Period: | |
Preperiod: | |
Quotient Size: | 1302 |
P-Portion Size: | 91 |
Tame? | No |
MSV File: q-0.744.msv
Heap | Q-Size | P-Size |
1 | 2 | 1 |
4 | 6 | 2 |
7 | 10 | 2 |
9 | 18 | 4 |
16 | 34 | 5 |
20 | 42 | 7 |
21 | 78 | 12 |
28 | 90 | 14 |
29 | 102 | 16 |
31 | 118 | 17 |
33 | 130 | 18 |
34 | 162 | 21 |
37 | 166 | 22 |
38 | 174 | 23 |
42 | 186 | 25 |
43 | 374 | 43 |
44 | 458 | 51 |
47 | 466 | 52 |
50 | 482 | 52 |
53 | 614 | 61 |
58 | 662 | 66 |
65 | 674 | 68 |
66 | 686 | 70 |
67 | 850 | 77 |
68 | 906 | 79 |
69 | 930 | 81 |
73 | 934 | 82 |
76 | 942 | 83 |
78 | 954 | 83 |
82 | 970 | 83 |
93 | 1018 | 85 |
110 | 1082 | 87 |
123 | 1098 | 89 |
134 | 1106 | 90 |
139 | 1110 | 91 |
277 | 1174 | 91 |
661 | 1302 | 91 |
(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, b2c=c, c3=ac2, b2d=d, cd=c2, d2=c2, b2e=e, c2e2=c2, ce3=ce, de3=de, e4=e2, b2f=f, c2f=acf, df=cf, cef=aef, e2f=acf, f2=c2, b2g=g, c2g=bc2, e3g=eg, cfg=bcf, efg=bef, g2=c2, b2h=h, ch=acg, dh=adg, eh=aeg, fh=afg, gh=ac2, h2=c2, b2i=i, c2i=ac2e, di=ci, e3i=ei, fi=aef, e2gi=gi, hi=agi, i2=aei, b2j=j, cj=cf, dj=cf, ej=ef, fj=c2, gj=abcf, hj=bcf, ij=aef, j2=c2, b2k=k, ck=cf, ek=ef, fk=c2, gk=abcf, hk=bcf, ik=aef, k2=c2, b2l=l, c2l=bc2, dl=cl, ce2l=cl, e3l=el, fl=abcf, gl=c2, hl=ac2, il=gi, jl=abcf, kl=abcf, l2=c2, b2m=m, cm=c2e, e2m=m, fm=aef, gm=abc2e, hm=bc2e, im=c2, jm=aef, km=aef, lm=abc2e, m2=c2, b2n=n, cn=c2, dn=c2, e3n=en, fn=cf, e2gn=gn, hn=agn, e2in=in, gin=cgi, jn=cf, kn=dk, e2ln=ln, mn=c2e, n2=c2, b2o=o, c2o=acf, eo=ef, cfo=ac2, cgo=bcf, dgo=bco, fgo=bjk, ho=ago, io=aef, jo=c2, ko=c2, lo=abcf, mo=aef, no=cf, o2=c2, p=ao, b2q=q, cq=c2e, dq=c2e, e3q=eq, fq=aef, e2gq=gq, hq=agq, iq=c2, jq=aef, kq=aef, e2lq=lq, mq=dem, nq=c2e, oq=aef, q2=c2, b2r=r, c2r=c2e, dr=cr, e2r=r, fr=ef, gr=bc2e, hr=abc2e, ir=ac2, jr=ef, kr=ef, lr=bc2e, mr=ac2, nr=ac2e, or=ef, qr=cer, r2=c2, b2s=s, cs=cf, ds=cf, es=ef, fs=c2, hs=bcf, is=aef, js=jk, ks=jk, ls=abcf, ms=aef, ns=cf, os=c2, qs=aef, rs=ef, s2=c2, b2t=t, c2t=bc2e, dt=ct, ft=bef, e2gt=gt, ht=agt, jt=bef, kt=bef, clt=cgt, e2lt=lt, mt=abdem, e2nt=nt, gnt=cgt, lnt=cgt, ot=bef, qt=abc2, rt=abcer, st=bef, t2=c2, b2u=u, c2u=abc2, ce2u=cu, de2u=du, e3u=eu, fu=bcf, cgu=c2, dgu=abelq, e2gu=gu, hu=agu, e2iu=iu, giu=c2e, ju=bcf, ku=bcf, lu=ac2, dmu=bcr, e2nu=nu, gnu=acer, inu=ciu, ou=bcf, e2qu=qu, gqu=ablq, ru=abc2e, su=bcf, tu=abqu, u2=c2, b2v=v, cv=c2, dv=c2, e2v=v, fv=cf, gv=acegi, hv=cegi, iv=ce2i, jv=cf, kv=cf, lv=acegi, mv=c2e, nv=c2, ov=cf, qv=c2e, rv=ac2e, sv=cf, tv=aceit, uv=aceiu, v2=c2, b2w=w, dw=cw, cfw=afw, ce2gw=cgw, fgw=bfw, hw=agw, jw=fw, clw=cgw, e2lw=lw, e2nw=nw, gnw=cgw, lnw=cgw, cow=afw, fow=c2w, qw=ac2ew, crw=ac2ew, sw=fw, tw=bc2ew, cuw=bc2w, e2uw=uw, muw=brw, nuw=bc2w, vw=aceiw, w2=c2, b2x=x, c2x=bc2e, dx=cx, e2x=x, fx=bef, gx=c2e, hx=ac2e, ix=aex, jx=bef, kx=bef, lx=c2e, mx=abc2, nx=cx, ox=bef, qx=abc2, rx=bc2, sx=bef, tx=c2, ux=egit, vx=cx, wx=bc2ew, x2=c2, b2y=y, c2y=bc2e, dy=cy, ey=bjk, fy=bef, gy=c2e, hy=ac2e, ciy=bjk, jy=bef, ky=bef, ly=c2e, my=abc2, ny=abc2e, oy=bef, qy=abc2, ry=bc2, sy=bef, ty=c2, uy=ac2e, vy=abc2e, wy=bc2ew, xy=c2, y2=c2, b2z=z, cz=aelq, dz=aelq, e3z=ez, fz=bcf, gz=ac2, hz=c2, iz=bc2e, jz=bcf, kz=bcf, lz=ac2, mz=bc2e, nz=abcer, oz=bcf, qz=alq, rz=abc2e, sz=bcf, tz=blq, uz=c2, vz=bc2, e2wz=wz, xz=ac2e, yz=ac2e, z2=c2, b2A=A, cA=c2w, dA=c2w, e3A=eA, fA=afw, hA=agA, e2iA=iA, jA=afw, e2lA=lA, nA=c2w, qA=c2ew, sA=afw, tA=abc2ew, e2uA=uA, iuA=abc2ew, muA=brA, vA=c2w, iwA=bceit, kwA=dk, mwA=dm, owA=do, rwA=cr, guwA=abelq, xA=abc2ew, yA=abc2ew, zA=bc2w, A2=c2, b2B=B, c2B=c2w, e2B=B, fB=fw, gB=bc2w, hB=abc2w, ciB=aceB, jB=fw, kB=fw, lB=bc2w, mB=ac2ew, nB=cB, oB=fw, qB=ac2ew, rB=c2ew, sB=fw, tB=bc2ew, duB=cuB, iuB=aeuB, vB=cB, wB=abcex, xB=bc2ew, yB=bc2ew, zB=abc2w, AB=ac2, B2=c2>
P = {a, b2, bc, c2, ad, ace, e2, bce2, ade2, bf, abg, abdeg, be2g, abce2g, bh, aei, cei, abegi, bcegi, bk, abdk, abl, abcel, be2l, aem, ae2n, ein, aco, fo, abq, aeq, abgq, ablq, er, ags, abt, abcet, be3t, gt, acegt, bit, abe2it, bce2it, git, lt, abent, bu, bceu, bdeu, abe2u, agu, beiu, abceiu, bemu, bqu, aev, aew, abegw, aciw, abcgiw, abelw, mw, ainw, arw, beuw, eguw, abex, aby, biy, bz, abe2z, bewz, awA, ae2wA, abegwA, abelwA, buwA, aceB, bceuB}
Phi = 1 a 1 a ef aef ef b ab c bef abef ef aef ef d e ae bef abef f g h i ai ac2 j cf k l al m bef n o ao aef q r ar bef abef s t u ac2e c2e v bef acf efw bc2 abc2 w abcf abef efw acf x ac2 c2e ac2e bef abef efw y z A B
Idempotent | |G| | |Arch| |
---|---|---|
1 | 2 | 2 |
b2 | 4 | 4 |
c2 * | 32 | 876 |
e2 | 8 | 12 |
aei | 8 | 12 |