Details Page for 0.2406

Complete Solution is Known:

MSV File: q-0.2406.msv

Growth Pattern:

(Click on a heap to see details)

Details for Q₆₁(0.2406):

Q = <a,b,c,d,e,f,g,h,i,j,k,l,m | a²=1, b¹²=b¹⁰, bc=ab³, c²=b⁴, bd=ab⁵, cd=b⁶, d²=b⁸, b²e=b⁷, ce=ab⁷, de=ab⁹, e²=b¹⁰, b³f=b⁹, cf=ab²f, df=ab¹⁰, ef=b¹¹, f²=b¹⁰, b⁴g=b¹¹, cg=ab²g, dg=ab¹¹, eg=b¹⁰, fg=b¹¹, g²=b¹⁰, b⁴h=b³g, ch=ab²h, dh=ab³g, eh=b¹¹, fh=b¹⁰, gh=b¹¹, h²=b¹⁰, b³i=b²h, ci=ab²i, di=ab³h, ei=b³g, fi=b¹¹, gi=b¹⁰, hi=b¹¹, i²=b¹⁰, b²j=bi, cj=abi, dj=ab²h, ej=b³h, fj=b³g, gj=b¹¹, hj=b¹⁰, ij=b¹¹, j²=b¹⁰, bk=j, ck=abj, dk=ab²i, ek=b²h, fk=b³h, gk=b³g, hk=b¹¹, ik=b¹⁰, jk=b¹¹, k²=b¹⁰, bl=k, cl=aj, dl=abi, el=b²i, fl=b²h, gl=b³h, hl=b³g, il=b¹¹, jl=b¹⁰, kl=b¹¹, l²=b¹⁰, bm=l, cm=ak, dm=abj, em=bi, fm=b²i, gm=b²h, hm=b³h, im=b³g, jm=b¹¹, km=b¹⁰, lm=b¹¹, m²=b¹⁰>

P = {a, b², b⁴, b⁶, b⁸, b¹⁰, e, bf, g, b²g, bh, b³h, i, b²i, bj, k, m}

Phi = 1 1 a 1 a b ab b ab 1 a 1 c b ab b ab³ ac c ac d b³ ab³ b³ ab⁵ ad d b⁴ ab⁶ e ae b⁵ ab⁷ f af b⁶ ab⁸ g ag b⁷ ab⁹ h ah b⁸ ab¹⁰ i ai b⁹ ab¹¹ j aj b¹⁰ ab¹⁰ k ak b¹¹ ab¹¹ l al b¹⁰ ab¹⁰ m am b¹¹ ab¹¹

Monoid Structure