Period: | |
Preperiod: | |
Quotient Size: | 634 |
P-Portion Size: | 135 |
Tame? | No |
MSV File: q-0.1452.msv
Heap | Q-Size | P-Size |
1 | 2 | 1 |
5 | 6 | 2 |
9 | 10 | 2 |
13 | 12 | 2 |
27 | 30 | 5 |
31 | 48 | 8 |
36 | 58 | 9 |
40 | 78 | 13 |
45 | 84 | 14 |
49 | 108 | 19 |
54 | 114 | 20 |
58 | 142 | 26 |
63 | 148 | 27 |
67 | 180 | 34 |
72 | 186 | 35 |
76 | 222 | 43 |
81 | 228 | 44 |
85 | 268 | 53 |
90 | 274 | 54 |
94 | 318 | 64 |
99 | 324 | 65 |
103 | 372 | 76 |
108 | 378 | 77 |
112 | 430 | 89 |
117 | 436 | 90 |
121 | 492 | 103 |
126 | 498 | 104 |
130 | 558 | 118 |
135 | 564 | 119 |
139 | 628 | 134 |
144 | 634 | 135 |
(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,A,B | a2=1, b3=b, b2c3=c3, c4=b2c2, bd=ab, cd=ac, d3=ad2, ce=c2, de=ae, be2=bc2, e3=c3, bf=ab, c2f=ae2, d2f=adf, e2f=ae2, f2=df, b2cg=cg, c2g=c3, d2g=adg, eg=e2, fg=dg, bg2=bc2, cg2=c3, dg2=ag2, g3=c3, bh=ab, c3h=ac3, dh=ah, e2h=ag2, cgh=acg, g2h=ag2, h2=fh, ci=cg, di=ai, ei=cg, gi=g2, hi=fi, bi2=bc2, fi2=ai2, i3=c3, bj=ab, c3j=ac3, dj=aj, e2j=c2j, fj=aj, cgj=acg, g2j=ai2, c2hj=i2, i2j=ai2, j2=hj, ck=cg, dk=ak, ek=cg, fk=ak, gk=cg, ik=i2, jk=hk, bk2=bc2, hk2=ak2, k3=c3, bl=ab, c3l=ac3, dl=al, e2l=c2l, fl=al, cgl=acg, g2l=c2l, hl=al, i2l=ak2, c2jl=k2, k2l=ak2, l2=jl, cm=cg, dm=am, em=cg, fm=am, gm=cg, hm=am, im=cg, km=k2, lm=jm, bm2=bc2, jm2=am2, m3=c3, bn=ab, c3n=ac3, dn=an, e2n=c2n, fn=an, cgn=acg, g2n=c2n, hn=an, i2n=c2n, jn=an, k2n=am2, c2ln=m2, m2n=am2, n2=ln, co=cg, do=ao, eo=cg, fo=ao, go=cg, ho=ao, io=cg, jo=ao, ko=cg, mo=m2, no=lo, bo2=bc2, lo2=ao2, o3=c3, bp=ab, c3p=ac3, dp=ap, e2p=c2p, fp=ap, cgp=acg, g2p=c2p, hp=ap, i2p=c2p, jp=ap, k2p=c2p, lp=ap, m2p=ao2, c2np=o2, o2p=ao2, p2=np, cq=cg, dq=aq, eq=cg, fq=aq, gq=cg, hq=aq, iq=cg, jq=aq, kq=cg, lq=aq, mq=cg, oq=o2, pq=nq, bq2=bc2, nq2=aq2, q3=c3, br=ab, c3r=ac3, dr=ar, e2r=c2r, fr=ar, cgr=acg, g2r=c2r, hr=ar, i2r=c2r, jr=ar, k2r=c2r, lr=ar, m2r=c2r, nr=ar, o2r=aq2, c2pr=q2, q2r=aq2, r2=pr, cs=cg, ds=as, es=cg, fs=as, gs=cg, hs=as, is=cg, js=as, ks=cg, ls=as, ms=cg, ns=as, os=cg, qs=q2, rs=ps, bs2=bc2, ps2=as2, s3=c3, bt=ab, c3t=ac3, dt=at, e2t=c2t, ft=at, cgt=acg, g2t=c2t, ht=at, i2t=c2t, jt=at, k2t=c2t, lt=at, m2t=c2t, nt=at, o2t=c2t, pt=at, q2t=as2, c2rt=s2, s2t=as2, t2=rt, cu=cg, du=au, eu=cg, fu=au, gu=cg, hu=au, iu=cg, ju=au, ku=cg, lu=au, mu=cg, nu=au, ou=cg, pu=au, qu=cg, su=s2, tu=ru, bu2=bc2, ru2=au2, u3=c3, bv=ab, c3v=ac3, dv=av, e2v=c2v, fv=av, cgv=acg, g2v=c2v, hv=av, i2v=c2v, jv=av, k2v=c2v, lv=av, m2v=c2v, nv=av, o2v=c2v, pv=av, q2v=c2v, rv=av, s2v=au2, c2tv=u2, u2v=au2, v2=tv, cw=cg, dw=aw, ew=cg, fw=aw, gw=cg, hw=aw, iw=cg, jw=aw, kw=cg, lw=aw, mw=cg, nw=aw, ow=cg, pw=aw, qw=cg, rw=aw, sw=cg, uw=u2, vw=tw, bw2=bc2, tw2=aw2, w3=c3, bx=ab, c3x=ac3, dx=ax, e2x=c2x, fx=ax, cgx=acg, g2x=c2x, hx=ax, i2x=c2x, jx=ax, k2x=c2x, lx=ax, m2x=c2x, nx=ax, o2x=c2x, px=ax, q2x=c2x, rx=ax, s2x=c2x, tx=ax, u2x=aw2, c2vx=w2, w2x=aw2, x2=vx, cy=cg, dy=ay, ey=cg, fy=ay, gy=cg, hy=ay, iy=cg, jy=ay, ky=cg, ly=ay, my=cg, ny=ay, oy=cg, py=ay, qy=cg, ry=ay, sy=cg, ty=ay, uy=cg, wy=w2, xy=vy, y2=b2c2, bz=ab, c3z=ac3, dz=az, e2z=c2z, fz=az, cgz=acg, g2z=c2z, hz=az, i2z=c2z, jz=az, k2z=c2z, lz=az, m2z=c2z, nz=az, o2z=c2z, pz=az, q2z=c2z, rz=az, s2z=c2z, tz=az, u2z=c2z, vz=az, w2z=ab2c2, xz=b2, yz=ab2y, z2=b2, cA=cg, dA=aA, eA=cg, fA=aA, gA=cg, hA=aA, iA=cg, jA=aA, kA=cg, lA=aA, mA=cg, nA=aA, oA=cg, pA=aA, qA=cg, rA=aA, sA=cg, tA=aA, uA=cg, vA=aA, wA=cg, xA=ab2A, yA=b2c2, zA=ab2A, A2=b2c2, bB=ab, c3B=ac3, dB=aB, e2B=c2B, fB=aB, cgB=acg, g2B=c2B, hB=aB, i2B=c2B, jB=aB, k2B=c2B, lB=aB, m2B=c2B, nB=aB, o2B=c2B, pB=aB, q2B=c2B, rB=aB, s2B=c2B, tB=aB, u2B=c2B, vB=aB, w2B=c2B, xB=aB, zB=b2, AB=ab2A, B2=b2>
P = {a, b2, c2, b2c2, d2, e2, df, ag, abcg, g2, ch, fh, ai, i2, cj, ej, hj, ak, k2, cl, el, gl, jl, am, m2, cn, en, gn, in, ln, ao, o2, cp, ep, gp, ip, kp, np, aq, q2, cr, er, gr, ir, kr, mr, pr, as, s2, ct, et, gt, it, kt, mt, ot, rt, au, u2, cv, ev, gv, iv, kv, mv, ov, qv, tv, aw, w2, cx, ex, gx, ix, kx, mx, ox, qx, sx, vx, ay, cz, ez, gz, iz, kz, mz, oz, qz, sz, uz, aA, cB, eB, gB, iB, kB, mB, oB, qB, sB, uB, wB}
Phi = 1 a 1 a a b b b b c a a ab2 d b b b b e ab2 ab2 ab2 f b b b b g ab2 ab2 ab2 h b b b b i ab2 ab2 ab2 j b b b b k ab2 ab2 ab2 l b b b b m ab2 ab2 ab2 n b b b b o ab2 ab2 ab2 p b b b b q ab2 ab2 ab2 r b b b b s ab2 ab2 ab2 t b b b b u ab2 ab2 ab2 v b b b b w ab2 ab2 ab2 x b b b b y ab2 ab2 ab2 z b b b b A ab2 ab2 ab2 B b b b b
Idempotent | |G| | |Arch| |
---|---|---|
1 | 2 | 2 |
b2 | 4 | 8 |
b2c2 * | 8 | 438 |
d2 | 2 | 4 |
df | 2 | 4 |
fh | 2 | 4 |
hj | 2 | 4 |
jl | 2 | 4 |
ln | 2 | 4 |
np | 2 | 4 |
pr | 2 | 4 |
rt | 2 | 4 |
tv | 2 | 4 |
vx | 2 | 4 |