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index.html
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<!doctype html>
<html lang="en">
<head>
<title>raycast</title>
<script src="./engine.js" defer></script>
<style>
/* https://stackoverflow.com/questions/7615009/disable-interpolation-when-scaling-a-canvas */
canvas {
image-rendering: optimizeSpeed; /* Older versions of FF */
image-rendering: -moz-crisp-edges; /* FF 6.0+ */
image-rendering: -webkit-optimize-contrast; /* Safari */
image-rendering: -o-crisp-edges; /* OS X & Windows Opera (12.02+) */
image-rendering: pixelated; /* Awesome future-browsers */
-ms-interpolation-mode: nearest-neighbor; /* IE */
}
</style>
</head>
<body style="background-color: black; position: fixed; top: 0; left: 0; bottom: 0; right: 0; display: flex; align-items: center; justify-content: center;">
<canvas id="raycast" width="640" height="360" style="width: 320px; height: 180px;"></canvas>
<canvas id="canvas" width="3840" height="2160" style="width: 1920px; height:
1080px; display: none;"></canvas>
<img id="hiresbricks" src="bricky.jpg" width="128" height="128" style="display: none;">
<img style="display: none;" width="128" height="128" id="snow" src="snow.jpg">
<img style="display: none;" width="64" height="64" id="ceiling" src="data:image/jpeg;base64,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">
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