Details Page for 0.1767

Complete Solution is Known:

Period:  
Preperiod:  
Quotient Size:   2052
P-Portion Size:   2
Tame?   No

MSV File: q-0.1767.msv

Growth Pattern:

Heap   Q-Size   P-Size
121
462
7102
10122
22202
61362
110682
3001322
7082602
15545162
516710282
1190620522

(Click on a heap to see details)

Details for Q300(0.1767):

Q = <a,b,c,d,e,f,g,h | a2=1, b3=b, b2c=c, c2=b2, bd=ab, cd=ac, d2=b2, b2e=e, de=ae, e2=b2, b2f=f, df=af, f2=b2, b2g=g, dg=ag, g2=b2, b2h=h, dh=ah, h2=b2>

P = {a, b2}

Phi = 1 a a 1 b b ab c c ac d ab2 bc b b ab c c ac abc bc bc e e ae ab2 ab2 be abc bc bc e e ac c be ab b bc bc ab2 ac c c be ab b e e bce bce abce be ac bc ae e e bce bce abce f ce ce c ac ab2 ab2 bc bc f ce ce c ac abce abf af e abc acf bcf ce ac bce aef e e f bef be c ef acf acf af ab2 bef bf be c cf cf acf e bcf bcf bf abe be g ae e e bcf bcf bce ef ef b ab bef abef abce ab2 ab2 ac b b ab abf abcf abce f acef e e ce b bef bce abce af g ae abc bcef ac c abe aef aef g ab2 b ac bg c cg ag e bc bc abg bg bg cef acef ag cg e bcg ef ef eg bef ce ce e abcef abcg bce cg cg g bef ce abg cf ab2 ab2 abcf cg acg b b cf ef abce aeg cg cg bef b abe abe ac ag abceg bc bef abg acef acef abf bf ag g abc abc abg aeg ac ac bfg abeg bceg ae fg fg abce abce acg bfg abcef abcef af af aeg afg g abf cf abc abc bcg abcg bcf afg bf b b ce aeg aeg ab2 ab2 ae beg ab ab abef abef bce bce abce cg ce ab ab abg abe bf abfg g ae cf acf bg be abe bfg bfg g f acefg aeg ceg eg acg cg e b bcef acefg bg bf bf cef ce h fg abc abcg bcf bf bf beg beg afg afg eg ab2 abe bcfg abeg abef abef h bcg bcef bcf ef bceg ag cefg abef aceg aeg abefg abcf bcf h abeg acf aceg aceg bfg bcfg ah abce ce bh abg abe abe befg h ag ae bcef abcefg abg c be h bceg bceg af abcg abcg bcf abh bf abcfg abeg af f abcf abcf ach acef c abceg abef h bcefg abefg aeh aef ch ce ce cf cf abcefg h ef beg bcfg abh ce abef aceg ceg bce ef beg bh bh abh ceh aceg abce abce bceg ae af bh befg befg aeh cef g abce ae bcef afg aeg abh h beg bf ab f fg ach aceh c cef cef h h bcef bcef eg ach acef ce ce abef ceg aeg f f h abceg bfg bfg cf ceg afg fg h beg beh bceh bceh cf cef abch fh cg cg beh bh ceg aceg acef cefg abcf abcf bfg abh f abeh ceh abcg abeg abeg afh abcef eg bh bcefh abe abef abef h abch eg eg abcg ach ach abeh abef abef ah f afg ceh ac cg cg acefg bef b b fg abcefh acg acg abfg cf fh abg ef bcefh g g abfg aceh abefg fg abch aeh bgh beg beh abcfh ch cef cef bceh bch cg ag abcfg fh f abg abe cfh abcf ag acgh af befh aeg abg cefh abef acefg bceh ah bce bg abh abh abeh cg agh acf eh cfg bc abgh ac acg cg aeh bg abg abg bch abcf beh abfg acgh abefh abe eg aeg abcfh g abcfg cefh cfh cfh ceg bch afh gh f aefg beh cefh bg abf abcgh egh ag f afh bh bh ceg bcegh abcgh h bceg egh fgh aceh ceg abfgh cef bfg cg cgh bce abcg bgh aceh ach bfg acfgh ah bcegh eh aeg fgh e egh be bef bef abceh bcfgh aeg aef abeh beh abeg abefh abegh bf afg abcgh ag bc abeg beh cfg abefg ab2 abcfh abcfh ag bceg cfgh aceh c cf aefgh eh aegh efg bce begh befh eg ace acegh abeg abeg bceg abegh ae abcf e acefh cf cg abcfh bcegh ab2 eg abcg befh aceh cg beg bceh abch eg bcg befh abgh befgh abeg abegh abcfgh acfh bcefg aeg bc

Monoid Structure

Idempotent  |G|  |Arch|
122
b2 *128130