Details Page for 0.0104

Complete Solution is Known:

Period:  
Preperiod:  
Quotient Size:   3178
P-Portion Size:   334
Tame?   No

MSV File: q-0.0104.msv

Growth Pattern:

Heap   Q-Size   P-Size
221
962
15102
22122
23448
246010
2613616
2832236
3154661
321320125
333178334

(Click on a heap to see details)

Details for Q32(0.0104):

Q = <a,b,c,d,e,f,g,h,i,j | a2=1, b4=b2, b2c3=b2c, bc5=bc3, c6=c4, b2d=ab2, bc3d=abc3, c4d=ac4, d3=ad2, b2e=b3, bde=abe, c2de=ac2e, e3=e, b2cf=ab2c, bc3f=ab3c, c4f=ab2c2, bdf=ab3f, c2df=b2c2, bef=b2f, c2ef=ab3c2, f2=b2c2, b2g=b3c, bcg=b2c2, c3g=bc2, bd2g=b2c, beg=b3c, bfg=ab2c, cg2=bg, d2e2g2=d2g2, fg2=ab2c2, bg3=bg, g4=g2, b2h=ab3, bc2d2h=bc4h, c3d2h=c5h, beh=ab3, c2eh=abc2e, deh=aeh, d2fh=adfh, efh=ab2f, c2dgh=bcdh, cegh=ab3c2, e2g2h=d2g2h, d2g3h=e2gh, eg3h=egh, h2=b2, b2i=b2, bc4i=bc2i, c5i=c3i, bcdi=abci, c2di=ac2i, d2i=adi, dei=aei, bfi=b3f, c2fi=ab2c2, dfi=afi, bgi=abdg, e2g2i=adg2i, cehi=abcei, fhi=adfh, c2ghi=bchi, dg3hi=ae2ghi, bi2=b3, c2i2=b2c2, di2=ai2, cei2=acefi, efi2=b3f, egi2=aefgi, g2i2=b2c2, ehi2=ab2, ei3=b3, fi3=fi2, hi3=hi2, i4=i3, cdej=acej, d2fj=adfj, defj=aefj, bgj=b2cj, dg2j=ag2j, e2g2j=g2j, g3hj=e2ghj, dij=aij, b2j2=b2, bcj2=bc, c3j2=c3, bd2j2=bd2, bej2=be, dej2=aej2, bfj2=bf, c2fj2=c2f, g2j2=d2g2, c2hj2=c2h, d2hj2=d2h, ehj2=eh, dfhj2=dfh, fghj2=fgh, bij2=abdi, hij2=adhi, fi2j2=fi2, i3j2=i3, c2j3=c2j, bdj3=bdj, cdj3=cdj, d2j3=d2j, ej3=d2ej, fj3=fj, dhj3=dhj, ij3=ij, j4=j2>

P = {a, b2, c2, b2c2, c4, ac2d, d2, c2d2, ae, bce, ac3e, bc4e, de, ae2, c2e2, c4e2, d2e2, abf, ab3f, ac2f, ad2ef, dg, d2eg, de2g, efg, adefg, acd2efg, g2, d2g2, e2g2, dg3, de2g3, bh, bc2h, abc4h, acdh, ac3dh, abd2h, ceh, afh, ac3fh, cdfh, cgh, abdgh, acd2gh, abg2h, aeg2h, ci, c3i, acdi, bei, ac2ei, bc3ei, ce2i, c3e2i, aefi, acefgi, g2i, adg2i, abc3hi, bdhi, cdghi, eghi, i2, e2i2, acghi2, i3, ab2j, ad2j, abcej, ad2e2j, bfj, b3fj, efj, aegj, c2egj, ad2egj, abdhj, bd2hj, acehj, cfhj, acdghj, cd2ghj, c2fghj, acij, ac3ij, abeij, abc3eij, ace2ij, ac3e2ij, efij, c2egij, bhij, bc3hij, cghij, ai2j, ae2i2j, cghi2j, ai3j, j2, c2j2, adj2, ac2dj2, d2j2, c2d2j2, e2j2, c2e2j2, aefj2, egj2, acefgj2, abhj2, bdhj2, acfhj2, acghj2, cdghj2, cij2, ce2ij2, aefij2, ac2egij2, i2j2, e2i2j2, aj3, dj3, bhj3, cghj3}

Phi = 1 1 a 1 1 1 a 1 a b b b a b ab c c 1 a 1 ac 1 d e f b g b h b ab i j

Monoid Structure

Idempotent  |G|  |Arch|
122
b28140
b2c2 *16908
c4858
d224
e244
c4e21656
d2e248
g246
d2g21672
e2g2812
i3418
j246
d2j2410
e2j2816