Difference between revisions of "KQ Documents"
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alternate first and second color twist to get a pair of vertex exchanges | alternate first and second color twist to get a pair of vertex exchanges | ||
+ | |||
11 '''11''' 11 '''11''' 11 '''11''' | 11 '''11''' 11 '''11''' 11 '''11''' | ||
bold = counter clock | bold = counter clock | ||
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alternate first and second color twist to get a pair of vertex-turns | alternate first and second color twist to get a pair of vertex-turns | ||
− | '''2'''1 '''11''' 3'''1''' '''1'''1 '''2'''1 1'''1''' 1'''1''' 11 1'''1''' '''1'''1 1'''1''' | + | |
+ | '''2'''1 '''11''' 3'''1''' '''1'''1 '''2'''1 1'''1''' 1'''1''' 11 1'''1''' '''1'''1 1'''1''' | ||
+ | |||
'''2'''1 '''1'''1 '''11''' 2'''1''' 11 '''3'''1 1'''1''' 2'''1''' 11 '''11''' 11 '''1''' | '''2'''1 '''1'''1 '''11''' 2'''1''' 11 '''3'''1 1'''1''' 2'''1''' 11 '''11''' 11 '''1''' | ||
bold = counter clock | bold = counter clock | ||
[[File:Edba_kq_macro_2.png]] | [[File:Edba_kq_macro_2.png]] |
Revision as of 12:04, 13 March 2011
Tips for solving the Klein's Quartic length 3
Strategy
(a) solve the edges with simple commutators (b) solve the vertices with the two sequences below (with eventual pre- and post-paration; adjunction)
Sequence 1
alternate first and second color twist to get a pair of vertex exchanges
11 11 11 11 11 11 bold = counter clock
Sequence 2
alternate first and second color twist to get a pair of vertex-turns
21 11 31 11 21 11 11 11 11 11 11
21 11 11 21 11 31 11 21 11 11 11 1