Details Page for 0.3354

Complete Solution is Known:

Period:  
Preperiod:  
Quotient Size:   2338
P-Portion Size:   231
Tame?   No

MSV File: q-0.3354.msv

Growth Pattern:

Heap   Q-Size   P-Size
121
262
5144
6164
7225
1114218
121934192
132338231

(Click on a heap to see details)

Details for Q12(0.3354):

Q = <a,b,c,d,e,f,g,h | a2=1, b3=b, b2c=c, c4=ac3, c3d=bc3, b2d2=d2, cd2=abc2d, d4=ac3, c3e=ac2e, b2de=de, cde=abc2e, d2e=c2e, b2e2=e2, c2e2=ac3, de2=abce2, ce3=abde, e4=e2, b2f=f, c3f=c2e, c2ef=c3, def=bce2, e2f=ae3, f2=aef, b2g=g, c3g=ac2e, c2eg=ac3, deg2=bc2e, e2g2=ace2, ceg4=ceg2, g6=g4, b2h=h, c3h=abc3, c2eh=abc2e, d3g4h=abceg3h, ceh2=ac2e, deh2=bc2e, e2h2=ac3, efh2=c3, c2dg2h2=abd3g2h, eg2h2=c2e, d3h3=abd3h2, c2g4h3=bc3, cdg4h3=bceg3h, d2g4h3=bc3, c2h4=abc2h3, d2h4=abd2h3, eh4=c2e, cdg2h4=d2g2h3, cg4h4=abd3g4, dg4h4=ceg3h, cdh5=abcdh4, dh6=abdh5, g4h6=bceg3h, ch7=abch6, h8=abh7>

P = {a, b2, bc, c2, ac3, ab2d, abcd, bc2d, d2, bd3, ae, e2, ace2, aef, cef, bg, cg, abdg, aceg, bdeg, e3g, ac2fg, cdfg, ad2fg, d3fg, g2, bcg2, c2g2, adg2, abcdg2, bc2dg2, d2g2, bd3g2, aefg2, cefg2, bg3, cg3, abdg3, aceg3, ac2fg3, cdfg3, ad2fg3, d3fg3, g4, bcg4, c2g4, adg4, abcdg4, bc2dg4, d2g4, bd3g4, aefg4, bg5, cg5, abdg5, ac2fg5, cdfg5, ad2fg5, d3fg5, abc2h, cdh, ac2dh, abd2h, ad3h, eh, bceh, adeh, abe3h, afh, cfh, abdfh, abe2gh, bc2fgh, adfgh, abcdfgh, befgh, abc2g2h, cdg2h, ac2dg2h, abd2g2h, ad3g2h, eg2h, afg2h, abcfg2h, bceg3h, abfg3h, bc2fg3h, abcdfg3h, abc2g4h, cdg4h, ac2dg4h, abd2g4h, afg4h, abcfg4h, abeg5h, bc2fg5h, abcdfg5h, h2, ach2, c2h2, bdh2, abcdh2, bc2dh2, d2h2, bd3h2, abegh2, ac2fgh2, cdfgh2, ad2fgh2, abd3fgh2, g2h2, acg2h2, c2g2h2, bdg2h2, abcdg2h2, d2g2h2, bd3g2h2, ac2fg3h2, adfg3h2, cdfg3h2, abd2fg3h2, g4h2, acg4h2, c2g4h2, bdg4h2, abcdg4h2, d2g4h2, bfg5h2, ac2fg5h2, cdfg5h2, ad2fg5h2, abh3, bch3, abc2h3, adh3, cdh3, ac2dh3, abd2h3, fgh3, bc2fgh3, abcdfgh3, bd2fgh3, abg2h3, bcg2h3, abc2g2h3, adg2h3, cdg2h3, abd2g2h3, fg3h3, bc2fg3h3, bdfg3h3, abcdfg3h3, d2fg3h3, abg4h3, bcg4h3, adg4h3, afg5h3, cfg5h3, h4, ach4, bdh4, abcdh4, abfgh4, cdfgh4, g2h4, acg2h4, bdg2h4, abfg3h4, adfg3h4, g4h4, bfg5h4, abh5, bch5, adh5, fgh5, abg2h5, bcg2h5, adg2h5, fg3h5, bdfg3h5, abg4h5, afg5h5, h6, ach6, abfgh6, g2h6, acg2h6, abfg3h6, abh7, fgh7, abg2h7, fg3h7}

Phi = 1 a b ab b2 c d e ab f ab2 g h

Monoid Structure

Idempotent  |G|  |Arch|
122
b244
ac3 *81858
e2822
g4820
abh7428