Details Page for 0.3755

Complete Solution is Known:

Period:   3
Preperiod:   4623
Quotient Size:   130
P-Portion Size:   2
Tame?   Yes

MSV File: q-0.3755.msv

Growth Pattern:

Heap   Q-Size   P-Size
121
262
6102
11182
40342
241662
13141302

(Click on a heap to see details)

Details for Q241(0.3755):

Q = <a,b,c,d,e,f | a2=1, b3=b, b2c=c, c2=b2, b2d=d, d2=b2, b2e=e, e2=b2, b2f=f, f2=b2>

P = {a, b2}

Phi = 1 a b ab a b c ac bc c abc d b ab2 ab b d abc c bc ac c d b ab2 d abd abcd d c ac abc c abcd ab2 b ab ab2 b c e ac c abc e b ab2 ab b d e c bc ac c d b ab2 d b e de bcd ac c e abce ab2 b ab ab2 b c abc ac c abc e b ab2 ab b d e c bc ac c d b ab2 d b ade d c ac abc c cde ab2 b ab ab2 b c abc ac c e bce b ab2 ab b e ade c bc ac c d b ab2 e b ade e c ac e c abce ab2 b ab ab2 b c abc ac c abc bce b ab2 ab b e ade c bc ac c d b ab d b ade d c ac abc cde acde ab2 b ab ab2 b c abc ac c bce cde b acde ab b d e c bc ac c bcd b e cde b e ade c e bde c abce ab2 b ab ab2 b c abc ac c abc bce b cde ab b d e c abcd d c cde b ab d b ade d e abc bde c cde ab2 b ab ab2 b c abc ac bce f cde b acde ab b e ade c bc f c e b ab2 e b ade bcd e d bde c cde ab2 b ab e b c abc d f af cde b d ab b e ade c d e f d b ab d b ade e bde abc f cde af ab2 b e ab2 b c abc d cde f abcde b e cde b e ade c e f af e b ab d b ade bcd bde f d cde f acde b e ab2 b c ade d abc cde f b cde ab b bde ade c bde f c d b ab e bde ade bcd e ade f cde bf ab2 b d ab2 b ade bde d af cde f b e ab b e ade c e f c d b ab d e ade bcd bde f d cde f ab2 b d e b c ade d abc cde f b d bcf e bde ade c bde f af e cde ab d b e bcd ade af f cde bf ab2 b d e bde c ade d af cde abce b e abdf b bcd e c bde f af d b cde abdf e ade bcd bde bce d cde bf b cde e b bde c ade d abc cde d b cde e d bde e c bde bce e d b cde abdf e d bcd e af d cde bf b cde e cf b c bcd d af cde abce b e abcf b e bde c abdf bce d cde b acde cde d e ade bce bde d bce cde b e d cf b c d ade af d cde b abdf bcf e bde abdf c bde f d bce b cde abdf cf e bde af abdf e af bce b e d b bcf c d bde af cde abdf b e cde acf e c bde d af bf d b cde acf b d ade c bce d e bce b d e b bcf c d bce af d cde abdf abef e d bde c ade d f af d cde e abdf cf d e bde af f e bce b d e b bde c d bde af cde abdf acde e bcf acf bde c abde d af cde d acde cde d b e ade c bde bce d cde acde e b d abcf c d abc b d cde abef abdf d acf bde c abde d f cde af acde d b cf e bde c af f bf bce cde e d cf bde c d bce af b bce cde d bcf acf bde c ade d f cde d acde cde abcf b d e c d bce af cde acde d b cf d c acef d af b d cde abef d e bde bcef abde d f cde d acde e cde cf d e c bde d bce cde acde d e cf d c e d bce b d cde abef d acf bde d ade bde d b cde d acdf cde b bce d bde af d bce cde d abcf abef d bde bce d af bce b d cde abef e d bde ade d bde f b cde abdf abef b cf bce d bde af d bce cde abdf abcf d cf bde abcdef d af bce d cde acde d cde bcf d ade abde d af b d cde abef b d bce bde d af bce d cde bce d cde abcf d bce e b d bce cde acde abef d abcf bde d ade abdf d cde f d cde b d bce bde abdf b bce d cde abdf d e cf d bce bde b d bce cde d abef cde d bde ade d bce f d cde c d cde bcf d bde abdf b d bce cde d abef cde abcf e bcef d b bce d cde acde d cde abcf d bde ade d bde cde d acde cde d e abcf d abdf b d bce b cde abdf d cf e d acdef b d bce cde d bce cde d bde ade d bde f d af bce d cde abcf d abdf acdf b d bce cde d abcf cde abdf d cef b d bce f d cde abcf d abef bde d ade bde b d bce cde abef b d abcf abdf d b bce d cde bce abef cde bce d abcdef b d af bce d cde bce d abcf bde d acef bde d cde f d cde b d bcf abdf d b f d bce cde d abdf abcf d abdf b d bce b d bce cde d bcf bde d ade b d cde bce d cde b d abcf acef d b af d bce cde d bce abdf d abcdef b d bce f d bce cde d abcf bde d acef bde d cde af d bce b d abcf abdf d b f d bce cde d b bce d abcdef b d bce abdf d bce cde d cf abcf b d ade bde d bce cde d abcf abef d acef bce b d f bce d c b d bce abdf b d bce f d bce cde d cf bde d bcdef b d cde abef d bce cde d abcf ade d bde f d bce cde d b bce d abcf b d f bce d cde b d abcf abdf d ade bde d bce cde d abef cde d abcf abcdef d bde f d bce abef d b e d abcf b d bce abdf d b bce d cf abcf d b bde d f cde d bce cde d bde abef d b bde d bce cde d bce abdf d abcdef bde b d abef bce d cde b d bce bde d b bde d bce cde d adef b d bde abdf d bde af d bce cde b d bce abdf d b bce d cde bce d cde bce d ade bce d bde abef d bce cde d acef

Monoid Structure

Idempotent  |G|  |Arch|
122
b2 *6464