AABoyles · August 29, 2015 14:02
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);
 			background-repeat:no-repeat;
 		}
 		#tt {
 			pointer-events: none;
 			color: white;
 		}
 		#tt2 {
 			pointer-events: none;
 			color: white;
 			z-index: 10;
 			position: absolute;
 			visibility: hidden;
 		}
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 			text-align: left;
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 			background: rgb(255,255,255);
 			border: thin solid #999;
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 	</head>
 	<body>
 		<p class="body">
 			5,000 alcoholic beverages are plotted according to how much they cost (x-axis), and how many shot-equivalens of alcohol they contain, per-dollar (y-axis). Beverages at the upper-left of the curve are highly cost-effective, while those at the lower-right are less so. For more, <a href="http://www.washingtonpost.com/blogs/wonkblog/wp/2014/05/23/the-beverage-curve-how-to-get-the-most-buzz-for-your-buck/">see the related blog post</a> »
 		</p>
 		<div id="scatter">
 			<div id="tt2"></div>
 		</div>
 		<p class="credit border-top">
 			SOURCE: Analysis based on data from the Virginia Department of Alcoholic Beverage Control, totalwine.com, beeradvocate.com and winefolly.com
 		</p>
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 					var margin = {
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 					x = d3.scale.linear().domain([0.9, 125]).range([0,  width]),
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 							mx2 = Math.max(ms2[0], 50) + 10;
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