Details Page for 0.1306

Complete Solution is Known:

Period:  
Preperiod:  
Quotient Size:   2298
P-Portion Size:   327
Tame?   No

MSV File: q-0.1306.msv

Growth Pattern:

Heap   Q-Size   P-Size
121
562
10102
14366
158414
182298327

(Click on a heap to see details)

Details for Q18(0.1306):

Q = <a,b,c,d,e,f | a2=1, b5=b3, b4c2=b2c2, b3c3=bc3, b2c4=c4, c6=c4, b3d=ab4, b2c2d=ab3c2, bc3d=ab2c3, c4d=abc4, c3d2=c3, c2d4=c2d2, b2d5=b2d3, d6=d4, b2c2e=b2c3, c3e=c4, b4e3=b2e3, b2de3=ab3e3, d4e3=d2e3, b2ce4=b4ce2, c2e4=c4, b2e5=b2e3, bce5=b3ce3, d2e5=e5, e7=e5, c4f=ac5, b3ce2f=abc4, b2e3f=ab2ce3, ce4f=c2e3f, e5f=ab2ce3, b2c2f2=b2c2, c3f2=c3, b3cf3=b3cf, b2ce2f4=b2ce2f2, b2cf5=b2cf3, bc2f6=bc2f2, c2e2f6=c2e2f2, e4f6=e4f2, bf7=bf3, cf7=cf3, e2f7=e2f3, f8=f4>

P = {a, b2, b4, c2, b2c2, c4, ad, bcd, ac3d, ad2, b2d2, c2d2, ad3, bcd3, ad4, b2d4, ad5, bcd5, ae, bce, b3ce, ade, ab2cde, ac2de, ad2e, bcd2e, ad3e, ab2cd3e, ac2d3e, ad4e, bcd4e, ad5e, ae2, b2e2, b4e2, c2e2, ade2, abc2de2, ad2e2, b2d2e2, c2d2e2, ad3e2, abc2d3e2, ad4e2, b2d4e2, ad5e2, ae3, bce3, b3ce3, ade3, ad2e3, bcd2e3, ad3e3, ae4, b2e4, ade4, ad2e4, ad3e4, ae5, ade5, ae6, ade6, f, abcf, b3cf, bc3f, df, abcdf, d2f, abcd2f, d3f, abcd3f, d4f, abcd4f, d5f, abcd5f, ef, b2ef, b4ef, bc2ef, abdef, d2ef, b2d2ef, bc2d2ef, abd3ef, d4ef, b2d4ef, abd5ef, ace2f, ab2ce2f, bcde2f, acd2e2f, ab2cd2e2f, bcd3e2f, acd4e2f, ab2cd4e2f, bcd5e2f, abe3f, ac2e3f, de3f, bc2de3f, abd2e3f, ac2d2e3f, d3e3f, bc2d3e3f, af2, b2f2, b4f2, c2f2, adf2, bcdf2, ad2f2, b2d2f2, c2d2f2, ad3f2, bcd3f2, ad4f2, b2d4f2, ad5f2, bcd5f2, cef2, b2cef2, b4cef2, ac2def2, cd2ef2, b2cd2ef2, ac2d3ef2, cd4ef2, b2cd4ef2, e2f2, b2e2f2, b4e2f2, c2e2f2, abde2f2, abc2de2f2, d2e2f2, b2d2e2f2, c2d2e2f2, abd3e2f2, abc2d3e2f2, d4e2f2, b2d4e2f2, abd5e2f2, ce3f2, abcde3f2, cd2e3f2, abcd3e3f2, e4f2, abde4f2, d2e4f2, abd3e4f2, f3, abcf3, df3, abcdf3, d2f3, abcd2f3, d3f3, abcd3f3, d4f3, abcd4f3, d5f3, abcd5f3, abef3, b3ef3, bc2ef3, def3, ab2def3, abcd2ef3, d3ef3, ab2d3ef3, c2d3ef3, abcd4ef3, d5ef3, ace2f3, ab2ce2f3, bcde2f3, ab2cd2e2f3, cd3e2f3, abcd4e2f3, cd5e2f3, ae3f3, ac2e3f3, bde3f3, bc2de3f3, ad2e3f3, ac2d2e3f3, bd3e3f3, bc2d3e3f3, af4, b2f4, b4f4, c2f4, adf4, bcdf4, ad2f4, b2d2f4, c2d2f4, ad3f4, bcd3f4, ad4f4, b2d4f4, ad5f4, bcd5f4, cef4, b2cef4, adef4, ac2def4, ad2ef4, bcd2ef4, ad3ef4, bcd3ef4, ad4ef4, bcd4ef4, ad5ef4, bcd5ef4, e2f4, b2e2f4, b4e2f4, c2e2f4, abde2f4, abc2de2f4, b2d2e2f4, c2d2e2f4, ad3e2f4, bcd3e2f4, ad4e2f4, b2d4e2f4, ad5e2f4, bcd5e2f4, ce3f4, abcde3f4, cd2e3f4, e4f4, abde4f4, d2e4f4, abd3e4f4, f5, abcf5, df5, abcdf5, d2f5, abcd2f5, d3f5, abcd3f5, d4f5, abcd4f5, d5f5, abcd5f5, abef5, b3ef5, bc2ef5, def5, ab2def5, d2ef5, abcd2ef5, d3ef5, ab2d3ef5, c2d3ef5, d4ef5, abcd4ef5, d5ef5, ace2f5, de2f5, bcde2f5, d2e2f5, d3e2f5, d4e2f5, abcd4e2f5, d5e2f5, abcd5e2f5, ae3f5, ac2e3f5, bde3f5, bc2de3f5, ac2d2e3f5, d3e3f5, abcd3e3f5, af6, b2f6, b4f6, c2f6, adf6, bcdf6, ad2f6, b2d2f6, c2d2f6, ad3f6, bcd3f6, ad4f6, b2d4f6, ad5f6, bcd5f6, cef6, adef6, ac2def6, ad2ef6, bcd2ef6, ad3ef6, bcd3ef6, ad4ef6, bcd4ef6, ad5ef6, bcd5ef6, be2f6, b3e2f6, ade2f6, ab2de2f6, bd2e2f6, ad3e2f6, ab2d3e2f6, bd4e2f6, ad5e2f6, ce3f6, abcde3f6, cd2e3f6, f7, df7, d2f7, d3f7, d4f7, d5f7, def7, d2ef7, d3ef7, d4ef7, d5ef7}

Phi = 1 a a 1 1 b b a ab 1 c b a a d e b b f ab

Monoid Structure

Idempotent  |G|  |Arch|
122
b4426
c4 *81888
d4410
b2e4884
e6848
f4814
b4f416156
d4f41670