Details Page for 0.1724

Complete Solution is Known:

Period:  
Preperiod:  
Quotient Size:   264
P-Portion Size:   3
Tame?   No

MSV File: q-0.1724.msv

Growth Pattern:

Heap   Q-Size   P-Size
121
462
7102
10122
17163
26243
64403
169723
4471363
16802643

(Click on a heap to see details)

Details for Q169(0.1724):

Q = <a,b,c,d,e,f,g | a2=1, b3=b, c2=b2, bd=bc, d2=b2, b2e=e, de=ce, e2=b2, b2f=f, df=cf, f2=b2, b2g=g, dg=cg, g2=b2>

P = {a, b2, ad}

Phi = 1 a a 1 b b ab c c 1 acd acd ab b b ab2c b2c d bc bc abc ab b b ab2c ab2c e bc bc abc e be b b2 e abc bc bc ace ab2c ab2c b2c ab abce b b2 bc b2c ab2c ab2c e ab ab ab2 e b2 abe ab2c ab2c b2c bc ae ab2 b2 f abe ace ab abc bf ae ab2 ab2 b2 b b ab bf e ab2c ab2 ab2 ab be b bf e bce bc abc abc be b bf abce ae ab2 f abc ace bc bf b b2 e ab2 f abc abc ab2c aef b2c abf abce ab2 b2 bc abe ce ab2c cf ae e bce f bcf abe abf b2c bce bc bc e bcf aef ab2 f ab b abf ae abcf f b2 abe ef acf bce e ab2c acef f abcef abe b ae e bce bef af bc ab2c ace abf ae ab2 ab2 abce ace g bc bf abf ab2c e bce f abcf abef ce ag b2c ab2c af e b2 ace abcf ce bf cf abce e abg bcf abcf b ab2c cf b2c abce bg g be ag ab2 bef bf b abce ae abc f be abe bcg cf bf abf abcf g ab2c ag bg acf ef b cg ag af ce be acef abf beg e ag cg af cef bc acef abf abf bce aeg f af bef be ag abf ae b2c e abcg af abe bef bf cf ab2c abc eg eg abe ace be cg aef ae bce bcef bcf ace abe acg ceg cf abce b g f acef abe acf cf bf abcef ef bceg ab2c abc abg acf bg b ef aeg bceg ce acef abc abg bcef e cg ef bceg be ce abg abcef afg e be ag abe f abef ace ceg ag b2c abcef afg af b2 bef abef beg abce bce bcf eg abe beg be acg aef aef abcg abceg ab2c abc cef beg afg acf abce bcef abceg abceg ace abc abg e abfg abcg ef f cef abc abe cefg bf e ae b acg ce abef acf bfg ag bcef g abcf f b2 ace b2c aefg bf e aef bceg aeg bef b2 acefg abce bcef bce abcef aeg bcfg b2 bef abef aef ef e bcg aefg bg bef cg b aef ag bce abcef afg abc cef abeg abefg aef abce bcef bcg bcefg bf ce cef e ab2c ab ef bcg cg acef cef bfg bcef ae ab2c abcfg abg cg abe ace abefg bcef cfg f

Monoid Structure

Idempotent  |G|  |Arch|
122
b2 *6470