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Q:
Is there an algorithm to find if a set of points in 3-space are on a plane?
A set $P$ of $n$ points in $3$ dimensional space (doesn't need to be in any order, affinely or coordinately) (or in 2D, but I guess $S$ is the same as $P$ here). Is there an algorithm for determining if $S$ is "close" to some given set of 50e0806aeb harhar
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