<tristero>
If two groups of constraints are provably equivalent in Euclidean geometry, will it ever be the case that one will be solved and the other won't?
<whitequark>
yes
<whitequark>
solvespace uses numeric methods
<whitequark>
sometimes it can produce identical equations, sometimes not, if you have significant structural differences probably not
<tristero>
I'm trying to step-translate N objects, and also constrain the inter-object distance to be equal to the distance to another feature. Nothing I do seems be solvable; is there a way I'm missing?
<tristero>
nvm, I seem to have found a way (I guess this was one of those examples of equivalent constraints, only one of which was solvable)
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