Details Page for 0.6444

Complete Solution is Known:

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

MSV File: q-0.6444.msv

Growth Pattern:

Heap   Q-Size   P-Size
221
362
5102
9182
27342
80662
1791302
4922582
9955142
215710262
623220502

(Click on a heap to see details)

Details for Q492(0.6444):

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 1 a b ab c ac bc abc d ab b bd abd abc bc ac c ab b ab2 ad d c ac bd cd e d b ab c ac bc e bcd d be bd ce e ae ac c abe b bd bce ad d acde cd ae e de ade ab ce ac c acd abc d ad abd bd cde abce abcde ac bde abde abd bd ad bcde bcd abe be ac f d b bf acde cde f ac ae ad bd acf acde bcde abcde abf ac c bde abcf bcf d abcde abf bf bdf be abcf cf abcde acf cde f af ac d e acf cde ace bcdf bcde abf bde abde ef bcf bcde ad bce abd bdf c ac ae abcdf cdf bcde bf f df adf e bd acf ce ace abcef f abf acdef abe ef cf bcdf bce bd abdf abe ac c abcdf abcf abce cde ace acde d e bc cdf c ce ace acde bcde bf ae c g abcdf d ad bd abd bcef cdef ef e cdf cf bcde abf df abcef e bcd cdf cf g acde af bf cef acdef g ag abcf bce d bdf bf abf ae g de acdf abcde ad cde g abcef ae bg acf abef g aef af bc bf acdg g bcdf abcf bcde cg bf abf acef f g beg abeg cde acde acdg af be cdef g e cdf abd abcg acdg abcef bf g abdg adg bcdf beg cg bcg cef f af aef bcde abcde acde ad bcg df be abdg g ae abdef ef bcg cdg ade abdf aceg g abe abcf bcg abeg bdf cdef f ag ceg aceg ac abdef acdg deg df abcdef abg g bdef ef bcdf acdg bcef beg acde ade g ag acf e cg bcg beg bcde adf bdg ceg bdef cdg abcdg bcg af f g bg cf abcf aef cdg acdg cef abf abc e bcdf cf fg cg bcg cef bcef ag abdg aef cdf bdef abcg adeg beg abe abg bg afg abcdf abcg bdfg beg cdef abdf abcde abcd acde abcf acf e abcfg aefg adf g ceg aceg abcde ad abcf aeg af bcfg ag g abcefg abcde abcf abcdg beg bcdfg abf ag bceg abd be cf acg ade cef f adg abg adfg acf e bcg be c ceg bf aceg bcde bcf bcdf bcdg beg bdf abf abceg bd ceg abd cf abcg abc abcdfg f acde abdg abd abcde fg be abdeg af abf abg abcde abceg abcf adef acdg abdeg abf af abce ad ceg abd bef abdeg e abcfg f aceg cde ceg cf adeg deg acfg af abf bcde d abcde cde bcf abdfg abeg af f d abcdefg bfg bdfg cf ae deg f df cdfg cde bdg acf ae bcefg deg df abf h ah cdf abcf bdfg ch bdeg bf abcdfg abefg acde cde abcf acdf ade eg af cdfg cde acde d abdef abef e abe abde cdfg aceg bcde bceg cefg abdfg acdg h e ae g ad cde bdfg dfg abeg abcdfg acdfg af aceg adg d cf fg ae bdeg cdfg aefg acde abcde dg abcf abdfg abdeg bcdg ae bcfg abdefg abceg def cdefg dfg ah abcdg efg abefg abceg acde bfg d acdefg abdeg cg bcdg h ah bch acde bcf abdfg bdh ae bcg bcdfg ah cdh abcf cde dfg cdg adh abceg acfg cdh cde g afg bch adeg af abefg h acde bch abch abdfg acefg bdh e ae cdfg ah acde ach cefg abdeg bch abeh h cfg ceh acdh afg abcdefg beh bdeh bh abh abcdfg af acde bch bfg cefg e eh efg abcfg aceh ceh abdfg cefg afg abcdefg h abdh cfg ceh abcdeh adeh fh acdefg bde bfh acdfg abcdfg bch acdh abcdh abdeh abcdefg acfh abdh ah abdeg aceh cde bcde fg eh adeh abdh dh acfg acdh bcdh abcdeh adfg bcdefg bdeh abcdfh adfh bcdg bcfg bfh abfh bfg af fg eh abf befg cdfg bfh adfh abcdfh dfg cdfh abdh cfg bdefg acdh befh cf adeg bdfg beh abeh abdefg abc abcdfg bdfh abfh cdefg cfh bcef h acef abcdfg abcf bfh defh abcdefg acefg bf acfh c cdfg abcdefh fh deh adfg abdfg cfh adefh adefg ae ceg acf bgh acde bfg adfg acgh bceh acdfg aceh beh bgh dfg adfg abcdh ceg bdh cde fh abcefh bgh cdg acefg dgh defh ceh abc abgh cefh cdh def cdfh cgh bceh abcdfg bcfg cfg defh abcdf acgh abc befh abg bd abcdfg abfh abgh fg adeh bfg bcdfh abceg acgh bdg abdfh acefh dgh e abcfh abcdefg bceg abefh bcdgh egh bcdg abfg abcdefh afg cdfh bg cfg adefg abcdfg abfh bgh acefh bcdgh cde bceg bceh abcfg bdfh cdg bcdg abgh abcdfh defh bf acgh bdfh abdfh bcef abcde fg bgh befh bg cfg efg fh deg cefh abgh adfg bcdfh g bcfg bf aceh deg acg abcf abdegh ag ceg h acgh acefh aegh aeg bgh cegh befh g f acdh fh cg acf bfg dgh efh g bceg acfg bgh abdeg adeg bcdf dgh abce acdfh aceg bcde egh bcg acdg acefg ceh dfgh acfh bceg abfgh ad cdg cf adgh abcefg ac bceg ceh ad acgh cg acdg adeg abcfh bcdeg abcde bcde abdeh abdegh bcf acf cdf efgh cdh abefgh g abd bcefh cdg cg adgh dfgh bcfh abceg aceg cgh cefh bd fh adeg bcde cdh bf bg defgh bcdefh bcdg adeg acf bcd bg g acgh bd abdegh deg acdg acdfh cdefgh ag bceg acgh bdegh eh deg bcg abcdg ae aceh cdfh abf aegh egh ae ah bcde abe bceh g ag cdh abd acefh acdg abceh bcegh adfg bceg bf bdegh adeh abeg abcdg cde bdeh acdh abf aceg aegh cfgh bcdg cdg abgh bcefgh abg abcdeg ag

Monoid Structure

Idempotent  |G|  |Arch|
122
b2 *256256