Details Page for 0.7356

Complete Solution is Known:

Period:  
Preperiod:  
Quotient Size:   2050
P-Portion Size:   2
Tame?   Yes

MSV File: q-0.7356.msv

Growth Pattern:

Heap   Q-Size   P-Size
121
262
5102
11182
23342
96662
1841302
4592582
10455142
225410262
484220502

(Click on a heap to see details)

Details for Q459(0.7356):

Q = <a,b,c,d,e,f,g,h | a2=1, b3=b, b2c=c, c2=b2, b2d=d, d2=b2, b2e=e, e2=b2, b2f=f, f2=b2, b2g=g, g2=b2, b2h=h, h2=b2>

P = {a, b2}

Phi = 1 a b ab b2 c ac ab2 abc ab ab2 d b ab2 bc bd abd ac ad acd bcd b abd e b d c ab bc ab2 ae be c ab ad c acd bd bcd ab abc d e abc abd b be ce b abc ace bd acd ad e acd ad abd bc ab2 abd de b ab abc e ae c d bde ce d abde ace bcd bd abd d cd acd cde abc ac ab2 e ce ab2 bde ce bce bc bcde abe bc bd d f bd d ce abcde e f abe bf b ab ab2 bc abd bf f abcde ad f cf ad bdf ce abcd acd b ae bcf b bf cde b bc abc cf bde ad ef bf acde df ae cde ab bf bce be abde e b abc bcd bd af bde bcf abdf cdf b d ab2 cd acd bdf cf ef bcf bcef bde def abef abc bcf bf cd abcf af cd abcf bef bdef abcf c acde acdf e b ade g bc abc abde cde abcd de cf abcd abd bdef ad e cd be ce ab2 bc acdef acf bc b adf d acdf acd acef g acd ade bcde ae abdf g bcef ace ab abcdef cef ab abcef abe af df g bdef bcf acf cde bcef be abc abg ae ace g ag abc ac cg bcd ce bef bcf acf df cde cd abef cde cdef abef ce bdef ab g dg ab g af cde abdf bdef cde abdf ade bdg abcf ade b cef adg b g cdg cdef bcf acg bcg bde cd beg cde g aeg acde acg abef bd abe cdg abcdg ceg bg ace aeg abeg acg acef cd acg abef bcde bde abdeg g bc abcdg acd bde afg g bceg abe ce abc adef acg abcg aeg bdg bcf bf abdeg acdg abcdg bdg acdf adg aeg abceg adef abcef bdf beg adeg be fg bf bdg aef bf bdg abg acd bcdeg dg bde b ef abcdg bdef abg bceg acg be abde abfg be e bcde bdf e bde bcdef bcg abef abcdf abceg def abcdef abd b abcdef bc bef ac ce afg bf cf fg bf aef bcdg ade abfg beg be aef abd abcdg bdef adf bcdef dg bcdeg abf cde abeg acdfg abcde deg bcfg efg abcd acdf abdf abde abceg abcdg adf acdf fg ab bc bcdg adg abdeg bcdg abdfg acfg abcdeg bfg cef eg adg acdf g bcdef efg bcef abcdef beg bcef bceg acfg ag bcdef abef abdeg abcdeg cg adef ad adg adefg defg acdf abcd bdg acdeg bf abce bcg h abcdg acde ade abf abh abcdeg cefg bdfg d b bdfg defg h eg bdef abcdfg bdf de abcf e de fg e h ah bc abh abce ach be bcde bdef acdef bce abef bcdef bcde abcf acfg bcg af bf h af bcdf h bh bcdf ach bdg ab bdf de g adh bce bdfg adh abdh bdh c bd ce cef abcdeg acdf abcef af cg abh adf bcde bcg ah abcdeg abdef acdeg abcdeg ac deg ef bdh f abfg bdg acdf bcef aceg bceg cefg ah abdf acfg bde bcdef bcde abf ce bcdeg abg adg abeh h acdeg abh bf abfg cd adh eg acg ah bdef abceg ah acdfg bc aef cde bh e cde cdg abch ah acfg bdef abef acfg fg ad bcdfg efg adh abdf cefg bcdefg abdh bf h acdh fg h cdfg abcg acdf bcdefg bd abcdef bh deg bdfg bdg abdh bcd befg afg bde h abdefg ab bcdf acdefg aceg ach cdf abeh aeg abch bch ach bdef acfg acd eh abcdfg abeh eh bdeh abdeg abdh ceh deg abdf acef abcdefg aeg abcg acfg aeg bfh bdfg bh abcdh efg abcf acde bch cdef dh abch aceh h bcfh bceh abfh adf abdh ceg adf abdh bcdfh eg abh ch dh acdef bceh bcg bcef cdefg abcdeh ade adg ceg acdef acg adh d abeh adh bg adeg ah abcdg ceh abfh adg ade abdeg acfg cdh aceh bcdf def df ace deh aeg abcdeh efh g bdfh bceh aeg abeh acdefh bcdfh bh abdh ah ace d abch cfh g aceg abf abdfg efh ce bdh bcdeh beh b fg abcdfh acefh ceg adh aceh abcdeg d ade bdeh abe ade cdefh abe cdef bce b ceg afh abe bf abdeg bcefh abceh gh bdfh bde abcdefg bdeg bceh abdh d acdeg bfh abe cdefh cdg abcdfg abdf abcf cf efh bgh abdfh ceg cgh cdef bcg adef cd cdeh bcdeh dh bgh cdg beg abcef abe bcdefg abcgh bde dfh bdef acdefg bf acdf def aceh acdh acegh deg ceg bcd gh adeh bdg df bcdefg bcdeg abceh bf bcdfh bgh aceg bcgh cdeh aceg c bh bcdfg adeh adef bcdfg adeh acdeg abceg adeh abdeg cdgh efh abeh acd ag ach bch deh afh abch bcdfg bdgh bcef abgh bce abeh b abdgh cdg acefg dfh ab2 abceg eh cegh adeh fg afh acfg fg bcdf bcdeh ae cdg befg abcdfh bde aefg abcf bde fg abcf ag abg abcgh ag acgh cdefh bcdef abcdeh fg acdgh abdg fg abcdfh abcdh eg acd bdg abdfh ceg abfg ach aeg abfg abcdfg agh bg bdeg acd acdgh abcdfg abe acdgh abcfh acfg acdegh abcf dgh abceh acd abdefg bcefg cg ade cfh abdgh abg abdfh abdgh adeg abdef afgh cdgh bcefg cdefh bcef eh aeg degh gh abe abcefh bcdh abe acdgh bcfgh cdf abcde bcefh aceg df abcf abcdg adeh abdfh abcdg cfgh bh begh abg bcf afgh cdfgh abgh bdeh abdegh bcgh adeh abeh cdeh bcefg abdh abcfgh cdfgh dfgh abceh acdegh bfgh ace abdfg aegh acfh abdeg cdgh bf acd abcdeh acdeh ad abdh abce afg abeh bcdeg abef bcdfh abcdfg aefg adf aegh bcg bdef acdef bf bcdeg abcdgh bdg abc acdegh adefh bfgh bce abefgh cef abdfh acdf adfgh af dh abdegh ab2 beh abegh bdg abceg deh cfh abefgh bcdeh cdefgh bcefg aefg cdeh acfh abch ach acef beh befh acdfg abceg eh cdegh abdefgh acdf acg abcdgh adg aeg adf abcdg

Monoid Structure

Idempotent  |G|  |Arch|
122
b2 *256256