Details Page for 0.1062

Complete Solution is Known:

Period:  
Preperiod:  
Quotient Size:   1056
P-Portion Size:   122
Tame?   No

MSV File: q-0.1062.msv

Growth Pattern:

Heap   Q-Size   P-Size
121
562
13102
19184
22325
2619624
2920025
3055871
3157675
3267690
3375294
3478696
351056122

(Click on a heap to see details)

Details for Q30(0.1062):

Q = <a,b,c,d,e,f,g,h,i,j,k,l | a2=1, b5=b3, bc2=b3, c3=b4c, b3d=b4c, bcd=b4, b2d2=b4, c2d2=b4, bd4=cd3, cd4=bd3, d6=d4, b2e=ab4, c2e=ab4, cde=ab3, bd2e=ab3, d5e=d3e, e2=b4, bf=ab, cf=ac, df=ad, ef=ae, f2=af, b3g=ab4, b2cg=ab2d, c2g=ab3, b2dg=bde, bd2g=d2e, cd3g=d4e, bdeg=b3c, d2eg=cd3, cd2g2=bdg2, d3g2=d5, bceg2=ab2d, deg2=cd2g, b2g3=ab3, bdg3=d3e, cdg3=d4e, d2g3=d4g, fg3=ag3, bg4=cd3, dg4=d5, ceg4=bde, eg5=cd3, g7=g5, b3h=b3c, bch=b3, c2h=b4c, bdh=b4, cdh=b3c, d2h=cd2, ceh=ab4, deh=ab3, b2gh=ab2d, cgh=ab3, dgh=cdg, begh=b4c, fgh=agh, bg2h=ceg3, eg2h=bde, g6h=g4h, h2=b4, b2i=b2d, d2i=b2d, bcei=ab4, dei=ac2di, fi=ai, bcgi=abdi, bdgi=ac2di, cdgi=ab2d, begi=b3c, ceg2i=abdi, bg3i=ab3c, dg3i=ab3, cg4i=b3, eg4i=ab3c, g6i=g4i, chi=c2d, dhi=b2h, bghi=abdi, eghi=abehi, g3hi=ab4, bci2=c2d, c2i2=b4, bdi2=b4c, cdi2=b3, bgi2=ac2di, dgi2=bde, cegi2=c2d, g2i2=b4, bhi2=acgi2, ghi2=cgi2, di3=c2di, cei3=abdi, cgi3=cg3i, i4=b4, b2j=b4, bcj=abce, c2j=b4, bdj=abde, cdj=b3, d2j=ad4e, ej=abeg, fj=aj, dgj=adeg, bg2j=abeg2, g3j=aeg3, bhj=egh, chj=b4, dhj=b3, g2hj=abde, ij=aei, j2=beg, b2k=ab4, ck=ab2c, bdk=bde, d3k=ab3c, ek=b4, fk=ak, gk=ab2g, hk=ab2c, bik=ab4c, dik=ac2di, i2k=ac2di, jk=ab4, k2=b4, b3l=ab3c, c2l=ab4c, b2dl=abdi, bd2l=ab2d, cd2l=b2cl, d3l=abd2, bdel=c2di, d2el=abde, degl=bcegl, b2g2l=aegi3, bdg2l=ac2di, eg4l=abeg3l, chl=ab4c, dhl=cdl, ehl=ab2cl, g4hl=cg6l, bcil=bde, bdil=ab3c, cdil=b2hl, beil=abehi, ceil=c2d, bgil=aceg3l, dgil=b2gl, egil=bcegl, g3il=acg4l, bhil=bde, ghil=cgil, bi2l=cgi2, ci2l=cg3i, di2l=abdi, hi2l=ab4, gi3l=c2di, ghjl=aehi3, bkl=c2i, d2kl=abde, ikl=bdi, b2l2=b2g2, bcl2=ceg3, bel2=ab3, cel2=bde, del2=cg2il, bgl2=el2, cdgl2=ac2di, d2gl2=ag2hi, egl2=b3, fgl2=agl2, g2l2=b4, hl2=cl2, bil2=bg2i, cil2=g2hi, dil2=dg2i, eil2=ab3c, gil2=ab4c, i2l2=b4, jl2=b2g2, kl2=el2, bdl3=ac2di, cdl3=cdg2l, el3=egi3, cgl3=ei3l, l4=b4>

P = {a, b2, b4, c2, d2, d4, ade, ad3e, f, g, abdg, acd2g, beg, afg, ag2, b2g2, d2g2, fg2, g3, beg3, ag4, g5, ag6, ch, agh, ag3h, ag5h, bi, acdi, dgi, egi, bg2i, cg3i, abhi, i2, agi2, ahi2, bi3, dj, abgj, ak, ad2k, al, bcl, ad2l, del, acgl, bdgl, cegl, ag2l, bcg2l, ad2g2l, ceg3l, ag4l, g5l, ag6l, ab2hl, fhl, ghl, bil, acg2il, gi2l, djl, acgjl, ahjl, l2, d2l2, afl2, agl2, al3, ad2l3}

Phi = 1 a 1 1 1 b b b ab a a a 1 c c b b b d e b2 f g h ab b i b j k l

Monoid Structure

Idempotent  |G|  |Arch|
122
b4 *8512
d4826
af22
g6416