Period: | |
Preperiod: | |
Quotient Size: | 1190 |
P-Portion Size: | 75 |
Tame? | No |
MSV File: q-0.2644.msv
Heap | Q-Size | P-Size |
2 | 2 | 1 |
3 | 6 | 2 |
5 | 10 | 2 |
8 | 18 | 4 |
9 | 22 | 4 |
12 | 28 | 5 |
13 | 36 | 5 |
14 | 40 | 6 |
15 | 48 | 7 |
16 | 64 | 9 |
17 | 80 | 11 |
20 | 82 | 12 |
22 | 90 | 14 |
23 | 94 | 14 |
29 | 102 | 15 |
36 | 306 | 35 |
42 | 318 | 38 |
43 | 326 | 39 |
45 | 342 | 39 |
48 | 382 | 42 |
49 | 458 | 50 |
51 | 478 | 55 |
55 | 526 | 56 |
56 | 634 | 65 |
58 | 642 | 65 |
63 | 670 | 68 |
72 | 694 | 72 |
79 | 698 | 72 |
89 | 730 | 72 |
99 | 742 | 75 |
263 | 806 | 75 |
674 | 934 | 75 |
1748 | 1190 | 75 |
(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,s,t,u,v,w,x,y,z | a2=1, b4=b2, b3c=bc, bc2=b3, c3=c, bd=ab3, c2d=d, d4=ad3, be=abc, c2e=e, d2e=ab2c, e5=ace4, b2f=ab3, cf=abc, df=b3, ef=bc, f2=b2, b3g=bg, c2g=g, e2g=aceg, fg=abg, g2=b2, bh=abg, c2h=h, d3h=ad2h, e2h=ceg, fh=bg, gh=ab2, h2=b2, bi=abc, c2i=i, d2i=ab2c, dei=acde3, e2i=ace4, fi=bc, gi=eg, hi=aeg, i2=e4, bj=bc, c2j=j, d2j=b2c, de2j=cde4, e3j=ae4, fj=abc, gj=aeg, hj=eg, ij=ace2j, j2=e4, bk=b2cg, c2k=k, d2k=bcg, e2k=cdek, fk=ab2cg, gk=bc, hk=abc, ik=adek, jk=bg, k2=b2, bl=abg, d2l=d2h, e2l=aceh, fl=bg, gl=ab2, hl=b2, il=eh, jl=eg, kl=abc, l2=b2, bm=bg, c2m=m, d3m=ad2m, e2m=cel, fm=abg, gm=b2, hm=ab2, im=ael, jm=eh, km=bc, lm=ab2, m2=b2, bn=ab3, c2n=n, d3n=ad2n, en=de3, fn=b3, hn=agn, in=acde4, jn=cde4, kn=abcg, dln=adgn, dmn=ad2gn, n2=b2, bo=bc, c2o=o, d2o=ado, eo=ab2, fo=abc, ho=ago, io=ab2, jo=b2, ko=bg, lo=ago, mo=adgo, no=ab2c, o2=b2, bp=bcg, c2p=p, d3p=ad2p, ep=cem, fp=abcg, dgp=agp, hp=agp, ip=acel, jp=ceh, kp=b3, lp=agp, mp=b2c, np=del, op=b2g, p2=b2, bq=bcg, c2q=q, d3q=ad2q, fq=abcg, d2gq=gp, d2hq=ab2c, iq=ace2q, jq=ae3q, kq=b3, elq=achq, d2mq=b2c, emq=clq, nq=de2q, oq=b2g, pq=cmq, q2=b2, br=bg, c2r=r, d3r=ad2r, er=em, fr=abg, gr=b2, hr=ab2, ir=ael, jr=eh, kr=bc, lr=ab2, mr=b2, nr=cdel, or=b2cg, pr=b2c, qr=mq, r2=b2, bs=bc, c2s=s, ds=agp, e2s=b2c, fs=abc, gs=b2cg, hs=ab2cg, is=ab2, js=b2, ks=bg, ls=ab2cg, ms=b2cg, ns=ab2c, os=b2, ps=b2g, qs=b2g, rs=b2cg, s2=b2, b3t=bt, c2t=t, d2t=b2t, de2t=acdet, e3t=ace2t, ft=abt, b2gt=gt, dgt=agt, egt=acgt, ht=agt, it=ace2t, jt=ce2t, kt=bcgt, lt=agt, mt=gt, nt=acdet, ot=b2ct, pt=cgt, gqt=b2ct, rt=gt, st=b2ct, t2=b2, bu=bcg, c2u=u, d3u=ab2cg, eu=ab2g, fu=abcg, d2gu=aces, d2hu=ab2c, iu=ab2g, ju=b2g, ku=b3, mu=b2c, d2nu=ab2cg, dgnu=aces, lnu=agnu, ou=cdnu, pu=b2, qu=b2, ru=b2c, su=b2g, tu=cgt, u2=b2, bv=abt, c2v=v, d3v=ad2v, e2v=acev, fv=bt, gv=agt, hv=gt, iv=ev, jv=aev, kv=abcgt, lv=gt, mv=agt, nv=acdev, ov=ab2ct, pv=acgt, qv=acgt, rv=agt, sv=ab2ct, tv=ab2, uv=acgt, v2=b2, bw=ab2t, c2w=w, d2w=abt, e3w=ace2w, fw=b2t, egw=acgw, hw=agw, iw=ace2w, jw=ce2w, kw=acgt, elw=cgw, emw=clw, nw=de2w, ow=abct, pw=cmw, qw=abcgt, rw=mw, sw=abct, tw=ab3, uw=abcgt, vw=b3, w2=b2, bx=abg, c2x=x, d3x=ad2x, e3x=ace2x, fx=bg, degx=acdegq, hx=agx, ix=ace2x, jx=ce2x, kx=abc, lx=agx, demx=cdehq, d2nx=adnx, mnx=gnx, dox=aox, gox=agp, dpx=dhq, gpx=ab2cg, qx=ab2c, rx=cpx, sx=ab2cg, tx=agt, ux=ab2c, vx=gt, wx=bgt, x2=b2, by=abcg, c2y=y, dy=d2u, ey=b2g, fy=bcg, hy=dhu, iy=b2g, jy=ab2g, ky=ab3, ly=dlu, my=ab2c, ny=dnu, oy=ab2g, py=ab2, qy=ab2, ry=ab2c, sy=ab2g, ty=acgt, uy=ab2, vy=cgt, wy=bcgt, xy=b2c, y2=b2, bz=ab2ct, c2z=z, d2z=abct, ez=bt, fz=b2ct, dhz=abcgt, iz=bt, jz=abt, kz=agt, dlz=abcgt, mz=abcgt, dnz=abct, gnz=dgz, lnz=adgz, oz=abt, pz=abgt, qz=abgt, rz=abcgt, sz=abt, tz=abc, uz=abgt, vz=bc, wz=b2c, xz=bcgt, yz=bgt, z2=b2>
P = {a, b2, c2, acd, d2, ad3, cde, e2, ade2, ace3, cde3, e4, ade4, af, ach, ci, ej, aek, dek, al, cn, acdn, cd2n, acp, cdp, acd2p, cq, acdq, cd2q, egq, achq, cdhq, adehq, aclq, cdlq, cmq, acdmq, cr, acdr, cd2r, acs, cqt, aeqt, deqt, agu, dgu, hu, aclu, cdlu, gnu, cv, acdv, cd2v, aev, dev, dgw, cgx, acdgx, cd2gx, amx, dmx, ad2mx, acgnx, cdgnx, acpx, acgz, cdgz, chz}
Phi = 1 1 a bc abc b ab c d e abc bc f g h i j k ab3 abc l m n o bcg b3 bc ab3 b2g p agp bcg abcg ab3 b3 b2g q gp bg bcg b3 ab3 r s ces ab2t bcg ab3 t u ab2c v bcg ab3 abg w x bc y bcg b3 ab2t bt z ab2c b2cg gt ab3 abcg abcgt bct b2cg
Idempotent | |G| | |Arch| |
---|---|---|
1 | 2 | 2 |
b2 * | 32 | 616 |
c2 | 4 | 4 |
ad3 | 4 | 12 |
e4 | 4 | 36 |