But it is impossible to divide a cube into two cubes, or a fourth power into fourth powers, or generally any power beyond the square into like powers....
Pierre de Fermat
Saturday, April 28, 2007
#12
Once again, this is 40" x 40" acrylic on canvas.
For a taste of the process, this one has a thick foundation of paletted squares, 29 x 29 = 841 total.
It also happens to be my wife's 29th year and the colors are her spring favorites.
germy- i had no idea that you had this blog.....or that you painted! i really like these....what a muti-talented brother-in-law i have.... now i know what to ask for from you guys at christmas! :)
4 Comments:
hey dude,
is that bottom one the one you were doing when I was there?
Yeah, it took a while.
germy- i had no idea that you had this blog.....or that you painted! i really like these....what a muti-talented brother-in-law i have.... now i know what to ask for from you guys at christmas! :)
This one is positively brilliant. Lucky, lucky wife! As much as I loathed math growing up, there is huge merit to the organization of this piece.
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