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 Q245(0.0514):

Q = <a,b,c,d,e,f,g | 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>

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

Monoid Structure

Idempotent  |G|  |Arch|
122
b2 *6470