Home · Sculptures · Films · Machine families · Method · Report · By symmetry · Data · Listen · Play a song on the knots · Browse all (3D) · Download corpus

S_26_d1849_Z2_amphi

← Machine families · browse this cluster in 3D →

c=26; determinant 1849; Z/2 amphichiral; Θ trivial; 4 members discovered. Each member is the same knot type, reached by different construction parameters. The count is members discovered so far; further members exist by construction and are not yet discovered.

lj_5_7_9_ph0p785_0p785_0p000 lj_5_7_9_ph0p785_1p571_0p000 lj_5_7_9_ph2p356_1p571_0p000 lj_5_7_9_ph2p356_2p356_0p000

The knots shown here are generated and identified by the Knot-Identification Pipeline, a system by W.A.Stanggassinger in collaboration with Claude Code (Anthropic) — this website and the pipeline are their joint work. The Stanggassinger-family construction method (atomic module · Cn/Sn symmetry · closure constraint) is published here for attribution and priority.

© 2026 Werner Alois Stanggassinger · knot data CC BY-NC 4.0 · sculptures & images © all rights reserved · pipeline code private.
Legal Notice · Privacy · code & method detail on request (terms stated on contact), open to all — stanggassinger@stainlesssteel4u.de · Mastodon.