Details Page for 0.3504

Complete Solution is Known:

Period:  
Preperiod:  
Quotient Size:   1458
P-Portion Size:   291
Tame?   No

MSV File: q-0.3504.msv

Growth Pattern:

Heap   Q-Size   P-Size
121
262
4144
6389
710223
813428
926652
10642124
121458291

(Click on a heap to see details)

Details for Q12(0.3504):

Q = <a,b,c,d,e,f,g,h,i,j | a2=1, b3=b, b2c=c, c4=c3, b2d=d, c3d=ac3, d2=c3, b2e=e, c3e=bc3, ce2=c, e3=e, b2f=f, c3f=ac3, cf2=c, ef3=ef, f4=f2, b2g=g, cg=bc2, f2g=e2g, g2=c2, b2h=h, h2=b2, b2i=i, c2i=bc3, ef2i=ei, e2gi=begi, defgi=adegi, ci2=c3, ei2=ci, f2i3=bc3, gi3=bgi2, i4=bi3, b2j=j, c2j=c2e, f3j=fj, e2gj=gj, cij=cei, f2ij=ij, gij=egi, i3j=c3, gj2=egj, eij2=e2ij, i2j2=f2i2, cj3=cej2, ej3=e2j2, ij3=ij, j4=j2>

P = {a, b2, c, c2, c3, bd, acd, ac2d, be, bce, bc2e, ade, abc2de, e2, bde2, f, acf, ac2f, bdf, c2df, bef, bcef, abc2ef, def, cdef, e2f, bde2f, f2, bdf2, bef2, adef2, e2f2, bde2f2, f3, bdf3, bg, eg, be2g, bfg, efg, bdefg, be2fg, h, bdh, bcdh, beh, bceh, deh, e2h, bde2h, fh, acfh, bdfh, abcdfh, abc2dfh, befh, bcefh, abc2efh, defh, cdefh, e2fh, bde2fh, f2h, bdf2h, bef2h, def2h, e2f2h, bde2f2h, f3h, bdf3h, bgh, dgh, egh, bdegh, be2gh, de2gh, abfgh, adfgh, efgh, bdefgh, abe2fgh, ade2fgh, bi, bci, di, abcdi, ei, cei, be2i, de2i, bfi, abcfi, efi, cefi, abdefi, be2fi, bf2i, df2i, bf3i, gi, begi, fgi, befgi, bhi, dhi, cdhi, ehi, cehi, bdehi, be2hi, de2hi, bfhi, abcfhi, dfhi, acdfhi, efhi, acefhi, bdefhi, abcdefhi, be2fhi, de2fhi, bf2hi, df2hi, bf3hi, df3hi, ghi, bdghi, beghi, deghi, afghi, abdfghi, abefghi, i2, bdi2, fi2, f2i2, f3i2, bgi2, bfgi2, hi2, afhi2, abdfhi2, f2hi2, af3hi2, abdf3hi2, bghi2, abfghi2, bi3, di3, bfi3, bhi3, abfhi3, bj, bcj, dj, ej, cej, bdej, be2j, de2j, bfj, bcfj, efj, cefj, abdefj, be2fj, bf2j, df2j, ef2j, bdef2j, be2f2j, de2f2j, gj, begj, fgj, befgj, bhj, bchj, dhj, ehj, cehj, bdehj, bcdehj, be2hj, de2hj, bfhj, bcfhj, dfhj, cdfhj, efhj, acefhj, bdefhj, abcdefhj, be2fhj, de2fhj, bf2hj, df2hj, ef2hj, bdef2hj, be2f2hj, de2f2hj, ghj, bdghj, beghj, deghj, fghj, bdfghj, abefghj, adefghj, ij, bdij, beij, deij, e2ij, fij, befij, e2fij, hij, bdhij, behij, dehij, e2hij, bde2hij, fhij, bdfhij, befhij, defhij, e2fhij, bde2fhij, bi2j, bfi2j, bhi2j, dhi2j, abfhi2j, adfhi2j, j2, cj2, bdj2, acdj2, bej2, bcej2, e2j2, bde2j2, fj2, acfj2, cdfj2, befj2, bcefj2, e2fj2, f2j2, bef2j2, e2f2j2, hj2, bdhj2, bcdhj2, behj2, bcehj2, dehj2, e2hj2, bde2hj2, afhj2, abdfhj2, abcdfhj2, befhj2, bcefhj2, defhj2, cdefhj2, ae2fhj2, abde2fhj2, f2hj2, bdf2hj2, bef2hj2, def2hj2, e2f2hj2, bde2f2hj2, bij2, dij2, bfij2, bhij2, dhij2, bfhij2, dfhij2, bj3, bfj3, bf2j3, bhj3, dhj3, bfhj3, dfhj3, bf2hj3, df2hj3}

Phi = 1 a b c d b2 e f g h i c j

Monoid Structure

Idempotent  |G|  |Arch|
122
b288
c3 *81184
e21616
f21624
e2f23232
bi3824
j21624
e2j21632
f2j23248
e2f2j23264