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use geom_isosphere to rewrite
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@ -1,46 +1,29 @@
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use <sweep.scad>;
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use <util/rand.scad>;
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use <noise/nz_worley3s.scad>;
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use <ptf/ptf_rotate.scad>;
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$fn = 192;
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use <experimental/geom_isosphere.scad>;
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radius = 30;
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amplitude = 20;
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sample_scale = 0.05;
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detail = 3;
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amplitude = .1;
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dist = "border"; // [euclidean, manhattan, chebyshev, border]
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grid_w = 1;
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worley_sphere(radius, amplitude, sample_scale, grid_w, dist);
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worley_sphere(radius, detail, amplitude);
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module worley_sphere(radius, amplitude, sample_scale, grid_w = 1, dist = "border", angle_boundary = 180 / $fn, seed = undef) {
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sd = is_undef(seed) ? rand() * 1000: seed;
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a_step = 360 / $fn;
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module worley_sphere(radius, detail, amplitude, dist = "border", grid_w = undef, seed = undef) {
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gw = is_undef(grid_w) ? radius : grid_w;
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points_faces = geom_isosphere(radius, detail);
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points = points_faces[0];
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faces = points_faces[1];
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sd = is_undef(seed) ? rand() * 1000: seed;
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nz = nz_worley3s(points, sd, gw, dist);
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sections = [
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for(a = [-90 + angle_boundary:a_step:90 - angle_boundary])
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let(p = [radius * cos(-a), 0, radius * sin(-a)])
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for(a = [0:a_step:360 - a_step])
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ptf_rotate(p, a)
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noisy_points = [
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for(i = [0:len(nz) - 1])
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let(p = points[i])
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p / norm(p) * (radius + nz[i][3] * amplitude)
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];
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nz = nz_worley3s(sections * sample_scale, sd, grid_w, dist);
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noisy_sphere = [
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for(i = [0:len(nz) - 1])
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let(
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p = sections[i],
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p2d = [p[0], p[1]],
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noisyP = p2d + p2d / norm(p2d) * nz[i][3] * amplitude
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)
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[noisyP[0], noisyP[1], p[2]]
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];
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sweep([
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for(i = [0:$fn:len(noisy_sphere) - $fn])
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[
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for(j = [0:$fn - 1])
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noisy_sphere[i + j]
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]
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]);
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polyhedron(noisy_points, faces);
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}
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