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[added] intersect.point_in_poly and required plumbing
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@ -397,4 +397,25 @@ function intersect.aabb_aabb_collide_continuous(
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return false
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return false
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end
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end
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--check if a point is in a polygon
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--point is the point to test
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--poly is a list of points in order
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--based on winding number, so re-intersecting areas are counted as solid rather than inverting
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function intersect.point_in_poly(point, poly)
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local wn = 0
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for i, a in ipairs(poly) do
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local b = poly[i + 1] or poly[1]
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if a.y <= point.y then
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if b.y > point.y and vec2.winding_side(a, b, point) > 0 then
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wn = wn + 1
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end
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else
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if b.y <= point.y and vec2.winding_side(a, b, point) < 0 then
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wn = wn - 1
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end
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end
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end
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return wn ~= 0
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end
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return intersect
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return intersect
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11
vec2.lua
11
vec2.lua
@ -532,6 +532,17 @@ function vec2.vrej(a, b)
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return a:copy():vreji(b)
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return a:copy():vreji(b)
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end
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end
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--get the winding side of p, relative to the line a-b
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-- (this is based on the signed area of the triangle a-b-p)
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-- return value:
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-- >0 when p left of line
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-- =0 when p on line
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-- <0 when p right of line
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function vec2.winding_side(a, b, p)
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return (b.x - a.x) * (p.y - a.y)
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- (p.x - a.x) * (b.y - a.y)
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end
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-----------------------------------------------------------
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-----------------------------------------------------------
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-- vector extension methods for special purposes
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-- vector extension methods for special purposes
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-- (any common vector ops worth naming)
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-- (any common vector ops worth naming)
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