Loved it! And liked the drawing at the end. If you're interested in some more complicated figures, I can probably give some tips as discrete symmetries are a favorite subject. The more interesting ones have handedness, that is, the pieces, when assembled, give a figure that is either left or right handed.
Loved it! And liked the drawing at the end. If you're interested in some more complicated figures, I can probably give some tips as discrete symmetries are a favorite subject. The more interesting ones have handedness, that is, the pieces, when assembled, give a figure that is either left or right handed.
That's interesting. I searched online for good patterns I could put on a ball but found very little. Do you have links? One idea I had was was to put points evenly over the ball in a geodesic grid and then join them in a continuous line with the travelling salesman problem. However the tsp seems non trivial on a sphere. The pattern helps a lot with the visual feedback of the trick.
They're spheres. The geodesic grid is just drawn on, as you can see at the end of the video. The grid just means that I can see the ball rotating which helps with visual feedback so that I can more quickly correct for misalignment of the balls. Some people do this trick using balls with flattened surfaces, which makes it much easier. I know of only one other video showing someone doing it without cheating, but this was filmed in 1936. http://www.britishpathe.com/video/rabello-juggling-wizardry
Some of you may be interested in an earlier video I made. This shows a machine learning algorithm I wrote which learns the 3 ball stacked balance using a genetic algorithm and neural network controller (but only in 2 dimensions).