Details Page for 0.2454

Complete Solution is Known:

MSV File: q-0.2454.msv

Growth Pattern:

(Click on a heap to see details)

Details for Q₂₆(0.2454):

Q = <a,b,c,d,e,f,g,h,i,j,k,l,m | a²=1, b⁴=b², bc²=b, c³=c, d=ac, be=b³c, c²e=e, e²=b², bf=ab³, c²f=f, f²=b², c²g=g, b²g²=b², bg³=bg, eg³=eg, fg³=fg, g⁴=g², h=ab³, i=ab², b²j=ab³g, c²j=j, gj=ab, bj³=bj, ej³=ej, fj³=fj, j⁴=j², bk=b³g, c²k=k, egk=aefg², fgk=ab², g³k=gk, jk=ab³, gk²=b²g, fk³=fk, k⁴=k², b²l=ab³c, c²l=l, el=ab³, fl=b³c, bgl=efg, bjl=efj, gkl=ab³c, k²l=ab³c, l²=b², bm=ab², c²m=m, em=ab³c, fm=b³, gm=ab³g, j²m=m, km=ab³g, m²=b²>

P = {a, b², c², ce, acf, cfg, g², ceg², acfg², fj, cefj, j², cej², acfj², afk, cgk, k², cek², acfk², acl, acgl, acg²l, acg³l, acj²l, akl}

Phi = 1 1 a b a b ab c ac e f bc abc g ab³ b³ ab² b j k ab³c b³c l b²c ab²c abl m

Monoid Structure