将2x2图像裁剪并覆盖到4x4网格上,无需重复列/行

时间:2016-06-04 23:44:29

标签: html5 image css3 background-image crop

我有来自OS X Photo Booth的JPEG图像,如下所示:

GR
BM

在CSS3的帮助下,我想在HTML5 article元素的外部使用此图像,如下所示:

 GR 
BaaM
GaaR
 BM 

或者像这样:

 GR 
GaaR
BaaM
 BM 

甚至这个:

 RG 
BaaM
GaaR
 MB 

或者你认为适合所有方面,但 没有任何行或列,其中图像的相同部分重复 (同样,如上所述,必须有每个部分显示的总次数相同,例如, ,如下所示:

GRGR
BaaM
GaaR
BMBM

用CSS3做这样的事情最好的方法是什么?

2 个答案:

答案 0 :(得分:1)

我使用基础div来显示你的图像。这个div需要与你的div相同。

然后,我在div的不同位置放置了4张图像,缩放了50%。

这会在边框周围显示您的预期结果,但图像在div的内部部分会崩溃(请参阅代码段)。

现在,只需在div的中心放置一个aditional背景来覆盖它,然后就完成了(将鼠标悬停在代码片段上以查看结果)



div {
  width: 400px;
  height: 300px;
  background-image: url(http://lorempixel.com/400/300), url(http://lorempixel.com/400/300), url(http://lorempixel.com/400/300), url(http://lorempixel.com/400/300);
  background-size: 50% 50%;
  background-repeat: no-repeat;
  background-position: 0% 50%, 100% 50%, 50% 0%, 50% 100%;
}

div:hover {
  background-image: linear-gradient(white, white), url(http://lorempixel.com/400/300), url(http://lorempixel.com/400/300), url(http://lorempixel.com/400/300), url(http://lorempixel.com/400/300);
  background-position: 50% 50%, 0% 50%, 100% 50%, 50% 0%, 50% 100%;
  
}

<div></div>
&#13;
&#13;
&#13;

另一个想法,有更多标记,但只有一个背景图像

&#13;
&#13;
.main {
  width: 400px;
  height: 300px;
  background-image: url(http://lorempixel.com/400/300);
  background-size: 50% 50%;
  background-repeat: repeat;
  background-position: 50% 0%;
  position: relative;
}



.main:before, .main:after {
  content: "";  
  position: absolute;
  width: 100%;
  height: 25%;
  left: 0px;
  background-image: linear-gradient(to right, white 25%, transparent 25%, transparent 75%, white 75%);
}
.main:before {
  top: 0px;  
}

.main:after {
  bottom: 0px;  
}

.inner {
  position: absolute;
  width: 50%;
  height: 50%;
  left: 25%;
  top: 25%;
  background-color: white;
}
&#13;
<div class="main"><div class="inner"></div></div>
&#13;
&#13;
&#13;

答案 1 :(得分:0)

有帮助吗?

.content {
  background-color: white;
}

.wrapper {
  padding: 30px;
  background-position: center center;
  background-size: cover;
  background-image: url(data:image/png;base64,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)
}
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    Lorem ipsum dolor sit amet, consectetuer adipiscing elit. Aenean commodo ligula eget dolor. Aenean massa. Cum sociis natoque penatibus et magnis dis parturient montes, nascetur ridiculus mus. Donec quam felis, ultricies nec, pellentesque eu, pretium quis, sem. Nulla consequat massa quis enim. Donec pede justo, fringilla vel, aliquet nec, vulputate eget, arcu. 
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