MAKE A MEME View Large Image Two-representations-of-L6n1-link-as-linked-circles.svg Two topologically-equivalent representations of the http //katlas math toronto edu/wiki/L6n1 L6n1 or 3 3 torus link of mathematical knot theory in the form of linked rings see http //...
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Keywords: Two-representations-of-L6n1-link-as-linked-circles.svg Two topologically-equivalent representations of the http //katlas math toronto edu/wiki/L6n1 L6n1 or 3 3 torus link of mathematical knot theory in the form of linked rings see http //www liv ac uk/~spmr02/rings/types html One configuration has 3-fold rotational symmetry the other doesn't Neither of them is the Borromean rings Self-made graphic converted from a version of the following vector PostScript source code <pre> 300 282 translate/plr dup 3 2 roll 72 mul 90 add dup 3 1 roll cos mul 3 1 roll sin mul def 23 1130905 setlinewidth /A 0 5 4 4 5 100 plr 78 0 360 arc closepath stroke for 0 182 plr 78 0 360 arc closepath stroke def A 11 5565453 setlinewidth 1 setgray A showpage EOF</pre> Linked circles Images with PostScript source code
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