Details Page for 0.1764

Complete Solution is Known:

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

MSV File: q-0.1764.msv

Growth Pattern:

Heap   Q-Size   P-Size
121
462
7102
10122
22202
61362
110682
2641322
6692602
16345162
391910282
1101820522

(Click on a heap to see details)

Details for Q264(0.1764):

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

Monoid Structure

Idempotent  |G|  |Arch|
122
b2 *128130