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. In the case of a square of four points (Pll, Pul, Plr, and Prr where u=upper, l=lower/left, r=right), you expect a line between Pll and Pul, you also expect a line between Pll and Plr. But a line between Pll and Prr is also valid.

No, that cannot happen. A square can only arise from a cross pattern of 5 dots. And a diagonal line connecting the opposite corners would pass through the central dot and could not be 'normal' to any divisor between that dot and any other.


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In reply to Re^3: Better maps with Math::Geometry::Voronoi, and a Challenge for Math Monks by BrowserUk
in thread Better maps with Math::Geometry::Voronoi, and a Challenge for Math Monks by samtregar

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