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Brennen Herbruck
916b91e8d0
solidcore's main at c0d3cc0124, rewritten to one commit per same-author run per PR (2,800 commits, author credit kept; tree identical). Full original history: tangency-labs/solidcore archive/full-history. Co-Authored-By: Claude Opus 5.5 <noreply@anthropic.com> git-subtree-dir: solidcore git-subtree-mainline:44525da669git-subtree-split:c440e5f892
13 lines
1.6 KiB
TOML
Vendored
13 lines
1.6 KiB
TOML
Vendored
id = "geom.solution_array"
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upstream = ["source/SMLib/inc/SmSolutionArray.h", "source/SMLib/src/SmSolutionArray.cpp"]
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rust_module = "geom::solution_array"
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depends_on = ["geom.extent3d", "geom.object"]
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soft_depends_on = ["geom.tol", "geom.vector2d"]
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est_lines = 1319
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layer = 4
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tests = ["prog_test:my_test_extent3d", "prog_test:my_test_vector2d", "prog_test:my_test_surface_closest_point", "prog_test:my_test_drop_point", "prog_test:my_test_matrix", "prog_test:my_test_reversed_line_join"]
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status = "green"
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claimed_by = "swarm-geom.solution_array-a1"
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claimed_at = "2026-10-12T20:24:32Z"
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notes = "GREEN (shim batch 2): 810 cases, 810 pass, 0 deferred, max_rel_err 0, --perturb SENSITIVE 810/810; SolutionObject gained geometry hooks (vertex_point, edge_curve, edge_interval, curve_point, face_surface, face_uv_domain, surface_point; natural_interval/natural_uv_domain now answered by the runner): the runner's handles reach the shim's line, plane and its vertex/edge/face as records of one B-rep (56 deferrals compared). difftest: 810 cases, 754 pass, 56 deferred (curve.curve_p2 16, topology.face_p2 14, topology.edge 12, surface.surface_p2 9, topology.vertex 5); Dump not ported (print only). 42 fns; largest: SmSolution::ClassifySolutionEnd, SmSolutionArray::AddSortedSolution, SmSolution::GetPoint, SmSolution::Dump; cycle back-edges (call into later units; stub or co-port): geom.extent1d(4), geom.vector3d(4), curve.curve_p2(2), geom.extent2d(2), surface.surface_p2(2), topology.edge(2), topology.face_p2(2), query.poly(1), surface.volume_p1(1), topology.vertex(1); unit-SCC #22 (220 units); 319 upstream test entry points reach this unit"
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