Details Page for 0.1036

Complete Solution is Known:

MSV File: q-0.1036.msv

Growth Pattern:

(Click on a heap to see details)

Details for Q₁₈(0.1036):

Q = <a,b,c,d,e,f,g,h | a²=1, b⁴=b², bc³=b³c, c⁴=b²c², b²d=b²c, cd=c², d²=c², bce=ab³c, de=ce, b²e²=e², ce²=b²c, e³=ae², b²f=b³, e²f=be², f²=1, b³g=bg, bcg=ab³c, c²g=c²e, dg=cg, b²eg=eg, ceg=b²c, bfg=b²g, efg=beg, b²g²=g², cg²=b²c, e²g²=b²c², fg²=bg², g³=ag², b²h=b³c, bch=b²c², dh=ch, c³eh=abc², e²h=b³c, bgh=ab²c, egh=b³c, g²h=b³c, ch²=bh, gh²=befh², bh³=bh, h⁴=h²>

P = {a, b², c², b²c², abe, ab³e, ac²e, e², af, bcf, ac³f, abdf, ef, bg, aeg, be²g, fg, g², abeg², ah, afh, ac³fh, efh, acfgh, ah², afh², efh², ah³, afh³, efh³}

Phi = 1 a 1 a 1 b b b a 1 a 1 c c d e f g h

Monoid Structure