Period: | |
Preperiod: | |
Quotient Size: | 3226 |
P-Portion Size: | 673 |
Tame? | No |
MSV File: q-0.3115.msv
Heap | Q-Size | P-Size |
1 | 2 | 1 |
2 | 6 | 2 |
6 | 14 | 4 |
10 | 38 | 9 |
11 | 102 | 23 |
13 | 278 | 64 |
14 | 582 | 126 |
15 | 1194 | 259 |
16 | 2178 | 460 |
19 | 3226 | 673 |
(Click on a heap to see details)
Q = <a,b,c,d,e,f,g,h,i,j,k,l | a2=1, b3=b, b2c=c, c4=c3, b2d=d, cd2=d2, d3=ad2, b2e=e, c3e=bc3, d2e=bd2, c2e2=c2, e3=e, b2f=f, d2f=ad2, cf2=c, def2=de, f4=f2, b2g=g, cg=ce, d2g=bd2, deg=de2, ef2g=e2f2, g2=e2, b2h=h, c3h=c2h, d2h=ad2, c2eh=bc2h, ce2h=ch, df2h=dh, dgh=deh, c2h2=d2, ceh2=bch2, e2h2=beh2, f2h2=h2, gh2=eh2, h3=ad2, b2i=i, ci=bc2, d2i=bd2, ef2i=ei, egi=e2i, dhi=bcdh, f3hi=fhi, h2i=bch2, ei2=c2e, f2i2=c2, fhi2=c2fh, hi3=bhi2, i4=bi3, b2j=j, ef3j=efj, efgj=e2fj, f3hj=fhj, cj2=c, dj2=d, ej2=ef2, f2j2=f2, fhj2=f3h, h2j2=h2, ij2=i, fj3=fj, j4=j2, b2k=k, c3k=c2k, d2k=bd2, c2ek=bc2k, ce2k=ck, ef3k=efk, efgk=e2fk, f2gk=ef2k, c2dhk=cdhk, cdehk=bcdhk, de2hk=dhk, f3hk=fhk, fghk=efhk, ch2k=bd2, eh2k=bh2k, dfh2k=adh2k, e2ik=beik, f2ik=beik, efhik=bfhik, i3k=bi2k, ef2jk=ejk, egjk=e2jk, fj2k=fk, j3k=jk, c2k2=ck2, cek2=bck2, f2k2=e2k2, egk2=e2k2, dehk2=bdhk2, e2fhk2=fhk2, h2k2=d2, eik2=ck2, fhik2=bcfhk2, i2k2=bik2, j2k2=k2, k3=ik2, b2l=l, c2l=c3, d2l=d2, el=ce, chl=c2h, f3hl=fhl, gil=bgi2, i2l=bi3, j2l=l, ckl=c2k, dhkl=cdhk, h2kl=bd2, ikl=bi2k, k2l=bik2, fhil2=fghl2, gkl2=gi2k, cl3=c3, f2l3=cl2, gl3=bgi3, hl3=hi2, il3=i3, kl3=i2k, l4=bi3>
P = {a, b2, c, c2, c3, bd, acd, ac2d, ac3d, d2, be, bce, bc2e, ade, abc2de, e2, ce2, bde2, acde2, f, acf, ac2f, ac3f, bdf, c2df, c3df, bef, bcef, abc2ef, def, cdef, e2f, ace2f, bde2f, f2, bdf2, bef2, e2f2, f3, bdf3, bef3, e2f3, bg, adg, eg, be2g, bfg, dfg, efg, be2fg, bf2g, adf2g, bf3g, df3g, h, ach, ac2h, bdh, bcdh, bc2dh, aeh, bceh, deh, cdeh, e2h, bde2h, fh, cfh, c2fh, bdfh, abcdfh, abc2dfh, abefh, bcefh, defh, cdefh, e2fh, bde2fh, f2h, bef2h, e2f2h, f3h, bef3h, e2f3h, bgh, be2gh, bfgh, efgh, be2fgh, bf2gh, bf3gh, h2, ch2, adh2, acdh2, beh2, abdeh2, afh2, acfh2, abefh2, bi, di, ei, adei, be2i, bfi, aefi, be2fi, bf2i, bf3i, gi, fgi, bdfgi, f2gi, f3gi, bdf3gi, bhi, aehi, be2hi, bfhi, efhi, be2fhi, bf2hi, ghi, fghi, f2ghi, i2, bdi2, fi2, bgi2, bfgi2, hi2, bghi2, bi3, di3, bfi3, gi3, fgi3, j, bdj, bcdj, bej, bcej, dej, e2j, bde2j, bcde2j, fj, acfj, bdfj, abcdfj, abc2dfj, befj, bcefj, abc2efj, defj, cdefj, e2fj, ace2fj, bde2fj, abcde2fj, f2j, bdf2j, bef2j, e2f2j, f3j, bdf3j, bgj, dgj, egj, be2gj, bfgj, dfgj, bf2gj, df2gj, bf3gj, df3gj, ahj, chj, c2hj, bdhj, bcdhj, bc2dhj, behj, bcehj, dehj, cdehj, ae2hj, bde2hj, fhj, cfhj, c2fhj, bdfhj, bcdfhj, bc2dfhj, befhj, bcefhj, defhj, cdefhj, e2fhj, bde2fhj, f2hj, bef2hj, e2f2hj, bghj, eghj, be2ghj, bfghj, bf2ghj, fh2j, acfh2j, bdfh2j, abcdfh2j, befh2j, defh2j, bij, adij, bdeij, be2ij, abfij, dfij, efij, bdefij, abe2fij, ade2fij, bf2ij, abf3ij, adf3ij, gij, bdgij, fgij, bdfgij, f2gij, bdf2gij, f3gij, bdf3gij, bhij, ehij, be2hij, bfhij, efhij, be2fhij, bf2hij, ghij, fghij, f2ghij, i2j, abdi2j, afi2j, bdfi2j, bgi2j, adgi2j, abfgi2j, dfgi2j, hi2j, bghi2j, bi3j, adi3j, abfi3j, dfi3j, gi3j, abdgi3j, afgi3j, bdfgi3j, j2, fj2, bgj2, bfgj2, hj2, bghj2, j3, bgj3, hj3, bghj3, bk, bck, bc2k, dk, abcdk, abc2dk, ek, cek, be2k, de2k, bfk, abcfk, abc2fk, bc2dfk, efk, cefk, abdefk, be2fk, bf2k, df2k, ef2k, be2f2k, bf3k, gk, begk, e2gk, fgk, abdfgk, bhk, abchk, abc2hk, aehk, cehk, abdehk, be2hk, bfhk, bcfhk, bc2fhk, dfhk, efhk, cefhk, bdefhk, be2fhk, bf2hk, ef2hk, be2f2hk, ghk, beghk, e2ghk, bh2k, bfh2k, ik, bdik, beik, fik, befik, bgik, bfgik, hik, behik, fhik, bghik, bi2k, di2k, bfi2k, gi2k, fgi2k, bhi2k, ghi2k, bjk, djk, cdjk, ejk, cejk, bdejk, be2jk, de2jk, bfjk, abcfjk, dfjk, acdfjk, efjk, acefjk, bdefjk, abcdefjk, be2fjk, de2fjk, bf2jk, df2jk, bf3jk, df3jk, gjk, bdgjk, fgjk, bdfgjk, bhjk, bchjk, bc2hjk, dhjk, cdhjk, ehjk, cehjk, bdehjk, be2hjk, bfhjk, bcfhjk, bc2fhjk, dfhjk, cdfhjk, efhjk, cefhjk, bdefhjk, be2fhjk, bf2hjk, ghjk, bh2jk, dh2jk, abfh2jk, ijk, bdijk, beijk, deijk, afijk, bdfijk, abefijk, adefijk, bgijk, dgijk, abfgijk, dfgijk, hijk, behijk, fhijk, bghijk, bi2jk, adi2jk, abfi2jk, dfi2jk, gi2jk, abdgi2jk, afgi2jk, bdfgi2jk, bhi2jk, ghi2jk, bj2k, gj2k, bhj2k, ghj2k, k2, ck2, bdk2, acdk2, bek2, abdek2, e2k2, fk2, acfk2, cdfk2, abefk2, e2fk2, bgk2, bfgk2, hk2, achk2, abehk2, e2hk2, fhk2, cfhk2, acdfhk2, befhk2, bghk2, bik2, dik2, bfik2, gik2, fgik2, bhik2, ghik2, jk2, abdjk2, dejk2, e2jk2, afjk2, bdfjk2, abefjk2, adefjk2, ae2fjk2, abde2fjk2, bgjk2, dgjk2, abfgjk2, dfgjk2, hjk2, chjk2, bdhjk2, bcdhjk2, behjk2, e2hjk2, fhjk2, bdfhjk2, befhjk2, bghjk2, bijk2, adijk2, abfijk2, dfijk2, gijk2, abdgijk2, afgijk2, bdfgijk2, bhijk2, ghijk2, l, cl, bdl, acdl, fl, acfl, bdfl, f2l, bdf2l, f3l, bdf3l, bgl, bfgl, dfgl, bf2gl, bf3gl, df3gl, hl, bdhl, fhl, bdfhl, f2hl, bghl, bfghl, bf2ghl, h2l, adh2l, afh2l, bil, dil, bfil, bf2il, bf3il, bhil, bfhil, bf2hil, jl, bdjl, fjl, acfjl, bdfjl, abcdfjl, f2jl, bdf2jl, f3jl, bdf3jl, bgjl, adgjl, bfgjl, dfgjl, bf2gjl, bf3gjl, df3gjl, hjl, bdhjl, fhjl, bdfhjl, f2hjl, bghjl, bfghjl, bf2ghjl, afh2jl, abdfh2jl, bijl, adijl, abfijl, dfijl, bf2ijl, abf3ijl, adf3ijl, bhijl, bfhijl, bf2hijl, bkl, dkl, bfkl, bf2kl, bf3kl, gkl, fgkl, bhkl, bfhkl, bf2hkl, ghkl, bjkl, djkl, abfjkl, dfjkl, bf2jkl, df2jkl, abf3jkl, adf3jkl, gjkl, abdgjkl, afgjkl, bdfgjkl, bhjkl, bfhjkl, bf2hjkl, ghjkl, l2, cl2, bdl2, acdl2, fl2, acfl2, bdfl2, f2l2, bdf2l2, f3l2, bdf3l2, bgl2, bfgl2, bf2gl2, bf3gl2, hl2, bdhl2, fhl2, bdfhl2, f2hl2, bghl2, bfghl2, bf2ghl2, h2l2, adh2l2, afh2l2, bil2, dil2, bfil2, bf2il2, bf3il2, bhil2, jl2, abdjl2, fjl2, acfjl2, bdfjl2, f2jl2, abdf2jl2, f3jl2, bdf3jl2, bgjl2, adgjl2, abfgjl2, dfgjl2, bf2gjl2, abf3gjl2, hjl2, bdhjl2, fhjl2, bdfhjl2, f2hjl2, bghjl2, bfghjl2, bf2ghjl2, afh2jl2, bijl2, adijl2, abfijl2, dfijl2, bf2ijl2, abf3ijl2, bhijl2, bkl2, dkl2, bfkl2, bf2kl2, bf3kl2, bhkl2, bfhkl2, bf2hkl2, bjkl2, adjkl2, abfjkl2, dfjkl2, bf2jkl2, abf3jkl2, bhjkl2, bfhjkl2, bf2hjkl2, l3, bdl3, fl3, jl3, abdjl3, afjl3, bdfjl3}
Phi = 1 a b a b c d b2 d b2 e f g h i j k c d l
Idempotent | |G| | |Arch| |
---|---|---|
1 | 2 | 2 |
b2 | 4 | 4 |
c3 | 16 | 432 |
d2 * | 8 | 2136 |
e2 | 16 | 20 |
f2 | 16 | 28 |
e2f2 | 32 | 104 |
bi3 | 8 | 64 |
j2 | 8 | 12 |
ck2 | 16 | 364 |
bik2 | 8 | 60 |