Details Page for 0.1675

Complete Solution is Known:

Period:  
Preperiod:  
Quotient Size:   1970
P-Portion Size:   257
Tame?   No

MSV File: q-0.1675.msv

Growth Pattern:

Heap   Q-Size   P-Size
121
362
6102
8184
13264
14305
1517826
1619430
1761880
201050135
211422188
221970257

(Click on a heap to see details)

Details for Q20(0.1675):

Q = <a,b,c,d,e,f,g,h,i,j | a2=1, b3=b, b2c=c, c3=ac2, b2d=d, c2d=ac2, d2=b2, b2e=e, c2e=abc2, e2=c2, b2f=f, c2f=bc2, ef=ac2, f2=c2, b2g=g, c2g2=c2, fg3=fg, g5=g3, b2h=h, ch=c2, fh=cf, egh=acfg, g3h=gh, h2=c2, b2i=i, c2i=ac2, ehi=acfi, fi2=bc2, hi2=ac2, i3=di2, b2j=j, cgj=agj, dgj=agj, egj=abgj, fgj=bgj, g2j=c2j, ghj=agj, cdeij=aceij, gij=agj, di2j=ai2j, cei2j=aceij, c2j2=c2, gj2=c2g, fj3=fj, eij3=eij, i2j3=i2j, j5=j3>

P = {a, b2, abc, c2, ad, bcd, bf, abdf, abg, cg, bdg, acdg, abceg, bcdeg, bcfg, bcdfg, g2, adg2, abeg2, bdeg2, bfg2, abcfg2, abdfg2, cg3, cdg3, abceg3, abcdeg3, g4, acg4, adg4, abeg4, bceg4, bdeg4, abh, bdh, gh, dgh, ag2h, bei, abdei, abfi, bdfi, abcdfi, agi, dgi, bcegi, abcdegi, acdg2i, beg2i, abdeg2i, abfg2i, bdfg2i, abcdfg2i, ag3i, dg3i, bcdeg3i, acdg4i, beg4i, abdeg4i, adghi, i2, aci2, adi2, cdi2, abei2, bdei2, abcegi2, bcdegi2, g2i2, acg2i2, adg2i2, cdg2i2, abeg2i2, bdeg2i2, bcg3i2, bceg3i2, g4i2, acg4i2, adg4i2, cdg4i2, abeg4i2, bdeg4i2, abcdeg4i2, bcj, abcdj, ej, acej, adej, cdej, cfj, acdfj, bhj, abdhj, aehj, dehj, bij, abcij, abdij, bcdij, ceij, cdfij, abhij, bdhij, j2, adj2, bfj2, abdfj2, beij2, abdeij2, abfij2, bdfij2, abcdfij2, i2j2, aci2j2, abei2j2, bcj3, bcdj3, ej3, acej3, adej3, bhj3, bdhj3, aehj3, bij3, abcij3, abdij3, abhij3, j4, acj4, adj4, bcej4, ahj4, behj4, cij4, hij4}

Phi = 1 a 1 agj agj gj b b c d abgj agj agj e f g h i gj gj j

Monoid Structure

Idempotent  |G|  |Arch|
122
b288
c2 *16856
g41632
i2816
g4i21664
i2j2840
j41632