Details Page for 0.2412

Complete Solution is Known:

MSV File: q-0.2412.msv

Growth Pattern:

(Click on a heap to see details)

Details for Q₅₀(0.2412):

Q = <a,b,c,d,e,f,g,h,i,j,k,l,m | a²=1, b¹³=b¹¹, bc=ab³, c²=b⁴, b²d=ab⁵, cd=b⁵, d²=b⁶, b³e=ab⁷, ce=ab²e, de=b⁷, e²=b⁸, b⁴f=ab⁹, cf=ab²f, df=ab³f, ef=b⁹, f²=b¹⁰, b⁵g=ab¹¹, cg=ab²g, dg=ab³g, eg=ab⁴g, fg=b¹¹, g²=b¹², b⁶h=ab¹¹, ch=ab²h, dh=ab³h, eh=ab⁴h, fh=ab⁵h, gh=b¹¹, h²=b¹², b⁵i=b⁴h, ci=ab²i, di=ab³i, ei=ab⁴i, fi=ab⁴h, gi=ab⁵h, hi=b¹¹, i²=b¹², b⁴j=b³i, cj=ab²j, dj=ab³j, ej=ab³i, fj=ab⁴i, gj=ab⁴h, hj=ab⁵h, ij=b¹¹, j²=b¹², b³k=b²j, ck=ab²k, dk=ab²j, ek=ab³j, fk=ab³i, gk=ab⁴i, hk=ab⁴h, ik=ab⁵h, jk=b¹¹, k²=b¹², b²l=bk, cl=abk, dl=ab²k, el=ab²j, fl=ab³j, gl=ab³i, hl=ab⁴i, il=ab⁴h, jl=ab⁵h, kl=b¹¹, l²=b¹², bm=l, cm=abl, dm=abk, em=ab²k, fm=ab²j, gm=ab³j, hm=ab³i, im=ab⁴i, jm=ab⁴h, km=ab⁵h, lm=b¹¹, m²=b¹²>

P = {a, b², b⁴, b⁶, b⁸, b¹⁰, b¹², ad, abe, af, ab²f, abg, ab³g, ah, ab²h, ab⁴h, abi, ab³i, aj, ab²j, abk, al}

Phi = 1 1 a b a b ab 1 ab b² c b ab² b³ d b² ab³ b⁴ e b³ ab⁴ b⁵ f b⁴ ab⁵ b⁶ g b⁵ ab⁶ b⁷ h b⁶ ab⁷ b⁸ i b⁷ ab⁸ b⁹ j b⁸ ab⁹ b¹⁰ k b⁹ ab¹⁰ b¹¹ l b¹⁰ ab¹¹ b¹² m b¹¹ ab¹² b¹¹

Monoid Structure