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vector.triangle: (try to) avoid holes in neighbouring triangles
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@ -3,3 +3,4 @@ TODO:
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* Figure out and implement 3D scanline search
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* Figure out and implement 3D scanline search
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* Add vector.hollowsphere, less positions than WorldEdit hollowsphere
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* Add vector.hollowsphere, less positions than WorldEdit hollowsphere
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* Add unit tests
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* Add unit tests
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* Use %a string format for vector.serialize so that it is reversible
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6
init.lua
6
init.lua
@ -1041,6 +1041,10 @@ function funcs.triangle(pos1, pos2, pos3)
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return (pos[1] - p1[1]) * (p2[2] - p1[2])
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return (pos[1] - p1[1]) * (p2[2] - p1[2])
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- (pos[2] - p1[2]) * (p2[1] - p1[1])
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- (pos[2] - p1[2]) * (p2[1] - p1[1])
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end
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end
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-- eps is used to prevend holes in neighbouring triangles
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-- It should be smaller than the smallest possible barycentric value
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-- FIXME: I'm not sure if it really does what it should.
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local eps = 0.5 / math.max(p2[1] - p1[1], p2[2] - p1[2])
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local a_all_inv = 1.0 / edgefunc(pos1_2d, pos2_2d, pos3_2d)
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local a_all_inv = 1.0 / edgefunc(pos1_2d, pos2_2d, pos3_2d)
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local step_k3 = - (pos2_2d[1] - pos1_2d[1]) * a_all_inv
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local step_k3 = - (pos2_2d[1] - pos1_2d[1]) * a_all_inv
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local step_k1 = - (pos3_2d[1] - pos2_2d[1]) * a_all_inv
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local step_k1 = - (pos3_2d[1] - pos2_2d[1]) * a_all_inv
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@ -1055,7 +1059,7 @@ function funcs.triangle(pos1, pos2, pos3)
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local k1 = edgefunc(pos2_2d, pos3_2d, p) * a_all_inv
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local k1 = edgefunc(pos2_2d, pos3_2d, p) * a_all_inv
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for _ = p1[2], p2[2] do
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for _ = p1[2], p2[2] do
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local k2 = 1 - k1 - k3
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local k2 = 1 - k1 - k3
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if k1 >= 0 and k2 >= 0 and k3 >= 0 then
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if k1 >= -eps and k2 >= -eps and k3 >= -eps then
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-- On triangle
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-- On triangle
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local h = math.floor(k1 * pos1[dir] + k2 * pos2[dir] +
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local h = math.floor(k1 * pos1[dir] + k2 * pos2[dir] +
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k3 * pos3[dir] + 0.5)
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k3 * pos3[dir] + 0.5)
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