Details Page for 0.4126

Complete Solution is Known:

Period:  
Preperiod:  
Quotient Size:   1426
P-Portion Size:   113
Tame?   No

MSV File: q-0.4126.msv

Growth Pattern:

Heap   Q-Size   P-Size
221
462
7102
9184
10204
13305
14466
15588
17628
18668
198611
2216616
2617017
2818618
2926624
3056642
3168653
3272256
3372657
3475858
3583863
361404110
371426113

(Click on a heap to see details)

Details for Q35(0.4126):

Q = <a,b,c,d,e,f,g,h,i,j,k,l,m,n,o,p,q,r,s,t,u,v,w,x | a2=1, b4=b2, b2c=c, c4=ac3, bd=ab, cd=ac, d3=ad2, b3e=be, c2e=ace, de=ae, e2=ac3, b3f=bf, cf=bce, d2f=adf, b2ef=ef, b2f2=f2, df2=af2, ef2=ace, f3=abce, b3g=bg, c2g=abc3, dg=ag, b2eg=eg, ceg=bce, f2g=abc3, g2=ac3, b2h=h, ch=cg, dh=ah, eh=eg, gh=ac3, h2=ac3, b2i=i, ci=c2, di=ai, ei=ce, fi=bce, gi=cg, hi=cg, i2=ac3, b2j=j, cj=ac3, dj=aj, ej=ce, fj=bce, gj=bc3, hj=af2h, ij=ac3, j2=ac3, b2k=k, ck=abce, dk=ak, ek=bc3, f2k=bce, hk=abeg, ik=abce, jk=abce, k2=ac3, bl=be, cl=ce, dl=al, efl=abce, f2l=ace, egl=abc3, hl=eg, il=ce, jl=ce, kl=bc3, l2=ac3, cm=abefg, dm=am, em=eg, f2m=abc3, bgm=abc3, fgm=abce, hm=ac3, im=abefg, jm=bc3, km=gk, lm=gl, m2=gm, dn=an, cn2=c, en2=e, f2n2=f2, hn2=h, in2=i, jn2=j, kn2=k, ln2=l, mn2=m, n3=n, b2o=o, co=abce, do=ao, eo=bc3, f2o=bce, go=gk, ho=ce, io=abce, jo=abce, ko=ac3, lo=bc3, mo=ce, n2o=o, o2=ac3, b3p=bp, cp=ce, dp=ap, ep=el, fp=f2h, gp=abce, hp=abce, ip=ce, jp=ce, kp=bc3, lp=ac3, mp=abce, n2p=p, op=bc3, p2=ac3, b2q=q, c3q=ac2q, dq=aq, efq=abcq, f2q=c2q, gq=bc2q, hq=bc2q, fkq=jq, lq=eq, mq=bc2q, n2q=q, oq=bceq, pq=aceq, q2=bc2q, b3r=br, c2r=acr, dr=ar, b2er=er, cer=aer, efr=abcr, f2r=acr, b2gr=gr, cgr=bcr, egr=ber, hr=abcr, ir=cr, jr=cr, kr=aber, lr=er, mr=abcr, b2nr=nr, gnr=abcnr, or=aber, pr=er, qr=c2nq, b2r2=r2, cr2=ar2, fr2=ber2, gr2=br2, n2r2=r2, r3=nr2, cs=bef, ds=as, es=ab2e, b2fs=fs, f2s=c3, is=bef, js=efg, gks=beg, ls=ab2e, fms=fhs, gms=ael, ps=ce, kqs=abceq, b2rs=rs, nrs=anr, r2s=ar2, s2=ab2s, b2t=t, c2t=abf2h, dt=at, et=abeg, f2t=c3, cgt=f2h, fgt=ce, fht=ce, jt=bf2h, kt=bp, lt=abeg, mt=af2h, n2t=t, ot=abce, pt=ce, cqt=c2q, fqt=bceq, iqt=ajq, rt=cr, gst=abc3, hst=abc3, qst=c2q, ct2=c3, ft2=abce, gt2=abc3, ht2=abc3, it2=abf2h, qt2=c2q, st2=c3, t3=c3, b3u=bu, cu=abce, du=au, eu=bc3, f2u=bce, b2gu=gu, hu=ce, iu=abce, ju=abce, ku=ac3, lu=bc3, mu=ce, nu=bcen, ou=ac3, pu=bc3, qu=bceq, ru=aber, b2su=su, tu=abce, u2=ac3, bv=abce, cv=ce, dv=av, ev=el, fv=abc3, gv=abce, hv=abce, iv=ce, jv=ce, kv=bc3, lv=ac3, mv=abce, n2v=v, ov=bc3, pv=ac3, qv=aceq, rv=er, sv=ce, tv=ce, uv=bc3, v2=ac3, b2w=w, cw=aw, dw=aw, fw=bew, gw=bw, hw=bw, iw=aw, jw=aw, kw=abew, lw=ew, mw=bw, n2w=w, ow=abew, pw=ew, qw=aceq, sw=aw, tw=aw, uw=abew, vw=ew, w2=bc2q, b2x=x, cx=ax, dx=ax, fx=bex, gx=bx, hx=bx, ix=ax, jx=ax, kx=abex, lx=ex, mx=bx, n2x=x, ox=abex, px=ex, qx=bc2q, r2x=nrx, sx=ax, tx=ax, ux=abex, vx=ex, rwx=nwx, x2=bc2q>

P = {a, b2, abc, c2, ac3, d2, af, ef, f2, bg, abfh, abi, abfgk, al, fgl, bm, b3m, gm, ab2n, bcn, afn, aefn, bin, bjn, bfkn, afln, n2, b2n2, bgn2, ap, bq, bc2q, ab2r, afr, abenr, r2, ab2s, abgs, bfks, ams, ab3ms, ns, b2ns, bfgns, ab2n2s, abgn2s, abqs, bfgrs, abct, abht, abit, ant, abint, t2, ab2fu, abfgu, fsu, av, ew, er2w, aex, bnrx, anwx}

Phi = 1 1 a a abe abe be b b c d bce e f g h i j k l b2e m n i aefg o p b2e q r s t u v w x

Monoid Structure

Idempotent  |G|  |Arch|
122
b246
ac316510
d224
n244
b2n2812
bc2q *16192
r21684
ab2s48
ab2n2s816