Details Page for 0.3633

Complete Solution is Known:

Period:  
Preperiod:  
Quotient Size:   3886
P-Portion Size:   473
Tame?   No

MSV File: q-0.3633.msv

Growth Pattern:

Heap   Q-Size   P-Size
121
362
5102
12285
173886473

(Click on a heap to see details)

Details for Q17(0.3633):

Q = <a,b,c,d,e,f,g,h,i | a2=1, b5=b3, b4c2=b2c2, b2c3=c3, c4=b2c2, b2cd=cd, c2d=ac3, cd3=cd, d4=d2, b3e=b4, b2c2e=b3c2, c3e=bc3, cde=bcd, be2=b, c2e2=c2, e3=e, b3f=ab4, b2c2f=ab3c2, c3f=abc3, cdf=abcd, e2f=f, bf2=b, f3=f, b3g=b4d, b2c2g=abc3, c3g=ab3c2, bdg=b2d2, cdg=bcd2, d2g=bd3, e2g=g, df2g=dg, b2cg4=b2cg2, c2g4=c2f2g2, b2g5=b2g3, bcg5=bcg3, dg5=dg3, cfg5=cfg3, g6=g4, b3h=ab3, bch=ab2ce, c2h=ab2c2, cdh=acd, b2gh=ab3d, dgh=bd2h, bg2h=ab2eg2, g5h=g3h, bdh2=bd, d2h2=d2, ceh2=b3c, cfh2=ab3c, gh2=bd, b2h3=b2h, ch3=ach2, dh3=dh, h4=h2, b2c2i=c3, c3i=b2c2, de2i=di, cdi2=ab2c2, d2i2=b2c2, dgi2=bc2i2, b2g2i3=ab2cegi3, bcg2i3=b2eg2i2, cf2g4i3=cg4i3, cg5i3=cf2g3i3, cg2hi3=bc2gi3, f2g3hi3=g3hi3, c2i4=b2c2, g3i4=aceg2i4, g2hi4=aceghi4, dh2i4=di4, cg2i5=ceghi4, b3i6=b3i2, di6=dh2i2, b2hi6=b2hi2, h2i6=h2i2, b2i7=b2i3, bhi7=bhi3, cghi7=ceg2i4, i8=i4>

P = {a, b2, b4, c2, b2c2, ad, bcd, ad2, b2d2, b4d2, ad3, be, bc2e, bd2e, e2, d2e2, abf, abc2f, abd2f, aef, ab2ef, ac2ef, ad2ef, ab2d2ef, f2, c2f2, d2f2, cg, b2cg, bceg, deg, abcfg, adfg, acefg, ab2cefg, cf2g, g2, b2g2, c2g2, beg2, bc2eg2, abfg2, abc2fg2, aefg2, ab2efg2, ac2efg2, f2g2, c2f2g2, cg3, b2cg3, bceg3, deg3, abcfg3, adfg3, acefg3, ab2cefg3, cf2g3, g4, b2g4, beg4, abfg4, aefg4, ab2efg4, f2g4, cg5, h, ab2h, dh, d2h, ab2d2h, d3h, abeh, abd2eh, ae2h, ad2e2h, bfh, bd2fh, efh, b2efh, d2efh, b2d2efh, af2h, ad2f2h, acgh, cefgh, acf2gh, ag2h, efg2h, af2g2h, acg3h, cefg3h, acf2g3h, ag4h, efg4h, af2g4h, ah2, b2h2, adh2, beh2, e2h2, abfh2, aefh2, ab2efh2, f2h2, h3, abeh3, ae2h3, bfh3, efh3, af2h3, ai, bci, b3ci, adi, b2di, b4di, bcd2i, ad3i, b2d3i, b4d3i, cei, b2cei, adei, ad3ei, acfi, ab2cfi, bdfi, bd3fi, abcefi, bdefi, bd3efi, df2i, d3f2i, cef2i, bgi, abc2gi, b2egi, ac2egi, fgi, ab2fgi, c2fgi, efgi, bc2efgi, ac2ef2gi, bcg2i, dg2i, ceg2i, b2ceg2i, acfg2i, ab2cfg2i, abcefg2i, cef2g2i, bg3i, abc2g3i, eg3i, b2eg3i, ac2eg3i, afg3i, ab2fg3i, c2fg3i, abefg3i, bc2efg3i, ef2g3i, ac2ef2g3i, bcg4i, dg4i, ceg4i, acfg4i, abcefg4i, adefg4i, cef2g4i, bg5i, eg5i, afg5i, abefg5i, ef2g5i, hi, ab2dhi, ab2d3hi, acehi, abdehi, abd3ehi, cfhi, defhi, b2defhi, d3efhi, b2d3efhi, adf2hi, ad3f2hi, acef2hi, abghi, aeghi, befghi, aef2ghi, aceg2hi, cfg2hi, acef2g2hi, aeg3hi, fg3hi, aef2g3hi, aceg4hi, cfg4hi, acef2g4hi, ah2i, adh2i, adeh2i, df2h2i, h3i, ai2, b2i2, b4i2, c2i2, aei2, bc2ei2, ae2i2, bfi2, abc2fi2, befi2, ac2efi2, f2i2, c2f2i2, abcgi2, acegi2, ab2cegi2, afgi2, ab2fgi2, bcefgi2, acef2gi2, g2i2, b2g2i2, c2g2i2, beg2i2, bc2eg2i2, abfg2i2, abc2fg2i2, ac2efg2i2, f2g2i2, c2f2g2i2, abcg3i2, aceg3i2, ab2ceg3i2, afg3i2, ab2fg3i2, bcefg3i2, acef2g3i2, g4i2, b2g4i2, beg4i2, abfg4i2, f2g4i2, aceg5i2, afg5i2, ab2hi2, abehi2, efhi2, b2efhi2, af2hi2, aeghi2, acfghi2, befghi2, cef2ghi2, efg2hi2, af2g2hi2, aeg3hi2, acfg3hi2, cef2g3hi2, efg4hi2, af2g4hi2, ah2i2, b2h2i2, beh2i2, e2h2i2, abfh2i2, aefh2i2, ab2efh2i2, f2h2i2, h3i2, abeh3i2, ae2h3i2, bfh3i2, efh3i2, af2h3i2, ci3, b2ci3, b4ci3, adi3, ab2di3, ab4di3, bcei3, abdei3, ce2i3, abcfi3, bdfi3, acefi3, ab2cefi3, defi3, b2defi3, cf2i3, adf2i3, abgi3, abc2gi3, ab2egi3, ac2egi3, fgi3, b2fgi3, c2fgi3, bc2efgi3, aef2gi3, ac2ef2gi3, ag2i3, bfg2i3, acefg2i3, cf2g2i3, abg3i3, ceg3i3, fg3i3, c2fg3i3, aef2g3i3, ac2ef2g3i3, ag4i3, bfg4i3, cefg4i3, abg5i3, fg5i3, aef2g5i3, hi3, dhi3, b2dhi3, bdehi3, ace2hi3, abdfhi3, cefhi3, adefhi3, ab2defhi3, acf2hi3, df2hi3, bghi3, eghi3, afghi3, abefghi3, ef2ghi3, eg3hi3, afg3hi3, ah2i3, adh2i3, defh2i3, adf2h2i3, h3i3, ai4, b2i4, b4i4, bei4, e2i4, abfi4, aefi4, ab2efi4, f2i4, abcgi4, acegi4, ab2cegi4, cfgi4, b2cfgi4, bcefgi4, acef2gi4, g2i4, beg2i4, abfg2i4, aefg2i4, f2g2i4, hi4, ab2hi4, abehi4, ae2hi4, bfhi4, efhi4, b2efhi4, af2hi4, ceghi4, acfghi4, cef2ghi4, ah2i4, b2h2i4, beh2i4, e2h2i4, abfh2i4, aefh2i4, ab2efh2i4, f2h2i4, h3i4, abeh3i4, ae2h3i4, bfh3i4, efh3i4, af2h3i4, ai5, bci5, b3ci5, adi5, b2di5, b4di5, cei5, b2cei5, adei5, acfi5, ab2cfi5, bdfi5, abcefi5, bdefi5, df2i5, cef2i5, bgi5, b2egi5, fgi5, ab2fgi5, efgi5, hi5, ab2dhi5, acehi5, abdehi5, cfhi5, defhi5, b2defhi5, adf2hi5, acef2hi5, abghi5, aeghi5, befghi5, aef2ghi5, ah2i5, h3i5, ai6, b2i6, aei6, ae2i6, bfi6, befi6, f2i6, abcgi6, acegi6, ab2cegi6, afgi6, ab2fgi6, bcefgi6, acef2gi6, g2i6, beg2i6, abfg2i6, f2g2i6, abehi6, efhi6, af2hi6, aeghi6, acfghi6, befghi6, cef2ghi6, ci7, bcei7, ce2i7, abcfi7, acefi7, cf2i7, abgi7, fgi7, aef2gi7, ag2i7, bfg2i7, hi7, ace2hi7, cefhi7, acf2hi7, eghi7, afghi7, ef2ghi7}

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

Monoid Structure

Idempotent  |G|  |Arch|
122
b4460
b2c2 *82676
d2814
b4d28268
e244
d2e21628
f288
d2f23256
g4820
f2g41640
h246
e2h2812
f2h21624
i4814
b4i416332
e2i41628
f2i43256
h2i41634
e2h2i43268
f2h2i464136