Period: | 38 |
Preperiod: | 56 |
Quotient Size: | 138 |
P-Portion Size: | 18 |
Tame? | No |
MSV File: q-0.4124.msv
Heap | Q-Size | P-Size |
2 | 2 | 1 |
4 | 6 | 2 |
7 | 10 | 2 |
9 | 18 | 4 |
10 | 20 | 4 |
13 | 30 | 5 |
14 | 46 | 6 |
19 | 88 | 12 |
21 | 90 | 12 |
24 | 102 | 14 |
27 | 116 | 15 |
30 | 136 | 18 |
33 | 138 | 18 |
(Click on a heap to see details)
Q = <a,b,c,d,e,f,g,h,i,j,k,l,m,n,o,p | a2=1, b4=b2, b2c2=b2, c3=c, bd=ab3, d2=b2, be=ab, ce=ac, de=ad, e3=ae2, b2f=ab3c, cf=abc2, ef=af, f2=b2, b2g=ab3, dg=b3, e2g=aeg, bg2=b3, cg2=b2c, eg2=ag2, fg2=abfg, g3=ab3, b2h=b2c, bc2h=bh, c2dh=dh, eh=ah, fh=abch, g2h=b2c, h2=b2, bi=ab3, ci=cd, di=b2, ei=ai, gi=b3, hi=dh, i2=b2, bj=bc, c2j=j, dj=cd, ej=aj, fj=abc2, gj=cg, hj=ch, ij=cd, j2=cj, b2k=ab3c, ck=abc2, dk=b3c, ek=ak, g2k=abgk, bhk=ab2, ik=bgk, jk=abc2, k2=b2, bl=b2, cl=b3c, dl=ab3, el=al, fl=bf, gl=ag2, hl=b3c, il=ab3, jl=b3c, kl=bk, l2=b2, bm=abch, c2m=m, dm=acdh, em=am, fm=bh, gm=acgh, hm=ab2c, im=acdh, km=bh, lm=ab3, m2=b2, bn=ab2c, cn=abch, en=an, dfn=bfgk, gn=abgh, hn=ab3, in=dn, jn=abch, kn=abfgk, ln=ab2c, mn=b3c, n2=b2, bo=ab3, c2o=o, do=abc2g, eo=ao, fo=b3c, go=b3, io=abc2g, jo=co, ko=b3c, lo=ab3, no=b3c, o2=b2, bp=ab2c, cp=ab3, dp=dn, ep=ap, fp=fn, gp=b2c, hp=ab3, ip=dn, jp=ab3, kp=abfgk, lp=ab2c, mp=b3c, np=b2, op=b3c, p2=b2>
P = {a, b2, c2, acd, e2, ag, abcg, fg, g2, ch, cj, ak, afgk, ghk, cm, dn, ao, acho}
Phi = 1 1 a a b b ab c c d e b3 f g h bc2 i cdh j k abc l ahk ab2 m abk abh n b3 b3 o b2c b2c p ab2 bc2 b3 ab3c b2c b2c ab2 cho b3 bch p b2c b2c o ab2 b3 ab3c ab3c b2c b3 ab2 cho b2c ab3c ab3c b3 b3 ab2 ab2 b2c ab3c ab3c b3 b3 ab2 b2c b2c ab3c ab2 b3 b3 ab3c b2c b2c ab2 ab2 b3 b3 ab3c b2c b2c ab2 ab2 b3 ab3c ab3c b2c b3 ab2 ab2 b2c ab3c ab3c b3 b3 ab2 ab2 b2c ab3c ab3c b3 b3 ab2 b2c b2c ab3c ab2 b3 b3 ab3c b2c b2c ab2 ab2 b3 b3 ab3c b2c b2c ab2 ab2 b3 ab3c ab3c b2c b3 ab2 ab2 b2c ab3c ab3c b3 b3 ab2 ab2 b2c ab3c ab3c b3 b3 ab2 b2c b2c ab3c ab2 b3 b3 ab3c b2c b2c ab2 ab2 b3 b3 ab3c b2c b2c ab2 ab2 b3 ab3c ab3c b2c b3 ab2 ab2 b2c ab3c ab3c b3 b3 ab2 ab2 b2c ab3c ab3c b3 b3 ab2 b2c b2c ab3c ab2 b3 b3 ab3c b2c b2c ab2
Idempotent | |G| | |Arch| |
---|---|---|
1 | 2 | 2 |
b2 * | 8 | 124 |
c2 | 4 | 4 |
e2 | 2 | 4 |
cj | 4 | 4 |