Details Page for 0.3355

Complete Solution is Known:

Period:  
Preperiod:  
Quotient Size:   258
P-Portion Size:   2
Tame?   Yes

MSV File: q-0.3355.msv

Growth Pattern:

Heap   Q-Size   P-Size
121
262
6102
17182
76342
162662
4021302
8182582

(Click on a heap to see details)

Details for Q402(0.3355):

Q = <a,b,c,d,e,f,g | a2=1, b3=b, b2c=c, c2=b2, b2d=d, d2=b2, b2e=e, e2=b2, b2f=f, f2=b2, b2g=g, g2=b2>

P = {a, b2}

Phi = 1 a b ab a b c ab2 ab b ab2 ab c bc abc c bc d ab2 ad b ab ab2 c bd ab2 bc b ab2 ad c d abc c bc d ab2 ad b ab abd c ac abc bc c ab2 ad c d ad c bc d abd ab2 b ac acd c ac abc bc bd abc ab2 c d abcd c bc bcd abd cd ab2 acd e c bd abc bc cd e ad c e abcd c bc e acd cd ab2 e bc c bd abc bc ab abc abcd e be abcd c bd abcd acd cd ab2 acd abe d e abd ace e de ace cd ab abcd ace bd ab2 acd c ab2 acd e ab2 c ace d e bde abcde cd abd ad e abcde ad ace bd abcd acd bd d ad e bcd bc b ace acde abd ad d c ad f bd af f bd d ad bf d af e ace af c abcde d c ad abde bd abcd ace ac e ab2 bd abc ace bf d e c f bd c bf e abf ad bcd acf bcde cde bd e f bf df e abd f bd b ad bcd c bcde bcd e ace ab2 bd acf e ab af ace abd e acf b acdf d acf bcde ab2 acde e ab2 cd abf abcdf ab b f ab acf abcf adf e bcd df e bdf acf e ab2 c abcdf d bf b f ab c ad abc e abcf b bd bcd b e ab2 acf acdf e abde b ace aef c ad abc ace bcde cde abcd df ace acdf abc c e f ace c abdf df c cde abc df bc f e abcf ace aef abc ace e abc ace c ab2 e b bc abc bcde cef abcdf abef ade f e abc c acdf adef ace c abc df abcf cd be b bc ce bdf abdf bcd bf af ace cd aef ace cd ab2 abcf bef e abc cef abdf adef acd bcdef bcd abef adef d bce cef ace cd e abcd bdef e acf cef bce aef cef f bcd bdf bcde abc e abd ace bd c aef d e ad ace e df b bd bcdf acf g d e g bf cef g bf d aef abdef g ace bcdf g bd e abdf g e acf acdf ace g acg bg e abef bc cef e adef ace cd acg g cef e bde g bcef abcd acdef bcef e cdf adf bef adg bdg g e abc ace cdef abg abef bef abcdf g b e acg acd abcdf cdef adg abg g b e bdg ab acg bdg g acg abef eg acf e bcg beg g b ace ab2 b e cdg g c ace cd abd ace g ab2 abcg abcdg e cef ace g abdg aeg aef f cef bcde abc abde c ace g e bc ace e acf acd e abde c ab2 cdg acf g aef aeg de aef g aeg cef abdf ceg acg abe ace abg cde abdf bcdf bef aeg bg ace de f cef df bcf aeg bdf abcf f acd aeg ab2 bd bdg ace acdg aeg ace bcde ab2 bdef bcdeg f e cef abdg ab2 cef aeg ab2 dg bdg aeg abcdg ab2 cef bceg g acg abg f aeg g abdf ab2 acd def f acdeg cdeg aeg bcdeg ab2 ace ceg aeg afg acd e abe bcef bfg cfg cef bcef adeg g cef abdg aeg bcef afg ab bdf aeg ceg ab2 abcf bdef e ab abe abcdg acdg c ace e aeg c bfg aeg ab2 abcfg adfg e bc cef e ad ace abcdg abc dg aef e aeg abeg cef e bcg acdg abdg cfg ace bdef abg aeg c e bcdf g bf cfg abcd abdf acg abde abcdef ceg cfg adef adfg acdf g abcd abcdf abcg afg cfg e acf c abcdeg d abcd ace acg df adef aeg cfg acd bcef aeg ab de ceg efg df abdef g ab2 cdg dg ade bcdf de e aeg df abeg f acefg acg ace ab abcf cfg g acefg bde g e ceg cfg e aeg ace bd bdef ab bde bcg acefg bcde f g abdfg e abdf acefg cde acd e df bdf bd cef acg aef acdg acf ab2 aeg ace acf bcfg abdf abg acd ace e acg ab2 e aeg ace e afg abcefg cfg f cef bcdfg abef abde afg f befg e df abef e beg c aef bd c f bdg abcf bcde cfg e abefg f cd abfg acg bdef afg cef ab2 dg bdfg aeg acefg cfg

Monoid Structure

Idempotent  |G|  |Arch|
122
b2 *128128