I'm having troubles concentrating this afternoon. So instead of working I've been thinking about a question that someone asked in my graphics class earlier this afternoon. Assume that you have a box and there is a triangle that partially sticks outside of the box. If you clip off the parts of the triangle sticking outsid, what is the maximum
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i'm having trouble visualizing how i'd intersect a plane with more than 4 sides of a box, but i feel like it colud be done. dunno about 6 sides. but if you could intersect the plane with 6 sides of the box and strategically introduce 3 more sides from the triangel, that should give you an upper bound of 9, and you can easily do 6, so it's somewhere in there :-)
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if !(smart) {
show(ass);
}
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physics.ucsd.edu/~tdriscol/ts1.jpg
and the intersection is
physics.ucsd.edu/~tdriscol/ts2.jpg
sorry its hard to visualize, i didn't want to spend the time to convert line segments to faces on the intersection so it could do shading.
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