Details Page for 0.7125

Complete Solution is Known:

MSV File: q-0.7125.msv

Growth Pattern:

(Click on a heap to see details)

Details for Q₂₀(0.7125):

Q = <a,b,c,d,e,f,g,h,i,j,k,l,m,n | a²=1, b³=b, b²c=c, c⁴=ac³, bd=ab, cd=ac, d²=b², b²e=e, c²e=abc³, de=ae, ce²=c³, e³=abc³, b²f=f, cf=abce, df=af, ef²=abe²f, f³=c³, b²g=g, cg=ae²f, dg=ag, eg=ef, fg=f², g²=f², b²h=h, ch=be²f, dh=ah, eh=e², fh=abf², gh=abf², h²=ac³, b²i=i, ci=ae²f, di=ai, ei=abe², fi=abef, gi=abef, hi=abe², i²=e², b²j=j, cj=be²f, dj=aj, e²j=abc³, efj=e²f, f²j=abc³, gj=fj, hj=ac³, ij=abej, j²=ac³, b²k=k, ck=ae²f, dk=ak, ek=abej, fk=abfj, gk=abfj, hk=bc³, ik=ej, jk=bc³, k²=ac³, l=abj, b²m=m, c²m=abe²f, dm=am, cem=e²f, e²m=abc³, efm=e²f, f²m=abc³, gm=fj, hm=ac³, im=abej, jm=ac³, km=bc³, m²=ac³, n=abm>

P = {a, b², abc, c², ac³, e², aef, f², bh, aj, am, cm}

Phi = 1 a b a b c b d b ab² e f e g h i j k j abj m abm

Monoid Structure