Period: | |
Preperiod: | |
Quotient Size: | 1230 |
P-Portion Size: | 141 |
Tame? | No |
MSV File: q-0.6026.msv
Heap | Q-Size | P-Size |
2 | 2 | 1 |
3 | 6 | 2 |
5 | 10 | 2 |
7 | 12 | 3 |
9 | 28 | 6 |
10 | 68 | 15 |
11 | 144 | 28 |
12 | 374 | 61 |
13 | 464 | 71 |
14 | 942 | 116 |
15 | 1052 | 126 |
16 | 1230 | 141 |
(Click on a heap to see details)
Q = <a,b,c,d,e,f,g,h,i,j,k,l | a2=1, b4=b2, b3c=bc, b2c2=c2, c4=c2, bd=b2c, c2d=bc3, cd3=bc2, d5=d3, b3e=be, b2ce=ce, c2e=ac2, cde=abc2, d4e=d2e, b2e2=e2, ce2=c3, de2=bc3, e4=c2, b2cf=cf, c2f=abc2, df=bcf, b2ef=ef, cef=bc3, b2f2=f2, cf2=c3, e3f3=e3f, ef4=ef2, f6=f4, b3g=bg, c2g=bc2, dg=bcg, b2eg=eg, ceg=abc3, b2fg=fg, ef3g=efg, f5g=f3g, b2g2=g2, e2g2=e2f2, cfg2=bcfg, ef2g2=eg2, f4g2=f2g2, cg3=bcg2, eg3=ef2g, f2g3=f4g, g4=g2, cdh=bc2h, ceh=ac3h, cfh=abc3h, ef3h=efh, f5h=f3h, e3f2gh=e3gh, f4gh=f2gh, fg3h=fgh, c2h2=c2, d4h2=d2h2, d2eh2=d2e, e3h2=e3f2, ef2h2=b2eh2, f4h2=f2h2, bcgh2=ace, cg2h2=c3, eg2h2=b2eh2, fg2h2=b2fh2, d2h3=d4h, deh3=deh, e2h3=e2f2h, g3h3=b2gh3, bch4=bc3, eh4=eh2, f2h4=f2h2, g2h4=b2h4, fh5=f3h3, cgh5=cgh3, bh6=bf2h2, ch6=ch4, dh6=dh4, h8=h6, b3i=bi, c2i=ac3, d3i=abc2, b2ei=ei, cei=c2, dei=bc2, e2i=ac3, b2fi=fi, efi=abc3, f4i=ac3, b2gi=gi, cgi=bci, egi=bc3, f2gi=af3i, g3i=bg2i, b2chi=chi, ehi=c3h, f3hi=bc3h, g2hi=bghi, b2h2i=h2i, ch2i=ac2, dh2i=abc2, f2h2i=ac3, gh2i=bh2i, h6i=ac3, i2=c2, c2j=abc3, cdj=acd2, d2ej=ad3e, e2j=abc3, cfj=c2, efj=ac3, f3j=c3, b2gj=gj, egj=c3, f2gj=ac3, cg2j=abc2, fg2j=bfgj, g3j=bg2j, b2chj=chj, d2hj=ad3h, ehj=adeh, f2hj=abc3h, cgh2j=abcej, fgh2j=b3fh2j, g2h3j=bgh3j, ch4j=abc2, dh4j=ad2h2, b2fh4j=acfg, gh4j=b3h4j, b2h5j=abcg2h, h6j=adh4, bcij=c3, dij=ad2i, eij=abc2, f2ij=cej, g2ij=bgij, chij=bc3h, fh4ij=abcfi, h5ij=abchi, b2j2=c2, cj2=c3, d2j2=d2h2, bej2=abc2, dej2=d3e, f2j2=c2, gj2=bc2, dhj2=d3h, bfh4j2=cd2i, ij2=ac3, j3=adj2, b3k=bk, ck=c2, dk=cd, ek=ce, b2fk=fk, f3k=f2j, b2gk=gk, f2gk=af2j, g2k=cg2, b2hk=hk, ghk=bcg2h, h2k=ace, f2hik=bch3j, fjk=c2, gjk=ac2, ijk=cij, j2k=c3, k2=c2, b3l=bl, c2l=bc3, cdl=c3, d3l=ad2e, b2el=el, cel=abc2, del=ac2, e2l=bc3, b2fl=fl, cfl=abcej, efl=c3, f2l=f3i, bcgl=bc2, egl=ac3, cg2l=bc2, fg2l=ab2fh2j, g3l=bg2l, ehl=abc3h, fhl=ab2fh3j, g2hl=bghl, bh2l=cg2, dh2l=aej2, h6l=h4l, b2il=il, cil=abc3, dil=ac3, eil=cej, fil=afh2ij, g2il=bgil, h2il=bci, cjl=ac3, d2jl=ej2, ejl=bcej, fjl=cej, gjl=abc2, hjl=adhl, ijl=c3, j2l=adjl, b2kl=kl, fgkl=acej, hkl=b2chl, ikl=abc3, jkl=ac3, l2=c2>
P = {a, b2, c2, ad, ad2, ad3, ad4, be, e2, ae3, abf, ab3f, aef, abe2f, be3f, f2, bef2, e2f2, ae3f2, af3, abef3, f4, af5, beg, abe3g, aefg, e3fg, abf2g, bef2g, abe2f2g, abf4g, g2, beg2, aefg2, f2g2, abg3, abeh, d3eh, be2h, efh, ae2fh, be2f2h, abe3f2h, agh, ab2gh, abegh, bfgh, efgh, af2gh, be2f2gh, bf3gh, abeg2h, efg2h, ag3h, h2, b2h2, d2h2, aeh2, ab2eh2, e2h2, abfh2, ab3fh2, befh2, abe2fh2, f2h2, abf3h2, g2h2, bh3, b3h3, abeh3, afh3, ab2fh3, efh3, bf2h3, af3h3, bgh3, abegh3, afgh3, efgh3, bf2gh3, af3gh3, bg2h3, h4, b2h4, abfh4, ab3fh4, bh5, b3h5, bgh5, h6, ai, ab2i, ad2i, bfi, abgi, fgi, ag2i, bfg2i, bchi, ad2hi, acj, ab2cj, acgj, abchj, adhj, abgh2j, ach3j, bfij, ab2hij, afghij, bh2ij, abfh3ij, bh4ij, j2, aej2, abfj2, h2j2, afh2j2, h4j2, afh4j2, abh5j2, afik, bf2ik, bhik, ajk, ab2jk, abhjk, abl, fl, cgl, achl, ab2chl, cgh2l, agh4l, ch5l, bil, abhil, abghil, abjl, bfkl, gkl}
Phi = 1 1 a b ab c ac d ad e f g h i j k l
Idempotent | |G| | |Arch| |
---|---|---|
1 | 2 | 2 |
b2 | 4 | 6 |
c2 * | 16 | 874 |
d4 | 4 | 8 |
f4 | 8 | 24 |
g2 | 8 | 14 |
f2g2 | 16 | 32 |
d2h2 | 8 | 60 |
f2h2 | 32 | 196 |
h6 | 4 | 14 |