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June 27th, 2012 #1
I want to master the cube( without missing any angle)
I want to stop procrastinating /angsting about my art and master the basics.!
I already know the "theory" on how angles/vanishing points, and perspective work thanks to my amazing online teacher Mark Chong from ten drawing techniques (I have learned a lot thanks to him)
But I want to apply that knowledge master drawing the cubes in any angle (in 1,2,and 3 point perspective,) in order to master the basics of perspective and get to the next step of construction (I even want to draw buildings to practice) .
The problem is that I don't want to miss any possible cube angle!. What would you advice me?
I have drawn many cube angles, but I feel I may still be missing some (particularly in 3 point perspective), Just when I thought I had all of them... my teacher drew 5 more I wasn't aware of!
Last edited by FallenLegend; June 27th, 2012 at 03:19 AM.
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June 27th, 2012 #3
Well, assuming you don't want to go any finer than a one degree angle of rotation, you would have 360x360x360=46,656,000 possible views. However, the good news is that cubes are symmetrical, so that we can divide that by the number of corners (8), which means you'll only have to do 5,832,000 drawings. Of course, considering that the foreshortening of the cube depends not only on the angle but the distance from the viewer... lets just say you better start drawing!
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June 27th, 2012 #4
June 27th, 2012 #5Jester
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Learn the basics of perspective, with horizon lines, vanishing points, and learn some notion of measuring in perspective, and you can construct your grandmother's boobs, a cube or anything you want...
(yeps, a bube is a cubish boob)
June 27th, 2012 #6
"The problem is that I don't want to miss any possible cube angle!. What would you advice me?"
This "problem" sounds like procrastination to me. It's like saying "I want to learn addition but I must practice adding ALL numbers together. How do I not miss any single number to add?" Of course you don't learn addition by trying to add an infinite list of numbers together. You only have to learn to add the first 10 and then learn the method for adding larger numbers. The problem of infinite numbers is not a real problem.
So you don't have to learn to draw all the angles of a cube, you just have to practice some general categories in 1-, 2-, and 3-point perspective, like "cube above the horizon in 3-point perspective" and "cube below the horizon in 1-point perspective" and "cube right at the horizon in 2-point perspective". When you understand how the process works for these general categories you can draw a cube from any angle when you need to. So the problem of drawing a cube from all possible angles is also not a real problem. If you are waiting to solve this problem before you draw any cubes, you are procrastinating.
June 27th, 2012 #7