Self-avoiding unrooted walks of lengths <= 4
with turning angles from regular heptagon
Code list of turning angles in degrees:
approx. -25.7(a), +25.7(A), -77.1(b), +77.1(B), -128.6(c),+128.6(C)
Turning angle code, diameter of enclosing circle
Length = 2:
A, 1.9498558244 (symmetric)
B, 1.5636629649 (symmetric)
C, 1.1099162642 (symmetric)
Length = 3:
Ac, 1.9573323013
Ab, 2.5483247845
Aa, 2.9332363477 (symmetric)
AA, 2.8019377358 (symmetric)
AB, 2.1913324111
AC, 1.9498558244
Bc, 1.8560823979
Bb, 2.4269494712 (symmetric)
BB, 1.6038754716 (symmetric)
BC, 1.5636629649
Cc, 1.5830479439 (symmetric)
Length = 4:
Acb, 1.9573323013
Aca, 2.1641766923
AcA, 2.4939592074 (symmetric)
AcB, 2.7575125515
AcC, 2.5816418025
Abc, 2.5483247845
Abb, 2.5483247845
Aba, 3.0489173395
AbA, 3.5135187893 (symmetric)
AbB, 3.4265053351
AbC, 2.8176233026
Aac, 2.9332363477
Aab, 3.1700027349
Aaa, 3.8019377358
AaA, 3.8997116487 (symmetric)
AaB, 3.4265053351
AaC, 2.9332363477
AAc, 2.8284271247
AAb, 3.5135187893
AAA, 3.5135187893 (symmetric)
AAB, 2.8284271247
AAC, 2.8019377358
ABc, 2.7575125515
ABb, 3.1700027349
ABA, 2.4939592074 (symmetric)
ABB, 2.1913324111
ABC, 2.1913324111
ACc, 2.3039050606
ACb, 2.2682224443
ACA, 2.0000000000 (symmetric)
ACB, 1.9498558244
Bcb, 1.8560823979
BcB, 2.8176233026 (symmetric)
BcC, 2.3755218652
Bbc, 2.4269494712
Bbb, 2.4893629989
BbB, 3.1273259299 (symmetric)
BbC, 2.4580196901
Bac, 2.5483247845
Bab, 3.0489173395
BaB, 2.8176233026 (symmetric)
BaC, 2.5483247845
BAc, 2.4314304432
BAB, 2.1913324111 (symmetric)
BAC, 2.1913324111
BBc, 2.2113533720
BBB, 1.6038754716 (symmetric)
BBC, 1.6038754716
BCc, 1.6819128383
CcC, 1.7570506599 (symmetric)
Cbc, 1.8560823979
CbC, 1.8560823979 (symmetric)
Cac, 1.9573323013
CaC, 1.9573323013 (symmetric)
CAC, 1.9498558244 (symmetric)
Back to A306177