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Published: 2008-04-24 14:31:36 +0000 UTC; Views: 3510; Favourites: 7; Downloads: 2064
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Description
Each is a tiling of squares with integer sides. Clockwise from top left; every integer square overlapping, n-squares of every integer n, four Fibonacci square spirals compounded, and two pairs of Pell spirals compounded .Download for 1500 x 1500 px. version.
Also see Eric Baird's examples of Fibonacci squares and triangles tilings erkdemon.blogspot.com/2009/06/… .
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Comments: 1
suedollin [2008-04-25 15:32:48 +0000 UTC]
They are neat Mark.
Like the top right one, figured its 2 white lines working their way into the centre. Might try and draw this one. Yep, by hand.
Would love to play with the bottom right one, using tonal variations of colour.
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