Period: | |
Preperiod: | |
Quotient Size: | 844 |
P-Portion Size: | 83 |
Tame? | No |
MSV File: q-0.142.msv
Heap | Q-Size | P-Size |
1 | 2 | 1 |
4 | 6 | 2 |
13 | 12 | 3 |
23 | 32 | 5 |
26 | 88 | 12 |
28 | 128 | 18 |
29 | 144 | 23 |
30 | 180 | 26 |
32 | 192 | 27 |
33 | 472 | 49 |
34 | 536 | 55 |
35 | 544 | 57 |
36 | 844 | 83 |
(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, b5=b3, bc=b4, c2=b4, d2=1, b2e=ab3, ce=ab4, e2=b4, b2f=b3, cf=b4, ef=be, f2=b4, b2g=ab3, cg=ab4, eg=b4, fg=abf, g2=abg, bh=ab3, ch=ab3, eh=b3, fh=ab3, gh=b3, h2=b4, b2i=b3d, bei=ab3d, fi=b4d, bgi=ab3d, hi=ab3d, bi3=bi, ci3=ci, ei3=ei, gi3=gi, i4=i2, b3j=b3d, cj=b3d, bgj=abfj, hj=abfj, ij=bi2, j2=b4, b2k=bg, bek=b4, bfk=abf, gk=ag, cik=gi, bjk=gj, ejk=b3d, bk2=abk, ck2=ack, ek2=aek, fk2=afk, hk2=bg, ik2=aik, k3=ak2, bl=ab3, cl=ab3, el=b3, fl=ab3, gl=b3, hl=b4, il=ab3d, kl=abe, l2=b4, b3m=ab3d, cm=ab3d, em=b3d, bgm=abfm, hm=abfm, bim=ab4, gim=b4, i3m=im, jm=ab4, bkm=gm, ikm=ei2k, k2m=akm, lm=abej, m2=b4, b2n=ab3, cn=ab4, en=b4, fn=bn, gn=b4, hn=b3, in=ab4d, jn=ab3d, kn=b3, ln=b3, mn=aej, n2=b4, bo2=b, co2=c, fo2=f, go2=g, ho2=h, io2=i, jo2=j, lo2=l, mo2=m, no2=n, o3=o, b2p=b4d, cp=bp, ep=abp, fp=b3d, gp=ab3d, hp=ab4d, i2p=p, jp=bip, kp=gi, lp=ab4d, mp=ab4, np=ab3d, o2p=p, p2=b4, bq=b3, cq=b3, eq=ab3, fq=b3, gq=ab3, hq=ab4, iq=b3d, jq=b4d, kq=ab4, lq=ab4, mq=bej, nq=ab3, o2q=q, pq=b4d, q2=b4, b2r=b3d, ber=ab3d, fr=abde, bgr=ab3d, hr=ab3d, eir=ei2, bjr=abdej, ejr=ab4, gjr=ab4, bkr=abfj, jkr=ab3, k2r=akr, lr=ab3d, mr=im, nr=ab4d, eor=eio, bpr=bip, qr=b3d, br2=bir, er2=ei2, gr2=ab3, i2r2=r2, jr2=bi2r, ckr2=ab3, o2r2=r2, kr3=ikr2, pr3=ipr2, r4=r2>
P = {a, b2, b4, ad, abe, bf, abg, ah, adi, acdi, dgi, ai2, adi2, adi3, bdj, adej, abdfj, k, dk, hk, bdik, i2k, di2k, djk, ak2, adk2, adjk2, al, djl, adm, ab2dm, adi2m, abn, abdo, acdo, deo, bdfo, bdgo, adho, aio, abdi2o, acdi2o, dei2o, dgi2o, ai3o, dko, di2ko, adei2ko, i3ko, adk2o, dlo, bdno, ao2, ado2, ko2, dko2, ak2o2, adk2o2, aip, abop, adiop, q, doq, adr, dgr, adi2r, jr, acdkr, dekr, aikr, abdior, adjor, dikor, di3kor, ado2r, apr, adopr, r2, cdir2, akr2, dkor2, adiopr2, adr3}
Phi = 1 a 1 1 b b b a a b2 ab ab c d ab2 b4 bd e f g be b2 h i ag b3 j hk k l m bk n o p q r
Idempotent | |G| | |Arch| |
---|---|---|
1 | 4 | 4 |
b4 * | 16 | 640 |
i2 | 16 | 24 |
ai2k | 16 | 24 |
k2 | 4 | 8 |
o2 | 8 | 8 |
k2o2 | 8 | 16 |
r2 | 32 | 68 |
akr2 | 16 | 52 |