Details Page for 0.2454

Complete Solution is Known:

Period:  
Preperiod:  
Quotient Size:   1006
P-Portion Size:   80
Tame?   No

MSV File: q-0.2454.msv

Growth Pattern:

Heap   Q-Size   P-Size
221
362
7102
10265
13506
189814
1914619
2221025
2622625
2724225
3755853
3857453
3962655
5064255
5977868
6089477
6691080
13894280
407100680

(Click on a heap to see details)

Details for Q39(0.2454):

Q = <a,b,c,d,e,f,g,h,i,j,k,l,m,n,o,p,q,r | a2=1, b4=b2, bc2=b, c3=c, b2d=ab2c, c2d=d, d3=acd2, b2e=b2c, c2e=e, bde=ab3, d2e=acde, e2=b2, bf=abce, c2f=f, d2f=acdf, def=acef, f2=b2, c2g=g, bdg=abcg, beg=b3cg, b2g2=b2, d2g2=acdg2, bg3=bg, deg3=deg, dfg3=dfg, efg3=efg, g4=g2, h=abce, i=ab2, b2j=ab3g, c2j=j, bgj=ab2, egj=abe, fgj=bce, g2j=abg, bej2=be, gj2=abj, bj3=bj, ej3=ej, fj3=fj, dj4=dj2, j5=j3, bk=b3g, c2k=k, dk=ack, egk=aefg2, fgk=ab2, g3k=gk, jk=ab3, gk2=b2g, fk3=fk, k4=k2, b2l=ab3c, c2l=l, bdl=abcl, el=abce, fl=be, bgl=efg, dgl=acgl, bjl=efj, gkl=ab3c, k2l=ab3c, l2=b2, bm=ab2, c2m=m, d2m=acdm, em=ab3c, fm=b3, gm=ab3g, j3m=jm, km=ab3g, dlm=aclm, m2=b2, bn=ajlm, c2n=n, d2n=acdn, en=b2g, fn=ab2cg, dgn=acgn, g2n=aefg, gjn=jlm, j3n=jn, kn=b2c, ln=cjlm, mn=ab3cg, n2=b2, bo=b3g, c2o=o, d2o=acdo, eo=b2cg, fo=ab2g, go=b2, jo=abce, ko=b2, lo=ab3cg, mo=ab3g, no=b2c, o2=b2, b2p=ab2cg, c2p=p, bd2p=ab3cg, bep=abdp, dep=b2cg, fp=acep, bgp=ab3c, d2gp=efg2, dg2p=acefg, gjp=abp, bj2p=bp, d2j2p=ab2cg, ej2p=adj2p, dj3p=aejp, kp=ab2c, blp=b2g, glp=b3, dj2lp=abcdp, j3lp=abcjp, mp=bcdp, np=acdjlp, op=adjlp, p2=b2, bq=ab2g, c2q=q, dq=b3cg, eq=ab3cg, fq=b3g, gq=ab3, jq=b2, kq=ab3, mq=b2g, nq=ab3c, oq=ab3, q2=b2, b2r=b3cg, c2r=r, dr=acr, ber=b2g, gr=d2jp, jr=ab2c, kr=d2jp, blr=efr, mr=abr, nr=b3, or=b3c, pr=acd2jp, qr=ab2c, r2=b2>

P = {a, b2, c2, acd, d2, ce, ade, acf, df, cfg, adfg, g2, acdg2, ceg2, adeg2, acfg2, dfg2, cfg3, fj, acdfj, cefj, j2, acdj2, d2j2, cej2, adej2, acfj2, dfj2, j4, afk, cgk, k2, cek2, acfk2, acl, dl, acd2l, acgl, acg2l, acg3l, acj2l, dj2l, acd2j2l, acj4l, akl, gp, g3p, abjp, alp, cdlp, ad2lp, cjlp, aj2lp, afr, acefr}

Phi = 1 1 a b a b ab c d e f bc abc g abce bce ab2 b j k abe be l b2c ab2c gjl m n ab2 bd2 ab2 o ab3g b2c ab2c b3 b2cg p q r ab2 b3 ab2 b3 ab3 b2c abdp b3g ab2 b3c

Monoid Structure

Idempotent  |G|  |Arch|
122
b2 *16532
c244
d248
g2812
acdg2816
d2j2824
j4816
k2812