Details Page for 0.7353

Complete Solution is Known:

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

MSV File: q-0.7353.msv

Growth Pattern:

Heap   Q-Size   P-Size
121
262
5102
20182
123342
448662
11781302

(Click on a heap to see details)

Details for Q448(0.7353):

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 c ac ab2 ab b b2 ac c bc b ab b2 c ac bc d ad b2 ab b bc ac c b2 b ab bc c ac abc ab b ab2 ac c bc d ad ab2 cd bc abc c ac ab2 b ab cd ac c bc ab b b2 c ac bc b ab ab2 bd abd bc ad c b2 ab b bc c ac b2 b ab ab2 ac c abc ab b ab2 cd acd bc d ad bd b ab abc c ac ab2 ab b b2 ac c bc b ab b2 abcd bcd bc d ad abd acd cd bc ac c b2 b ab bc c e abc ab b ab2 ac c bc d ad ab2 bcd bc abc e ae ab2 b ab cd c abc bc ab b b2 c bcd bd b ab ab2 bcd abcd e ad c b2 ab b bc c ac b2 b ab ab2 ac c abd d ad ab2 cd acd abc ad abd bd b ab abc c ac e ab ab2 b2 ac c bc ad d ab2 abcd bcd bd d ad cd ce bce bc ac c b2 b ab acd c bc abc ab b acd ac c bc d ad ce bcd acd cd e ae ab2 b ab abe be abc bc ab e b2 abcd bcd bd ad d de bcd cd acd ae bd abd ab b bc abe ade ae b b2 ab2 ac c abe d ad acd cd abcd abc ad abd bd ace abcd abc c ac ace b ab2 b2 abce e bc ad d ce abcd bcd ade d ad abd ce cd acd ad c b2 b ab be abe bc abc ab b acd bcd abcd ade d ad bd abcd acd cd e ae bd b ab abe be abc bc acde e b2 abcd bcd bd ad d de bcd cd acd ae bd abd abcd bcd be abe ade ae ab b2 ab2 ac c abd d ad acd bcd abcd cd ad abd bd ace abce cd c ac ace ce ab2 b2 abce e bc ad d ce bcd ae ade d bd abd abcd cd acd ad d ce ab bce be ac bc abc ab bce acd bcd abcd bde d ad bd abcd acd cd e ae bd bcd ab abe be abc bc ad ab2 b2 abcd bcd bd ad abce de bcd cd acd ad bd abd abcd bcd be abe bc ce ab b acd ac e abd d ad ace bcd acd f abde d bd bcd abce acd c ac bd b ab2 b2 abcd bce bc ad d cd bcd ae abde d bd abd abcd cd acd ad d ce ace b2 be f e abd d b acd bcd abcd bde d abd bd f bcd cd d ae ace bcd abcd b2 be abc bd ad abce cd abcd bcd bd ad abce de bcd cd abde ad bd abd abcd bcd ab2 b ae ce af ae acd bcd bd abd d ad ace bcd acd bde abde abd bd bcd abce abe be f ace ce ab2 cd abcd ae bd ad d cd bcd ae abde d ad abd abcd bce acd ad e abd ace f be cf e abd d bce acd b abcd abcde d abd bd f bcd cd d ae ace bcd abcd cd be abc bd ac abce cd abcd bcd bcde ad cde de bcd cd ade ad bd abd abcd bcd ab2 ae af ce bf bce bcf bcd ab abd d ad ade abcd acd bde ad abd bd bcd bcf abe c acde ace ac ab2 cd abcd ae bcf ac d de bcd f abde d bd abd cde abcf acd ad e f bce bdf af b bd abd d ac ace bcd abcd abcde d abd bd cf ade cd d ae ace ce bcf abe be abc c ac abce f ab bcd bcde ad cde de ade cd bcf ad bd abd abce bcd be b ab f af ac bcf bcd e abe d ad ade abcd acd bde af abd bc bce bcf abe ab abdf bdf acdf ab2 ce abcd ae af ad d de abcd abdf abde cdf bd abd bcf de ab2 b d f af cdf be b e abcf c bce ace bcd abcd abcde d abd bd cf acd cd bef f ace ce bcf abe ab ae be ad abce f ab bcd bcde ad cde de bcd cd bcf ad bd abd abcd bce ace b ab f bef ac af bcd e abe d ad ade bcd acd bde af abd bc abcf c abe ab abdf be ad abce ce abcd f be ad cde de abcd abdf abde ad bd abd bcf abcf be b e abcde c bce be bcd e abcf c bce bcf bcd abde abcde d abd cde cf acd cd ab abdf ace ac abde abe ab aef be ad abce f abcd bcd bcde ad bd acde ade cd bdf abdf af ce d bde ace b ab abdf bdf ac bef bcd af b2 d ad ade bcd acd de af abd bd ce c de abcd abdf be aef ab2 ce abcd abdf be acde cde de ade bde ab2 ad bd abd bcf bde ade bcd cde abe c aef bc b e cdf d bce ade bcd abcd abcde abcef abd cde cf acd cd ab cef bcde aef bef abe ab ae bdf ad ace cef abcd bcd bcde ad bd abc bcf cd be acde abcd abcde d bde ace ae ab abdf acef acdef cf bcd af b2 d ad ade de acd abdf abcd abd bd ac c de abcd abdf d aef ace ce abcd abe be acde cde de ade bde bcde bcd d abd abcef b2 ade bcd ab abe c ae be bcd e abe d acde ade bcd abde abcde abcd abd bcde ad acd cd ab acde bcde aef ef ce abcef ae abf ac abce cdf ab bde bcde ad bd de d cd abcd bcd cde abcde d ac ace de bcf abe acef cdf ace bcd abcd b2 d acde ade abde acd de abcd abd d ac c de af bce be aef ef ce abcd b2 be acde cde de d cd abcd f bd abd d bde ade ad acef abe c f be bcd e abdf cde acde ade bcd abde abcde af abd bcde ad acd de ab b bcde bdef bcf cdf abcef ae bcde ad abce cdf abde bde ab2 cde acde ad d cd ade acde cde abcde c ac ace b df abe ef cdf ace ae abde b2 abcd acde ade abde acd b abcd abd bd ac c de abcd b be

Monoid Structure

Idempotent  |G|  |Arch|
122
b2 *6464