Crossing number at most 16; appears to be prime
Symmetry Z2, negative amphichiral (may be fully amphichiral)
List (of coordinates along the path)
Fourier series (of coordinate functions parametrized in [-π,π])
Scad file (for use in Openscad or similar compiler)
Stl file (for use in a 3D printer, etc)
Jones polynomial:
- t -6 + t -5 - 2t -3 + 4t -2 - 5t -1 + 7 - 5t + 4t2 - 2t3 + t5 - t6
Note added 24.5.26: Werner Stanggaßinger (https://stanggassinger-sculpture.stainlesssteel4u.de/) has taken the trouble to look at this knot, and has confirmed that it is indeed prime. The crossing number is at most 14, and it is fully amphichiral.
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24.5.26