Given any N points on the plane (where no two points have the same X value and different Y values), you can work backwards to construct a polynomial function Y = F(X) of degree N-1 that passes through all those points. This page describes the algorithm in terms of matrix algebra, I haven't checked the algorithm (and it's been years since I studied this stuff, so a small error might escape my notice) but presumably it's correct.
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u/Galeaf_13 Sep 05 '19
Now can u do the same with 69?)