Details Page for 0.1776

Complete Solution is Known:

Period:  
Preperiod:  
Quotient Size:   1282
P-Portion Size:   155
Tame?   No

MSV File: q-0.1776.msv

Growth Pattern:

Heap   Q-Size   P-Size
121
362
6102
8184
9328
10489
165611
176211
1819431
1921831
2023033
2330444
2431246
25832108
30862110
331178147
341282155

(Click on a heap to see details)

Details for Q33(0.1776):

Q = <a,b,c,d,e,f,g,h,i,j,k,l,m,n,o | a2=1, b3=b, b2c2=c2, c3=ac2, bcd=abd, c2d=b2d, bd2=bc2, d4=d2, be=bd, c2e=b2d, e2=c2, bf=ab, c2f=ac2, d3f=df, d2ef=ef, f2=af, bg=bd, c2g=b2d, d3g=dg, deg=b2d, fg=ab2d, g2=eg, bh=bd, c2h=b2d, cdh=acdef, d3h=dh, eh=c2, fh=ad2h, cgh=ceg, dgh=b2d, h2=c2, c2i2=c2, bdi2=bd, di4=di2, efi4=efi2, bi5=bi3, fi5=fi3, gi5=gi3, i6=i4, b2j=j, c2j=bc2, dj=bd, ej=bd, fj=aj, gj=bd, hj=bd, i5j=i3j, j2=c2, bck=acj, c2k=ac2, dk=cd2g, fk=ab2k, chk=cek, jk=abc2, k2=c2, bl=bk, cl=ck, dl=ab2d, el=ek, fl=ab2k, gl=gk, hl=hk, jl=abc2, kl=c2, l2=c2, c2m=c2i, bdm=bdi, fm=ab2m, dgm=c2i, dhm=c2i, i4m=i2m, lm=km, m2=c2, bn=abd, cn=b2d, dn=cd3eim, fn=b2d, gn=ac2, i3n=cd2ei2m, jn=abd, hkn=ekn, ln=kn, mn=ab2di, n2=c2, bo=abkm, c2o=c2i, d3o=do, cefo=acd2eo, cdgo=cd3em, ego=aegkm, cho=ceo, gho=aghkm, i4o=i2o, jo=bc2i, ko=cd3em, lo=ac2i, mo=c2, no=ab2di, o2=c2>

P = {a, b2, abc, c2, ad, ad2, ad3, cd3, acde, af, ad2f, cd2f, adef, cdef, acg, dg, acdg, eg, dh, cdi, aei, ad2ei, cd2ei, hi, achi, i2, b2i2, abci2, d2i2, acd2i2, adei2, ad3ei2, afi2, ad2fi2, cd2fi2, adefi2, cdefi2, acgi2, adgi2, egi2, dhi2, di3, acdi3, d3i3, acd3i3, aei3, cei3, ad2ei3, cd2ei3, agi3, cgi3, ad2gi3, cd2gi3, hi3, achi3, i4, b2i4, aci4, ab2ci4, afi4, cfi4, egi4, acegi4, ghi4, aei5, cei5, bi4j, abci4j, ak, ab2k, cgk, aegk, ceik, ahik, ab2i2k, cgi2k, aegi2k, cei3k, ahi3k, ab2i4k, ci4k, aegi4k, cegi4k, aghi4k, al, ai2l, ai4l, im, b2im, acim, ab2cim, d2im, acd2im, deim, acdeim, d3eim, acd3eim, egim, acegim, ghim, ai3m, b2i3m, abci3m, adi3m, ad2i3m, ad3i3m, cd3i3m, acdei3m, acgi3m, egi3m, bijm, abcijm, aikm, ab2ikm, cikm, aegikm, cegikm, aghikm, ai3km, ab2i3km, cgi3km, aegi3km, aen, aei2n, io, acio, d2io, acd2io, deio, acdeio, afio, cfio, ad2fio, cd2fio, adefio, dgio, dhio, i3o, cdi3o, d2i3o, adei3o, afi3o, acdfi3o, ad2fi3o, acgi3o, adgi3o, dhi3o}

Phi = 1 a a bd bd abd b a c d e abd bd bd ac2 f g h i j abk abc2 bdi k l m abd abd bc2 bc2 n b2d aek o

Monoid Structure

Idempotent  |G|  |Arch|
122
b244
c2 *161096
d246
af22
ad2f44
d2i2818
ad2fi2812
i4410
b2i4816
afi448