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style.css
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138 lines (111 loc) · 16.4 KB
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* {
box-sizing: border-box;
}
body {
font-family: Arial;
padding: 20px;
background:antiquewhite;
}
.topnav {
overflow: hidden;
background-color: #333;
}
.topnav a {
float: right;
color: #f2f2f2;
text-align: center;
padding: 14px 16px;
text-decoration: none;
font-size: 17px;
}
.topnav a:hover {
background-color: #ddd;
color: black;
}
.topnav a.active {
background-color: #4CAF50;
color: white;
}
.topnav-right {
float: right;
}
div.gallery {
margin: 5px;
border: 1px solid #ccc;
float: left;
width: 180px;
}
div.gallery:hover {
border: 1px solid #777;
}
div.gallery img {
width: 100%;
height: auto;
}
div.desc {
padding: 15px;
text-align: center;
}
.column {
float: left;
width: 33.33%;
padding: 5px;
}
/* Header/Blog Title */
.header {
padding: 30px;
font-size: 40px;
text-align: center;
background-image: url(https://image.freepik.com/free-vector/sweet-desserts-horizontal-cartoon-flat-banner_82574-9137.jpg);
}
/* Create two unequal columns that floats next to each other */
/* Left column */
.leftcolumn {
float: left;
width: 75%;
}
/* Right column */
.rightcolumn {
float: left;
width: 25%;
padding-left: 20px;
}
/* Fake image */
.fakeimg1 {
background-image: url(data:image/jpeg;base64,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);
background-color: #aaa;
width: 100%;
padding: 20px;
}
/* Add a card effect for articles */
.card {
background-color: white;
padding: 20px;
margin-top: 20px;
}
/* Clear floats after the columns */
.row:after {
content: "";
display: table;
clear: both;
}
/* Footer */
.footer {
padding: 20px;
text-align: center;
background: #ddd;
margin-top: 20px;
}
/* Responsive layout - when the screen is less than 800px wide, make the two columns stack on top of each other instead of next to each other */
@media screen and (max-width: 800px) {
.leftcolumn, .rightcolumn {
width: 100%;
padding: 0;
}
}
@media(max-width:1200px){
.column{
width: 100%;
padding: 0;
}
}