Details Page for 0.7761

Complete Solution is Known:

Period:  
Preperiod:  
Quotient Size:   528
P-Portion Size:   5
Tame?   No

MSV File: q-0.7761.msv

Growth Pattern:

Heap   Q-Size   P-Size
121
262
4102
5184
10245
14325
34485
301805
6531445
13622725
28605285

(Click on a heap to see details)

Details for Q653(0.7761):

Q = <a,b,c,d,e,f,g,h | a2=1, b3=b, b2c2=c2, c3=ac2, bcd=abd, c2d=b2d, d2=c2, b2e=e, ce=ae, e2=c2, b2f=f, cf=af, f2=c2, b2g=g, cg=ag, g2=c2, b2h=h, ch=ah, h2=c2>

P = {a, b2, abc, c2, acd}

Phi = 1 a bd abd b c b2d abd bd ac2 d ab2d bc2 abc2 e ac2 bde abc2 bc2 ab2d b2d ac2 bd abd b2d ac2 bc2 abd bd ac2 e bde bc2 de f ac2 bd abd bc2 ac2 b2d abd bd ac2 b2d ab2d bc2 abc2 e ac2 bde abc2 e ab2d b2d ac2 bd abd b2d ac2 bc2 abd de ac2 e bde f de bdf ac2 bde abd bc2 ac2 b2d abd bd ac2 bf ab2d f abc2 e ac2 bde abc2 e ab2d de ac2 bd abd b2d ac2 be abd de ac2 e bde f de bdf ac2 bde abd e ac2 b2d abd bd ac2 bf ab2d f abc2 e ac2 bde abc2 e ab2d de ac2 bc2 abd bf ac2 be abd de ac2 e bde f de bdf ac2 bde abd e ac2 abe abd bd ac2 bf ab2d f abc2 e ac2 bde abc2 e ab2d f ac2 bc2 abd abf ac2 be abd de ac2 e bde f de bdf ac2 bde abd e ac2 abe f ef ac2 bf ab2d f abc2 e ac2 bde abc2 e ab2d f ac2 bc2 abd abf ac2 be abd de ac2 e bde f de bdf ac2 bde adf e ac2 abe aef ef ac2 bf abde f abc2 e ac2 bde abc2 e ab2d f ac2 bc2 abd abf ac2 be aef de abf e bde f de bdf abe bde adf e ac2 abe aef ef abf bf abde f abe e ac2 bde adf e ade f ac2 bc2 abd abf ac2 be aef de abf e bde f de bdf abe bde adef e ac2 abe aef ef abf adef abde f abe e ab2d bde adf e ade f abe bc2 abd abf ac2 be aef de g e ac2 f de bdf abe bde g e ac2 abdg aef ef bdef abdg abde f g e ab2d bde adef e ade f abe bc2 g abf ac2 be aef de g bde ac2 f abd bdf bdg bde g e ac2 abdg aef ef abdf abdg abde f g e ab2d bde adef ac2 abdf f abe bc2 g abf ac2 be bdef de g bde ac2 f abd bdf abc2 bde g abd ac2 abdg g ef abdf abdg abde bde g e ab2d bde adef adg abd f abe bc2 g abf ac2 be bdef de g abdg ac2 bde abd bdf abc2 bde g e ac2 abdg g ef ae abdg abde bde g e ab2d bde adef adg abf f aeg bc2 g bef abd be bdef de ab2d abdg ac2 bde abef e abc2 f g e ac2 abg ab2d ef abdf abdg abd bde g e ab2d bde df adg abf f aeg bc2 g de abd abdg g b2d ab2d abdg ac2 aeg abef e abc2 f g e ac2 abg ab2d ef abdf abdg bdg bde g de ab2d bde df adeg bdeg abg aeg f g de abd adeg g b2d aef abg abe aeg abef e abc2 f afg e ac2 abg ab2d ef g abdg bdg bde g abdeg beg be df bdfg bdeg abg aeg f g de abd adeg g b2d ade abg abe aeg abf e abc2 f abef e ac2 abg efg bdefg g abdg abd bde ac2 e beg be bdfg abefg bf abg aeg be dg de abd adeg ac2 b2d ade be adeg df bf e adef be abef e ac2 df g efg dg abdg abd bde ac2 e beg be bdfg abfg bdeg bde aeg f dg de abd adeg ac2 bef g be adeg df bf e abc2 be bdfg befg ac2 df g abfg abdf abdg bg bde ac2 e beg be bdfg abefg df bde aeg f ac2 de bg adeg ac2 bef g adfg adeg df bf e abc2 be bdfg defg ac2 df h ah abdf abdg bg bde g e beg be bdfg abefg ac2 e aef f abdef de bdh adeg ac2 bef g adfg adeg aeg bf e abc2 be ab2d abdfg bdh df h ah abdf be bg bde h e beg be bdfg abefg ac2 bde aef adeg abdf de bdh adeg ac2 bef g ef abe aeg abef e abc2 aeg ab2d de bdh df h adeg efg bc2 bh bde abef e beg be bdfg abefg ac2 bde bdh adeg abdf de adfg bdh ac2 bef g ef abe aeg h e abc2 aeg ab2d de bdh df h bef efg bc2 aef aeh abef e adef abh bdfg be bdeg bde bdh adeg abdf de adfg aeg ac2 bef g ef abe adeg h abdeg abc2 aeg ab2d de abc2 afg h bef efg bc2 aef abdefg abef df adef adeg bdfg be bdeg bde adef aeg abdf de aef aeg ac2 bef g ef abe adeg h abdeg adef bde ab2d de afg bdh h bf efg bc2 aef abdefg h df adef adeg bdfg be bdeg f ac2 aeg abdef de aef aeg ac2 bef beg abdefg abdf bdef h abdeg ac2 adeg ab2d de dg bdh g bde efg abh aef de h df adef abh ab2d bdf bdfg adfg ac2 aeg dg de aef abdefg ac2 abef beg abdefg abdf adeg h aeh ac2 adeg ab2d adh dg bdh ac2 bef efg abh aef de h e adef abh ab2d abdf bdfg df ac2 bf dg abeg aef abdefg h abdeh g abh abdf adeg h aeh ac2 aeg ab2d f dg h ac2 aeh efg abh fh de h bdh beg aeg ab2d abdf fh h adef bf dh abdeg aef abdefg h abdeh abd aeh abdf adeg h abdfh ac2 e bdfg de bdh afg ac2 aeh efg abh dg de bdh abdeh bdeh abh ab2d abdf bdeg de bdh e dh abeg aef deh h abdeh abd aeh deh abdef beh abdfh bdh e abef de bdh afg g aeh efg abh bdefg de efh abdeh bdeh aeh ac2 fh bdeg de h e bg adefh aef g bdh abdeh abd aeh deh be bdfh f dfh e dh de bdh abdefh g aeh efg adfh bdefg b2d ac2 abdeh bdeh aeh befh f bdeg de dg e bg abdeh beh adeg g aefg abd aeh deh adeg bdfh f adfh e bfh de af bdh g aeg efg agh bdefg b2d ab2d abdeh agh aeh abf f bdfg adfh dg e adef abdeh deh aeh g abdeh abd aeh befg adeg bdfh f adfh e abdgh f de bdh efh aeg ac2 agh g b2d ab2d abdeh bdh aeh abf f agh adfh dg bf bfh abdeh agh abefg abdgh abdeh efg aeh befg adeg bdfh f egh e ac2 f de bdh efh bdegh efg bdh g adeg ab2d adfg bdh abefg ac2 f bdfg adfh dg aeh bdg abdeh g adeh ac2 abdeh efg aeh befg adeg ab2d f egh e ac2 f de bdh dg agh efg dgh g adeg ab2d abdeh bdh abefg ac2 bgh efh egh ab2d aeh bdg abdeh g dgh ac2 egh efg bd befg abdfh ab2d de g aeg ac2 f de egh dg agh efg dgh g adeg ab2d egh bdh bf bfh bgh efh egh ab2d aeh bdg abdeh g bdefh agh fgh efg bd befg aeh ab2d f dg abefg ac2 df bdh fgh agh bdfgh bg def g bdfgh aef abdeh dg bf bdh bgh efh de ab2d aeh bdg abdeh g bdefh afgh agh efg bd ac2 aeh abh f dg aeh ac2 df bdfg bc2 ab2d abh bg def g aefgh bg f dg abefg ab2d bde adef de ab2d aeh bdg e g dgh aefgh fgh efg bd ac2 aeh abh f dg aeh ac2 df bdfg e ab2d f defg bdfgh ac2 dfgh bg f dg abefg adfgh df adef de ab2d aeh defg e g de bg df efg bd ac2 aeh abh f dg aeh ac2 df bdfg e ab2d f defg abfg ac2 dfgh ab2d f agh abefg adfgh df adef egh ab2d dfgh bdh e g de bg afg efg aeg g efgh fh f bdfg

Monoid Structure

Idempotent  |G|  |Arch|
122
b244
c2 *128138