Details Page for 0.0514

Complete Solution is Known:

Period:  
Preperiod:  
Quotient Size:   264
P-Portion Size:   3
Tame?   No

MSV File: q-0.0514.msv

Growth Pattern:

Heap   Q-Size   P-Size
221
662
10102
14122
23163
37243
93403
245723
5951363
13832643

(Click on a heap to see details)

Details for Q595(0.0514):

Q = <a,b,c,d,e,f,g,h | a2=1, b3=b, c2=b2, bd=bc, d2=b2, b2e=e, de=ce, e2=b2, b2f=f, df=cf, f2=b2, b2g=g, dg=cg, g2=b2, b2h=h, dh=ch, h2=b2>

P = {a, b2, ad}

Phi = 1 1 a a a 1 b b b ab c c c 1 acd ab2 acd ab b b b ab b2c d b2c ab2c bc bc bc ab b b b ab ab2 ab2 ab2 e abc bc bc ab be e be b2 ab2 ab2 ab2 e abc bc bc b2c b2c b2c ab2c e ab2 ab2 ab2 b2 b ace bce abe b2c b2c ab2c e e bc bc ab b abe abce abe b2c ab2c ab2c ab2c bc bc bc abe ab2 be ab2 b2 ab2 e ace f abc bc bc abe be abe bf e ab2 ab f f abc bc bc b2c bf b2c cf e ae ab ab2 ab ab2 abce ab2 bf b2c b2c cf e e bc af abe ab2 be ab2 ce b2c ce ae abce abce bc bcf abe be be b ab ab2 cf af abce abce bc b2c bc b2c abe be acf ab2 af af abce abce bce bcf abf ce ace ace e be ef ab2 abce abce abf bef ce ce ace bc cf be e ab2 bcf bcf bef bef ce ce cf cf abce abce b2c bcf abf ae bef b f af af ef abce abce abce bcf bc e bc be abe be abe ef bce bce abf bcf bef bef cf cf acef be abe be abf bf e bef ce af ace cf ef be bc ae ab ae ab af g af cef ab2 abce bc g bc bcf ae e bef cef ab2 abe be abce cg bcf abcef e cf ab2c be abe be abe aef g bef ace ce abg bcg b2c be be acef abe bc e bf abcef bg bg abce cef abce g cg g ae e abcef bg bg ef b2c abce abce ace abcg abc bc e ae abg be b2c be acef ag ag aeg abcef bcef bcf abcg abg be acef be g bef abf ab2 abce ab2 abce ab2 cf be acg bef e ae e abf abf bg g cf cf cf ab aeg e abcg e abg abf abf ef b2c g acef g bcf abcg bcf bcg ab2 e cg acg af g af abg ace bcf ab2 beg cf ef cf acg ae ab af abg af abce ab2 abeg ab2 cf cf e e ab be bcg be beg ab2 g cf ab ace ab abcg ab bcf bcg be af af g ag abf aeg fg fg abcf ab2 beg ab2 e bef e bf abf bf abg abce bce ab2 bfg ab2 cf bef acg bef abf be afg ag abce af bc bfg ace cf aceg bef abe bef ef beg af af g ceg ab aeg abf abcg bcg abceg ef af e ae bfg ag abf bf abce abcef bceg bcf ab af ab aeg acg bf abf bf bceg fg bceg ace ab ace e cfg ef bf abe be bceg bg bc af e ceg ceg ab2 abce cg abe be bc af f af aceg ag bcf ab2 abf aefg cf ab bcg af e e b2c b2c abg ag g bceg ab cf cf abcg e ab2 acg be abef bef bceg abcef ab bfg befg ab2 acg acg abef be abef be bcfg aeg e abcef aceg ab2 b2 ab2 bceg ab ab bef cf ef ef abefg abf bcf bceg bcf ab abcg ab cf ef aef e aef acfg g efg g bceg cf ace abcfg abf aeg abf cg abf bef h af ab afg ab ab2 ef ceg bceg cg acfg be bef be befg b2c e b2c h h acfg cg cefg bef bef af bcfg b2c ef cg e abcef abcef abcef bg bg acef abcg acfg aef e beg efg beg h be abefg be cef abcg ef abce acfg cefg acfg abcg bef aeg bcfg afg e acef g abceg abcef cfg abcef be eg abcg ef h h aefg efg cefg ab abcef acfg abcg abh abcefg bcfg bch abeg aefg efg abcef abcef be aceg be acef bcf bcfg h h bef ab abh abg bh bh ab2 ab2 bfg acg af acfg cfg ef abh ef bh acef acef acef g ab ach e abcef bcefg abf abf bef bh bef h bef aceg aeh e abce abf bch abcfg be g ace h aeg ab bcf abf befg abf bf acef af af h fg abcg ab bcf ef bh bfg bfg bceg af f ach acfg abch bcf abcg acg bh cf acf g h bc cfg ceg ceg ef cefg e beg cf cf aeg fg afg ceg bh bch bcfg bceg bceg ch ab ceh fg abcg ah abcg abch beh abch acef ch ae ace ab2 aeh ab2 fh ab2 bcf b2c e b2c cf bg ach ceg abf abch abeh bch acg h bh ae aeh aceh abf abce abch abcfg acfh af abefg beg ab ab2 bcg afg bcf bceh abch be acg af bceg acfg acfg be abf be g be bc be bceg af bceg abcg acfg ab2 acg bef acg abcfg abeg cf abefg be ach be abf abf abf bcfg bcfg bceh abef af h fg efg abh abf fh ace ab2 abch af abefg be acfg be efg be g be abcef bceh f ab2 abg cfg cfh b2c efg efg bh abcef bfh bg bg abcg acef acfh bceg bf g bef gh abcg ef be ef ab2 ceh bf acg bf abch af ef bg ef fh h ab2 e fh ab bfh abcfh abcg ef be acef befg abeh acfh efg aeg cf abcg abcg bg ef af abch ceg acg abceg beh aeg eg abh fh fh abeg ab2 abf acfh e ach abf agh abefg abcg aeh be fh h aefh bceh e bfh abch af ab ach aeh bgh ace ab2 ace bef eg abce ab abce acef ach abcfh ach acfh aefg ab cf aeg h e abce ef ab2 ch af cefh af abefg abfh eg eh abeg abce ef ach ef ach aceg ceg bceg abch ab eh aeh aefg abeg cg afh bceh aceg ceh bceg abce ab ach abeg ach aeh ceg afh be ab bfh abf b2c abf bceh abf ach cefh ceg cefh bh ceh cf bcefh h acg bef acg ab2 fg be bh acef abefh befh bceg fh acg bceh acg bef fg cefg abch abceg bceg abceg beh bef fh abce acfg abce acfg abce bcefg bef ab bfg aeh begh abefg aeg bh aefg bh aefg bceg bef bcefg bceh acfh acfh aceg ceg acef abeh abeg bef e bef bcgh bceh abch ceg cgh cgh befh abceg efg b2c ace b2c acfg cfg acfg ceg ef af egh ab2 bceg abcef efh abcef e aeg bc bceh acg abcg abf ab2 ace abeh abeh abeh acfg bfh bfh bfh egh bef e ab2 e gh e acfh bh af ab ach e bcgh bcgh abcg abf aeg acg acfh ab acfh ab abeh abeh abcegh abefg aeg abf cg ef cg ab af ab abcg bcg abcefg aeh fh acef af acfg af ef bgh e ab2 e ab2 aeh fh efg bfg egh abcef e bef ef abcg bc bceh ab cg acg bfg e abeh e af ef bef egh be acefg af bceg cegh e bh abefg aefh fh fh acg be acg bceh abf ab2 bcefg b2c bcefg abce fh be g be acg bef abf b2c abch acfh fg be fg ceg acg bfg acg bef bcefg abch bh af acfh be abcfh ab2 abcfh bg e bg abg b2c ef abcfg bc cefg ef ceg abcfh ab2 bcefg bg bcfgh abce ab af afgh af bc ab2 abf ab2 abf cfh bcefg acfh egh aefh ach afgh e abch abf bef bcefg acfh bceg abcfgh h cf bfh fh abefg bg cefh abfgh bceg abceg ab bceh e abcg bcefg bef bcf bg abeh bc bceg abfgh e h e bef abcfh abcef abeg abcef bcgh ach acef bef aceg abcg e ab2 e abeh abf cefg abf aefg aeh abce fg b2c bh bch e abcfg bceg acegh cegh abce ab ceg fg ceg

Monoid Structure

Idempotent  |G|  |Arch|
122
b2 *128134