Details Page for 0.1467

Complete Solution is Known:

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

MSV File: q-0.1467.msv

Growth Pattern:

Heap   Q-Size   P-Size
121
462
7102
10122
21202
62362
166682
3681322
8962602
23705162
576010282
1156820522

(Click on a heap to see details)

Details for Q368(0.1467):

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 1 1 b b b c c a d ab2 ab ab b ac c c abc bc bc e b ab ab be abc abc bc e e c ab b be ce bc abc ac c ab ab b ab2 ab2 ab2 ae c c ac be be be ab2 ab2 ab2 ae ae ae abe abe ce f ab2 b e ab bf ac ac bc abc ae ae abf c bf be bc bc abc ae ae abce bf abe abe f abc af c c bf ce ce ce f f ae ac c c ef ce ce f f f e c bf ace ace af af bce b ae bf acf be c be f bce ef b ac ac ac abc abc f e ef ab2 bf be be cef ae ae ae abce abf ace be cef af af e bce acf abf bef ace ab af af abce bcef abf abf ce ce ce g g abce cf ae abf abg ac f abcf abce ef aef g acef c bcf cg bce bce ef ag abg bef bef c acg eg bce bf bf beg abe bef acg ae c abc abc cf abef ce abef bg ceg abcef ef bc acg ace ace abef abg abg g ae bc bc c c c abg ef ae ef abceg abe abe acg acg cg aef b b eg bef c cef beg afg abce fg abfg abfg bef b bg e beg bcef abce abce bcf bef bef bg aceg bf bcef abcfg bcf b bef bef bg abf e e ag f abef abef abg abg ef fg ag bcfg af eg cg cg acg ef ae ae aeg be be acef bf bf beg efg bcefg f aeg ac ac abf bcef abcg bce af bef bceg cfg bf e e abcfg ab2 ab2 abceg ce abceg bf abf ae beg bcf bcf cg ce cf cefg bcef ae ae abcg abcg acg acg b ceg ceg afg e f abc eg abf abf abce abce bcf af efg eg acfg c b b acefg bcf abce af acg acef abf beg beg h bce f bceg bceg bh c c h ae abcf bce eg bh b b c c bc bc cg cg acf ab ab ac h aefg h abcefg bh c b c beg fg f abh abh bh ac abf beg abce abcf abcf bg efg bfg abh ab abeg acefg bch eh ab2 abcefg bf abefg c h h bcf bcf abceg abceg bf aceg ah abefg h eh bcefg bcefg ch cf c aceg e abe ah abc acg abh acefg ac ceg bch f aefg h abh b b acefg bch ah abcef abceg aefg abh bh abeg cef cefg ce efg bceg aefg e bf beg cefg aeg aef aeh abceg bh bceg c befg fh ce af abcf ach ch abf ac abcfg h be af eg bce fg ab abef abg acg acef acfg abce abce ab ab ace befg bch af af abcg abcg abcg abeg acg h aceg f bceh bceh bh ac beg cg bcf bcf abch ag ag bf bf ceh abe acg bch bch eh bce abf abf ah bcfh abef acg aeg aeg afg abcfg aceh bg cg cg cfg ah fg afg beh ace ace afh af af acfh bcg bcg beh beh bg be efh bceh c abf aceh abeh abcfh abef bg bg eh abf abf abf ah cg afh acfg aeg bcef bcef abf abf ah ah cg bcf bcf ef g bcfg ach ceh acfg bh bh aef aef abcfg beh beh cfg cg efg aeh efh e abeh abeh abef abg acef aefg bceh bcfg fg fg abeh abeh abg bg aeh bceh abc abc befh abefh afh ach cg bfh befg abcef bcfg aceh aceh bef abef eh eh abcef bcef abefh bg bg bg bfg efh efh agh ag beh acfg acfg abef cg eh abcefh gh bcfg beh cefh ce be bceh bceh afg bce beh bch acefh bg bg abcefh bceh ef aceh aceh cefh abgh abg bg eh bceh abcfg abcfg aceh beh bgh bg abcefh eh g e abc abh ace acg acg abf acefg bcef bcef bcfg af cef cg cg bgh aef abce abce beh acefh cef cef efh efh acefg abcg beh abceg abceg cef abg abg ac afg abcg abcefg abcefg be abf abf abf efh bcfh gh gh agh ach ach ceg ceg ag bcef efg eg eg abef abgh begh ceg fh abcef h bceg abh bh acefg befg befg bch fh cef bcefg ce bh bceh ac abcg bch bch abeh bceg bfh be afgh cefg ah abch cefh abcefg abe abe ceg ceg abceh ah fh bc aeg ch ch ceg bf bcfgh aef h eg eg ch ch ceg begh fh h bcfh f acg gh gh abfg bch ceg h eg abc bh bh beg befg fh abch bcfgh be bceg abfh bh beg beg h h abcegh bceg abceg bfh cfh ceg beg ah abch aef bceg aefg bh aceg cf acfgh abcfh bcf bcf bcf abefgh cfgh aceg ceg afh h abcefg aeg cfh ch ch bce bf afh h bceg eg cfh cegh gh acefg abfg abch abceg bg

Monoid Structure

Idempotent  |G|  |Arch|
122
b2 *128130