Details Page for 0.3711

Complete Solution is Known:

Period:  
Preperiod:  
Quotient Size:   1760
P-Portion Size:   215
Tame?   No

MSV File: q-0.3711.msv

Growth Pattern:

Heap   Q-Size   P-Size
121
262
7123
8245
9487
1112821
1228837
131760215

(Click on a heap to see details)

Details for Q13(0.3711):

Q = <a,b,c,d,e,f,g,h | a2=1, b4=b2, b2c=b3, c2=1, d5=d3, b3e=be, bce=b2e, bd2e2=be2, d3e2=de2, b2e3=e3, ce3=be3, d2e3=e3, e4=e3, e3f=abe3, f2=1, b3g=bg, bcg=b2g, be2g=ab2de2f, e3g=de3, e2g2=e2, g4=g2, b3h=bh, bch=b2h, b2eh=eh, ceh=beh, e2h=b2e2, b2g2h=g2h, cg2h=bg2h, b2h2=h2, ch2=bh2, d4h3=d2h3, d2h4=h4, gh4=abdfh4, h5=h4>

P = {a, b2, c, ad, cd, ad2, b2d2, cd2, ad3, cd3, ad4, b2d4, cd4, abe, abd2e, abd4e, e2, b2e2, d2e2, e3, af, cf, adf, b2df, cdf, ad2f, cd2f, ad3f, b2d3f, cd3f, ad4f, cd4f, abdef, abd3ef, ace2f, de2f, b2de2f, abg, abd2g, abd4g, eg, b2eg, d2eg, b2d2eg, d4eg, b2d4eg, ade2g, abdfg, abd3fg, acefg, defg, b2defg, d3efg, b2d3efg, ad2e2fg, g2, b2g2, d2g2, b2d2g2, d4g2, b2d4g2, abeg2, adeg2, abd2eg2, ad3eg2, abd4eg2, acfg2, dfg2, b2dfg2, d3fg2, b2d3fg2, abdefg2, ad2efg2, abd3efg2, ad4efg2, abg3, adg3, abd2g3, ad3g3, abd4g3, eg3, b2eg3, d2eg3, b2d2eg3, d4eg3, b2d4eg3, abdfg3, ad2fg3, abd3fg3, ad4fg3, acefg3, defg3, b2defg3, d3efg3, b2d3efg3, h, b2h, d2h, b2d2h, d4h, b2d4h, aeh, ad2eh, ad4eh, acfh, dfh, b2dfh, d3fh, b2d3fh, befh, bd2efh, bd4efh, abgh, adgh, abd2gh, ad3gh, abd4gh, bdegh, bd3egh, abdfgh, ad2fgh, abd3fgh, ad4fgh, g2h, d2g2h, d4g2h, aeg2h, abd2eg2h, abd4eg2h, dfg2h, d3fg2h, befg2h, abd3efg2h, abg3h, abd2g3h, abd4g3h, bdeg3h, bd3eg3h, abdfg3h, abd3fg3h, bd2efg3h, bd4efg3h, h2, d2h2, d4h2, eh2, d2eh2, d4eh2, dfh2, d3fh2, abefh2, abd2efh2, abd4efh2, abgh2, abd2gh2, abd4gh2, degh2, d3egh2, abdfgh2, abd3fgh2, abdefgh2, g2h2, d2g2h2, d4g2h2, eg2h2, ad2eg2h2, ad4eg2h2, dfg2h2, d3fg2h2, abefg2h2, ad3efg2h2, abg3h2, abd2g3h2, abd4g3h2, deg3h2, d3eg3h2, abdfg3h2, abd3fg3h2, abdefg3h2, d4efg3h2, h3, d2h3, eh3, d2eh3, dfh3, d3fh3, abefh3, abd2efh3, abgh3, abd2gh3, degh3, d3egh3, abdfgh3, abd3fgh3, abdefgh3, abd3efgh3, g2h3, d2g2h3, eg2h3, d2eg2h3, dfg2h3, d3fg2h3, abefg2h3, abd2efg2h3, abg3h3, abd2g3h3, deg3h3, d3eg3h3, abdfg3h3, abd3fg3h3, abdefg3h3, h4, eh4, dfh4, abefh4}

Phi = 1 a b ab a 1 ab c d e c f g h

Monoid Structure

Idempotent  |G|  |Arch|
188
b2816
d41632
b2d41664
e3 *8856
g21624
b2g21624
d4g23296
b2d4g23296
h416544