Triangle, n = 17 record reconstructed coords

A = 0.015533675027841…
full precision

Exact value of the published coordinate literals: 0.01553367502784164290615081042

29 triangles tie for the minimal area.

Symmetry

Not symmetric (group C1, order 1).

Minimal triangles

29 triangles tied (within relative 10−9) at the minimal area, in 29 congruence classes:

countside lengthstriangles (point indices)
1 0.1468 · 0.2781 · 0.3897 (8,12,15)
1 0.1382 · 0.3005 · 0.4057 (4,14,16)
1 0.1562 · 0.2844 · 0.4108 (3,5,6)
1 0.1468 · 0.3112 · 0.4306 (9,12,15)
1 0.2259 · 0.2782 · 0.4876 (1,7,10)
1 0.2340 · 0.2991 · 0.5193 (0,2,3)
1 0.2466 · 0.3026 · 0.5367 (1,9,13)
1 0.2380 · 0.3276 · 0.5540 (2,8,11)
1 0.2613 · 0.3158 · 0.5664 (0,13,16)
1 0.2781 · 0.4219 · 0.6940 (3,8,12)
1 0.2844 · 0.4219 · 0.7004 (3,6,8)
1 0.3005 · 0.4709 · 0.7670 (9,14,16)
1 0.3112 · 0.4709 · 0.7779 (9,15,16)
1 0.2259 · 0.5705 · 0.7917 (7,10,14)
1 0.3151 · 0.5540 · 0.8659 (8,10,11)
1 0.3471 · 0.5664 · 0.9108 (0,8,16)
1 0.4824 · 0.4845 · 0.9647 (2,6,12)
1 0.5025 · 0.5176 · 1.0182 (4,5,7)
1 0.3122 · 0.7160 · 1.0261 (0,6,9)
1 0.3196 · 0.7293 · 1.0469 (1,5,16)
1 0.3151 · 0.7479 · 1.0611 (10,11,12)
1 0.5325 · 0.5373 · 1.0683 (13,14,15)
1 0.3901 · 0.6843 · 1.0727 (0,10,15)
1 0.5176 · 0.5705 · 1.0866 (5,7,14)
1 0.3926 · 0.6980 · 1.0890 (6,11,16)
1 0.5025 · 0.6124 · 1.1134 (4,6,7)
1 0.3564 · 0.7770 · 1.1319 (3,4,11)
1 0.4158 · 0.7382 · 1.1526 (1,3,14)
1 0.5373 · 0.6225 · 1.1586 (12,13,14)

Provenance

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