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@@ -404,6 +404,12 @@ These examples incubate dotSCAD and dotSCAD refactors these examples. See [examp
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[**matrix/m_replace**(m, i, j, value)](https://openhome.cc/eGossip/OpenSCAD/lib3x-m_replace.html) | replace the aᵢⱼ element of a matrix.
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[**matrix/m_replace**(m, i, j, value)](https://openhome.cc/eGossip/OpenSCAD/lib3x-m_replace.html) | replace the aᵢⱼ element of a matrix.
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## Triangle
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Signature | Description
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[**triangle/tri_subdivide**(shape_pts[, n])](https://openhome.cc/eGossip/OpenSCAD/lib3x-tri_subdivide.html) | subdivide a triangle `n` times.
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## Point Picking
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## Point Picking
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Signature | Description
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Signature | Description
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docs/lib3x-tri_subdivide.md
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# tri_subdivide
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Subdivide a triangle `n` times.
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**Since:** 3.3
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## Parameters
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- `shape_pts` : the vertices of a 2D or 3D triangle.
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- `n` : subdivide a triangle `n` times. Default to 1.
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## Examples
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use <shape_circle.scad>
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use <triangle/tri_subdivide.scad>
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radius = 10;
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tri = shape_circle(radius, $fn = 3);
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polygon(tri);
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for(n = [1:3]) {
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subdivided = tri_subdivide(tri, n);
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translate([radius * 2 * n, 0])
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for(t = subdivided) {
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offset(-.1)
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polygon(t);
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}
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}
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@@ -4,8 +4,6 @@ to_do:
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new:
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new:
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- triangle/tri_subdivide
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- mz_hamiltonian supports init_cells
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- mz_hamiltonian supports init_cells
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update doc mz_square_initialize
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update doc mz_square_initialize
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@@ -33,4 +31,6 @@ doc-ed
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- util/sorted, util/binary_search, util/contains
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- util/sorted, util/binary_search, util/contains
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- maze/mz_square, maze/mz_theta, maze/mz_squarewalls, maze/mz_hexwalls, maze/mz_tiles
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- maze/mz_square, maze/mz_theta, maze/mz_squarewalls, maze/mz_hexwalls, maze/mz_tiles
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- matrix/m_replace
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- matrix/m_replace
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- triangle/tri_subdivide
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@@ -1,6 +1,16 @@
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/**
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* tri_subdivide.scad
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*
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* @copyright Justin Lin, 2022
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* @license https://opensource.org/licenses/lgpl-3.0.html
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*
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* @see https://openhome.cc/eGossip/OpenSCAD/lib3x-tri_subdivide.html
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*
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**/
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use <_impl/_tri_subdivide_impl.scad>
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use <_impl/_tri_subdivide_impl.scad>
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function tri_subdivide(shape_pts, n) =
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function tri_subdivide(shape_pts, n = 1) =
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n == 0 ? [shape_pts] :
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n == 0 ? [shape_pts] :
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let(
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let(
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pts = _tri_subdivide_pts(shape_pts, n + 1),
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pts = _tri_subdivide_pts(shape_pts, n + 1),
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