Convex, n = 23 record reconstructed coords

A = 0.011082485280563…
full precision

Exact value of the published coordinate literals: 0.0110824852805632175275321428938

38 triangles tie for the minimal area.

Symmetry

Not symmetric (group C1, order 1). (Friedman's page says: no symmetry.)

Minimal triangles

38 triangles tied (within relative 10−9) at the minimal area, in 38 congruence classes:

countside lengthstriangles (point indices)
1 38.8073 · 43.1382 · 80.4414 (0,7,13)
1 42.0942 · 44.0108 · 84.8230 (8,17,21)
1 31.4487 · 83.2684 · 114.0498 (1,7,17)
1 39.1900 · 84.4472 · 123.1504 (13,19,22)
1 42.5788 · 81.1254 · 123.2385 (4,11,12)
1 43.1649 · 80.7165 · 123.4204 (8,16,18)
1 42.5788 · 85.7099 · 127.8641 (11,12,14)
1 43.1649 · 85.1522 · 127.8956 (8,10,16)
1 50.1307 · 81.0963 · 130.8549 (3,4,6)
1 49.9116 · 81.7619 · 131.3042 (2,9,18)
1 53.4973 · 78.7048 · 131.8458 (0,1,19)
1 60.7606 · 71.6780 · 132.0949 (1,13,18)
1 52.5885 · 82.9236 · 135.1766 (5,10,21)
1 52.9103 · 83.1290 · 135.7080 (7,14,15)
1 60.5045 · 84.0513 · 144.2865 (0,12,22)
1 53.4973 · 100.7145 · 153.9737 (1,19,20)
1 49.9116 · 104.6667 · 154.3332 (5,9,18)
1 50.1307 · 104.4492 · 154.3355 (3,4,15)
1 42.3033 · 114.0498 · 156.0906 (1,7,12)
1 39.9234 · 117.0032 · 156.6563 (5,17,22)
1 52.5885 · 104.6667 · 157.0267 (5,9,10)
1 52.9103 · 104.4492 · 157.1321 (3,14,15)
1 42.0942 · 115.9553 · 157.7929 (8,20,21)
1 43.1060 · 116.1221 · 158.9797 (2,3,16)
1 43.1333 · 116.9280 · 159.8162 (6,9,11)
1 60.7606 · 100.7145 · 161.2751 (1,18,20)
1 34.1630 · 128.4024 · 162.2874 (2,5,13)
1 34.3909 · 129.5629 · 163.6825 (6,15,22)
1 31.4487 · 132.5147 · 163.6732 (1,11,17)
1 32.3052 · 132.9174 · 164.9432 (0,16,20)
1 32.0151 · 134.6733 · 166.4126 (3,7,8)
1 32.4112 · 134.7159 · 166.8555 (9,12,21)
1 83.8537 · 109.6953 · 193.4382 (0,4,9)
1 82.5942 · 111.7022 · 194.1863 (15,19,21)
1 86.8711 · 108.1151 · 194.8785 (6,10,20)
1 50.1307 · 163.7867 · 213.8050 (3,4,10)
1 52.5885 · 161.5709 · 214.0510 (5,10,19)
1 60.5149 · 154.3332 · 214.7498 (5,14,18)

Provenance

Downloads