Details Page for 0.7326

Complete Solution is Known:

Period:  
Preperiod:  
Quotient Size:   524
P-Portion Size:   5
Tame?   No

MSV File: q-0.7326.msv

Growth Pattern:

Heap   Q-Size   P-Size
121
262
5102
7122
10223
17285
57445
160765
4221405
14792685
61085245

(Click on a heap to see details)

Details for Q160(0.7326):

Q = <a,b,c,d,e,f,g | a2=1, b3=b, c2=b2, b2cd=cd, d2=b2, be=abc, cde=ab2d, e2=b2, b2f=f, ef=acf, f2=b2, b2g=g, eg=acg, g2=b2>

P = {a, b2, ad, ae, ade}

Phi = 1 a abc bc 1 b ab ce c abc d ab2d bc bcd ce ab abc e b bc b2c b2d abc bd ab2d bc abcd ab2 b2d abc ab2c ab2d bc b2c b2d abc bd ab2c b abcd b2d cd abc ab2c ab2 ab b2c b2d cd bcd ab2 bd abcd ab2d b2d bcd b2c f af abcd ab2d abcf bcd b2d af ab abf acd abcd b2c ab2 af abcf acd ab ab2c cd b2d abc abcf ab2d ab2 af b2d acf abcf bf ab2d abcd abf acf bcd abcf ab2d adf bd ab acf abd b2d af abcd bcd bcdf bd abf ab2 af abcd ab2d acf abd b2d ab2c bcd bf cd bd ab b2d af abcd cd f abd abcf ab2 bcd abcd b2d acf ab bcdf ab2 abcf bf acd b abf ab2 bcd abc cd adf ab abcf ab2 bcd bc ab2c f abc ab2 af abcf b2d df abcd abcdf ab2 g abc abcg acdf abd bcdf acf abc abcf af bc abcdf ab2 adf abcf acf af abcd bcf cdf g bcdf af acdf ab ab2c bd abf bdf ab2 g bf ab2c ag bcd abcg df g bcg f ag bcd df g abcf ab2c adf abcdf abcg acf abc bcg df g bd abcg ag bcdf bcg af g abcg b2d abcd abcdf adf bd abcf acd g bcdf abcg df ab bf acf abd abf ab2 f abcf abcg af ab2c bg acf g abcg ab2 f abcf bcg ab abf abcg af g bcf acdf abc abf cdf cf abcd abcg af ag bcf acg df abf abcg g ab bcg df bcf bg f g abcf acf ab abf abcg bcd abcf ab2 acf bf cd b2d g abcf acf cdf bdf cf af ag abdg acdf ab2 abcdf ab g abcf cf ag acg bcdf cd dg abdf af cdf abcdf abcg g abcf bcg acf ab bcdf adf g abf abcg acg abcdf bcg acf ab2c abg ab2 g bcd bcdg b2d bcdf abcg acg bdf abcdg adf g abcg af ag bcd cdf dg bdf bg df g bcdg b2d ag abcdf ab g bdf bcg adf bcdf abcg df ab2 bdf cdf g b abcg af bcdf bcg acf g abcg cd ag bd bcg adg abcdf abcg b2d ab2c bcg f bcdf abcf df g abf abcg af fg abcdg acf bdf abcf af ag abf cdf cg bcf abcdg af bdf abcf b2d ab2c fg df dg abcf abcg cg fg

Monoid Structure

Idempotent  |G|  |Arch|
122
b2 *6474