Details Page for 0.1164

Complete Solution is Known:

Period:  
Preperiod:  
Quotient Size:   1116
P-Portion Size:   100
Tame?   No

MSV File: q-0.1164.msv

Growth Pattern:

Heap   Q-Size   P-Size
121
562
10102
13285
14489
155611
1616824
1736035
181072100
191092100
201104100
211116100

(Click on a heap to see details)

Details for Q21(0.1164):

Q = <a,b,c,d,e,f,g,h,i,j,k,l | a2=1, b4=b2, b3c=bc, b2c2=c2, c4=c2, c2d=ac3, d3=d, c2e=c3, b3de=bde, b2cde=cde, cd2e=b2ce, bce2=bcd2, cde2=b2cd, e3=e, b2f=ab2, bcf=abc, c2f=ac2, bdef=abde, cdef=acde, f2=b2, c2g=bc3, b3eg=beg, b2ceg=ceg, d2eg=eg, be2g=b3d2g, ce2g=b2cd2g, befg=abeg, cefg=aceg, b3g2=bg2, b2cg2=cg2, cd2g2=cg2, bfg2=abg2, cfg2=acg2, g3=bcg2, b3h=bh, b2ch=ch, c2h=bc3, cd2h=ch, ce2h=ch, de2h=dh, bfh=abh, cfh=ach, e2gh=d2gh, b2g2h=g2h, d2g2h=g2h, fg2h=ag2h, b2h2=h2, ch2=c3, d2h2=h2, e2h2=h2, fh2=ah2, g2h2=bcg2h, h3=bc3, c2i=abc3, bcd2i=bci, bcgi=abcgh, cd2gi=cgi, cegi=acegh, cg2i=acg2h, d2g2i=g2i, chi=ac3, e2hi=hi, ghi=agh2, h2i=abc3, bci2=bc3, b2dei2=dei2, cdei2=ac3, defi2=adei2, d2gi2=gi2, b2egi2=egi2, e2gi2=b2gi2, efgi2=aegi2, bg2i2=cg2h, eg2i2=bceg2h, b2dhi2=dhi2, dehi2=ad2hi2, dfhi2=adhi2, b2di3=cg2h, dei3=ceg2h, b2e2i3=b2i3, bgi3=acgi2, egi3=ac3, g2i3=cdgi2, hi3=acei2, bi4=aci3, ci4=ci2, gi5=gi3, i6=i4, bj=b2, cj=bc, dj=bd, ej=abef, gj=bg, hj=bh, fi4j=acd2fi3, j2=b2, bk=b2, ck=bc, dk=b3d, ek=be, gk=b3g, hk=bh, i3k=be2i3, jk=b2, k2=b2, bl=b2, cl=bc, dl=abdf, el=be, fl=fk, gl=abfg, hl=bh, jl=b2, kl=b2, l2=b2>

P = {a, b2, c2, ad, bcd, ad2, b2d2, ae, bce, ade, b2de, ad2e, ae2, b2e2, ade2, ad2e2, b2d2e2, df, ef, d2ef, de2f, abcg, dg, ab2dg, eg, ab2eg, abcdeg, de2g, ag2, b2g2, acdg2, bd2g2, ceg2, adeg2, defg2, acdgh, bd2gh, cegh, fgh, defgh, bcg2h, bdeg2h, h2, adeh2, adi, aei, bcdei, ad2ei, ade2i, dfi, efi, d2efi, de2fi, gi, cdgi, bd2gi, b3d2gi, degi, afgi, acdfgi, abd2fgi, adefgi, adeg2i, b2deg2i, bhi, bd2hi, b2dehi, ai2, b2i2, adi2, ad2i2, b2d2i2, aei2, adei2, ae2i2, b2e2i2, bd2e2i2, dfi2, efi2, begi2, g2i2, afg2i2, behi2, adi3, aei3, ab3ei3, dfi3, efi3, dgi3, adfgi3, adi4, aei4, dfi4, efi4, dgi4, adfgi4, adi5, aei5, dfi5, efi5}

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

Monoid Structure

Idempotent  |G|  |Arch|
122
b2420
c2 *8964
d244
b2d2820
e244
b2e2820
d2e288
b2d2e21624
i4410
d2i4820
e2i4820