1 2<!DOCTYPE html> 3 4<html> 5<head> 6<title>Non-Euclidean Tessellations</title> 7<meta charset="utf-8"/> 8<meta name="viewport" content="width=device-width, initial-scale=1.0"/> 9<link rel="stylesheet" type="text/css" href="style.css" /> 10</head> 11 12<body> 13 14<h1> Non-Euclidean Tessellations </h1> 15<p> 16Welcome to the non-Euclidean tessellations movie page. 17</p> 18<p> 19The term tessellate means 'fit together exactly a number of congruent tiles, leaving no spaces'. The term non-Euclidean refers to a kind of geometry that goes beyond what we were taught in high school math. This is a geometry where tiles have sides that are circular arcs, and they are congruent as long as their vertex angles correspond. 20</p> 21 22<p> 23There's a good online introduction to these concepts in 24<a href="https://plus.maths.org/issue43/features/serieswright/">this article</a>. 25</p> 26 27<!-- 28<object width="800" height="450" type="application/x-shockwave-flash" data="https://vimeo.com/hubnut/?user_id=user1587055&color=00adef&background=000000&fullscreen=1&slideshow=0&stream=uploaded_videos&id=&server=vimeo.com"> 29 <param name="allowfullscreen" value="true" /> 30 <param name="allowscriptaccess" value="always" /> 31 <param name="movie" value="https://vimeo.com/hubnut/?user_id=user1587055&color=00adef&background=000000&fullscreen=1&slideshow=0&stream=uploaded_videos&id=&server=vimeo.com" /> 32</object> 33--> 34<!-- 35<iframe 36 src="//player.vimeo.com/hubnut/user/user1587055/uploaded_videos?color=44bbff&background=000000&slideshow=0&video_title=1&video_byline=1" 37 width="800" height="450" frameborder="0" 38 webkitAllowFullScreen mozallowfullscreen allowFullScreen> 39</iframe> 40--> 41 42<div id="player"></div>
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54 55 56 57<p> 58You can browse through a series of movies in the above widget, or you can browse through 59<a href="https://www.vimeo.com/album/82895"> a Vimeo Album</a>. 60</p> 61 62<p> 63Here's one of the movies broken down into a <a href="noneuclidean/slideshow/slideshow.html">high resolution slide show</a>. 64</p> 65 66 67
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