Exact Rational Segment Arrangement DCEL with Face/Hole Topology is a paid API for AI agents from detect.halowerk.com, paid per call via x402, $0.003/call, status unknown (last checked 2026-11-04).
Computes the complete planar subdivision (DCEL) induced by a set of closed line segments, returning all half-edges, faces, bounded regions, inner boundary components, and connectivity incidence with overlap splitting.
Recover the complete exact planar subdivision induced by supplied closed segments, including overlap splitting, twin/next incidence, disconnected components, bounded faces and inner boundary components; not segment clipping or intersection counting.
Returns the complete doubly-connected edge list (DCEL) for the planar arrangement induced by the input segments, including: all half-edges with twin and next pointers, bounded and unbounded faces, inner boundary (hole) components, and disconnected components. Overlap segments are properly split. The topology is computed with exact rational arithmetic.
POSThttps://detect.halowerk.com/v1/F-TD2000-DATASTRUCTURES-10/exact-rational-segment-arrangement-dcel-face-hole-topology?utm_source=zero.xyzUse this endpoint when you need the full exact planar topology — not just intersection counts or clipped segments — but the complete DCEL with face enumeration, hole detection, and half-edge incidence for a set of closed line segments. It is the right choice for applications that must traverse face adjacency, enumerate bounded regions, detect holes, or verify a topological claim about a planar arrangement. Prefer it over intersection-only APIs when downstream processing requires walking the half-edge structure.
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