel="category tag">CSS相关</a>。 阅读 16556 次, 今日 6 次 <a href=#comments class=top-comm-a>6 条评论</a></small></p>
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 width=484 height=300 alt=CSS属性值类型大全 class="aligncenter size-medium"></p>
<p>以前介绍过<a href=https://www.zhangxinxu.com/wordpress/2011/03/css-css3-unit-units/>CSS单位大全</a>，这里介绍下CSS数据类型大全。</p>
<p>CSS数据类型都是用<code><></code>括起来表示。</p>
<p>本文类似参考文档，辛苦整理，全网独家，建议加入收藏夹或者云笔记之类。</p>
<h3>一、索引</h3>
<p>按照首字母排序。</p>
<ul class=css-type-ul>
<li><a href=#angle-zxx><angle></a></li>
<li><a href=#angle-percentage-zxx><angle-percentage></a></li>
<li class="hidden sf-hidden"></li>
<li class="hidden sf-hidden"></li>
<li><a href=#attr-fallback-zxx><attr-fallback></a></li>
<li><a href=#attr-name-zxx><attr-name></a></li>
<li><a href=#basic-shape-zxx><basic-shape></a></li>
<li><a href=#blend-mode-zxx><blend-mode></a></li>
<li><a href=#calc-product-zxx><calc-product></a></li>
<li><a href=#calc-sum-zxx><calc-sum></a></li>
<li><a href=#calc-value-zxx><calc-value></a></li>
<li><a href=#color-zxx><color></a></li>
<li><a href=#color-stop-zxx><color-stop></a></li>
<li><a href=#color-stop-list-zxx><color-stop-list></a></li>
<li class="hidden sf-hidden"></li>
<li><a href=#custom-ident-zxx><custom-ident></a></li>
<li><a href=#dimension-zxx><dimension></a></li>
<li><a href=#filter-function-zxx><filter-function></a></li>
<li><a href=#flex-zxx><flex></a></li>
<li><a href=#frequency-zxx><frequency></a></li>
<li><a href=#frequency-percentage-zxx><frequency-percentage></a></li>
<li><a href=#gradient-zxx><gradient></a></li>
<li><a href=#ident-zxx><ident></a></li>
<li><a href=#image-zxx><image></a></li>
<li><a href=#integer-zxx><integer></a></li>
<li><a href=#length-zxx><length></a></li>
<li><a href=#length-percentage-zxx><length-percentage></a></li>
<li><a href=#number-zxx><number></a></li>
<li><a href=#number-percentage-zxx><number-percentage></a></li>
<li><a href=#percentage-zxx><percentage></a></li>
<li><a href=#position-zxx><position></a></li>
<li><a href=#quote-zxx><quote></a></li>
<li><a href=#ratio-zxx><ratio></a></li>
<li><a href=#resolution-zxx><resolution></a></li>
<li><a href=#shape-box-zxx><shape-box></a></li>
<li><a href=#shape-radius-zxx><shape-radius></a></li>
<li><a href=#side-or-corner-zxx><side-or-corner></a></li>
<li><a href=#string-zxx><string></a></li>
<li><a href=#time-zxx><time></a></li>
<li><a href=#time-percentage-zxx><time-percentage></a></li>
<li><a href=#timing-function-zxx><timing-function></a></li>
<li><a href=#toggle-value-zxx><toggle-value></a></li>
<li><a href=#transform-function-zxx><transform-function></a></li>
<li><a href=#type-or-unit-zxx><type-or-unit></a></li>
<li><a href=#url-zxx><url></a></li>
<li><a href=#url-modifier-zxx><url-modifier></a></li>
<li><a href=#zero-zxx><zero></a></li>
</ul>
<h3>二、详细</h3>
<h4 id=angle-zxx class=css-type-h4><angle></h4>
<p>角度值。支持负值。格式是数值+角度单位。</p>
<p>角度单位包括下面这4个，兼容性都是一样的IE9+支持。</p>
<dl>
<dt><strong>deg</strong></dt>
<dd>角度。</dd>
<dd>我们日常所说“原地旋转360度”，这里的“度”就是<code>deg</code>。一个完整的圆是<code>360deg</code>。</dd>
<dt><strong>grad</strong></dt>
<dd>百分度。</dd>
<dd>百分度是角的测量单位，常用于建筑或土木工程的角度测量，非相关专业人士用的不多。一个完整的圆是<code>400grad</code>。</dd>
<dt><strong>rad</strong></dt>
<dd>弧度。</dd>
<dd>弧度是一种用弧长与半径之比度量对应圆心角角度的方式。一个完整的圆的弧度是2π，因此，一个完整的圆的弧度大约是<code>6.2832rad</code>，而<code>1rad</code>则是180/π角度。</dd>
<dt><strong>turn</strong></dt>
<dd>圈数。</dd>
<dd>一个完整的圆是1圈，也就是<code>1turn</code>。同样1/4圆就是<code>0.25turn</code>。</dd>
</dl>
<p>下表是角度值各个单位转换示意（取自<a href=https://developer.mozilla.org/en-US/docs/Web/CSS/angle rel=noopener target=_blank>MDN</a>）：</p>
<table border=0 width=100% class=params_table cellspacing=1>
<tbody>
<tr>
<td><img loading=lazy alt=Angle90.png src="data:image/png;base64,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"></td>
<td>直角：<code>90deg = 100grad = 0.25turn ≈ 1.5708rad</code></td>
</tr>
<tr>
<td><img loading=lazy alt=Angle180.png src=data:image/png;base64,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></td>
<td>平角：<code>180deg = 200grad = 0.5turn ≈ 3.1416rad</code></td>
</tr>
<tr>
<td><img loading=lazy alt=AngleMinus90.png src=data:image/png;base64,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></td>
<td>直角（逆时针）：<code>-90deg = -100grad = -0.25turn ≈ -1.5708rad</code></td>
</tr>
<tr>
<td><img loading=lazy alt=Angle0.png src="data:image/png;base64,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"></td>
<td>没有角度：<code>0 = 0deg = 0grad = 0turn = 0rad</code></td>
</tr>
</tbody>
</table>
<h4 id=angle-percentage-zxx class=css-type-h4><angle-percentage></h4>
<p>表示CSS值的数据类型可以是<code><angle></code>类型，也可以是<code><percentage></code>类型。</p>
<p>如果是<code><percentage></code>类型，实际上会解析为<code><angle></code>类型，因此这种类型可以用在<code>calc()</code>表达式中。</p>
<p>目前还没有什么CSS属性的值符合上面的数据类型。</p>
<h4 id=angular-color-hint-zxx class="css-type-h4 hidden sf-hidden"><angular-color-hint></h4>
<h4 id=angular-color-stop-zxx class="css-type-h4 hidden sf-hidden"><angular-color-stop></h4>
<h4 id=attr-fallback-zxx class=css-type-h4><attr-fallback></h4>
<p>fallback的概念在<a href="https://www.zhangxinxu.com/wordpress/?p=5804">CSS变量</a>那里就有所体现，例如下面代码中的<code>#cd0000</code>就是fallback兜底备份值：</p>
<pre tabindex=0 class="hljs language-css"><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="copy sf-hidden" tabindex=0 title=复制><svg class=icon-copy><use xlink:href=#icon-copy></use></svg></a><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="beatuy revert sf-hidden" tabindex=0 title=还原><svg class=icon-palette><use xlink:href=#icon-palette></use></svg></a><span class=hljs-selector-class>.var-fallback</span> {
<span class=hljs-attribute>background-color</span>: <span class=hljs-built_in>var</span>(--color-zhangxinxu, <span class=hljs-number>#cd0000</span>);
}</pre>
<p>而<code><attr-fallback></code>是针对<code>attr()</code>表达式而言的。</p>
<p>大家对<code>attr()</code>表达式的印象应该都在<a href="https://www.zhangxinxu.com/wordpress/?p=739">content内容生成</a>时候，那还是老语法：</p>
<pre tabindex=0 class="hljs language-r"><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="copy sf-hidden" tabindex=0 title=复制><svg class=icon-copy><use xlink:href=#icon-copy></use></svg></a><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="beatuy revert sf-hidden" tabindex=0 title=还原><svg class=icon-palette><use xlink:href=#icon-palette></use></svg></a><span class=hljs-built_in>attr</span><span class=hljs-punctuation>(</span> <span class=hljs-operator><</span><span class=hljs-built_in>attr</span><span class=hljs-operator>-</span>name<span class=hljs-operator>></span> <span class=hljs-punctuation>)</span></pre>
<p>而这里所说<code><attr-fallback></code>是<code>attr()</code>表达式经过扩展后的全新的语法。</p>
<pre tabindex=0 class="hljs language-xml"><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="copy sf-hidden" tabindex=0 title=复制><svg class=icon-copy><use xlink:href=#icon-copy></use></svg></a><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="beatuy revert sf-hidden" tabindex=0 title=还原><svg class=icon-palette><use xlink:href=#icon-palette></use></svg></a>attr( <span class=hljs-tag><<span class=hljs-name>attr-name</span>></span> <span class=hljs-tag><<span class=hljs-name>type-or-unit</span>></span>? [ , <span class=hljs-tag><<span class=hljs-name>attr-fallback</span>></span> ]? )</pre>
<p>多了<code><type-or-unit></code>和<code><attr-fallback></code>这两个可选类型。</p>
<p>我们直接看一个例子，以便快速了解这两个可选参数是什么意思。</p>
<p>我们要实现这样一个功能，元素的宽度是根据设置的<code>size</code>属性值决定的，例如：</p>
<pre tabindex=0 class="hljs language-xml"><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="copy sf-hidden" tabindex=0 title=复制><svg class=icon-copy><use xlink:href=#icon-copy></use></svg></a><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="beatuy revert sf-hidden" tabindex=0 title=还原><svg class=icon-palette><use xlink:href=#icon-palette></use></svg></a><span class=hljs-tag><<span class=hljs-name>button</span> <span class=hljs-attr>size</span>=<span class=hljs-string>"80"</span>></span>宽度80px<span class=hljs-tag></<span class=hljs-name>button</span>></span>
<span class=hljs-tag><<span class=hljs-name>button</span> <span class=hljs-attr>size</span>=<span class=hljs-string>"120"</span>></span>宽度120px<span class=hljs-tag></<span class=hljs-name>button</span>></span>
<span class=hljs-tag><<span class=hljs-name>button</span> <span class=hljs-attr>size</span>=<span class=hljs-string>"160"</span>></span>宽度160px<span class=hljs-tag></<span class=hljs-name>button</span>></span></pre>
<p>则可以使用下面的CSS语法：</p>
<pre tabindex=0 class="hljs language-css"><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="copy sf-hidden" tabindex=0 title=复制><svg class=icon-copy><use xlink:href=#icon-copy></use></svg></a><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="beatuy revert sf-hidden" tabindex=0 title=还原><svg class=icon-palette><use xlink:href=#icon-palette></use></svg></a><span class=hljs-selector-tag>button</span><span class=hljs-selector-attr>[size]</span> {
<span class=hljs-attribute>width</span>: <span class=hljs-built_in>attr</span>(size px, auto);
}</pre>
<p>其中，<code>px</code>就是<code><type-or-unit></code>，表示<code>size</code>值单位是px，如果没有这个参数，则以字符串显示<code>size</code>的属性值；<code>auto</code>就是<code><attr-fallback></code>类型。表示如果元素没有设置<code>size</code>属性值，或者设置的<code>size</code>值无法正确解析，就按照<code>auto</code>渲染。</p>
<p>But！目前尚未有浏览器支持该语法，遗憾。</p>
<h4 id=attr-name-zxx class=css-type-h4><attr-name></h4>
<p>例如：</p>
<pre tabindex=0 class="hljs language-css"><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="copy sf-hidden" tabindex=0 title=复制><svg class=icon-copy><use xlink:href=#icon-copy></use></svg></a><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="beatuy revert sf-hidden" tabindex=0 title=还原><svg class=icon-palette><use xlink:href=#icon-palette></use></svg></a><span class=hljs-selector-class>.attr-name</span><span class=hljs-selector-pseudo>::before</span> {
<span class=hljs-attribute>content</span>: <span class=hljs-built_in>attr</span>(data-zhangxinxu);
}</pre>
<p>上面的<code>data-zhangxinxu</code>就是<code><attr-name></code>类型。</p>
<h4 id=basic-shape-zxx class=css-type-h4><basic-shape></h4>
<p><code><basic-shape></code>类型用在<code>clip-path</code>，<code>shape-outside</code>以及<code>offset-path</code>属性中，表示基础形状。</p>
<p>例如：</p>
<pre tabindex=0 class="hljs language-css"><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="copy sf-hidden" tabindex=0 title=复制><svg class=icon-copy><use xlink:href=#icon-copy></use></svg></a><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="beatuy revert sf-hidden" tabindex=0 title=还原><svg class=icon-palette><use xlink:href=#icon-palette></use></svg></a><span class=hljs-attribute>clip-path</span>: <span class=hljs-built_in>inset</span>(<span class=hljs-number>22%</span> <span class=hljs-number>12%</span> <span class=hljs-number>15px</span> <span class=hljs-number>35px</span>);
<span class=hljs-attribute>clip-path</span>: <span class=hljs-built_in>circle</span>(<span class=hljs-number>6rem</span> at <span class=hljs-number>12rem</span> <span class=hljs-number>8rem</span>);
<span class=hljs-attribute>clip-path</span>: <span class=hljs-built_in>ellipse</span>(<span class=hljs-number>115px</span> <span class=hljs-number>55px</span> at <span class=hljs-number>50%</span> <span class=hljs-number>40%</span>);
<span class=hljs-attribute>clip-path</span>: <span class=hljs-built_in>polygon</span>(<span class=hljs-number>50%</span> <span class=hljs-number>20%</span>, <span class=hljs-number>90%</span> <span class=hljs-number>80%</span>, <span class=hljs-number>10%</span> <span class=hljs-number>80%</span>);
<span class=hljs-attribute>clip-path</span>: <span class=hljs-built_in>path</span>(evenodd, <span class=hljs-string>"M 10,30 A 20,20 0,0,1 50,30 A 20,20 0,0,1 90,30 Q 90,60 50,90 Q 10,60 10,30 z"</span>);</pre>
<p><strong>形状方法语法</strong></p>
<dl>
<dt><strong>inset()</strong></dt>
<dd>
<pre tabindex=0 class="hljs language-xml"><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="copy sf-hidden" tabindex=0 title=复制><svg class=icon-copy><use xlink:href=#icon-copy></use></svg></a><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="beatuy revert sf-hidden" tabindex=0 title=还原><svg class=icon-palette><use xlink:href=#icon-palette></use></svg></a>inset( <span class=hljs-tag><<span class=hljs-name>shape-arg</span>></span>{1,4} [round <span class=hljs-tag><<span class=hljs-name>border-radius</span>></span>]? )</pre>
</dd>
<dd>定义内嵌矩形。可以指定圆角大小，生成圆角矩形形状。</dd>
<dt><strong>circle()</strong></dt>
<dd>
<pre tabindex=0 class="hljs language-css"><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="copy sf-hidden" tabindex=0 title=复制><svg class=icon-copy><use xlink:href=#icon-copy></use></svg></a><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="beatuy revert sf-hidden" tabindex=0 title=还原><svg class=icon-palette><use xlink:href=#icon-palette></use></svg></a>circle( <span class=hljs-selector-attr>[<shape-radius>]</span>? <span class=hljs-selector-attr>[at <position>]</span>? )</pre>
</dd>
<dd>定义圆形。可以指定圆的半径大小和圆心位置。</dd>
<dt><strong>ellipse()</strong></dt>
<dd>
<pre tabindex=0 class="hljs language-css"><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="copy sf-hidden" tabindex=0 title=复制><svg class=icon-copy><use xlink:href=#icon-copy></use></svg></a><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="beatuy revert sf-hidden" tabindex=0 title=还原><svg class=icon-palette><use xlink:href=#icon-palette></use></svg></a>ellipse( <span class=hljs-selector-attr>[<shape-radius>{2}]</span>? <span class=hljs-selector-attr>[at <position>]</span>? )</pre>
</dd>
<dd>定义椭圆。可以指定椭圆的半径大小和圆心位置。</dd>
<dt><strong>polygon()</strong></dt>
<dd>
<pre tabindex=0 class="hljs language-xml"><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="copy sf-hidden" tabindex=0 title=复制><svg class=icon-copy><use xlink:href=#icon-copy></use></svg></a><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="beatuy revert sf-hidden" tabindex=0 title=还原><svg class=icon-palette><use xlink:href=#icon-palette></use></svg></a>polygon( [<span class=hljs-tag><<span class=hljs-name>fill-rule</span>></span>,]? [<span class=hljs-tag><<span class=hljs-name>shape-arg</span>></span> <span class=hljs-tag><<span class=hljs-name>shape-arg</span>></span>]# )</pre>
</dd>
<dd>定义多边形。 可以指定<a href="https://www.zhangxinxu.com/wordpress/?p=8043">填充规则</a>是<code>nonzero</code>（默认值）还是<code>evenodd</code>，以及具体形状参数。</dd>
<dt><strong>path()</strong></dt>
<dd>
<pre tabindex=0 class="hljs language-lua"><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="copy sf-hidden" tabindex=0 title=复制><svg class=icon-copy><use xlink:href=#icon-copy></use></svg></a><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="beatuy revert sf-hidden" tabindex=0 title=还原><svg class=icon-palette><use xlink:href=#icon-palette></use></svg></a><span class=hljs-built_in>path</span>( [<fill-rule>,]? <<span class=hljs-built_in>string</span>>)</pre>
</dd>
<dd>定义路径。<code><fill-rule></code>表示<a href="https://www.zhangxinxu.com/wordpress/?p=8043">填充规则</a>，<code><string></code>就是SVG Path路径了，需要引号。</dd>
</dl>
<h4 id=blend-mode-zxx class=css-type-h4><blend-mode></h4>
<p><code><blend-mode></code>是混合模式类型，用在<a href="https://www.zhangxinxu.com/wordpress/?p=4819">background-blend-mode这mix-blend-mode</a>这两个混合模式属性上。</p>
<p>包括下面这些具体的值：</p>
<dl>
<dt><strong>normal</strong></dt>
<dd>正常呈现，谁在上面显示谁。</dd>
<dt><strong>multiply</strong></dt>
<dd>正片叠底。模拟颜料的颜色混合。颜色会变得更暗。</dd>
<dt><strong>screen</strong></dt>
<dd>滤色。模拟自然光颜色混合。颜色会变得更亮一些。</dd>
<dt><strong>overlay</strong></dt>
<dd>叠加。底下颜色更深则走multiply模式，底下颜色更浅则走screen模式。</dd>
<dt><strong>darken</strong></dt>
<dd>深色。哪个颜色深显示哪个。</dd>
<dt><strong>lighten</strong></dt>
<dd>浅色。哪个颜色浅显示哪个。</dd>
<dt><strong>color-dodge</strong></dt>
<dd>颜色减淡。最终颜色是底色除以顶色的倒数的结果。</dd>
<dt><strong>color-burn</strong></dt>
<dd>颜色加深。最终颜色是反转底部颜色、将值除以顶部颜色并反转该值的结果。</dd>
<dt><strong>hard-light</strong></dt>
<dd>强光。上面的颜色更深的时候表现为multiply，上面颜色更淡的时候表现为screen。这个值和overlay值类似，只是上下层作用条件对换了。</dd>
<dt><strong>soft-light</strong></dt>
<dd>柔光。最终的颜色类似于hard-light强光，但更柔和。此混合模式的行为类似于强光。这种效果类似于将漫射的聚光灯照射在背景上。</dd>
<dt><strong>difference</strong></dt>
<dd>差值。最后的颜色是从较浅的颜色中减去两种颜色中较深的颜色的结果。黑色层无效，而白色层反转另一层的颜色。</dd>
<dt><strong>exclusion</strong></dt>
<dd>排除。类似difference，但比difference对比度较低。与difference一样，黑色层没有效果，而白色层反转另一层的颜色。</dd>
<dt><strong>hue</strong></dt>
<dd>色调。最终颜色具有顶部颜色的色调，而使用底部颜色的饱和度和亮度。</dd>
<dt><strong>saturation</strong></dt>
<dd>饱和度。最终颜色具有顶部颜色的饱和度，同时使用底部颜色的色调和亮度。纯灰色的背景，没有饱和度，就没有效果。</dd>
<dt><strong>color</strong></dt>
<dd>颜色。最终颜色具有顶部颜色的色调和饱和度，而使用底部颜色的亮度。该效果保留了灰度，并可用于给前景着色。</dd>
<dt><strong>luminosity</strong></dt>
<dd>亮度。最终颜色具有顶部颜色的亮度，而使用底部颜色的色调和饱和度。这种混合模式相当于color，但层是交换的。</dd>
</dl>
<h4 id=calc-product-zxx class=css-type-h4><calc-product></h4>
<p><code>calc()</code>方法中一种类型。例如：</p>
<pre tabindex=0 class="hljs language-css"><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="copy sf-hidden" tabindex=0 title=复制><svg class=icon-copy><use xlink:href=#icon-copy></use></svg></a><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="beatuy revert sf-hidden" tabindex=0 title=还原><svg class=icon-palette><use xlink:href=#icon-palette></use></svg></a><span class=hljs-selector-class>.some-zxx-class</span> {
<span class=hljs-attribute>width</span>: <span class=hljs-built_in>calc</span>( <span class=hljs-number>100px</span> / <span class=hljs-number>3</span> + <span class=hljs-number>30px</span> * <span class=hljs-number>2</span>);
}</pre>
<p>其中：</p>
<ul>
<li><code>100px / 3 + 30px * 2</code>指的就是<code><calc-sum></code>；</li>
<li><code>100px / 3</code>和<code>30px * 2</code>就是<code><calc-product></code>；</li>
<li><code>100px</code>，<code>3</code>，<code>30px</code>，<code>2</code>就是<code><calc-value></code>。</li>
</ul>
<p>完整语法如下：</p>
<pre tabindex=0 class="hljs language-python"><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="copy sf-hidden" tabindex=0 title=复制><svg class=icon-copy><use xlink:href=#icon-copy></use></svg></a><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="beatuy revert sf-hidden" tabindex=0 title=还原><svg class=icon-palette><use xlink:href=#icon-palette></use></svg></a><calc()> = calc( <calc-<span class=hljs-built_in>sum</span>> )
<<span class=hljs-built_in>min</span>()> = <span class=hljs-built_in>min</span>( <calc-<span class=hljs-built_in>sum</span>><span class=hljs-comment># )</span>
<<span class=hljs-built_in>max</span>()> = <span class=hljs-built_in>max</span>( <calc-<span class=hljs-built_in>sum</span>><span class=hljs-comment># )</span>
<clamp()> = clamp( <calc-<span class=hljs-built_in>sum</span>><span class=hljs-comment>#{3} )</span>
<calc-<span class=hljs-built_in>sum</span>> = <calc-product> [ [ <span class=hljs-string>'+'</span> | <span class=hljs-string>'-'</span> ] <calc-product> ]*
<calc-product> = <calc-value> [ [ <span class=hljs-string>'*'</span> | <span class=hljs-string>'/'</span> ] <calc-value> ]*
<calc-value> = <number> | <dimension> | <percentage> | ( <calc-<span class=hljs-built_in>sum</span>> )</pre>
<h4 id=calc-sum-zxx class=css-type-h4><calc-sum></h4>
<p><code>calc()</code>方法中一种类型，表示CSS数学计算函数内的整个计算表达式。</p>
<p>具体参见<a href=#calc-product-zxx><calc-product></a>。</p>
<h4 id=calc-value-zxx class=css-type-h4><calc-value></h4>
<p><code>calc()</code>方法中一种类型，表示计算表达式中各个具体的计算项。</p>
<p>具体参见<a href=#calc-product-zxx><calc-product></a>。</p>
<h4 id=color-zxx class=css-type-h4><color></h4>
<p>表示色值类型。这个类型值之前有文章专门深入介绍：“<a href=https://www.zhangxinxu.com/wordpress/2015/07/know-css1-css3-color/>CSS1-CSS3 <color>颜色知识知多少？</a>”</p>
<p>这里是概要：</p>
<dl>
<dt><strong>颜色关键字</strong></dt>
<dd>例如<code>'red'</code>, <code>'blue'</code>等。目前全部147个颜色关键字及对应颜色值<a href="https://www.zhangxinxu.com/wordpress/?p=1064">参见这里</a>。</dd>
<dt><strong>transparent</strong></dt>
<dd><code>transparent</code>关键字，例如：<code>color:transparent</code>。</dd>
<dt><strong>currentColor</strong></dt>
<dd>颜色变量。详见“<a href="http://www.zhangxinxu.com/wordpress/?p=4385">currentColor-CSS3超高校级好用CSS关键字</a>”这篇文章。</dd>
<dt><strong>RGB颜色</strong></dt>
<dd>语法包括：<code>#RRGGBB[AA]</code>，<code>#RGB[A]</code>，<code>rgb[a](R, G, B[, A])</code>以及<code>rgb[a](R G B[ / A])</code>（CSS Colors Level 4中新增）。</dd>
<dt><strong>HSL颜色</strong></dt>
<dd>语法包括：<code>hsl[a](H, S, L[, A])</code>，以及CSS Colors Level 4中新增的<code>hsl[a](H S L[ / A])</code>。</dd>
<dt><strong>系统颜色</strong></dt>
<dd>系统颜色关键字，不同操作系统以及不同操作系统主题下的具体表现的颜色是不一样的，因此不推荐在对外的产品中使用。</dd>
</dl>
<h4 id=color-stop-zxx class=css-type-h4><color-stop></h4>
<p><code><color-stop></code>属于CSS Images Module Level中的类型值，表示颜色断点。</p>
<p>多出现在CSS渐变中，例如：</p>
<pre tabindex=0 class="hljs language-css"><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="copy sf-hidden" tabindex=0 title=复制><svg class=icon-copy><use xlink:href=#icon-copy></use></svg></a><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="beatuy revert sf-hidden" tabindex=0 title=还原><svg class=icon-palette><use xlink:href=#icon-palette></use></svg></a><span class=hljs-selector-class>.zxx-gradient</span> {
<span class=hljs-attribute>background-image</span>: <span class=hljs-built_in>linear-gradient</span>(red <span class=hljs-number>20%</span>, blue <span class=hljs-number>80%</span>);
}</pre>
<p>其中<code>red 20%</code>以及<code>blue 80%</code>就是<code><color-stop></code>类型。</p>
<h4 id=color-stop-list-zxx class=css-type-h4><color-stop-list></h4>
<p><code><color-stop-list></code>表示多个<code><color-stop></code>的集合。</p>
<p>借用上面<code><color-stop></code>的例子，其中<code>red 20%, blue 80%</code>就属于<code><color-stop-list></code>。</p>
<h4 id=counter-style-zxx class="css-type-h4 hidden sf-hidden"><counter-style></h4>
<h4 id=custom-ident-zxx class=css-type-h4><custom-ident></h4>
<p><code><custom-ident></code>数据类型表示用户定义的用作标识符的任意字符串。它是区分大小写的，并且在不同的上下文中禁止某些值以防止歧义。</p>
<p>例如CSS animation动画自定义的动画名称。</p>
<pre tabindex=0 class="hljs language-css"><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="copy sf-hidden" tabindex=0 title=复制><svg class=icon-copy><use xlink:href=#icon-copy></use></svg></a><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="beatuy revert sf-hidden" tabindex=0 title=还原><svg class=icon-palette><use xlink:href=#icon-palette></use></svg></a><span class=hljs-selector-class>.zxx-animation</span> {
<span class=hljs-attribute>animation</span>: fadeIn .<span class=hljs-number>2s</span>;
}</pre>
<p>上面的<code>fadeIn</code>就是<code><custom-ident></code>数据类型。</p>
<p>类似的还有CSS Counter计数器，例如：</p>
<pre tabindex=0 class="hljs language-css"><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="copy sf-hidden" tabindex=0 title=复制><svg class=icon-copy><use xlink:href=#icon-copy></use></svg></a><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="beatuy revert sf-hidden" tabindex=0 title=还原><svg class=icon-palette><use xlink:href=#icon-palette></use></svg></a><span class=hljs-selector-class>.zxx-counter</span> {
<span class=hljs-attribute>counter-reset</span>: zhangxinxuCom;
}</pre>
<p><strong>禁止的值</strong></p>
<p>为了防止冲突，并不是所有的字符串都属于<code><custom-ident></code>，例如CSS中的全局关键字值<code>unset</code>, <code>initial</code>, <code>inherit</code>以及<code>none</code>都是不允许的。还有<code>disc</code>, <code>circle</code>, <code>square</code>, <code>decimal</code>等<code>list-style-type</code>关键字值不允许，<code>span</code>也不允许，因为为何grid布局中<code>grid-row-start</code>，<code>grid-row-end</code>，<code>grid-column-start</code>，<code>grid-column-end</code>等属性冲突。</p>
<h4 id=dimension-zxx class=css-type-h4><dimension></h4>
<p><code><dimension></code>表示尺寸类型。由数字和单位构成，例如<code>666px</code>。</p>
<h4 id=filter-function-zxx class=css-type-h4><filter-function></h4>
<p><code><filter-function></code>表示滤镜函数，被用在<code>filter</code>（本身应用滤镜）和<code>backdrop-filter</code>（本身不应用滤镜，后面元素应用）属性中。</p>
<p>该类型包括的值有：</p>
<dl>
<dt><strong>blur()</strong></dt>
<dd>模糊。</dd>
<dt><strong>brightness()</strong></dt>
<dd>亮度变化。</dd>
<dt><strong>contrast()</strong></dt>
<dd>对比度变化。</dd>
<dt><strong>drop-shadow()</strong></dt>
<dd>投影。</dd>
<dt><strong>grayscale()</strong></dt>
<dd>灰度。</dd>
<dt><strong>hue-rotate()</strong></dt>
<dd>色调旋转。</dd>
<dt><strong>invert()</strong></dt>
<dd>反相</dd>
<dt><strong>opacity()</strong></dt>
<dd>透明度变化。</dd>
<dt><strong>saturate()</strong></dt>
<dd>饱和度变化。</dd>
<dt><strong>sepia()</strong></dt>
<dd>褐色。</dd>
</dl>
<h4 id=flex-zxx class=css-type-h4><flex></h4>
<p><code><flex></code>数据类型表示grid容器可伸缩的长度。被用在<code>grid-template-columns</code>，<code>grid-template-rows</code>以及其他相关属性中。</p>
<p>该类型值格式固定，数字后面跟着单位<code>fr</code>。<code>fr</code>单位表示网格容器中剩余空间的份数。</p>
<p>例如：</p>
<pre tabindex=0 class="hljs language-cpp"><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="copy sf-hidden" tabindex=0 title=复制><svg class=icon-copy><use xlink:href=#icon-copy></use></svg></a><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="beatuy revert sf-hidden" tabindex=0 title=还原><svg class=icon-palette><use xlink:href=#icon-palette></use></svg></a><span class=hljs-number>1f</span>r <span class=hljs-comment>/* 整数值 */</span>
<span class=hljs-number>2.5f</span>r <span class=hljs-comment>/* 小数值 */</span></pre>
<p>关于Grid布局，可以参考我之前写的“<a href=https://www.zhangxinxu.com/wordpress/2018/11/display-grid-css-css3/>写给自己看的display: grid布局教程</a>”一文。</p>
<h4 id=frequency-zxx class=css-type-h4><frequency></h4>
<p><code><frequency></code>类型表示频率，跟着下面两种单位：</p>
<dl>
<dt><strong>Hz</strong></dt>
<dd>赫兹。例如：<code>0Hz</code>, <code>666Hz</code>, <code>23333Hz</code>。</dd>
<dt><strong>kHz</strong></dt>
<dd>千赫兹。例如：<code>0kHz</code>, <code>1.314kHz</code>, <code>5555kHz</code>。</dd>
</dl>
<p>目前还没有任何CSS属性支持<code><frequency></code>类型。</p>
<h4 id=frequency-percentage-zxx class=css-type-h4><frequency-percentage></h4>
<p><code><frequency-percentage></code>类型表示值既可以是<code><frequency></code>类型，又可以是<code><percentage></code>类型。</p>
<p>多用在<code>calc()</code>计算中。</p>
<h4 id=gradient-zxx class=css-type-h4><gradient></h4>
<p><code><gradient></code>表示渐变类型。</p>
<p>目前有4类渐变类型。分别是：</p>
<dl>
<dt><strong>线性渐变</strong></dt>
<dd>例如：<p class=sf-hidden></p>
<pre tabindex=0 class="hljs language-css"><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="copy sf-hidden" tabindex=0 title=复制><svg class=icon-copy><use xlink:href=#icon-copy></use></svg></a><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="beatuy revert sf-hidden" tabindex=0 title=还原><svg class=icon-palette><use xlink:href=#icon-palette></use></svg></a><span class=hljs-selector-class>.linear-gradient</span> {
<span class=hljs-attribute>background</span>: <span class=hljs-built_in>linear-gradient</span>(<span class=hljs-number>#f69d3c</span>, <span class=hljs-number>#3f87a6</span>);
}</pre>
</dd>
<dt><strong>径向渐变</strong></dt>
<dd>例如：<p class=sf-hidden></p>
<pre tabindex=0 class="hljs language-css"><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="copy sf-hidden" tabindex=0 title=复制><svg class=icon-copy><use xlink:href=#icon-copy></use></svg></a><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="beatuy revert sf-hidden" tabindex=0 title=还原><svg class=icon-palette><use xlink:href=#icon-palette></use></svg></a><span class=hljs-selector-class>.radial-gradient</span> {
<span class=hljs-attribute>background</span>: <span class=hljs-built_in>radial-gradient</span>(<span class=hljs-number>#f69d3c</span>, <span class=hljs-number>#3f87a6</span>);
}</pre>
</dd>
<dt><strong>重复渐变</strong></dt>
<dd>例如：<p class=sf-hidden></p>
<pre tabindex=0 class="hljs language-css"><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="copy sf-hidden" tabindex=0 title=复制><svg class=icon-copy><use xlink:href=#icon-copy></use></svg></a><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="beatuy revert sf-hidden" tabindex=0 title=还原><svg class=icon-palette><use xlink:href=#icon-palette></use></svg></a><span class=hljs-selector-class>.repeating-linear-gradient</span> {
<span class=hljs-attribute>background</span>: <span class=hljs-built_in>repeating-linear-gradient</span>(<span class=hljs-number>#f69d3c</span>, <span class=hljs-number>#3f87a6</span> <span class=hljs-number>50px</span>);
}</pre>
<pre tabindex=0 class="hljs language-css"><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="copy sf-hidden" tabindex=0 title=复制><svg class=icon-copy><use xlink:href=#icon-copy></use></svg></a><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="beatuy revert sf-hidden" tabindex=0 title=还原><svg class=icon-palette><use xlink:href=#icon-palette></use></svg></a><span class=hljs-selector-class>.repeating-radial-gradient</span> {
<span class=hljs-attribute>background</span>: <span class=hljs-built_in>repeating-radial-gradient</span>(<span class=hljs-number>#f69d3c</span>, <span class=hljs-number>#3f87a6</span> <span class=hljs-number>50px</span>);
}</pre>
</dd>
<dt><strong>锥形渐变</strong></dt>
<dd>例如：<p class=sf-hidden></p>
<pre tabindex=0 class="hljs language-css"><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="copy sf-hidden" tabindex=0 title=复制><svg class=icon-copy><use xlink:href=#icon-copy></use></svg></a><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="beatuy revert sf-hidden" tabindex=0 title=还原><svg class=icon-palette><use xlink:href=#icon-palette></use></svg></a><span class=hljs-selector-class>.linear-gradient</span> {
<span class=hljs-attribute>background</span>: <span class=hljs-built_in>conic-gradient</span>(<span class=hljs-number>#f69d3c</span>, <span class=hljs-number>#3f87a6</span>);
}</pre>
</dd>
</dl>
<h4 id=ident-zxx class=css-type-h4><ident></h4>
<p><code><ident></code>是文本数据类型中CSS标识符，由一系列符合<ident token>语法的字符组成。CSS属性接受两类标识符：预定义的关键字和作者定义的标识符。</p>
<p>注意：<code><ident></code>不适用于属性值定义，应使用<code><custom ident></code>。<code><ident></code>为定义其他句法结构提供了便利。</p>
<p>目前没有CSS属性符合该类型。</p>
<h4 id=image-zxx class=css-type-h4><image></h4>
<p>CSS <code><image></code>数据类型表示二维图像。有两种图像：用<code><url></code>引用的普通图像和用<code><gradient></code>或<code>element()</code>（<a href="https://www.zhangxinxu.com/wordpress/?p=1758">文章介绍点这里</a>）生成的动态图像。附加的CSS图像函数包括 <code>image()</code>（目前没有任何浏览器支持）, <code>image-set()</code>（根据屏幕指定不同图像）, 以及<code>cross-fade()</code>（<a href="https://www.zhangxinxu.com/wordpress/?p=2671">文章介绍点这里</a>）。</p>
<p><code><image></code>数据类型可以被多种CSS属性使用，例如：<code>background-image</code>，<code>border-image</code>，<code>content</code>，<code>cursor</code>，以及<code>list-style-image</code>。</p>
<h4 id=integer-zxx class=css-type-h4><integer></h4>
<p><code><integer></code>表示整数数值类型。用在<code>column-count</code>，<code>counter-increment</code>，<code>grid-column</code>，<code>grid-row</code>以及<code>z-index</code>等CSS属性中。</p>
<p>一些旧的浏览器有最大值限制，例如IE最大2<sup>20</sup>-1，不过现在新的规则已经不在限定数值范围了。</p>
<p>下面这些值都是有效的：</p>
<pre tabindex=0 class="hljs language-diff"><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="copy sf-hidden" tabindex=0 title=复制><svg class=icon-copy><use xlink:href=#icon-copy></use></svg></a><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="beatuy revert sf-hidden" tabindex=0 title=还原><svg class=icon-palette><use xlink:href=#icon-palette></use></svg></a>12 正数
<span class=hljs-addition>+123 正数带加号</span>
<span class=hljs-deletion>-456 负数</span>
0 零
<span class=hljs-addition>+0 零，带加号</span>
<span class=hljs-deletion>-0 零，带负号</span></pre>
<p>下面这些值都是无效的：</p>
<pre style=background-color:#f7f2f2;color:hotpink tabindex=0 class="hljs language-xml"><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="copy sf-hidden" tabindex=0 title=复制><svg class=icon-copy><use xlink:href=#icon-copy></use></svg></a><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="beatuy revert sf-hidden" tabindex=0 title=还原><svg class=icon-palette><use xlink:href=#icon-palette></use></svg></a>12.0 <span class=hljs-tag><<span class=hljs-name>number</span>></span>类型，非<span class=hljs-tag><<span class=hljs-name>integer</span>></span>类型，尽管表示的数值是相等的。
12. 小数点是不允许的。
+---12 只允许一个 +/- 负号。
ten 字母不允许。
_5 住字符不允许。
\35 Unicode转义字符不允许，虽然代表的就是整数（这里是5）。
\4E94 不允许使用非阿拉伯数字，即使转义形式。（这里是五）。
3e4 不允许使用科学符号。</pre>
<h4 id=length-zxx class=css-type-h4><length></h4>
<p><code><length></code>类型表示距离值。这种类型被多个CSS属性使用，例如：<code>width</code>，<code>height</code>，<code>margin</code>，<code>padding</code>，<code>border-width</code>，<code>font-size</code>，<code>text-shadow</code>等。</p>
<p>该类型包含非常多种类的单位。</p>
<h5>相对长度单位</h5>
<p><strong><em>文字相关长度</em></strong></p>
<dl>
<dt><strong>cap</strong><sup style=color:#cd0000>实验</sup></dt>
<dd>表示元素字体的“大写高度”（大写字母的名义高度）。</dd>
<dt><strong>ch</strong></dt>
<dd>字符<code>'0'</code>（Unicode值是U+0030）所占据的宽度。关于<code>ch</code>单位实际应用，之前我<span class="hidden sf-hidden">张鑫旭 www.zhangxinxu.com</span>有<a href="https://www.zhangxinxu.com/wordpress/?p=5503">写文章介绍过</a>。</dd>
<dt><strong>em</strong></dt>
<dd>表示元素的计算字体大小。如果用于字体大小属性本身，则表示元素的继承字体大小。</dd>
<dt><strong>ex</strong></dt>
<dd>表示元素当前的x-height，也就是字母<code>'x'</code>的高度。</dd>
<dt><strong>ic</strong><sup style=color:#cd0000>实验</sup></dt>
<dd>相当于“水”（CJK语言体系中水，U+6C34）这个字在当前字体中渲染的尺寸。</dd>
<dt><strong>lh</strong><sup style=color:#cd0000>实验</sup></dt>
<dd>相当于当前元素<code>line-height</code>属性的计算值，会转换为绝对长度单位。</dd>
<dt><strong>rem</strong></dt>
<dd>相对于根元素的字体大小。</dd>
<dt><strong>rlh</strong></dt>
<dd>相对于根元素的行高大小。</dd>
</dl>
<p><strong><em>视区相关长度</em></strong></p>
<dl>
<dt><strong>vh</strong></dt>
<dd>浏览器窗口视区1%的高度。</dd>
<dt><strong>vw</strong></dt>
<dd>浏览器窗口视区1%的宽度。</dd>
<dt><strong>vi</strong><sup style=color:#cd0000>实验</sup></dt>
<dd>根元素的内联轴（默认水平）的方向上的1%的初始包含块大小。</dd>
<dt><strong>vb</strong><sup style=color:#cd0000>实验</sup></dt>
<dd>根元素的块状轴（默认垂直）的方向上的1%的初始包含块大小。</dd>
<dt><strong>vmin</strong></dt>
<dd>等于<code>vh</code>和<code>vw</code>较小的值。</dd>
<dt><strong>vmax</strong></dt>
<dd>等于<code>vh</code>和<code>vw</code>较大的值。</dd>
</dl>
<h5>绝对长度单位</h5>
<dl>
<dt><strong>px</strong></dt>
<dd>对于屏幕显示，1像素通常表示一个设备像素（点）。然而，对于打印机和高分辨率屏幕，一个CSS像素意味着多个设备像素。1px=1英寸的1/96。</dd>
<dt><strong>cm</strong></dt>
<dd>厘米。<code>1cm = 96px/2.54</code></dd>
<dt><strong>mm</strong></dt>
<dd>毫米。<code>1mm = 1cm/10</code></dd>
<dt><strong>Q</strong><sup style=color:#cd0000>实验</sup></dt>
<dd>1/4毫米，也就是1/40厘米。</dd>
<dt><strong>in</strong></dt>
<dd>英寸。<code>1in = 2.54cm = 96px</code></dd>
<dt><strong>pc</strong></dt>
<dd>派卡。<code>1pc = 12pt = 1in/6</code></dd>
<dt><strong>pt</strong></dt>
<dd>点。<code>1pt = 1in/72</code></dd>
</dl>
<h4 id=length-percentage-zxx class=css-type-h4><length-percentage></h4>
<p><code><length-percentage></code>类型表示既能是长度值，也能是百分比值。</p>
<p>例如宽度width属性，技能是长度值，也能是百分比值。</p>
<pre tabindex=0 class="hljs language-css"><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="copy sf-hidden" tabindex=0 title=复制><svg class=icon-copy><use xlink:href=#icon-copy></use></svg></a><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="beatuy revert sf-hidden" tabindex=0 title=还原><svg class=icon-palette><use xlink:href=#icon-palette></use></svg></a><span class=hljs-selector-class>.some-zxx-cl</span> {
<span class=hljs-attribute>width</span>: <span class=hljs-number>200px</span>;
}
<span class=hljs-selector-class>.some-zxx-cl</span> {
<span class=hljs-attribute>width</span>: <span class=hljs-number>20%</span>;
}</pre>
<p>因此，下面的<code>calc()</code>计算也是合法的，可解析的：</p>
<pre tabindex=0 class="hljs language-css"><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="copy sf-hidden" tabindex=0 title=复制><svg class=icon-copy><use xlink:href=#icon-copy></use></svg></a><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="beatuy revert sf-hidden" tabindex=0 title=还原><svg class=icon-palette><use xlink:href=#icon-palette></use></svg></a><span class=hljs-selector-class>.by-</span>鑫空间 {
<span class=hljs-attribute>width</span>: <span class=hljs-built_in>calc</span>(<span class=hljs-number>100%</span> - <span class=hljs-number>200px</span>);
}</pre>
<h4 id=number-zxx class=css-type-h4><number></h4>
<p><code><number></code>类型表示值可以是整数也可以是小数。</p>
<p>该类型属性职业支持幂计算形式，例如：</p>
<pre tabindex=0 class="hljs language-diff"><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="copy sf-hidden" tabindex=0 title=复制><svg class=icon-copy><use xlink:href=#icon-copy></use></svg></a><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="beatuy revert sf-hidden" tabindex=0 title=还原><svg class=icon-palette><use xlink:href=#icon-palette></use></svg></a>10e3 科学记数法
<span class=hljs-deletion>-3.4e-2 复杂科学记数法</span></pre>
<h4 id=number-percentage-zxx class=css-type-h4><number-percentage></h4>
<p><code><number-percentage></code>类型表示值既可以是<code><number></code>类型，又可以是<code><percentage></code>类型。</p>
<p>例如缩放：</p>
<pre tabindex=0 class="hljs language-css"><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="copy sf-hidden" tabindex=0 title=复制><svg class=icon-copy><use xlink:href=#icon-copy></use></svg></a><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="beatuy revert sf-hidden" tabindex=0 title=还原><svg class=icon-palette><use xlink:href=#icon-palette></use></svg></a><span class=hljs-selector-class>.scale-zxx</span> {
<span class=hljs-attribute>transform</span>: <span class=hljs-built_in>scale</span>(<span class=hljs-number>1.5</span>);
}
<span class=hljs-selector-class>.scale-zxx</span> {
<span class=hljs-attribute>transform</span>: <span class=hljs-built_in>scale</span>(<span class=hljs-number>150%</span>);
}</pre>
<p>其中，scale()方法内的值就是<code><number-percentage></code>类型，<code>1.5</code>和<code>150%</code>作用一模一样。</p>
<h4 id=percentage-zxx class=css-type-h4><percentage></h4>
<p><code><percentage></code>是百分比值数据类型，通常相对于父辈元素对象进行计算。支持的CSS属性有：<code>width</code>，<code>height</code>，<code>margin</code>，<code>padding</code>以及<code>font-size</code>等。</p>
<pre tabindex=0 class="hljs language-css"><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="copy sf-hidden" tabindex=0 title=复制><svg class=icon-copy><use xlink:href=#icon-copy></use></svg></a><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="beatuy revert sf-hidden" tabindex=0 title=还原><svg class=icon-palette><use xlink:href=#icon-palette></use></svg></a><span class=hljs-selector-class>.percentage-zxx</span> {
<span class=hljs-attribute>margin-left</span>: <span class=hljs-number>23%</span>;
}</pre>
<h4 id=position-zxx class=css-type-h4><position></h4>
<p>CSS <code><position></code>数据类型表示用于设置相对于元素框的位置的二维坐标。常用于<code>background-position</code>和<code>offset-anchor</code>属性中。</p>
<p>这个类型的值之前专门写文章详细介绍过：“<a href="https://www.zhangxinxu.com/wordpress/?p=4711">CSS <position>值简介并理解background百分比定位</a>”。这里不赘述。</p>
<h4 id=quote-zxx class=css-type-h4><quote></h4>
<p><code><quote></code>类型出现在CSS Generated Content Module规范文档中。表示引号，往往和语言相关。</p>
<p>语法如下：</p>
<pre tabindex=0 class="hljs language-perl"><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="copy sf-hidden" tabindex=0 title=复制><svg class=icon-copy><use xlink:href=#icon-copy></use></svg></a><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="beatuy revert sf-hidden" tabindex=0 title=还原><svg class=icon-palette><use xlink:href=#icon-palette></use></svg></a><quote> = <span class=hljs-keyword>open</span>-quote | <span class=hljs-keyword>close</span>-quote | <span class=hljs-keyword>no</span>-<span class=hljs-keyword>open</span>-quote | <span class=hljs-keyword>no</span>-<span class=hljs-keyword>close</span>-quote</pre>
<p>“<a href="https://www.zhangxinxu.com/wordpress/?p=739">content内容生成技术以及应用</a>”这篇文章有详细介绍，可以示意下其中对应的CSS代码：</p>
<pre tabindex=0 class="hljs language-css"><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="copy sf-hidden" tabindex=0 title=复制><svg class=icon-copy><use xlink:href=#icon-copy></use></svg></a><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="beatuy revert sf-hidden" tabindex=0 title=还原><svg class=icon-palette><use xlink:href=#icon-palette></use></svg></a><span class=hljs-comment>/* 为不同语言指定引号的表现 */</span>
<span class=hljs-selector-pseudo>:lang</span>(en) > <span class=hljs-selector-tag>q</span> {<span class=hljs-attribute>quotes</span>: <span class=hljs-string>'"'</span> <span class=hljs-string>'"'</span>;}
<span class=hljs-selector-pseudo>:lang</span>(no) > <span class=hljs-selector-tag>q</span> {<span class=hljs-attribute>quotes</span>: <span class=hljs-string>"«"</span> <span class=hljs-string>"»"</span>;}
<span class=hljs-selector-pseudo>:lang</span>(ch) > <span class=hljs-selector-tag>q</span> {<span class=hljs-attribute>quotes</span>: <span class=hljs-string>"“"</span> <span class=hljs-string>"”"</span>;}
<span class=hljs-comment>/* 在q标签的前后插入引号 */</span>
<span class=hljs-selector-tag>q</span>:before {content: open-quote;}
<span class=hljs-selector-tag>q</span>:after {content: close-quote;}</pre>
<p>其中出现的<code>open-quote</code>和<code>close-quote</code>就是<code><quote></code>类型。</p>
<h4 id=ratio-zxx class=css-type-h4><ratio></h4>
<p><code><ratio></code>数据类型用来描述媒体查询中的纵横比，表示两个无单位值之间的比例。</p>
<p>例如：</p>
<pre tabindex=0 class="hljs language-scss"><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="copy sf-hidden" tabindex=0 title=复制><svg class=icon-copy><use xlink:href=#icon-copy></use></svg></a><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="beatuy revert sf-hidden" tabindex=0 title=还原><svg class=icon-palette><use xlink:href=#icon-palette></use></svg></a><span class=hljs-comment>/* 横纵比大于16:9的时候... */</span>
<span class=hljs-keyword>@media</span> screen <span class=hljs-keyword>and</span> (<span class=hljs-attribute>min-aspect-ratio</span>: <span class=hljs-number>16</span>/<span class=hljs-number>9</span>) { ... }</pre>
<h4 id=resolution-zxx class=css-type-h4><resolution></h4>
<p><code><resolution></code>数据类型用于描述媒体查询中的分辨率，表示输出设备的像素密度，即分辨率。</p>
<p>支持以下这些单位：</p>
<dl>
<dt><strong>dpi</strong></dt>
<dd>表示每英寸点数。屏幕通常每英寸包含72或96点，但打印文档的dpi通常要大得多。因为1英寸是2.54厘米，1dpi≈0.39 dpcm。IE9+浏览器支持。</dd>
<dt><strong>dpcm</strong></dt>
<dd>表示每厘米的点数。因为1英寸是2.54厘米，1dpcm≈2.54 dpi。IE9+浏览器支持。</dd>
<dt><strong>dppx</strong></dt>
<dd>表示每像素单位的点数。由于CSS in（英寸）与CSS px（像素）的1:96固定比率，1dppx相当于96dpi，对应于由<code>image-resolution</code>定义的CSS中显示的图像的默认分辨率。IE浏览器不支持，Edge12+支持。。</dd>
<dt><strong>x</strong></dt>
<dd><code>dppx</code>的别名。</dd>
</dl>
<p>使用示意：</p>
<pre tabindex=0 class="hljs language-scss"><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="copy sf-hidden" tabindex=0 title=复制><svg class=icon-copy><use xlink:href=#icon-copy></use></svg></a><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="beatuy revert sf-hidden" tabindex=0 title=还原><svg class=icon-palette><use xlink:href=#icon-palette></use></svg></a><span class=hljs-comment>/* 如果每英寸像素点大于300... */</span>
<span class=hljs-keyword>@media</span> print <span class=hljs-keyword>and</span> (<span class=hljs-attribute>min-resolution</span>: <span class=hljs-number>300dpi</span>) { ... }</pre>
<h4 id=shape-box-zxx class=css-type-h4><shape-box></h4>
<p><code><shape-box></code>数据类型源自CSS Shapes Module规范文档，与CSS shapes布局密切有关，关于CSS Shapes布局，不得不提我的这篇文章：“<a href=https://www.zhangxinxu.com/wordpress/2019/02/css-css3-shapes/>写给自己看的CSS shapes布局教程</a>”，其中有介绍到<code><shape-box></code>。</p>
<p>CSS <code>shape-outside</code>属性语法是这样的：</p>
<pre tabindex=0 class="hljs language-xml"><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="copy sf-hidden" tabindex=0 title=复制><svg class=icon-copy><use xlink:href=#icon-copy></use></svg></a><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="beatuy revert sf-hidden" tabindex=0 title=还原><svg class=icon-palette><use xlink:href=#icon-palette></use></svg></a>shape-outside: none | [ <span class=hljs-tag><<span class=hljs-name>basic-shape</span>></span> || <span class=hljs-tag><<span class=hljs-name>shape-box</span>></span> ] | <span class=hljs-tag><<span class=hljs-name>image</span>></span></pre>
<p><code><shape-box></code>（图形盒子）是<code><box></code>盒子外加<code>margin-box</code>，而<code><box></code>数据类型包括<code>border-box</code>，<code>padding-box</code>和<code>content-box</code>。</p>
<p>这里的<code><shape-box></code>是用来指定文字环绕的时候是依照哪个盒子的边缘来计算的。</p>
<h4 id=shape-radius-zxx class=css-type-h4><shape-radius></h4>
<p>在CSS Shapes布局中，我们可以把形状指定为<a href=#basic-shape-zxx><basic-shape></a>，其中圆形和椭圆中指定半径的参数就是<code><shape-radius></code>类型，标记：</p>
<pre tabindex=0 class="hljs language-xml"><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="copy sf-hidden" tabindex=0 title=复制><svg class=icon-copy><use xlink:href=#icon-copy></use></svg></a><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="beatuy revert sf-hidden" tabindex=0 title=还原><svg class=icon-palette><use xlink:href=#icon-palette></use></svg></a>circle() = circle( [<span class=hljs-tag><<span class=hljs-name>shape-radius</span>></span>]? [at <span class=hljs-tag><<span class=hljs-name>position</span>></span>]? )
ellipse() = ellipse( [<span class=hljs-tag><<span class=hljs-name>shape-radius</span>></span>{2}]? [at <span class=hljs-tag><<span class=hljs-name>position</span>></span>]? )</pre>
<p><code><shape-radius></code>类型本身语法如下：</p>
<pre tabindex=0 class="hljs language-xml"><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="copy sf-hidden" tabindex=0 title=复制><svg class=icon-copy><use xlink:href=#icon-copy></use></svg></a><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="beatuy revert sf-hidden" tabindex=0 title=还原><svg class=icon-palette><use xlink:href=#icon-palette></use></svg></a><span class=hljs-tag><<span class=hljs-name>shape-radius</span>></span> = <span class=hljs-tag><<span class=hljs-name>length</span>></span> | <span class=hljs-tag><<span class=hljs-name>percentage</span>></span> | closest-side | farthest-side</pre>
<h4 id=side-or-corner-zxx class=css-type-h4><side-or-corner></h4>
<p><code><side-or-corner></code>表示边角类型，主要用在线性渐变中。</p>
<p>语法为：</p>
<pre tabindex=0 class="hljs language-sql"><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="copy sf-hidden" tabindex=0 title=复制><svg class=icon-copy><use xlink:href=#icon-copy></use></svg></a><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="beatuy revert sf-hidden" tabindex=0 title=还原><svg class=icon-palette><use xlink:href=#icon-palette></use></svg></a><span class=hljs-operator><</span>side<span class=hljs-operator>-</span><span class=hljs-keyword>or</span><span class=hljs-operator>-</span>corner<span class=hljs-operator>></span> <span class=hljs-operator>=</span> [<span class=hljs-keyword>left</span> <span class=hljs-operator>|</span> <span class=hljs-keyword>right</span>] <span class=hljs-operator>||</span> [top <span class=hljs-operator>|</span> bottom]</pre>
<p>还可以使用to关键字指定方向，例如：</p>
<pre tabindex=0 class="hljs language-css"><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="copy sf-hidden" tabindex=0 title=复制><svg class=icon-copy><use xlink:href=#icon-copy></use></svg></a><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="beatuy revert sf-hidden" tabindex=0 title=还原><svg class=icon-palette><use xlink:href=#icon-palette></use></svg></a><span class=hljs-selector-class>.zxx-gradient</span> {
<span class=hljs-attribute>background</span>: <span class=hljs-built_in>linear-gradient</span>(to right, deepskyblue, skyblue);
}</pre>
<h4 id=string-zxx class=css-type-h4><string></h4>
<p>CSS <code><string></code>类型表示一系列的字符，字符数据类型在多个CSS属性中应用，如<code>content</code>，<code>font-family</code>以及<code>quotes</code>等。</p>
<p>示意：</p>
<pre tabindex=0 class="hljs language-css"><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="copy sf-hidden" tabindex=0 title=复制><svg class=icon-copy><use xlink:href=#icon-copy></use></svg></a><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="beatuy revert sf-hidden" tabindex=0 title=还原><svg class=icon-palette><use xlink:href=#icon-palette></use></svg></a><span class=hljs-selector-class>.by-author</span><span class=hljs-selector-pseudo>::before</span> {
<span class=hljs-attribute>content</span>: <span class=hljs-string>'如果发现本文盗用，欢迎反馈给zhangxinxu'</span>;
}</pre>
<pre tabindex=0 class="hljs language-css"><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="copy sf-hidden" tabindex=0 title=复制><svg class=icon-copy><use xlink:href=#icon-copy></use></svg></a><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="beatuy revert sf-hidden" tabindex=0 title=还原><svg class=icon-palette><use xlink:href=#icon-palette></use></svg></a><span class=hljs-selector-class>.some-font</span> {
<span class=hljs-attribute>font-family</span>: <span class=hljs-string>'Microsoft Yahei'</span>;
}</pre>
<h4 id=time-zxx class=css-type-h4><time></h4>
<p><code><time></code>是时间数据类型，多用在<code>animation</code>，<code>transition</code>以及相关CSS属性中。</p>
<p>支持两个单位，如下：</p>
<dl>
<dt><strong>s</strong></dt>
<dd>秒。</dd>
<dt><strong>ms</strong></dt>
<dd>毫秒。1秒=1000毫秒。</dd>
</dl>
<h4 id=time-percentage-zxx class=css-type-h4><time-percentage></h4>
<p><code><time-percentage></code>数据类型，表示值是<code><time></code>类型或者<code><percentage></code>类型。</p>
<h4 id=timing-function-zxx class=css-type-h4><timing-function></h4>
<p><code><timing-function></code>指时间函数类型，目前应用就是在CSS animation动画中的贝斯尔函数曲线，例如：</p>
<pre tabindex=0 class="hljs language-css"><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="copy sf-hidden" tabindex=0 title=复制><svg class=icon-copy><use xlink:href=#icon-copy></use></svg></a><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="beatuy revert sf-hidden" tabindex=0 title=还原><svg class=icon-palette><use xlink:href=#icon-palette></use></svg></a><span class=hljs-selector-class>.timing-function</span> {
<span class=hljs-attribute>animation-timing-function</span>: <span class=hljs-built_in>cubic-bezier</span>(<span class=hljs-number>0.1</span>, <span class=hljs-number>0.7</span>, <span class=hljs-number>1.0</span>, <span class=hljs-number>0.1</span>);
}</pre>
<h4 id=toggle-value-zxx class=css-type-h4><toggle-value></h4>
<p><code><toggle-value></code>数据类型表示切换数据类型，用在<code>toggle()</code>函数中（目前还没有浏览器支持），语法如下：</p>
<pre tabindex=0 class="hljs language-bash"><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="copy sf-hidden" tabindex=0 title=复制><svg class=icon-copy><use xlink:href=#icon-copy></use></svg></a><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="beatuy revert sf-hidden" tabindex=0 title=还原><svg class=icon-palette><use xlink:href=#icon-palette></use></svg></a>toggle( <span class=hljs-comment># )</span></pre>
<p><strong>关于toggle()函数</strong></p>
<p>这里多嘴举两个例子介绍下这个未来很可能出现的新函数。</p>
<p>下面的示例通常使<em>元素变为斜体，但如果元素位于斜体内容中，则使它们变为正常样式：</p>
<pre tabindex=0 class="hljs language-css"><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="copy sf-hidden" tabindex=0 title=复制><svg class=icon-copy><use xlink:href=#icon-copy></use></svg></a><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="beatuy revert sf-hidden" tabindex=0 title=还原><svg class=icon-palette><use xlink:href=#icon-palette></use></svg></a><span class=hljs-selector-tag>em</span> { <span class=hljs-attribute>font-style</span>: <span class=hljs-built_in>toggle</span>(italic, normal); }</pre>
<p>下面的示例循环嵌套列表的标记，以便最外层列表具有圆盘标记，但嵌套列表使用圆形、方形、长方体，然后在标记形状列表中重复此操作，再次使用disc开始（对于第五个列表深度）。</p>
<pre tabindex=0 class="hljs language-css"><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="copy sf-hidden" tabindex=0 title=复制><svg class=icon-copy><use xlink:href=#icon-copy></use></svg></a><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="beatuy revert sf-hidden" tabindex=0 title=还原><svg class=icon-palette><use xlink:href=#icon-palette></use></svg></a><span class=hljs-selector-tag>ul</span> { <span class=hljs-attribute>list-style-type</span>: <span class=hljs-built_in>toggle</span>(disc, circle, square, box); }</pre>
<h4 id=transform-function-zxx class=css-type-h4><transform-function></h4>
<p><code><transform-function></code>表示表示影响元素外观的转换的数据类型，例如旋转，缩放，移动等，用在<code>transform</code>属性中。</p>
<p>transform变换的底层都是矩阵计算，支持的<code><transform-function></code>值包括下面这些：</p>
<h5>矩阵变换</h5>
<dl>
<dt><strong>matrix()</strong></dt>
<dd>2D矩阵变换。</dd>
<dt><strong>matrix3d()</strong></dt>
<dd>3D矩阵变换。</dd>
</dl>
<h5>透视</h5>
<dl>
<dt><strong>perspective()</strong></dt>
<dd>设置用户与z=0平面之间的距离。</dd>
</dl>
<h5>旋转</h5>
<dl>
<dt><strong>rotate()</strong></dt>
<dd>围绕某一个点进行2d旋转。</dd>
<dt><strong>rotate3d()</strong></dt>
<dd>为了某一个点的3d空间旋转。</dd>
<dt><strong>rotateX()</strong></dt>
<dd>水平轴旋转。</dd>
<dt><strong>rotateY()</strong></dt>
<dd>垂直轴旋转。</dd>
<dt><strong>rotateZ()</strong></dt>
<dd>Z轴旋转。</dd>
</dl>
<h5>缩放</h5>
<dl>
<dt><strong>scale()</strong></dt>
<dd>2d缩放。</dd>
<dt><strong>scale3d()</strong></dt>
<dd>3d缩放。</dd>
<dt><strong>scaleX()</strong></dt>
<dd>水平轴缩放。</dd>
<dt><strong>scaleY()</strong></dt>
<dd>垂直则缩放。</dd>
<dt><strong>scaleZ()</strong></dt>
<dd>Z轴缩放。</dd>
</dl>
<h5>倾斜</h5>
<dl>
<dt><strong>skew()</strong></dt>
<dd>在二维平面上倾斜元素。</dd>
<dt><strong>skewX()</strong></dt>
<dd>水平方向倾斜。</dd>
<dt><strong>skewY()</strong></dt>
<dd>垂直方向倾斜。</dd>
</dl>
<h5>位移</h5>
<dl>
<dt><strong>translate()</strong></dt>
<dd>2d位移。</dd>
<dt><strong>translate3d()</strong></dt>
<dd>3d位移。</dd>
<dt><strong>translateX()</strong></dt>
<dd>水平轴位移。</dd>
<dt><strong>translateY()</strong></dt>
<dd>垂直则位移。</dd>
<dt><strong>translateZ()</strong></dt>
<dd>Z轴位移。</dd>
</dl>
<h4 id=type-or-unit-zxx class=css-type-h4><type-or-unit></h4>
<p><code><type-or-unit></code>表示类型或者单位，用在CSS <code>attr()</code>函数方法中。</p>
<p>例如：</p>
<pre tabindex=0 class="hljs language-xml"><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="copy sf-hidden" tabindex=0 title=复制><svg class=icon-copy><use xlink:href=#icon-copy></use></svg></a><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="beatuy revert sf-hidden" tabindex=0 title=还原><svg class=icon-palette><use xlink:href=#icon-palette></use></svg></a><span class=hljs-tag><<span class=hljs-name>stock</span>></span>
<span class=hljs-tag><<span class=hljs-name>wood</span> <span class=hljs-attr>length</span>=<span class=hljs-string>"12"</span>/></span>
<span class=hljs-tag><<span class=hljs-name>wood</span> <span class=hljs-attr>length</span>=<span class=hljs-string>"5"</span>/></span>
<span class=hljs-tag><<span class=hljs-name>metal</span> <span class=hljs-attr>length</span>=<span class=hljs-string>"19"</span>/></span>
<span class=hljs-tag><<span class=hljs-name>wood</span> <span class=hljs-attr>length</span>=<span class=hljs-string>"4"</span>/></span>
<span class=hljs-tag></<span class=hljs-name>stock</span>></span>
stock > * {
display: block;
width: attr(length em); /* 默认是0 */
height: 1em;
border: solid thin;
margin: 0.5em;
}</pre>
<p>其中<code>em</code>就属于<code><type-or-unit></code>类型，用的是unit类型。</p>
<p>又例如：</p>
<pre tabindex=0 class="hljs language-csharp"><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="copy sf-hidden" tabindex=0 title=复制><svg class=icon-copy><use xlink:href=#icon-copy></use></svg></a><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="beatuy revert sf-hidden" tabindex=0 title=还原><svg class=icon-palette><use xlink:href=#icon-palette></use></svg></a><span <span class=hljs-keyword>class</span>=<span class=hljs-string>"attr-as-color"</span> data-color=<span class=hljs-string>"#34538b"</span>>color属性赋色</span>
.attr-<span class=hljs-keyword>as</span>-color {
color: attr(data-color color);
}</pre>
<p>此时，<code>attr()</code>方法中的<code>color</code>就是<code><type-or-unit></code>类型，用的是type类型。</p>
<p><code><type-or-unit></code>支持的完成类型如下：</p>
<dl>
<dt><strong>string</strong></dt>
<dd>属性值作为字符串。</dd>
<dt><strong>color</strong></dt>
<dd>属性值作为色值类型。</dd>
<dt><strong>url</strong></dt>
<dd>属性值作为URL地址，可以用在<code>url()</code>方法中。</dd>
<dt><strong>interger</strong></dt>
<dd>属性值作为整数。<p class=sf-hidden></p>
<pre tabindex=0 class="hljs language-css"><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="copy sf-hidden" tabindex=0 title=复制><svg class=icon-copy><use xlink:href=#icon-copy></use></svg></a><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="beatuy revert sf-hidden" tabindex=0 title=还原><svg class=icon-palette><use xlink:href=#icon-palette></use></svg></a><span class=hljs-selector-class>.example</span> {
<span class=hljs-attribute>z-index</span>: <span class=hljs-built_in>attr</span>(data-z-index interger);
}</pre>
</dd>
<dt><strong>number</strong></dt>
<dd>属性值作为数值。</dd>
<dt><strong>length, angle, time, frequency</strong></dt>
<dd>作为长度值，角度值，时间或者频率。</dd>
<dt><strong>%</strong></dt>
<dd></dd>
<dt><strong>单位关键字</strong></dt>
<p><code><length></code>，<code> <angle></code>，<code><time></code>，和<code><frequency></code>单位中任意匹配的一个关键字，例如<code>deg</code>, <code>em</code>, <code>ms</code>等。
</p></dl>
<h4 id=url-zxx class=css-type-h4><url></h4>
<p><code><url></code>指的是外部资源引用数据类型，常用在<code>background-image</code>，<code>cursor</code>以及<code>list-style</code>等CSS属性以及<code>@font-face</code>等CSS规则中。</p>
<p>例如：</p>
<pre tabindex=0 class="hljs language-css"><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="copy sf-hidden" tabindex=0 title=复制><svg class=icon-copy><use xlink:href=#icon-copy></use></svg></a><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="beatuy revert sf-hidden" tabindex=0 title=还原><svg class=icon-palette><use xlink:href=#icon-palette></use></svg></a><span class=hljs-selector-tag>header</span> {
<span class=hljs-attribute>background</span>: <span class=hljs-built_in>url</span>(<span class=hljs-string>zxx-banner.png</span>) no-repeat top;
}</pre>
<pre tabindex=0 class="hljs language-css"><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="copy sf-hidden" tabindex=0 title=复制><svg class=icon-copy><use xlink:href=#icon-copy></use></svg></a><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="beatuy revert sf-hidden" tabindex=0 title=还原><svg class=icon-palette><use xlink:href=#icon-palette></use></svg></a><span class=hljs-selector-tag>ul</span> {
<span class=hljs-attribute>list-style</span>: square <span class=hljs-built_in>url</span>(<span class=hljs-string>https://www.example.com/zxx-ball.png</span>);
}</pre>
<h4 id=url-modifier-zxx class=css-type-h4><url-modifier></h4>
<p><code><url-modifier></code>表示URL修饰符数据类型。</p>
<p>例如：</p>
<pre tabindex=0 class="hljs language-css"><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="copy sf-hidden" tabindex=0 title=复制><svg class=icon-copy><use xlink:href=#icon-copy></use></svg></a><a href=https://www.zhangxinxu.com/wordpress/2019/11/css-value-type/ class="beatuy revert sf-hidden" tabindex=0 title=还原><svg class=icon-palette><use xlink:href=#icon-palette></use></svg></a><span class=hljs-selector-tag>header</span> {
<span class=hljs-attribute>background</span>: <span class=hljs-built_in>url</span>(<span class=hljs-string>zxx-banner.png xxx</span>) no-repeat top;
}</pre>
<p>后面的<code>xxx</code>就是URL修饰符，不过我查了目前所有的模块规范文档，对了这个URL修饰符并没有定义。</p>
<blockquote><p>This specification does not define any <url-modifier>s, but other specs may do so.</p></blockquote>
<p>规则各自为政有时候也有不好的地方。</p>
<h4 id=zero-zxx class=css-type-h4><zero></h4>
<p><code><zero></code>数据类型表示<code>0</code>，就是如字面看到的显示的值是0的数字。仅计算为值为0的<code><number></code>的表达式（例如<code>calc(0)</code>）与<code><zero></code>不匹配；只有<code><number-token></code>才匹配。</p>
<h3>三、结语</h3>
<p>还有不少遗漏，欢迎补充。</p>
<p>本文对于理解新的CSS世界体系非常重要，互相掺杂交织与融合，否则以后新CSS特性出来就更难理解与记忆了。</p>
<p>感谢阅读，欢迎分享，欢迎收藏！</p>
<p><img loading=lazy src="data:image/svg+xml;base64,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" width=20 height=20 align=absmiddle></p>
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<img class=jsAvatar height=64 width=64 src=data:image/jpeg;base64,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> <cite class=fn>Logic</cite><span class=says>说道：</span> </div>
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2019年11月29日 19:57</a> </div>
<p>大佬受我一拜</p>
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<img class=jsAvatar height=64 width=64 src="data:image/jpeg;base64,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"> <cite class=fn>迷弟</cite><span class=says>说道：</span> </div>
<div class="comment-meta commentmetadata"><a href=#comment-400062>
2019年11月14日 10:23</a> </div>
<p>文中关于attr()部分举了两个示例，一个是width: attr(length em); 一个是color: attr(data-color color);经测试不起作用，仅仅是为了示例作用这么写的吗？其实width和color不支持attr？</p>
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<img class=jsAvatar height=64 width=64 src=data:image/jpeg;base64,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> <cite class=fn><a href=http://www.zhangxinxu.com/ rel="external nofollow" class=url>张 鑫旭</a></cite><span class=says>说道：</span> </div>
<div class="comment-meta commentmetadata"><a href=#comment-400066>
2019年11月14日 11:25</a> </div>
<p>规范定义的新特性，不过还没有浏览器支持，以后会支持哟~</p>
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<img class=jsAvatar height=64 width=64 src="data:image/jpeg;base64,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"> <cite class=fn>xhyzidane</cite><span class=says>说道：</span> </div>
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2019年11月13日 11:40</a> </div>
<p>好顶赞</p>
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<img class=jsAvatar height=64 width=64 src="data:image/jpeg;base64,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"> <cite class=fn>codder</cite><span class=says>说道：</span> </div>
<div class="comment-meta commentmetadata"><a href=#comment-399925>
2019年11月11日 08:01</a> </div>
<p>大神辛苦了！</p>
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<img class=jsAvatar height=64 width=64 src="data:image/png;base64,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"> <cite class=fn>明天</cite><span class=says>说道：</span> </div>
<div class="comment-meta commentmetadata"><a href=#comment-399912>
2019年11月11日 01:20</a> </div>
<p><a href=https://drafts.csswg.org/css-values-4 rel=nofollow cursorshover=true>https://drafts.csswg.org/css-values-4</a> 这里不知道包括所有不。</p>
<p>学这里有一个应用是自定义属性的语法中有用到：https://drafts.css-houdini.org/css-properties-values-api/#the-registerproperty-function</p>
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<div class=silebar_inner itemscope itemtype=http://data-vocabulary.org/Person>
<img 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<option value selected>选择月份</option>
<option value=https://www.zhangxinxu.com/wordpress/2021/10/> 2021年十月 (2)</option>
<option value=https://www.zhangxinxu.com/wordpress/2021/09/> 2021年九月 (4)</option>
<option value=https://www.zhangxinxu.com/wordpress/2021/08/> 2021年八月 (5)</option>
<option value=https://www.zhangxinxu.com/wordpress/2021/07/> 2021年七月 (6)</option>
<option value=https://www.zhangxinxu.com/wordpress/2021/06/> 2021年六月 (2)</option>
<option value=https://www.zhangxinxu.com/wordpress/2021/05/> 2021年五月 (5)</option>
<option value=https://www.zhangxinxu.com/wordpress/2021/04/> 2021年四月 (4)</option>
<option value=https://www.zhangxinxu.com/wordpress/2021/03/> 2021年三月 (3)</option>
<option value=https://www.zhangxinxu.com/wordpress/2021/02/> 2021年二月 (14)</option>
<option value=https://www.zhangxinxu.com/wordpress/2021/01/> 2021年一月 (3)</option>
<option value=https://www.zhangxinxu.com/wordpress/2020/12/> 2020年十二月 (4)</option>
<option value=https://www.zhangxinxu.com/wordpress/2020/11/> 2020年十一月 (3)</option>
<option value=https://www.zhangxinxu.com/wordpress/2020/10/> 2020年十月 (11)</option>
<option value=https://www.zhangxinxu.com/wordpress/2020/09/> 2020年九月 (2)</option>
<option value=https://www.zhangxinxu.com/wordpress/2020/08/> 2020年八月 (3)</option>
<option value=https://www.zhangxinxu.com/wordpress/2020/07/> 2020年七月 (4)</option>
<option value=https://www.zhangxinxu.com/wordpress/2020/06/> 2020年六月 (4)</option>
<option value=https://www.zhangxinxu.com/wordpress/2020/05/> 2020年五月 (3)</option>
<option value=https://www.zhangxinxu.com/wordpress/2020/04/> 2020年四月 (5)</option>
<option value=https://www.zhangxinxu.com/wordpress/2020/03/> 2020年三月 (5)</option>
<option value=https://www.zhangxinxu.com/wordpress/2020/02/> 2020年二月 (3)</option>
<option value=https://www.zhangxinxu.com/wordpress/2020/01/> 2020年一月 (7)</option>
<option value=https://www.zhangxinxu.com/wordpress/2019/12/> 2019年十二月 (3)</option>
<option value=https://www.zhangxinxu.com/wordpress/2019/11/> 2019年十一月 (5)</option>
<option value=https://www.zhangxinxu.com/wordpress/2019/10/> 2019年十月 (3)</option>
<option value=https://www.zhangxinxu.com/wordpress/2019/09/> 2019年九月 (5)</option>
<option value=https://www.zhangxinxu.com/wordpress/2019/08/> 2019年八月 (9)</option>
<option value=https://www.zhangxinxu.com/wordpress/2019/07/> 2019年七月 (4)</option>
<option value=https://www.zhangxinxu.com/wordpress/2019/06/> 2019年六月 (7)</option>
<option value=https://www.zhangxinxu.com/wordpress/2019/05/> 2019年五月 (5)</option>
<option value=https://www.zhangxinxu.com/wordpress/2019/04/> 2019年四月 (5)</option>
<option value=https://www.zhangxinxu.com/wordpress/2019/03/> 2019年三月 (4)</option>
<option value=https://www.zhangxinxu.com/wordpress/2019/02/> 2019年二月 (4)</option>
<option value=https://www.zhangxinxu.com/wordpress/2019/01/> 2019年一月 (9)</option>
<option value=https://www.zhangxinxu.com/wordpress/2018/12/> 2018年十二月 (11)</option>
<option value=https://www.zhangxinxu.com/wordpress/2018/11/> 2018年十一月 (8)</option>
<option value=https://www.zhangxinxu.com/wordpress/2018/10/> 2018年十月 (7)</option>
<option value=https://www.zhangxinxu.com/wordpress/2018/09/> 2018年九月 (4)</option>
<option value=https://www.zhangxinxu.com/wordpress/2018/08/> 2018年八月 (6)</option>
<option value=https://www.zhangxinxu.com/wordpress/2018/07/> 2018年七月 (10)</option>
<option value=https://www.zhangxinxu.com/wordpress/2018/06/> 2018年六月 (7)</option>
<option value=https://www.zhangxinxu.com/wordpress/2018/05/> 2018年五月 (9)</option>
<option value=https://www.zhangxinxu.com/wordpress/2018/04/> 2018年四月 (3)</option>
<option value=https://www.zhangxinxu.com/wordpress/2018/03/> 2018年三月 (9)</option>
<option value=https://www.zhangxinxu.com/wordpress/2018/02/> 2018年二月 (7)</option>
<option value=https://www.zhangxinxu.com/wordpress/2018/01/> 2018年一月 (3)</option>
<option value=https://www.zhangxinxu.com/wordpress/2017/12/> 2017年十二月 (7)</option>
<option value=https://www.zhangxinxu.com/wordpress/2017/11/> 2017年十一月 (4)</option>
<option value=https://www.zhangxinxu.com/wordpress/2017/10/> 2017年十月 (3)</option>
<option value=https://www.zhangxinxu.com/wordpress/2017/09/> 2017年九月 (5)</option>
<option value=https://www.zhangxinxu.com/wordpress/2017/08/> 2017年八月 (4)</option>
<option value=https://www.zhangxinxu.com/wordpress/2017/07/> 2017年七月 (5)</option>
<option value=https://www.zhangxinxu.com/wordpress/2017/06/> 2017年六月 (4)</option>
<option value=https://www.zhangxinxu.com/wordpress/2017/05/> 2017年五月 (6)</option>
<option value=https://www.zhangxinxu.com/wordpress/2017/04/> 2017年四月 (1)</option>
<option value=https://www.zhangxinxu.com/wordpress/2017/03/> 2017年三月 (5)</option>
<option value=https://www.zhangxinxu.com/wordpress/2017/02/> 2017年二月 (5)</option>
<option value=https://www.zhangxinxu.com/wordpress/2017/01/> 2017年一月 (4)</option>
<option value=https://www.zhangxinxu.com/wordpress/2016/12/> 2016年十二月 (2)</option>
<option value=https://www.zhangxinxu.com/wordpress/2016/11/> 2016年十一月 (7)</option>
<option value=https://www.zhangxinxu.com/wordpress/2016/10/> 2016年十月 (2)</option>
<option value=https://www.zhangxinxu.com/wordpress/2016/09/> 2016年九月 (3)</option>
<option value=https://www.zhangxinxu.com/wordpress/2016/08/> 2016年八月 (6)</option>