Convex, n = 22 record reconstructed coords

A = 0.012254962789776…
full precision

Exact value of the published coordinate literals: 0.0122549627897763988736409431848

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 41.1489 · 42.5726 · 82.2094 (10,16,21)
1 41.2336 · 42.5726 · 82.2990 (7,16,21)
1 40.9916 · 43.8006 · 83.3388 (0,3,17)
1 41.1105 · 43.9155 · 83.5853 (1,2,8)
1 32.2683 · 84.5064 · 116.0975 (8,12,16)
1 32.3292 · 84.7385 · 116.3954 (3,19,21)
1 42.6860 · 83.4096 · 125.6187 (1,5,7)
1 42.7990 · 83.5742 · 125.8996 (0,10,11)
1 42.5643 · 84.5106 · 126.6067 (9,15,20)
1 42.5643 · 84.6004 · 126.6973 (6,9,15)
1 52.3154 · 81.8539 · 133.7979 (5,12,21)
1 52.4654 · 82.0985 · 134.1956 (11,16,19)
1 52.1308 · 82.5524 · 134.3149 (6,13,17)
1 52.1674 · 82.6793 · 134.4798 (2,4,20)
1 52.3154 · 104.7708 · 156.8391 (5,12,14)
1 41.1489 · 116.0975 · 156.9627 (10,12,16)
1 52.1308 · 105.3228 · 157.2074 (4,6,13)
1 52.1674 · 105.3228 · 157.2443 (4,13,20)
1 52.4654 · 105.0419 · 157.2621 (11,18,19)
1 41.2336 · 116.3954 · 157.3474 (7,19,21)
1 40.9916 · 118.0897 · 158.8047 (0,3,13)
1 41.1105 · 118.3974 · 159.2336 (1,4,8)
1 43.9025 · 117.7009 · 161.3483 (15,17,18)
1 43.9360 · 117.7031 · 161.3843 (2,9,14)
1 60.3101 · 104.7708 · 164.8771 (6,12,14)
1 60.4444 · 105.0419 · 165.2839 (18,19,20)
1 33.8380 · 131.6957 · 165.2446 (2,10,13)
1 32.2683 · 133.3842 · 165.3533 (0,8,12)
1 32.3292 · 133.5325 · 165.5638 (1,3,19)
1 33.9379 · 132.0853 · 165.7367 (4,7,17)
1 33.9390 · 134.6177 · 168.2799 (9,16,18)
1 33.9745 · 134.8587 · 168.5576 (14,15,21)
1 85.5189 · 109.9823 · 195.3858 (2,5,19)
1 85.6075 · 110.1377 · 195.6303 (11,12,17)
1 85.8073 · 110.6500 · 196.3436 (6,8,18)
1 86.0596 · 110.9803 · 196.9271 (3,14,20)
1 52.1308 · 163.9617 · 215.9775 (6,11,13)
1 52.1674 · 164.0033 · 216.0559 (4,5,20)

Provenance

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