See Through

Size
77,410 Kb
Views
28,336

How do I make an see through?

Experiment: View Source Code through mouseover. LOL. What is a see through? How do you make a see through? This script and codes were developed by Larry Geams Parangan on 13 September 2022, Tuesday.

See Through Previews

See Through - Script Codes HTML Codes

<!DOCTYPE html>
<html >
<head> <meta charset="UTF-8"> <title>See Through</title> <script src="https://s.codepen.io/assets/libs/modernizr.js" type="text/javascript"></script> <link rel="stylesheet" href="css/style.css">
</head>
<body>
<!-- Lets make a simple image magnifier -->
<div class="magnify">	<!-- This is the magnifying glass which will contain the original/large version -->	<div class="large"></div>	<!-- This is the small image -->	<img class="small" src="https://dribbble.s3.amazonaws.com/users/40433/screenshots/896977/attachments/97829/G__Promo_28ht.png" width="700"/>
</div> <script src='http://cdnjs.cloudflare.com/ajax/libs/jquery/2.1.3/jquery.min.js'></script> <script src="js/index.js"></script>
</body>
</html>

See Through - Script Codes CSS Codes

body{ background: #DD4B39;
}
/*Some CSS*/
* {margin: 0; padding: 0;}
.magnify {width: 700px; margin: 50px auto; position: relative;}
/*Lets create the magnifying glass*/
.large {	width: 175px; height: 175px;	position: absolute;	border-radius: 100%;	/*Multiple box shadows to achieve the glass effect*/	box-shadow: 0 0 0 7px rgba(255, 255, 255, 0.85),	0 0 7px 7px rgba(0, 0, 0, 0.25),	inset 0 0 40px 2px rgba(0, 0, 0, 0.25); /*hide the glass by default*/	display: none;	/*Lets load up the large image first*/ background-color: #fff; background-repeat: no-repeat;	background-image: url(data:image/png;base64,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);
}
/*To solve overlap bug at the edges during magnification*/
.small { display: block; }

See Through - Script Codes JS Codes

/*
* Dribble Shot of Haraldur Thorleifsson
* http://dribbble.com/shots/896977-Google-Grid
*
*/
$(document).ready(function(){	var native_width = 0;	var native_height = 0;	//Now the mousemove function	$(".magnify").mousemove(function(e){	//When the user hovers on the image, the script will first calculate	//the native dimensions if they don't exist. Only after the native dimensions	//are available, the script will show the zoomed version.	if(!native_width && !native_height)	{	//This will create a new image object with the same image as that in .small	//We cannot directly get the dimensions from .small because of the	//width specified to 200px in the html. To get the actual dimensions we have	//created this image object.	var image_object = new Image();	image_object.src = $(".small").attr("src");	//This code is wrapped in the .load function which is important.	//width and height of the object would return 0 if accessed before	//the image gets loaded.	native_width = image_object.width;	native_height = image_object.height;	}	else	{	//x/y coordinates of the mouse	//This is the position of .magnify with respect to the document.	var magnify_offset = $(this).offset();	//We will deduct the positions of .magnify from the mouse positions with	//respect to the document to get the mouse positions with respect to the	//container(.magnify)	var mx = e.pageX - magnify_offset.left;	var my = e.pageY - magnify_offset.top;	//Finally the code to fade out the glass if the mouse is outside the container	if(mx < $(this).width() && my < $(this).height() && mx > 0 && my > 0)	{	$(".large").fadeIn(100);	}	else	{	$(".large").fadeOut(100);	}	if($(".large").is(":visible"))	{	//The background position of .large will be changed according to the position	//of the mouse over the .small image. So we will get the ratio of the pixel	//under the mouse pointer with respect to the image and use that to position the	//large image inside the magnifying glass	var rx = Math.round(mx/$(".small").width()*native_width - $(".large").width()/2)*-1;	var ry = Math.round(my/$(".small").height()*native_height - $(".large").height()/2)*-1;	var bgp = rx + "px " + ry + "px";	//Time to move the magnifying glass with the mouse	var px = mx - $(".large").width()/2;	var py = my - $(".large").height()/2;	//Now the glass moves with the mouse	//The logic is to deduct half of the glass's width and height from the	//mouse coordinates to place it with its center at the mouse coordinates	//If you hover on the image now, you should see the magnifying glass in action	$(".large").css({left: px, top: py, backgroundPosition: bgp});	}	}	})
})
See Through - Script Codes
See Through - Script Codes
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Developer Larry Geams Parangan
Username larrygeams
Uploaded September 13, 2022
Rating 3.5
Size 77,410 Kb
Views 28,336
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Larry Geams Parangan (larrygeams) Script Codes
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