
Andi Wolfe "..in case of a complete mental breakdown, I might fall back on Art Criticism." - John Sloan (1871-1952)
en.wikipedia.org
John French Sloan (August 2, 1871 – September 7, 1951) was a U.S. artist. As a member of The Eight, a group of American artists, he became a leading figure in the Ashcan School of realist artists. He was ...

Andi Wolfe If blue is your favorite color this might be of interest to you:
www.nytimes.com
Blue is sometimes not an easy color to make.

Andi Wolfe
"Art for art's sake is an empty phrase. Art for the sake of the true, art for the sake of the good and the beautiful, that is the faith I am searching for." - George Sand (1804-1876)
George Sand is the pseudonym for Amantine Aurore Lucile Dupin, later Baroness (French:baronne) Dudevant. She was a novelist with an interesting biography:
en.wikipedia.org
Amantine Aurore Lucile Dupin, later Baroness (French:baronne) Dudevant (1 July 1804 – 8 June 1876), best known by her pseudonym GeorgeSand (French pronunciation:[ʒɔʁʒ sɑ̃d]), was a French novelist. ...

Andi Wolfe
A series called, "When I let go of what I am, I can become what I might be." - Lao Tzu
This series is an abstract representation of winged seeds, capsules and shelf fungi. All of the motifs represent dispersal of a propagule to me.

Andi Wolfe Hmmmm, interesting - my 2011 demonstration schedule is already shaping up to be fun.

Andi Wolfe Hyperrealistic sculptures - interesting work, but somewhat disturbing.
www.webdesignerdepot.com
Artists that produce photorealistic sculptures, for the most part, aim to show us our bodies and life as it really is. Technically, artists who strive for a

Andi Wolfe "Genius only comes to those who know how to use their eyes and their intelligence." - Auguste Rodin (1840-1917)
en.wikipedia.org
Auguste Rodin[p] (born François-Auguste-René Rodin; 12 November 1840 – 17 November 1917) was a French sculptor. Although Rodin is generally considered the progenitor of modern sculpture,[1] he did not set out to rebel against the past. ...

Andi Wolfe Made some good progress on my latest sculpture this evening. Most of the negative space has been removed now, but I have another hour or two of work to finish that stage of the carving. I'm not used to having to stand at my carving bench, but this piece is sufficiently large that it was the most comfortable way to work on the first stage of the project.

Andi Wolfe
"Every master knows that the material teaches the artist." - Ilya Ehrenberg (1891-1967)
http://en.wikipedia.org/wiki/Ilya_Ehrenb urg
en.wikipedia.org
Ilya Grigoryevich Ehrenburg (Russian: Илья Григорьевич Эренбург, Russian pronunciation:[ɪˈlʲja ɡrʲɪˈɡorʲɪvɪtɕ erʲɪnˈburk]), January 27 [O.S. January 15] 1891 (Kiev, Russian Empire) – August 31, 1967 ...

Andi Wolfe "Who ever heard of a musician who was passionately fond of B flat? Color is like music. The palette is an instrument that can be orchestrated to build form." - John Sloan (1871-1951)
en.wikipedia.org
John French Sloan (August 2, 1871 – September 7, 1951) was a U.S. artist. As a member of The Eight, a group of American artists, he became a leading figure in the Ashcan School of realist artists. He was ...

Andi Wolfe It's going to take a long time to get rid of the negative space on my new project. I wish I had a huge air compressor and an auto body saw.

Andi Wolfe Made some progress on the layout of my latest project. It's going to be tight working space to carve the interior. I'll see how it looks after the negative space is removed. May have to do some redesign if I can't get enough clearance on the inside.

Andi Wolfe Here's an opportunity to help artisans get back on their feet after the recent tsunami that hit Samoa. Ernie Newman and Hought Wahl are taking on this project at their own expense. The rest of us can help by making donations of equipment or funds. Please read about the project on the AAW forum link I posted below.

Andi Wolfe This is really cool - especially for the math geeks that visit here. Page two of this site has some video renderings of the 3D fractals.
www.skytopia.com
It's been almost two years since we last wrote about the potential for a real 3D equivalent to the famous 2D Mandelbrot set. We're talking about a fractal which produces exquisite detail on all axes and ...




















