Details Page for 0.3346

Complete Solution is Known:

Period:  
Preperiod:  
Quotient Size:   1846
P-Portion Size:   138
Tame?   No

MSV File: q-0.3346.msv

Growth Pattern:

Heap   Q-Size   P-Size
121
262
6102
15163
18366
2012219
211036101
221846138

(Click on a heap to see details)

Details for Q22(0.3346):

Q = <a,b,c,d,e,f,g,h,i,j | a2=1, b3=b, b2c2=c2, c4=c2, bd=abc, c2d=ac3, cd3=cd, d4=d2, b2e=e, c2e=e, de=ace, e3=abe2, b2cf=cf, cdf=ac2f, e2f=ce2, b2f2=f2, c2f2=e2, df2=acf2, ef2=abe2, f3=ce2, e2g2=e2, bg4=bg2, c2g4=c2g2, eg4=eg2, cfg4=cfg2, f2g4=f2g2, g6=g4, e2h=ae2g, bgh=abe2, c2gh=ae2, cd2gh=cgh, d3gh=dgh, egh=be2, cfgh=ae2, d2fgh=fgh, f2gh=ae2, fg2h=cg2h, g5h=g3h, bh2=be2, c2h2=e2, cd2h2=ch2, d3h2=dh2, eh2=abe2, cfh2=e2, d2fh2=fh2, f2h2=e2, fgh2=cgh2, g4h2=g2h2, d2h3=h3, fh3=ch3, g2h3=h3, h4=agh3, e2i=e2g, g3hi=h3, gh2i=ag2hi, h3i=gh3, bgi2=abh, c2gi2=ac2h, egi2=aeh, cfgi2=acfh, f2gi2=af2h, cd2g2i2=cg2i2, d3g2i2=dg2i2, d2fg2i2=fg2i2, bhi2=bh, c2hi2=c2h, ehi2=eh, cfhi2=cfh, f2hi2=f2h, fg3i3=cg3i3, g4i3=g3h2, chi3=chi, fhi3=fhi, ghi3=ghi, h2i3=h2i, bi4=bi2, c2i4=c2i2, ei4=ei2, cfi4=cfi2, f2i4=f2i2, g2i4=aghi2, hi4=hi2, i6=i4, b2cj=cj, c2j=abc3, cdj=bc3, d2j=abc3, ej=abce, g4j=g2j, ghj=bce2, h2j=abce2, gi2j=ahj, hi2j=hj, i4j=i2j, j2=b2>

P = {a, b2, c2, ad, ad2, ad3, abe, e2, cf, c3f, abcef, f2, ag, cdg, ad2g, dfg, d3fg, ag2, b2g2, c2g2, ad2g2, abeg2, cfg2, c3fg2, abcefg2, f2g2, ag3, cdg3, ad2g3, dfg3, d3fg3, ag4, ad2g4, ag5, cdg5, ad2g5, dfg5, d3fg5, gh, d2gh, adg2h, g3h, d2g3h, adg4h, ah2, adh2, ad2h2, ag2h2, acdg2h2, gh3, dgh3, i, di, d2i, d3i, adfi, ad3fi, bgi, c2gi, acdgi, cegi, f2gi, adfg2i, ad3fg2i, bg3i, c2g3i, acdg3i, ceg3i, f2g3i, adfg4i, ad3fg4i, acdg5i, abhi, ac2hi, cdhi, acehi, af2hi, dfghi, g2hi, cdg2hi, adfh2i, ai2, b2i2, c2i2, acdi2, abei2, cfi2, c3fi2, abcefi2, f2i2, ag2i2, acdg2i2, d2g2i2, dfg3i2, ag4i2, acdg4i2, dfg5i2, ghi2, cdghi2, ad2ghi2, ah2i2, acdh2i2, i3, d2i3, adfi3, ad3fi3, acdgi3, d2gi3, adfg2i3, ag3i3, acdg3i3, ad2hi3, ai4, acdi4, i5, d2i5, adfi5, ad3fi5, acdgi5, d2gi5, abcj, abfj, abcf2j, abcg2j, abfg2j, abcf2g2j, gij, b2gij, cfgij, g3ij, b2g3ij, cfg3ij, ahij, ab2hij, acfhij, abci2j, abfi2j, abcf2i2j}

Phi = 1 a b 1 a b c ac ab a b ab a bc abc d e f g ab h i j be

Monoid Structure

Idempotent  |G|  |Arch|
122
b2810
c2824
d246
e2 *161264
b2g21630
c2g21684
g4410
d2g4830
agh38232
b2i21630
c2i21684
i4410
d2i4830