Period: | |
Preperiod: | |
Quotient Size: | 924 |
P-Portion Size: | 79 |
Tame? | No |
MSV File: q-0.3746.msv
Heap | Q-Size | P-Size |
1 | 2 | 1 |
2 | 6 | 2 |
6 | 10 | 2 |
11 | 18 | 2 |
12 | 20 | 2 |
13 | 50 | 7 |
14 | 102 | 13 |
15 | 306 | 24 |
16 | 370 | 29 |
19 | 402 | 32 |
20 | 446 | 36 |
21 | 506 | 43 |
22 | 848 | 70 |
23 | 924 | 79 |
(Click on a heap to see details)
Q = <a,b,c,d,e,f,g,h,i,j,k,l,m,n,o,p,q,r | a2=1, b4=b2, b3c=bc, c2=b2, b2d=bc, bcd=b2, cd2=bd, bd3=bd, d4=d2, b2e=abc, bce=ab2, bd2e=cde, d3e=de, e2=b2, b2f2=b2, cf2=b2c, df2=bc, ef2=abc, f6=f4, b2g=ab2, bcg=abc, bdg=cde, cdg=ce, d2g=de, deg=b2, bf3g=abf3, f4g=af4, eg2=abc, cg3=ab2c, dg3=abc, bfg3=abfg2, f2g3=af2g2, bg4=abg3, fg4=afg3, g5=ag4, b2h=b3, ch=bc, dh=bd, eh=cde, f4h=b3, bgh=abh, f3gh=af3h, f2g2h=af2gh, g4h=ag3h, bh2=b3, f3h2=bf3h, gh2=ah2, h3=b3, b2i=ab3, ci=abc, di=abd, bei=bc, bf3i=ab2f, f4i=ab3, egi=ab2c, bg2i=ab2, f3g2i=ab3f, g3i=ag2i, bhi=ab3, f3hi=ab2f, ghi=ahi, h2i=ab3, i2=b2, b2j=ab3f, bcj=ab2cf, cdej=bej, bf2j=ab2f, f4j=ab3f, dgj=ej, begj=abcf, cegj=abfgi, f3gj=af2g2i, bfg2j=f2hi, f2g2j=af2gj, bg3j=afhi, bhj=ab3f, f3hj=f2hi, h2j=ab3f, bij=b3f, eij=abej, f3ij=bf2gi, fgij=abfgj, g2ij=afhi, hij=b3f, j2=b2, b2k=b2cf, ck=abd2j, bdk=abd2j, bek=acej, dek=ad2ej, d3fk=dfk, f2k=b2cf, dfgk=adefj, g2k=cfg2, hk=abdj, bik=ab2cf, gik=bej, bjk=ab2c, fjk=abcf, egjk=abf2gi, ijk=b2c, k2=b2, bl=abcf, cl=ab2f, fl=ab2c, dgl=el, g3l=b2cf, hl=abcf, il=bcf, jl=acfj, kl=bd2fj, l2=b2, bm=bc, cm=b2, dm=bd2, em=bde, f2m=b2c, gm=cde, hm=bc, im=abc, km=abd2j, lm=ab2f, m2=b2, bn=b2c, dn=b2, en=ab2, f2n=bc, g2n=bc, hn=b2c, in=ab2c, cgjn=bfgi, fkn=b3, gkn=acefg, jkn=cfjn, gln=aegl, mn=acgn, n2=b2, bo=cde, cdo=cde, d3o=do, eo=b2, f2o=abc, go=agn, ho=cde, io=acde, cjo=cej, fko=adefj, djko=befj, jmo=bdej, no=ab2, o2=b2, b2p=b2f, cp=b2cf, dp=bcf, ep=abcf, bf3p=af2g2i, f4p=b2f, bgp=abp, f3gp=af3p, f2g2p=af2gp, g3p=ag2p, g2hp=aghp, h2p=bhp, ip=ab3f, jp=abfp, kp=b2c, lp=ab2c, mp=b2cf, np=bcf, op=abcf, p2=b2, cdeq=beq, f4q=b2q, dgq=eq, begq=b2cq, bg3q=abg2q, g4q=ag3q, g3hq=ag2hq, h2q=bhq, biq=ab2q, eiq=abeq, f2iq=acegq, hiq=ab2q, bjq=ab2fq, cjq=abcfq, dejq=b3fq, d3fjq=dfjq, efjq=b2cq, f2gjq=bf3q, ghjq=bfhq, ijq=b2fq, bkq=bcfq, fkq=b2cq, egkq=cefgq, ikq=abcfq, jkq=abcq, d3lq=dlq, d2elq=elq, glq=delq, jmq=abcfq, fjnq=ab2cq, gjnq=aegjq, lnq=ab3fq, dfoq=defq, fjoq=b2cq, dkoq=adelq, loq=acfgnq, bpq=b3fq, f3pq=b2q, gpq=ab2fq, fhpq=acgnq, q2=b2, b2r=b3, cr=bc, dr=bd, er=aei, bf4r=bf2r, bfgr=abfr, f2gr=af4r, bg3r=abg2r, bhr=b3, fhr=bfgi, g2hr=af2hi, h2r=b3, ir=ab2, bjr=ab3f, f2jr=af2ij, fg2jr=ghr, g3jr=abg2j, hjr=ab3f, kr=aik, lr=abcf, mr=bc, nr=b2c, or=cde, pr=b3f, bqr=b2q, f2qr=cegq, g3qr=g2iq, hqr=b2q, jqr=ab2fq, r2=b2>
P = {a, b2, d2, ade, f2, f4, af2g, g2, f2g2, ag3, g4, ah, abfh, af3h, h2, f2h2, bi, bf2i, afgi, af3gi, fhi, abj, cfj, bdfj, bgj, efgj, fg3hj, aij, af2ij, abfk, aefgk, efik, adjk, ad3jk, ejk, fjm, afjn, fgjn, ado, ad2fjo, jko, fp, fg2p, bfhp, af3hp, cefq, bdefq, bf2q, afgq, acefgq, abf2gq, bfg2q, f3g2q, hq, f2hq, bf3hq, afghq, g2hq, fiq, fg2iq, adfjq, af3jq, egjq, fg3jq, elq, cfnq, acfgnq, jnq, aknq, acfoq, d2joq, afmoq, af2r, abf3r, fgr, bg2r, aghr, afqr, fgqr}
Phi = 1 a b 1 a b c ac d c e f g h i j k l m n o p q r
Idempotent | |G| | |Arch| |
---|---|---|
1 | 2 | 2 |
b2 * | 32 | 884 |
d2 | 4 | 6 |
f4 | 4 | 24 |
g4 | 2 | 8 |