Details Page for 0.207

Complete Solution is Known:

Period:  
Preperiod:  
Quotient Size:   2176
P-Portion Size:   487
Tame?   No

MSV File: q-0.207.msv

Growth Pattern:

Heap   Q-Size   P-Size
221
362
9144
10328
116014
1214430
1327255
142176487

(Click on a heap to see details)

Details for Q14(0.207):

Q = <a,b,c,d,e,f,g,h | a2=1, b3=b, b2c=c, c5=ac4, c4d=bc4, d3=d, b2e=e, e2=b2, c4f=ac4e, c3f2=c3, f3=f, b2g=g, c4g=abc4, c3g2=c3, g3=g, c4h=ac4, c3dh=bc4, c3h2=bc3gh, dfg2h2=d2ef2gh2, bdfh3=d2ef2h2, cdfh3=bcd2ef2h2, defh3=bd2f2h2, gh3=bg2h2, h4=h2>

P = {a, b2, abc, c2, ac3, c4, d, ab2d, bcd, abc3d, ad2, b2d2, abcd2, c2d2, ac3d2, be, ace, bc2e, abde, cde, abc2de, bd2e, acd2e, bc2d2e, f, ab2f, bcf, adf, b2df, abcdf, c2df, d2f, ab2d2f, bcd2f, abef, cef, abc2ef, c3ef, bdef, acdef, bc2def, abd2ef, cd2ef, abc2d2ef, c3d2ef, af2, b2f2, abcf2, c2f2, df2, ab2df2, bcdf2, ad2f2, b2d2f2, abcd2f2, c2d2f2, bef2, acef2, bc2ef2, abdef2, cdef2, abc2def2, bd2ef2, acd2ef2, bc2d2ef2, bg, acg, bc2g, abdg, cdg, c3dg, bd2g, acd2g, bc2d2g, eg, abceg, c2eg, ac3eg, adeg, bcdeg, d2eg, abcd2eg, c2d2eg, ac3d2eg, abfg, cfg, abc2fg, c3fg, bdfg, acdfg, bc2dfg, abd2fg, cd2fg, abc2d2fg, c3d2fg, aefg, bcefg, defg, abcdefg, c2defg, ac3defg, ad2efg, bcd2efg, bf2g, acf2g, bc2f2g, abdf2g, cdf2g, bd2f2g, acd2f2g, bc2d2f2g, ef2g, abcef2g, c2ef2g, adef2g, bcdef2g, d2ef2g, abcd2ef2g, c2d2ef2g, g2, abcg2, c2g2, adg2, bcdg2, d2g2, abcd2g2, c2d2g2, beg2, aceg2, bc2eg2, abdeg2, cdeg2, abc2deg2, bd2eg2, acd2eg2, bc2d2eg2, afg2, bcfg2, dfg2, abcdfg2, c2dfg2, ad2fg2, bcd2fg2, abefg2, cefg2, abc2efg2, bdefg2, acdefg2, bc2defg2, abd2efg2, cd2efg2, abc2d2efg2, f2g2, abcf2g2, c2f2g2, adf2g2, bcdf2g2, d2f2g2, abcd2f2g2, c2d2f2g2, bef2g2, acef2g2, bc2ef2g2, abdef2g2, cdef2g2, abc2def2g2, bd2ef2g2, acd2ef2g2, bc2d2ef2g2, ah, b2h, abch, c3h, dh, ab2dh, bcdh, ac2dh, ad2h, b2d2h, abcd2h, beh, aceh, bc2eh, abdeh, cdeh, abc2deh, bd2eh, acd2eh, bc2d2eh, fh, ab2fh, bcfh, ac2fh, adfh, b2dfh, abcdfh, c2dfh, d2fh, ab2d2fh, bcd2fh, ac2d2fh, abefh, cefh, abc2efh, bdefh, acdefh, bc2defh, abd2efh, cd2efh, af2h, b2f2h, abcf2h, df2h, ab2df2h, bcdf2h, ac2df2h, ad2f2h, b2d2f2h, abcd2f2h, bef2h, acef2h, bc2ef2h, abdef2h, cdef2h, bd2ef2h, acd2ef2h, bc2d2ef2h, bgh, acgh, bc2gh, abc3gh, abdgh, cdgh, bd2gh, acd2gh, bc2d2gh, egh, abcegh, adegh, bcdegh, ac2degh, d2egh, abcd2egh, abfgh, cfgh, bdfgh, acdfgh, bc2dfgh, abd2fgh, cd2fgh, aefgh, bcefgh, ac2efgh, bc3efgh, defgh, abcdefgh, ad2efgh, bcd2efgh, bf2gh, acf2gh, bc2f2gh, abdf2gh, cdf2gh, bd2f2gh, acd2f2gh, bc2d2f2gh, ef2gh, abcef2gh, adef2gh, bcdef2gh, ac2def2gh, d2ef2gh, abcd2ef2gh, g2h, abcg2h, adg2h, bcdg2h, d2g2h, abcd2g2h, beg2h, aceg2h, bc2eg2h, abdeg2h, cdeg2h, abc2deg2h, bd2eg2h, acd2eg2h, bc2d2eg2h, afg2h, bcfg2h, ac2fg2h, dfg2h, abcdfg2h, c2dfg2h, ad2fg2h, bcd2fg2h, ac2d2fg2h, abefg2h, cefg2h, abc2efg2h, bdefg2h, acdefg2h, bc2defg2h, abd2efg2h, cd2efg2h, f2g2h, abcf2g2h, adf2g2h, bcdf2g2h, d2f2g2h, abcd2f2g2h, bef2g2h, acef2g2h, bc2ef2g2h, abdef2g2h, cdef2g2h, bd2ef2g2h, acd2ef2g2h, bc2d2ef2g2h, ah2, b2h2, abch2, c2h2, dh2, ab2dh2, bcdh2, ad2h2, b2d2h2, abcd2h2, c2d2h2, beh2, aceh2, bc2eh2, abdeh2, cdeh2, abc2deh2, bd2eh2, acd2eh2, bc2d2eh2, fh2, ab2fh2, bcfh2, adfh2, b2dfh2, abcdfh2, c2dfh2, d2fh2, ab2d2fh2, bcd2fh2, abefh2, cefh2, abc2efh2, bdefh2, acdefh2, abd2efh2, cd2efh2, abc2d2efh2, af2h2, b2f2h2, abcf2h2, c2f2h2, df2h2, ab2df2h2, bcdf2h2, ad2f2h2, b2d2f2h2, abcd2f2h2, c2d2f2h2, bef2h2, acef2h2, bc2ef2h2, abdef2h2, cdef2h2, abc2def2h2, bd2ef2h2, acd2ef2h2, bc2d2ef2h2, bgh2, acgh2, abdgh2, cdgh2, bd2gh2, acd2gh2, egh2, abcegh2, c2egh2, adegh2, bcdegh2, ac2degh2, d2egh2, abcd2egh2, c2d2egh2, abfgh2, cfgh2, abc2fgh2, bdfgh2, acdfgh2, bc2dfgh2, abd2fgh2, cd2fgh2, abc2d2fgh2, aefgh2, bcefgh2, ac2efgh2, defgh2, abcdefgh2, c2defgh2, ad2efgh2, bcd2efgh2, bf2gh2, acf2gh2, abdf2gh2, cdf2gh2, bd2f2gh2, acd2f2gh2, ef2gh2, abcef2gh2, c2ef2gh2, adef2gh2, bcdef2gh2, d2ef2gh2, abcd2ef2gh2, c2d2ef2gh2, g2h2, abcg2h2, c2g2h2, adg2h2, bcdg2h2, d2g2h2, abcd2g2h2, c2d2g2h2, beg2h2, aceg2h2, bc2eg2h2, abdeg2h2, cdeg2h2, abc2deg2h2, bd2eg2h2, acd2eg2h2, bc2d2eg2h2, afg2h2, bcfg2h2, abefg2h2, cefg2h2, abc2efg2h2, f2g2h2, abcf2g2h2, c2f2g2h2, bef2g2h2, acef2g2h2, bc2ef2g2h2, ah3, b2h3, abch3, dh3, ab2dh3, bcdh3, ac2dh3, ad2h3, b2d2h3, abcd2h3, beh3, aceh3, bc2eh3, abdeh3, cdeh3, abc2deh3, bd2eh3, acd2eh3, bc2d2eh3, fh3, ab2fh3, bcfh3, ac2fh3, adfh3, d2fh3, abefh3, cefh3, abc2efh3, af2h3, b2f2h3, abcf2h3, df2h3, ad2f2h3, bef2h3, acef2h3, bc2ef2h3}

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

Monoid Structure

Idempotent  |G|  |Arch|
122
b288
c4 *81448
d244
b2d21616
f244
b2f21616
d2f288
b2d2f23232
g21616
d2g23232
f2g23232
d2f2g26464
h246
b2h21624
d2h2812
b2d2h23248
f2h2812
b2f2h23248
d2f2h21624
b2d2f2h23264
defgh23296
g2h21632
d2g2h23264
f2g2h23264