Period: | |
Preperiod: | |
Quotient Size: | 2210 |
P-Portion Size: | 187 |
Tame? | No |
MSV File: q-0.3727.msv
Heap | Q-Size | P-Size |
1 | 2 | 1 |
2 | 6 | 2 |
5 | 10 | 2 |
11 | 18 | 2 |
13 | 38 | 6 |
14 | 70 | 8 |
15 | 84 | 11 |
16 | 116 | 14 |
17 | 140 | 21 |
18 | 2004 | 160 |
19 | 2210 | 187 |
(Click on a heap to see details)
Q = <a,b,c,d,e,f,g,h,i,j,k,l | a2=1, b3=b, b2c2=c2, c4=c2, bd=b, cd=b2c, d3=d2, d2e=b2e, c2e2=c2, be4=be2, de4=de2, e5=e3, b2cf=cf, c2f=c3, df=b2f, b2ef=ef, e4f=e2f, b2f2=f2, cef2=b2ce, e2f3=e2f, f4=f2, b2g=g, c2g=bc2, dg=g, e4g=e2g, cg2=bcf2g, f3g2=fg2, g3=bg2, bh=b, ch=b2c, dh=b2, e4h=e2h, fh=b2f, gh=g, h2=b2, b2i=i, c2i=abc2, di=i, e4i=e2i, cgi=abcg, hi=i, e2f2i2=e2i2, e2gi2=abe2f2gi, f2gi2=abf2gi, g2i2=abf2g2i, ci3=abci2, e2i3=abe2i2, f2i3=abf2i2, fgi3=fgi, i4=i2, b2cj=cj, c2j=ac2, d2j=b2j, cej=ac3e, b2fj=fj, cf2j=ac3, hj=b2j, cij=abcj, fg2ij=bc3, e2i2j=abe2f2ij, f2i2j=abf2ij, fi3j=fij, b2j2=j2, cj2=acj, dj2=j2, e4j2=e2j2, fj2=afi2j, i2j2=ai2j, j3=aj2, b2k=k, c2k=ac2e, dk=k, e4k=e2k, cf3k=cfk, ef3k=efk, hk=k, efgi2k=abefgik, ei3k=abei2k, cfjk=c2e, efi2jk=abefijk, k2=c2, bcl=bcf, c2l=c3, dl=b2l, be2l=be2f, b2fl=fl, cfl=cf2, efl=ef2, f2l=f3, cgl=cfg, e2gl=e2fg, g2l=fg2, hl=b2l, cil=cfi, e2il=e2fi, egi2l=abegil, ei3l=abei2l, gi3l=gil, b2jl=jl, cjl=cfj, e2jl=e2fj, ei2jl=abeijl, i3jl=ijl, j2l=ai2jl, ckl=cfk, ekl=efk, fkl=f2k, gi2kl=abgikl, i3kl=abi2kl, i2jkl=abijkl, l2=f2>
P = {a, b2, c2, ad, ad2, e2, b2e2, de2, e4, f, bcf, ce2f, f2, e2f2, cf3, bg, be2g, efg, bce2fg, bf2g, be2f2g, bcf3g, g2, e2g2, f2g2, e2f2g2, aeh, ae3h, abi, abe2i, acfi, abce2fi, abf2i, abe2f2i, abcf3i, agi, ae2gi, befgi, af2gi, ae2f2gi, abg2i, abe2g2i, abf2g2i, abe2f2g2i, i2, e2i2, bcfi2, ce2fi2, f2i2, cf3i2, bgi2, efgi2, abi3, agi3, aj, ab2j, adj, e2j, ab2e2j, e3j, de3j, abcfj, af2j, ae2f2j, abgj, abe2gj, aefgj, abf2gj, abe2f2gj, ag2j, ae2g2j, af2g2j, ae2f2g2j, bij, be2ij, bf2ij, be2f2ij, gij, e2gij, abefgij, f2gij, e2f2gij, bg2ij, be2g2ij, ai2j, abgi2j, aefgi2j, bi3j, gi3j, j2, e2j2, bgj2, be2gj2, g2j2, e2g2j2, abij2, abe2ij2, agij2, ae2gij2, abg2ij2, abe2g2ij2, ack, be3k, abfk, acefk, abe3fk, aef2k, be3f2k, abcgk, e3gk, afgk, abcefgk, ae3fgk, abef2gk, e3f2gk, aeg2k, be3g2k, abe3fg2k, aef2g2k, be3f2g2k, bcik, fik, bcefik, e3fik, bef2ik, be3fgik, ef2gik, beg2ik, e3fg2ik, bef2g2ik, aci2k, abe3i2k, abfi2k, acefi2k, ace3fi2k, aef2i2k, afgi2k, fi3k, cjk, bfjk, ef2jk, bcgjk, fgjk, bef2gjk, eg2jk, ef2g2jk, ae3ijk, afijk, abef2ijk, ae3f2ijk, aef2gijk, abeg2ijk, abe3g2ijk, bfi2jk, fgi2jk, be3j2k, e3gj2k, aeg2j2k, be3g2j2k, beg2ij2k, l, ce2l, e4l, fl, egl, bfgl, abfil, abegil, fi2l, bfgi2l, abfi3l, afjl, aegjl, abfgjl, bfijl, begijl, afi2jl, abfgi2jl, abkl, agkl, ikl, bgikl, abi2kl, bjkl, gjkl, aijkl, abgijkl}
Phi = 1 a b 1 ab c ac a b d ab e ac f g h i j k l
Idempotent | |G| | |Arch| |
---|---|---|
1 | 2 | 2 |
b2 | 4 | 6 |
c2 * | 16 | 1404 |
d2 | 2 | 4 |
b2e2 | 8 | 24 |
e4 | 4 | 8 |
f2 | 8 | 24 |
e2f2 | 16 | 40 |
g2 | 4 | 8 |
e2g2 | 8 | 24 |
f2g2 | 8 | 28 |
e2f2g2 | 16 | 56 |
abf2g2i | 8 | 56 |
abe2f2g2i | 16 | 92 |
i2 | 8 | 12 |
e2i2 | 16 | 88 |
f2i2 | 8 | 52 |
bf2ij | 8 | 52 |
be2f2ij | 16 | 100 |
ai2j | 8 | 16 |
j2 | 4 | 12 |
e2j2 | 8 | 38 |
g2j2 | 4 | 16 |
e2g2j2 | 8 | 48 |