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Tilings by Squares
Tilings by Triangles
Isosceles Right Triangled Squares
Primitive Perfects
(1) PPIRTS's Order 11
(3) PPIRTS's Order 12
(13) PPIRTS's Order 13
(38) PPIRTS's Order 14
(128) PPIRTS's Order 15
(451) PPIRTS's Order 16
(1039) PPIRTS's Order 17
(2581) PPIRTS's Order 18
(7021) PPIRTS's Order 19
(8446) PPIRTS's Order 20
(308); 20:32->20:70
(320); 20:71->20:86
(292); 20:87->20:99
(293); 20:100->20:110
(324); 20:112->20:124
(323); 20:125->20:134
(303); 20:135->20:146
(310); 20:147->20:156
(283); 20:157->20:165
(303); 20:166->20:174
(307); 20:175->20:184
(290); 20:185->20:188
(291); 20:189->20:203
(301); 20:204->20:215
(290); 20:216->20:223
(321); 20:224->20:232
(301); 20:234->20:240
(297); 20:241->20:252
(317); 20:253->20:262
(301); 20:263->20:268
_20-263AA1of4 GHM
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d20-264AA GHM
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_20-264AD GHM
_20-264AE GHM
_20-264AF1of8 GHM
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_20-264AF8of8 GHM
_20-264AG1of8 GHM
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_20-264AG8of8 GHM
_20-264AH GHM
_20-264AI GHM
_20-264AJ GHM
_20-264AK GHM
_20-264AL GHM
_20-264AM GHM
_20-264AN GHM
_20-264AO GHM
_20-264AP GHM
_20-264AQ GHM
_20-264AR GHM
_20-264AS GHM
_20-264AT GHM
_20-264AU1of8 GHM
_20-264AU2of8 GHM
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_20-264AU5of8 GHM
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_20-264AU8of8 GHM
_20-264AV GHM
_20-264AW GHM
_20-264AX GHM
_20-264AY GHM
_20-264AZ GHM
_20-264BA GHM
_20-264BB GHM
_20-264BC GHM
_20-264BD GHM
_20-264BE1of8 GHM
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_20-264BG1of8 GHM
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_20-264BG5of8 GHM
_20-264BG6of8 GHM
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_20-264BG8of8 GHM
_20-264BH1of8 GHM
_20-264BH2of8 GHM
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_20-264BH4of8 GHM
_20-264BH5of8 GHM
_20-264BH6of8 GHM
_20-264BH7of8 GHM
_20-264BH8of8 GHM
_20-264BI1of8 GHM
_20-264BI2of8 GHM
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_20-264BI5of8 GHM
_20-264BI6of8 GHM
_20-264BI7of8 GHM
_20-264BI8of8 GHM
_20-264BJ1of8 GHM
_20-264BJ2of8 GHM
_20-264BJ3of8 GHM
_20-264BJ4of8 GHM
_20-264BJ5of8 GHM
_20-264BJ6of8 GHM
_20-264BJ7of8 GHM
_20-264BJ8of8 GHM
_20-264BK1of8 GHM
_20-264BK2of8 GHM
_20-264BK3of8 GHM
_20-264BK4of8 GHM
_20-264BK5of8 GHM
_20-264BK6of8 GHM
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_20-264BK8of8 GHM
_20-264BL1of8 GHM
_20-264BL2of8 GHM
_20-264BL3of8 GHM
_20-264BL4of8 GHM
_20-264BL5of8 GHM
_20-264BL6of8 GHM
_20-264BL7of8 GHM
_20-264BL8of8 GHM
_20-264BM1of8 GHM
_20-264BM2of8 GHM
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_20-264BM4of8 GHM
_20-264BM5of8 GHM
_20-264BM6of8 GHM
_20-264BM7of8 GHM
_20-264BM8of8 GHM
_20-264BN1of8 GHM
_20-264BN2of8 GHM
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_20-264BO1of8 GHM
_20-264BO2of8 GHM
_20-264BO3of8 GHM
_20-264BO4of8 GHM
_20-264BO5of8 GHM
_20-264BO6of8 GHM
_20-264BO7of8 GHM
_20-264BO8of8 GHM
e20-264BP GHM
_20-265AA GHM
_20-265AB GHM
_20-265AC GHM
_20-265AD GHM
_20-265AE GHM
_20-265AF GHM
_20-266AA GHM
_20-266AB GHM
_20-266AC GHM
_20-266AD GHM
_20-266AE GHM
_20-266AF GHM
_20-266AG GHM
_20-266AH GHM
_20-266AI GHM
_20-266AJ GHM
_20-266AK GHM
_20-266AL GHM
_20-266AM GHM
_20-266AN GHM
_20-266AO GHM
_20-266AP GHM
_20-266AQ GHM
_20-266AR GHM
_20-266AS GHM
_20-266AT GHM
_20-266AU GHM
_20-266AV GHM
_20-266AW1of2 GHM
_20-266AW2of2 GHM
_20-268AA GHM
_20-268AB GHM
_20-268AC GHM
_20-268AD GHM
_20-268AE GHM
_20-268AF GHM
_20-268AG GHM
_20-268AH1of8 GHM
_20-268AH2of8 GHM
_20-268AH3of8 GHM
_20-268AH4of8 GHM
_20-268AH5of8 GHM
_20-268AH6of8 GHM
_20-268AH7of8 GHM
_20-268AH8of8 GHM
_20-268AI GHM
_20-268AJ GHM
_20-268AK GHM
_20-268AL1of8 GHM
_20-268AL2of8 GHM
_20-268AL3of8 GHM
_20-268AL4of8 GHM
_20-268AL5of8 GHM
_20-268AL6of8 GHM
_20-268AL7of8 GHM
_20-268AL8of8 GHM
_20-268AM1of8 GHM
_20-268AM2of8 GHM
_20-268AM3of8 GHM
_20-268AM4of8 GHM
_20-268AM5of8 GHM
_20-268AM6of8 GHM
_20-268AM7of8 GHM
_20-268AM8of8 GHM
_20-268AN1of8 GHM
_20-268AN2of8 GHM
_20-268AN3of8 GHM
_20-268AN4of8 GHM
_20-268AN5of8 GHM
_20-268AN6of8 GHM
_20-268AN7of8 GHM
_20-268AN8of8 GHM
_20-268AO1of8 GHM
_20-268AO2of8 GHM
_20-268AO3of8 GHM
_20-268AO4of8 GHM
_20-268AO5of8 GHM
_20-268AO6of8 GHM
_20-268AO7of8 GHM
_20-268AO8of8 GHM
_20-268AP GHM
_20-268AQ GHM
_20-268AR GHM
_20-268AS GHM
_20-268AT GHM
_20-268AU GHM
_20-268AV GHM
_20-268AW1of8 GHM
_20-268AW2of8 GHM
_20-268AW3of8 GHM
_20-268AW4of8 GHM
_20-268AW5of8 GHM
_20-268AW6of8 GHM
_20-268AW7of8 GHM
_20-268AW8of8 GHM
_20-268AX1of8 GHM
_20-268AX2of8 GHM
_20-268AX3of8 GHM
_20-268AX4of8 GHM
_20-268AX5of8 GHM
_20-268AX6of8 GHM
_20-268AX7of8 GHM
_20-268AX8of8 GHM
_20-268AY1of8 GHM
_20-268AY2of8 GHM
_20-268AY3of8 GHM
_20-268AY4of8 GHM
_20-268AY5of8 GHM
_20-268AY6of8 GHM
_20-268AY7of8 GHM
_20-268AY8of8 GHM
_20-268AZ1of8 GHM
_20-268AZ2of8 GHM
_20-268AZ3of8 GHM
_20-268AZ4of8 GHM
_20-268AZ5of8 GHM
_20-268AZ6of8 GHM
_20-268AZ7of8 GHM
_20-268AZ8of8 GHM
_20-268BA1of8 GHM
_20-268BA2of8 GHM
_20-268BA3of8 GHM
_20-268BA4of8 GHM
_20-268BA5of8 GHM
_20-268BA6of8 GHM
_20-268BA7of8 GHM
_20-268BA8of8 GHM
_20-268BB1of8 GHM
_20-268BB2of8 GHM
_20-268BB3of8 GHM
_20-268BB4of8 GHM
_20-268BB5of8 GHM
_20-268BB6of8 GHM
_20-268BB7of8 GHM
_20-268BB8of8 GHM
_20-268BC1of8 GHM
_20-268BC2of8 GHM
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_20-268BC4of8 GHM
_20-268BC5of8 GHM
_20-268BC6of8 GHM
_20-268BC7of8 GHM
_20-268BC8of8 GHM
_20-268BD1of8 GHM
_20-268BD2of8 GHM
_20-268BD3of8 GHM
_20-268BD4of8 GHM
_20-268BD5of8 GHM
_20-268BD6of8 GHM
_20-268BD7of8 GHM
_20-268BD8of8 GHM
_20-268BE1of4 GHM
_20-268BE2of4 GHM
_20-268BE3of4 GHM
_20-268BE4of4 GHM
_20-268BF GHM
_20-268BG GHM
(289); 20:269->20:290
(287); 20:291->20:310
(300); 20:311->20:327
(305); 20:328->20:338
(289); 20:339->20:362
(301); 20:364->20:380
(299); 20:382->20:448
(301); 20:450->20:784
Derivative Ultraperfects
Nonultraperfects
Simple Primitive Imperfects
Triangled Equilateral Triangles
Orders
History and Theory
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