Finish writing about degenerate solutions for points on two spheres
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@ -35,7 +35,7 @@ Choose a whole number $n \ge 1$. Make two spheres and constrain $n$ points to ea
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#### Notes
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The spheres are allowed to coincide, and the points are also allowed to coincide,
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In a generic solution, both spheres and all the points are different, but there are degenerate solutions where the two spheres or some or all of the points coincide. These are valid solutions to the problem as stated here, but it's also interesting to test whether one can gravitate toward generic solutions or deform a degenerate solution into a generic one.
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### Rigid hexagon
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