041 = Table Surface Braced and Toothbrush Versus Paste
A Problem Squared
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The Problem With James's Problem
If the four legs form a rectangle, they're all the same length. There's not a slope greater than 35.26 degrees and the surface is nice and smooth. But if the legs are weird lengths, you can't fix that by moving it around. And almost definitely if you include discontinuous surfaces, like tiled surfaces with a, or if you're dining on a staircase, situations like that,. then they're very well, there's not a solution to stop the table from wobbling. Got it? So a continuous surface is a flat surface but can go in any angle? No, it can have bumps and things, but as long as there's no sudden jump to a
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