Period: | |
Preperiod: | |
Quotient Size: | 440 |
P-Portion Size: | 109 |
Tame? | No |
MSV File: q-0.2224.msv
Heap | Q-Size | P-Size |
2 | 2 | 1 |
3 | 6 | 2 |
10 | 8 | 2 |
20 | 12 | 3 |
22 | 18 | 4 |
24 | 22 | 5 |
26 | 28 | 6 |
28 | 32 | 7 |
30 | 38 | 8 |
32 | 44 | 10 |
34 | 52 | 11 |
36 | 60 | 14 |
38 | 70 | 15 |
40 | 80 | 19 |
42 | 92 | 20 |
44 | 104 | 25 |
46 | 118 | 26 |
48 | 132 | 32 |
50 | 148 | 33 |
52 | 164 | 40 |
54 | 182 | 41 |
56 | 200 | 49 |
58 | 220 | 50 |
60 | 240 | 59 |
62 | 262 | 60 |
64 | 284 | 70 |
66 | 308 | 71 |
68 | 332 | 82 |
70 | 358 | 83 |
72 | 384 | 95 |
74 | 412 | 96 |
76 | 440 | 109 |
(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, b16=b14, bc=ab3, c2=b4, bd=ab5, cd=b6, d2=b8, be=ab7, ce=b8, de=b10, e2=b12, b2f=ab9, cf=b9, df=b11, ef=b13, f2=b14, b3g=ab11, cg=ab2g, dg=b12, eg=b14, fg=b15, g2=b14, b4h=ab13, ch=ab2h, dh=b13, eh=b15, fh=b14, gh=b15, h2=b14, b5i=ab15, ci=ab2i, di=ab4i, ei=b14, fi=b15, gi=b14, hi=b15, i2=b14, b5j=b4i, cj=ab2j, dj=ab4j, ej=b15, fj=b14, gj=b15, hj=b14, ij=b15, j2=b14, b4k=b3j, ck=ab2k, dk=ab3j, ek=ab4i, fk=b15, gk=b14, hk=b15, ik=b14, jk=b15, k2=b14, b3l=b2k, cl=ab2l, dl=ab3k, el=ab4j, fl=ab4i, gl=b15, hl=b14, il=b15, jl=b14, kl=b15, l2=b14, b2m=bl, cm=abl, dm=ab2k, em=ab3j, fm=ab4j, gm=ab4i, hm=b15, im=b14, jm=b15, km=b14, lm=b15, m2=b14, bn=m, cn=abm, dn=ab2l, en=ab3k, fn=ab3j, gn=ab4j, hn=ab4i, in=b15, jn=b14, kn=b15, ln=b14, mn=b15, n2=b14, bo=n, co=am, do=abl, eo=ab2k, fo=ab3k, go=ab3j, ho=ab4j, io=ab4i, jo=b15, ko=b14, lo=b15, mo=b14, no=b15, o2=b14, bp=o, cp=an, dp=abm, ep=ab2l, fp=ab2k, gp=ab3k, hp=ab3j, ip=ab4j, jp=ab4i, kp=b15, lp=b14, mp=b15, np=b14, op=b15, p2=b14, bq=p, cq=ao, dq=am, eq=abl, fq=ab2l, gq=ab2k, hq=ab3k, iq=ab3j, jq=ab4j, kq=ab4i, lq=b15, mq=b14, nq=b15, oq=b14, pq=b15, q2=b14, br=q, cr=ap, dr=an, er=abm, fr=abl, gr=ab2l, hr=ab2k, ir=ab3k, jr=ab3j, kr=ab4j, lr=ab4i, mr=b15, nr=b14, or=b15, pr=b14, qr=b15, r2=b14>
P = {a, b2, b4, b6, b8, b10, b12, b14, af, abg, ah, ab2h, abi, ab3i, aj, ab2j, ab4j, abk, ab3k, al, ab2l, abm, an, ap, ar}
Phi = 1 1 a b ab 1 a b ab 1 c b ab3 b2 d b3 ab5 b4 e b5 f b6 g b7 h b8 i b9 j b10 k b11 l b12 m b13 n b14 o b15 p b14 q b15 r b14
Idempotent | |G| | |Arch| |
---|---|---|
1 | 2 | 2 |
b14 * | 4 | 102 |