Details Page for 0.7276

Complete Solution is Known:

MSV File: q-0.7276.msv

Growth Pattern:

(Click on a heap to see details)

Details for Q₂₅(0.7276):

Q = <a,b,c,d,e,f,g,h,i,j,k | a²=1, b³=b, c²=b², bd=abc, d³=d, be²=b, e³=e, bf=abc, cf²=cdf, df³=d²f², f⁴=f², bg=abe, e²g=g, dfg=ab²e, f²g=ab²e, g²=aeg, bh=ab, ch=ab²c, dh=acd²eg, e²h=h, f³h=fh, gh=cdg, h²=b², bi=b²ce, d²i=i, ei=bc, cfi=cdi, f²i=dfi, gi=abc, hi=abce, fi²=di², i³=dfi, bj=abc, cfj=cdj, defj=d²ej, df²j=d²fj, f³j=fj, gj=fg, f²hj=hj, fij=dij, j²=b², bk=abe, cd²k=ck, e²k=k, cfk=cdk, dfk=d²k, f²k=d²k, gk=b², fhk=ab²ce, ik=abc, jk=b²ce, k²=b²>

P = {a, b², d, ad², ace, de, acd²e, ae², de², ad²e², af, acdef, ae²f, f², d²f², e²f², d²e²f², af³, ae²f³, eg, adeg, d²eg, efg, aci, di, i², aj, acdej, ae²j, de²j, fj, d²fj, e²fj, af²j, ae²f²j, di²j, aek, ad²ek, efk}

Phi = 1 a 1 b ab bc abc c d ab² b ab bc abc e b²c f g ab b h i b²c j ad²k k cdij ij ab b ab²

Monoid Structure