Details Page for 0.3773

Complete Solution is Known:

Period:  
Preperiod:  
Quotient Size:   1026
P-Portion Size:   2
Tame?   Yes

MSV File: q-0.3773.msv

Growth Pattern:

Heap   Q-Size   P-Size
121
262
4102
14182
72342
141662
3621302
8762582
22545142
553710262

(Click on a heap to see details)

Details for Q362(0.3773):

Q = <a,b,c,d,e,f,g | a2=1, b3=b, b2c=c, c2=b2, b2d=d, d2=b2, b2e=e, e2=b2, b2f=f, f2=b2, b2g=g, g2=b2>

P = {a, b2}

Phi = 1 a b ab c ac ab2 bc b ab c ac bc abc d ab2 b bd ab bc ac c bd b bc ab2 ac c b d ab2 bd abd bc ac ad c bd abd ab ad c ab2 bc b d c ac bc abc cd d b bd abc cd ac c ab b d ab2 ac bcd abcd d ad bd abd abcd ac ad e bd ae be c ac bc abc ad ab ac abd bcd bc cd d b bd e cd ae c bd b d e bcd abcd ade d ae ad abd abcd acd ce e abd ae ad ac ade abcd e ad d cde abd bce bc cd d ab bd e cd c bcd abe b d e bcd ac c d ae bd e f c ac abce ab2 ae ad e f abc abce abde b ab abcde cde cd e f ab af ab2 cd c bd abe f ab2 ae abce ac c f ae bd abce abf c ac bcd bd ae ab e abcd bc abc cde ad ab be f bc e abde ab ad ab2 cde abc c abe ac ab2 bd abce bc f ae df bd adf cde ace bcd bc abde ae ad abcd abcde c cd e cde abf ab f bc ae abde ab ad f cde bc acde ac f ad abf bf cd c f ae abd bf cf acde bcd abcd abde ab2 acde aef abcf bcd abc e abd ab abcf acde cd bc bf e ab d cde bc c ac f ad bd bf cde acd bcd ae abd cde acf abcdf bcd abcf abde acde f b bcf bcd c cf ef bd cdf d cd cde abc ef ad ab abdf bc ac be de ad bd abd df c bcd abdf abd ad df abe f abcde abf def bcdf ace c ac acd bc abd be ce cdf cde bcd abcdf ef ad d abdf abce bc abf be ab b ab2 ace adef abe f abde ae acf abe abcde c e g abf bdf bcf abcf acef bc bd abdf ce b bef bc abef ac def d acef abce cde abf g abe bdef ab2 acdef abc abcd ac def ad abd abcef f c e bf bd bcdf ad acde acdf bef abcdf acef d g abef bce bde c be bd bcef cef cde acdf def abdf ad ae g abcdef bcde be ae bf abce bcef cde ac g abf abd bcdf abg acde abcf bf abcdf abg d abcde g bc acf ef bcef d g abg cde bdef bf g af cdf bcdef abc g bcg abcg e acde bcdf abcde ce g abc abde abdg abcg g ag bc abcdf df d b bc abce ce ae g abe bcef acde cde bcd g ad bcg ab2 cde bcde abdef ac af e bde bcef ac cdf g bef abde abg abcg bcde g abdg def abg aef b g e c aef eg abe bd cde dg abcdf def abe f cdg bcdef bcde g c bdef bd abde abdg ad ac bcd abde ae df abcg cdg abcd bc abdg abeg g abcde bcdg abce cde bf be bcdg g ae cde abcdf abe c bceg dg ab2 abeg cde c abcd acdg abde cde cef ce acdf abcg ae e adg abcdef cde acde e acg be abcg bcef acde acd abde be abe bdg abeg abd bc adeg ac e dg abcdef bdg abdg g adef bde bd cde g bcef abcde deg ae abeg be bcef bfg c acg abcdf abf d bfg acef cde bf abcg beg d acdeg ceg abcdf bcdg ef be bde acdeg acde abeg g bdef abde e def g deg ac f e abcdf acg bcef abcdeg acde def ceg bd d ad acef abcdf abcef abg ade cdf g aceg bg beg aef f abdef e bd acg bcde abe bdef e abd dg bcef bcg abfg bc e abcef bcef ce acdeg cfg ceg bf bcfg acdf afg abce bc abfg c af g bcdf cde bcdeg f abdf bdef bd acef acg fg f abcg e ab2 bcdf bcdeg c bdef def bde abd bcef acdf ceg abeg abc bg e ad acdeg abce cde ae afg g bcef acef cde bcdeg adg bdef acdfg bfg adef acde bcde bcef g e acdg bcdf abdg bcde cdf cdfg deg abeg bcfg cdf bcde abd abcdfg def e acfg bcef abcdf abeg adf ac f abdf bdfg acd adfg cdfg be ad bdeg cef afg abce bdfg bfg aefg abd bcdef cde c aeg cfg e bcdf d ac bcde dfg abeg def abe g bcef acfg bce ceg acdfg abd abcf bdeg cde acef cdefg abdef bcg abcg bdeg bc ace abcefg bdef ae abc abcdf abcg c g cefg abef abcdf f bcde abcef cde adeg e fg bcef abcf abdg cde adf ceg bdef abcg abdfg cde bc acdfg c af cfg bc bcdf cde abeg cefg cfg abc bd acef f bcef bcdfg bf adef adefg ag abcde bfg acd e

Monoid Structure

Idempotent  |G|  |Arch|
122
b2 *128128