Details Page for 0.2206

Complete Solution is Known:

Period:  
Preperiod:  
Quotient Size:   6312
P-Portion Size:   784
Tame?   No

MSV File: q-0.2206.msv

Growth Pattern:

Heap   Q-Size   P-Size
221
362
10123
17245
21487
248010
2711213
286312784

(Click on a heap to see details)

Details for Q28(0.2206):

Q = <a,b,c,d,e,f,g,h | a2=1, b4=b2, b2c=ab3, c2=1, d2=1, b3e=be, bce=ab2e, b2e2=e2, ce2=abe2, e5=e4, b3f=bf, bcf=ab2f, b2ef=ef, cef=abef, b2f2=f2, cf2=abf2, e3f3=e2f3, f5=af4, b3g=bg, bcg=ab2g, b2eg=eg, ceg=abeg, e4g=be4, b2fg=fg, cfg=abfg, e2f3g=be2f3, b2g2=g2, cg2=abg2, ef3g2=ef3, f4g2=f4, f3g5=f3g3, g7=g5, b2h=h, ch=abh, e2f4h=abe2f4, ef3gh2=bef3h2, f4gh2=bf4h2, f4h3=abf4h2, e4f2h4=e4f2h2, e2f3h4=e2f3h2, e4h5=e4h3, ef3h5=ef3h3, f3g2h6=f3h6, e3h8=e3h6, f2h8=f2h6, h9=h7>

P = {a, b2, ac, d, cd, be, e2, e3, e4, bf, ef, ae2f, ae3f, ae4f, f2, aef2, e2f2, e3f2, e4f2, af3, ef3, ae2f3, f4, aef4, e2f4, bg, eg, be2g, be3g, fg, aefg, abe2fg, abe3fg, af2g, ef2g, be2f2g, be3f2g, f3g, aef3g, af4g, ef4g, g2, aeg2, e2g2, e3g2, afg2, efg2, ae2fg2, ae3fg2, f2g2, aef2g2, e2f2g2, e3f2g2, af3g2, ag3, eg3, be2g3, be3g3, fg3, aefg3, abe2fg3, abe3fg3, af2g3, ef2g3, be2f2g3, be3f2g3, f3g3, g4, aeg4, e2g4, e3g4, afg4, efg4, ae2fg4, ae3fg4, f2g4, aef2g4, e2f2g4, e3f2g4, af3g4, ag5, eg5, be2g5, be3g5, fg5, aefg5, abe2fg5, abe3fg5, af2g5, ef2g5, be2f2g5, be3f2g5, g6, aeg6, e2g6, e3g6, afg6, efg6, ae2fg6, ae3fg6, f2g6, aef2g6, e2f2g6, e3f2g6, ah, aeh, abe2h, abe3h, abe4h, abfh, bdefh, de2fh, be3fh, be4fh, bdf2h, def2h, abe2f2h, abe3f2h, abe4f2h, df3h, adef3h, be2f3h, adf4h, def4h, abgh, abegh, ae2gh, ae3gh, bdfgh, defgh, bde2fgh, e3fgh, df2gh, abef2gh, ae2f2gh, ae3f2gh, adf3gh, bef3gh, df4gh, abef4gh, bdg2h, deg2h, abe2g2h, abe3g2h, dfg2h, adefg2h, de2fg2h, be3fg2h, adf2g2h, def2g2h, abe2f2g2h, abe3f2g2h, df3g2h, dg3h, abeg3h, ae2g3h, ae3g3h, adfg3h, befg3h, e3fg3h, df2g3h, abef2g3h, ae2f2g3h, ae3f2g3h, adf3g3h, adg4h, deg4h, abe2g4h, abe3g4h, dfg4h, adefg4h, be2fg4h, be3fg4h, adf2g4h, def2g4h, abe2f2g4h, abe3f2g4h, df3g4h, dg5h, abeg5h, ae2g5h, ae3g5h, adfg5h, befg5h, e2fg5h, e3fg5h, df2g5h, abef2g5h, ae2f2g5h, ae3f2g5h, adg6h, deg6h, abe2g6h, abe3g6h, dfg6h, adefg6h, be2fg6h, be3fg6h, adf2g6h, def2g6h, abe2f2g6h, abe3f2g6h, h2, eh2, e2h2, e3h2, e4h2, bfh2, adefh2, be2fh2, ade3fh2, ade4fh2, f2h2, bef2h2, e2f2h2, e3f2h2, e4f2h2, af3h2, abef3h2, ae2f3h2, f4h2, bef4h2, bgh2, begh2, be2gh2, be3gh2, fgh2, abdefgh2, e2fgh2, abde3fgh2, bf2gh2, ef2gh2, be2f2gh2, be3f2gh2, abf3gh2, g2h2, abdeg2h2, e2g2h2, e3g2h2, afg2h2, efg2h2, ae2fg2h2, f2g2h2, bef2g2h2, e2f2g2h2, e3f2g2h2, af3g2h2, bg3h2, eg3h2, be2g3h2, be3g3h2, abfg3h2, aefg3h2, e2fg3h2, ade3fg3h2, bf2g3h2, ef2g3h2, be2f2g3h2, be3f2g3h2, abf3g3h2, g4h2, beg4h2, e2g4h2, e3g4h2, afg4h2, abefg4h2, ae2fg4h2, abde3fg4h2, f2g4h2, bef2g4h2, e2f2g4h2, e3f2g4h2, af3g4h2, bg5h2, eg5h2, be2g5h2, be3g5h2, abfg5h2, aefg5h2, abe2fg5h2, ade3fg5h2, bf2g5h2, ef2g5h2, be2f2g5h2, be3f2g5h2, g6h2, beg6h2, e2g6h2, e3g6h2, afg6h2, abefg6h2, ae2fg6h2, abde3fg6h2, f2g6h2, bef2g6h2, e2f2g6h2, e3f2g6h2, ah3, aeh3, ae2h3, ae3h3, ae4h3, abfh3, abefh3, abe2fh3, abe3fh3, abe4fh3, bdf2h3, aef2h3, bde2f2h3, bde3f2h3, bde4f2h3, df3h3, def3h3, de2f3h3, abgh3, abegh3, abe2gh3, abe3gh3, bdfgh3, aefgh3, bde2fgh3, ae3fgh3, af2gh3, abef2gh3, ae2f2gh3, de3f2gh3, bdf3gh3, bdg2h3, aeg2h3, bde2g2h3, ae3g2h3, dfg2h3, bdefg2h3, de2fg2h3, abe3fg2h3, abf2g2h3, aef2g2h3, abe2f2g2h3, bde3f2g2h3, df3g2h3, ag3h3, abeg3h3, ae2g3h3, abe3g3h3, bdfg3h3, defg3h3, abe2fg3h3, de3fg3h3, af2g3h3, abef2g3h3, ae2f2g3h3, ae3f2g3h3, bdf3g3h3, abg4h3, aeg4h3, abe2g4h3, ae3g4h3, dfg4h3, bdefg4h3, de2fg4h3, bde3fg4h3, abf2g4h3, aef2g4h3, abe2f2g4h3, abe3f2g4h3, df3g4h3, ag5h3, abeg5h3, ae2g5h3, abe3g5h3, bdfg5h3, defg5h3, bde2fg5h3, de3fg5h3, af2g5h3, abef2g5h3, ae2f2g5h3, ae3f2g5h3, abg6h3, aeg6h3, abe2g6h3, ae3g6h3, dfg6h3, bdefg6h3, de2fg6h3, bde3fg6h3, abf2g6h3, aef2g6h3, abe2f2g6h3, abe3f2g6h3, h4, eh4, e2h4, e3h4, e4h4, bfh4, befh4, be2fh4, be3fh4, be4fh4, f2h4, ef2h4, e2f2h4, e3f2h4, af3h4, abdef3h4, bgh4, begh4, be2gh4, be3gh4, fgh4, efgh4, e2fgh4, e3fgh4, bf2gh4, bef2gh4, be2f2gh4, be3f2gh4, f3gh4, g2h4, eg2h4, e2g2h4, e3g2h4, bfg2h4, adefg2h4, be2fg2h4, be3fg2h4, f2g2h4, ef2g2h4, e2f2g2h4, e3f2g2h4, af3g2h4, bg3h4, beg3h4, be2g3h4, be3g3h4, fg3h4, abdefg3h4, e2fg3h4, ade3fg3h4, bf2g3h4, bef2g3h4, be2f2g3h4, be3f2g3h4, f3g3h4, g4h4, eg4h4, e2g4h4, e3g4h4, afg4h4, ae2fg4h4, abde3fg4h4, f2g4h4, ef2g4h4, e2f2g4h4, e3f2g4h4, af3g4h4, bg5h4, beg5h4, be2g5h4, be3g5h4, fg5h4, adefg5h4, e2fg5h4, ade3fg5h4, bf2g5h4, bef2g5h4, be2f2g5h4, be3f2g5h4, g6h4, eg6h4, e2g6h4, e3g6h4, afg6h4, abdefg6h4, ae2fg6h4, abde3fg6h4, f2g6h4, ef2g6h4, e2f2g6h4, e3f2g6h4, ah5, aeh5, ae2h5, ae3h5, abfh5, abefh5, abe2fh5, abe3fh5, bdf2h5, aef2h5, bde2f2h5, bde3f2h5, df3h5, abgh5, abegh5, abe2gh5, abe3gh5, afgh5, aefgh5, ae2fgh5, ae3fgh5, abf2gh5, abef2gh5, de2f2gh5, de3f2gh5, bdf3gh5, ag2h5, aeg2h5, ae2g2h5, ae3g2h5, abfg2h5, abefg2h5, abe2fg2h5, abe3fg2h5, bdf2g2h5, aef2g2h5, bde2f2g2h5, bde3f2g2h5, df3g2h5, abg3h5, abeg3h5, abe2g3h5, abe3g3h5, bdfg3h5, aefg3h5, bde2fg3h5, de3fg3h5, af2g3h5, abef2g3h5, ae2f2g3h5, ae3f2g3h5, abf3g3h5, bdg4h5, aeg4h5, bde2g4h5, ae3g4h5, dfg4h5, defg4h5, de2fg4h5, bde3fg4h5, abf2g4h5, aef2g4h5, abe2f2g4h5, abe3f2g4h5, bf3g4h5, ag5h5, abeg5h5, ae2g5h5, abe3g5h5, abfg5h5, bdefg5h5, abe2fg5h5, de3fg5h5, af2g5h5, abef2g5h5, ae2f2g5h5, ae3f2g5h5, abg6h5, aeg6h5, abe2g6h5, ae3g6h5, bfg6h5, defg6h5, be2fg6h5, abf2g6h5, aef2g6h5, abe2f2g6h5, abe3f2g6h5, h6, eh6, e2h6, e3h6, bfh6, befh6, be2fh6, be3fh6, f2h6, ef2h6, e2f2h6, e3f2h6, af3h6, bgh6, begh6, be2gh6, be3gh6, fgh6, efgh6, e2fgh6, e3fgh6, bf2gh6, bef2gh6, be2f2gh6, be3f2gh6, f3gh6, g2h6, eg2h6, e2g2h6, e3g2h6, bfg2h6, befg2h6, be2fg2h6, be3fg2h6, f2g2h6, ef2g2h6, e2f2g2h6, e3f2g2h6, bg3h6, beg3h6, be2g3h6, be3g3h6, fg3h6, efg3h6, e2fg3h6, ade3fg3h6, bf2g3h6, bef2g3h6, be2f2g3h6, be3f2g3h6, g4h6, eg4h6, e2g4h6, e3g4h6, bfg4h6, befg4h6, be2fg4h6, abde3fg4h6, f2g4h6, ef2g4h6, e2f2g4h6, e3f2g4h6, bg5h6, beg5h6, be2g5h6, be3g5h6, fg5h6, efg5h6, e2fg5h6, ade3fg5h6, bf2g5h6, bef2g5h6, be2f2g5h6, be3f2g5h6, g6h6, eg6h6, e2g6h6, e3g6h6, adfg6h6, befg6h6, ade2fg6h6, be3fg6h6, f2g6h6, ef2g6h6, e2f2g6h6, e3f2g6h6, ah7, aeh7, ae2h7, ae3h7, abfh7, abefh7, abe2fh7, abe3fh7, bdf2h7, aef2h7, bde2f2h7, bde3f2h7, df3h7, abgh7, abegh7, abe2gh7, abe3gh7, afgh7, aefgh7, ae2fgh7, ae3fgh7, abf2gh7, abef2gh7, de2f2gh7, de3f2gh7, bdf3gh7, ag2h7, aeg2h7, ae2g2h7, ae3g2h7, abfg2h7, abefg2h7, abe2fg2h7, abe3fg2h7, bdf2g2h7, aef2g2h7, bde2f2g2h7, bde3f2g2h7, abg3h7, abeg3h7, abe2g3h7, abe3g3h7, afg3h7, aefg3h7, ae2fg3h7, de3fg3h7, abf2g3h7, abef2g3h7, de2f2g3h7, ae3f2g3h7, ag4h7, aeg4h7, ae2g4h7, ae3g4h7, abfg4h7, abefg4h7, abe2fg4h7, bde3fg4h7, bdf2g4h7, aef2g4h7, bde2f2g4h7, abe3f2g4h7, abg5h7, abeg5h7, abe2g5h7, abe3g5h7, afg5h7, aefg5h7, ae2fg5h7, de3fg5h7, abf2g5h7, abef2g5h7, de2f2g5h7, ae3f2g5h7, ag6h7, aeg6h7, ae2g6h7, ae3g6h7, abfg6h7, abefg6h7, abe2fg6h7, abe3fg6h7, bdf2g6h7, aef2g6h7, bde2f2g6h7, bde3f2g6h7, h8, eh8, e2h8, bfh8, befh8, be2fh8, bgh8, begh8, be2gh8, fgh8, efgh8, e2fgh8, g2h8, eg2h8, e2g2h8, bfg2h8, befg2h8, be2fg2h8, bg3h8, beg3h8, be2g3h8, fg3h8, efg3h8, e2fg3h8, g4h8, eg4h8, e2g4h8, bfg4h8, befg4h8, be2fg4h8, bg5h8, beg5h8, be2g5h8, fg5h8, efg5h8, e2fg5h8, g6h8, eg6h8, e2g6h8, bfg6h8, befg6h8, be2fg6h8}

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

Monoid Structure

Idempotent  |G|  |Arch|
188
b2816
e48184
f416176
e2f4 *83008
g61656
f4h281096
e4h4161320
h81664
g6h832384