Details Page for 0.4145

Complete Solution is Known:

MSV File: q-0.4145.msv

Growth Pattern:

(Click on a heap to see details)

Details for Q₂₄(0.4145):

Q = <a,b,c,d,e,f,g,h,i,j,k | a²=1, b³=b, b²c=c, c³=ac², c²d=ac², b²d²=d², cd²=acd, d³=ad², b²e=e, ce=c², de=c², e²=c², b²f=f, cf=ae, ef=ae, df²=e, f³=af², b²g=g, c²g²=c², g³=g, b²h=h, ch=ah, dh=ah, eh=ah, fh=ah, g²h=h, h²=c², b²i=i, c²i=bgh, gi=bh, hi=bc²g, i³=i, b²j=j, c²j=bc², dfj=aej, f²j=afj, hj=bh, cdij=abd²fi, j²=c², b²k=k, ck=bd²f, dk=ak, ek=abc², fk=abc², hk=bh, jk=c², k²=c²>

P = {a, b², abc, c², ab²d, bcd, d², ae, f², acg, cdg, afg, dfg, ad²fg, g², abcg², adg², bcdg², d²g², aeg², f²g², bci, abcdi, bfi, abdfi, bd²fi, i², abci², adi², bcdi², d²i², aei², f²i², abj, bfj, bgj, abdgj, bd²gj, abegj, abfgj, aij, cij, dij, ad²ij, fij, abi²j, bfi²j, bk, bg²k, bi²k}

Phi = 1 1 a a bh bh abh b b c d h ah abh bh bh e f g ah h h i j k c²g

Monoid Structure