Details Page for 0.3356

Complete Solution is Known:

Period:  
Preperiod:  
Quotient Size:   518
P-Portion Size:   3
Tame?   No

MSV File: q-0.3356.msv

Growth Pattern:

Heap   Q-Size   P-Size
121
262
682
7143
17223
56383
166703
3361343
8602623
20365183

(Click on a heap to see details)

Details for Q336(0.3356):

Q = <a,b,c,d,e,f,g,h | a2=1, b3=b, bc=ab, c2=b2, cd=ab2d, d2=b2, b2e=e, ce=ae, e2=b2, b2f=f, cf=af, f2=b2, b2g=g, cg=ag, g2=b2, b2h=h, ch=ah, h2=b2>

P = {a, b2, ad}

Phi = 1 a b ab b2 b c d ab ab2d d b abd ab b ab2 b2d e ae be b b2d ab2d bd ab2 abd e ab ae b b2d e ab2d b2d abd de ade bd ae b2d e ab2d be ab b bde ab2d be b2d abe ade ae ab b2d abe ab2d f de b ade bd abde b2d af b ab de abe ade bde abde de af bd f abde b2d ade df f ab af ade abf f de af bde e abde be df abe f ab af ade abd adf aef ab2d df abef ab be af ab f ae ab2d ade b2d abd be df ab b2d f b df ab adf aef ab2d e b2d adf b abdf ab bde be bef df e bde b ab2d ab adef ade ae abdf e adf b df ab ab2d f def abdf abe abef b abdef ab aef adf abf bef af adef bde def df g ag f abdef af bd ab2d ef de g bd bdef g abde abg g bg abe aef bde f dg af ade ab f ag af be ef f b bef bd abde ag aef be bdef abe bg bef ab f abde af ab2 g abef ag g abg f de b abdg g ef bdef af abdef bdg ab abeg ag g f bdef be abdg bdg abd abdeg af abdef f adf beg df g f abdeg dg abdef bdg adf adef dfg abdef g aeg ag def b2d g b ab2d dg bdg adf dfg df ag g b ag df adeg bdf aeg abdeg abdf adf g aeg ab eg b fg afg df abdg adf deg def bdfg bdef befg ag df ae be abfg abdeg bfg b abdg bdfg df bf b f e df ab2 fg f ab abdfg b ef e aeg bf adef fg aefg aef efg abdg f deg af b df ag g be eg ab h aef b abd abe deg aef ah ab aeg befg b de abdg deg aef abd ef adfg bde g de ag bdf aef ah abd abdg bde bdg de efg bdf beg b be adefg ab2d h b2d ah bd bde def b2d bdf bd aeg def ah adef bde df abd bdfg ade bde df ah adf h befg bfg abfg bdef abdefg defg ah b bdef h abdef ah adf e f befg bdf adefg abef ag ah adf h ab defg bdf g abef bfg bdg bef adg abef ah be eg abe bg ah ae b h befg af h f abe dfg adf abfg f aeg befg h de abe bfg b2d h ef adefg ab2 dh abefg h eg ah abfg bdfg h abdfg b eh aeg h deh be abdef bdh h fh eh afh adf abfh abeh abef abfg abdeg af de f bdh fh b2d ah adeh bdf bfg deh ah ab2d abh h de bdefg ade abdeg abdef aeg bef g ag df abefg ab fh abef ag bdeh ab2d defg beg b eg eh abdef aeg b f h bfg abd g abdh ab aeh b g abfg bg aeh abfh ade bd dfg b adefg eh defg aeh h eg ab f be abefg de abf abdefg b efh ab aeh be af abeg f befg adh deh afh ah be aeh abe aeg aefg ae abdeh abef ef abfh deh bfg adfg bdg ae dfh df bdh befh abfh abde afh adeh ah def df eg aeg abdefg h adh bdeh abdeg befg b2d bdefg ade abdh abdef df bfh g abdh aeg bdh ab2d dh de aeh bdh adf defg ag beh af efh f de ade abefh eh abdef bdh abdfh bgh df bh be eg abdh beg aefh ade abdfh de adfh be abgh abe ag dgh abfg abg abd ag abdg g abdeh ah bfg abfh g e aeg be abfg eg ef abdeg befh defh bdeg bgh aeg abfg abdfh f dgh bgh defh ab adh bdef eh abegh ef aeh deg h abd bdefh aeg af bgh bdg b abdg eh ab aeh ae dfg bgh g aeh deg eh bfh bdg bdf dfh ab defg bdef h deh afgh befh ade dg abdf ab bgh abdfg eh dgh aeh eg deh dg de adg ade ag abdfh abgh bdeg h ag bfh dgh ade f abd bdh ab2d abfh ag aeh bgh abdh eg ag ah aef dh degh bg abfg abefh bdf bdfg aefh af g ef afh abdfg dgh abdh bdfh ag abdefgh h bdg bgh aef efh deh bdfh bdh aef abefh f aeg be eg g bdg adeh abdfh abdh f bdfh abdg h eg adegh ade b abdfh afh aeg adh abdefh bdegh ef ah b befgh b2d adefg abegh af deh adefh bdeh b h abd ah ade abdeg def adefg bdefh ade abdefh befg aeh abfg abdeg adegh bdeg bdef ab2d abdfh de adefg efgh aeg aefgh bfg dgh af h befg adefg bgh abeh abdef abgh ah abefg deg aeg adeg bdef abfh df

Monoid Structure

Idempotent  |G|  |Arch|
122
b2 *128132