bibhamrokhanpin/wp-content/__plugins/redux-framework/sample/info-html.html
2024-04-10 17:46:06 +05:45

67 lines
51 KiB
HTML

<style type="text/css">
/*
Parallax Experiment
Date: 2nd April 2009
Author: Paul Hayes
*/
* {
margin: 0; padding: 0;
}
#infoSample {
position: relative;
border: 2px solid #111;
overflow: hidden;
margin: 0; padding: 0;
}
#infoSample #background {
padding: 30px;
background: 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) 5% 5%, 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) 50% 50%, url(data:image/png;base64,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) 90% 110%;
top: 0;
left: 0;
right: 0;
bottom: 0;
position: absolute;
-webkit-transition: left 300s linear;
-moz-transition: left 300s linear;
-o-transition: left 300s linear;
-ms-transition: left 300s linear;
transition: left 300s linear;
}
#infoSample #experiment:target #background {
left: -5000px;
}
#infoSample #experiment:hover #background {
left: -9999px;
}
#infoSample #content {
margin: 80px 50px;
background-color: #aaa;
opacity: 0.95;
color: #555;
padding: 3em;
border: 2px solid #666;
}
#infoSample #content h2 {
margin: 1em 0;
font-weight: bold;
font-size: 26px;
}
</style>
<div id="infoSample">
<div class="wrapper">
<div id="experiment">
<div id="background"></div>
<div id="content">
<h2>Raw Field</h2>
<p>You can embed any type of content in an raw field. Then you can have all kinds of fun with Redux!</p>
</div>
</div>
</div>
</div>