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
Tuesday, April 04, 2006
#10
This is a collaboration. My son Sam provided the upper red tea pot and my other son Noah provided the bottom left blue watering can.
40 in x 40 in. Acrylic, watercolor, and paper on canvas.
You're on to something with the squares! My favorites are #7 and # 8. There's a depth there, and a harmony. They speak of cities and distances and connections (sorry - hope this isn't too vague). Sam's contributions are fantastic; please tell him Uncle FMTTTMT say so...
2 Comments:
You're on to something with the squares! My favorites are #7 and # 8. There's a depth there, and a harmony. They speak of cities and distances and connections (sorry - hope this isn't too vague). Sam's contributions are fantastic; please tell him Uncle FMTTTMT say so...
Also # 9! When can I get one of these on my wall? Love it.
Post a Comment
<< Home