Convex, n = 21 record reconstructed coords

A = 0.012725160036190…
full precision

Exact value of the published coordinate literals: 0.0127251600361903942833005202643

37 triangles tie for the minimal area.

Symmetry

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

Minimal triangles

37 triangles tied (within relative 10−9) at the minimal area, in 37 congruence classes:

countside lengthstriangles (point indices)
1 40.1953 · 44.5015 · 83.1973 (2,8,14)
1 40.9613 · 43.7420 · 83.2067 (1,13,15)
1 40.7854 · 44.5015 · 83.8213 (2,11,14)
1 41.6928 · 43.7420 · 83.9793 (1,10,13)
1 33.2552 · 85.0903 · 117.6859 (7,14,18)
1 33.3193 · 85.1270 · 117.7889 (1,2,3)
1 33.1981 · 85.5394 · 118.0825 (0,1,17)
1 41.7249 · 83.3070 · 124.5265 (4,10,11)
1 41.9555 · 85.0402 · 126.5112 (15,16,19)
1 41.6451 · 86.3516 · 127.5199 (8,9,20)
1 50.7685 · 82.1067 · 132.4799 (3,4,14)
1 58.1321 · 76.5228 · 134.2897 (4,12,16)
1 60.5814 · 75.2595 · 135.4879 (0,15,20)
1 53.3471 · 82.5316 · 135.5130 (0,13,19)
1 54.4287 · 81.7676 · 135.8354 (2,18,20)
1 61.5022 · 75.1610 · 136.3171 (8,18,19)
1 50.7685 · 106.1095 · 156.6197 (3,4,5)
1 40.1953 · 117.7889 · 157.6920 (2,3,8)
1 53.3471 · 104.9451 · 158.0461 (0,12,19)
1 40.7854 · 117.6859 · 158.1841 (11,14,18)
1 54.4287 · 104.1752 · 158.3613 (6,18,20)
1 41.4977 · 117.6234 · 158.8399 (7,9,12)
1 41.3519 · 118.0331 · 159.1041 (6,16,17)
1 41.6928 · 118.0825 · 159.4977 (0,1,10)
1 40.9613 · 119.3807 · 160.0634 (5,13,15)
1 33.4970 · 131.5022 · 164.6984 (8,12,13)
1 33.1291 · 131.9696 · 164.7957 (2,6,15)
1 60.5814 · 104.9451 · 165.3194 (0,12,20)
1 61.5022 · 104.1752 · 165.4721 (6,18,19)
1 33.2552 · 133.1305 · 166.0890 (7,10,18)
1 33.1981 · 133.2345 · 166.1356 (0,11,17)
1 33.3193 · 133.1165 · 166.1396 (1,3,9)
1 35.5214 · 133.8109 · 169.0609 (5,14,16)
1 84.5520 · 110.4403 · 194.8728 (4,13,18)
1 87.0329 · 111.0532 · 197.9724 (3,17,20)
1 87.8659 · 112.7670 · 200.5235 (5,7,19)
1 58.1321 · 158.0461 · 216.0686 (4,12,19)

Provenance

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