File:Borromean-chainmail-tile.gif: Difference between revisions

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(An indefinitely extended "Borromean chain-mail" pattern, composed of overlapping L10n107 knots. Each small circle is part of four Borromean rings configurations (i.e. [L6a4]] link), and each large circle is part of eight Borromean rings configuration)
 
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An indefinitely extended "Borromean chain-mail" pattern, composed of overlapping [[L10n107]] knots. Each small circle is part of four Borromean rings configurations (i.e. [L6a4]] link), and each large circle is part of eight Borromean rings configurations (and every area contained within circles of three different colors is at the center of a Borromean rings configuration).
An indefinitely extended "Borromean chain-mail" pattern, composed of overlapping [[L10n107]] knots. Each small circle is part of four Borromean rings configurations (i.e. [[L6a4]] link), and each large circle is part of eight Borromean rings configurations (and every area contained within circles of three different colors is at the center of a Borromean rings configuration).


Self-made, declared by me to be in public domain (see http://commons.wikimedia.org/wiki/Image:Borromean-chainmail-tile.png ).
Self-made, declared by me to be in public domain (see http://commons.wikimedia.org/wiki/Image:Borromean-chainmail-tile.png ).

Revision as of 18:21, 3 May 2006

An indefinitely extended "Borromean chain-mail" pattern, composed of overlapping L10n107 knots. Each small circle is part of four Borromean rings configurations (i.e. L6a4 link), and each large circle is part of eight Borromean rings configurations (and every area contained within circles of three different colors is at the center of a Borromean rings configuration).

Self-made, declared by me to be in public domain (see http://commons.wikimedia.org/wiki/Image:Borromean-chainmail-tile.png ).

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current18:20, 3 May 2006Thumbnail for version as of 18:20, 3 May 2006800 × 600 (63 KB)AnonMoos (talk | contribs)An indefinitely extended "Borromean chain-mail" pattern, composed of overlapping L10n107 knots. Each small circle is part of four Borromean rings configurations (i.e. [L6a4]] link), and each large circle is part of eight Borromean rings configuration

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