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Primitive Perfect Isosceles Right Triangled Square

Title: ___ 17:148AK GHM

Order: 17

Horizontal side: 148 Vertical side: 148

Elements: 8√2, 12, 16, 12√2, 24, 26, 32, 25√2, 26√2, 38, 32√2, 50, 41√2, 66, 82, 58√2, 74√2.

Code: 825 0 66 744 74 74 586 90 90 163 90 74 262 116 64 84 82 66 243 90 50 665 0 0 414 41 25 263 116 38 322 148 32 256 41 25 505 66 0 124 78 38 123 90 38 381 116 38 323 148 0

The properties below may precede order:side in a tiling's title:

Credit for Discovery

Just three people are credited with the discovery of Primitive Perfects:

Geoffrey H. Morley (GHM, England)

Jasper D. Skinner, II (JDS, United States)

William T. Tutte (WTT, Canada, 1917-2002) (15:44AI, 17:136AJ and 19:56AJ only)

82
74√2
58√2
16
26√2
8√2
24
66
41√2
26
32√2
25√2
50
12√2
12
38
32