Question
HTML 5 and w3 validated with no errors Please !
1. Create a Web page like the following. You can use any set of images, but try to preserve the relative positioning of all i
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Answer #1

source code:

<!DOCTYPE html>
<html lang="en-US">
<head>
<title>Sample webpage</title>
<meta charset="UTF-8">
<style >
.img1{
float:right;

}

.img2{
position:absolute;
margin-left:500px;
top:50px;
}
.img3{
position:absolute;
float:left;
margin-right:240px;
top:100px;
}

#imgbox{

width:800px;
height:200px;


}
</style>

</head>
<body>
<div id="imgbox">
<img class='img1' alt="" src="https://www.imgacademy.com/themes/custom/imgacademy/images/helpbox-contact.png" width="200" height="100"><br>
<img class='img2' alt="" src="data:image/jpeg;base64,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" 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<div style="width:100px; float:left;">Instructor: </div>
<div style="color:blue; width: 200px; float:left;">Christo Dichev</div>
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Lab Exercise: Positioning
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<div style="font-size:16px;">Relative</div><br><br>
Absolute
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Activities Firefox Web Browser ▼ Thu 06:32 Mozilla Firefox © I Need Help w × /home/anumita/ × text-Google × RRGB Color Co/X nu Showing resu × @) character enc/X W3Schools O/X https://www.w3s file:///home/anumita/Desktop/general program/test.html Instructor:Christo Dichev Relative Lab Exercise: Positioning Absolute

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