Details Page for 0.5333

Complete Solution is Known:

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

MSV File: q-0.5333.msv

Growth Pattern:

Heap   Q-Size   P-Size
121
362
5102
26182
125342
263662
6981302
17322582
39105142
958810262

(Click on a heap to see details)

Details for Q263(0.5333):

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

P = {a, b2}

Phi = 1 a a b b c 1 ab2 ab b c c b2 ab b ac ab2 bc ab b b2 ac bc ab ab2 ab2 d bc c ac b2 d ab c ab2 ad b b b2 ab2 abc ab ab c bc abc d b b2 abd bc c c ab2 ab2 abc ac c ad cd bc ac c acd b b abd ac c bc ab bd ac abc bc ab b2 ab2 abc bc bd ac b2 abc bc c ab2 d abc bcd b2 ad abd b ab2 c ac abc bd bd b2 bc bc c ab2 d ad abc abc b d ad bc abc c d bd abcd bcd ac ad ab b2 c ac e bc ab2 b2 ab abc bd ab2 d b bcd b2 abd ab b e ac ac d b e ae acd d bc bd bd cd abc ae abd ab2 d be abc bd ad ab abcd abd e ad b b2 abcd ac c be ab ae e abc ad bd abd ce acd bcd bd bd e abc bcd abd ab2 e de abcd abce cd ab ad bcd c be abc de bd ac bc e bcd bce abce ae abcd bcd bce ab be bc bcd ae ab ab2 abcd de ac c ace abcd abcd cd ade be ab2 bce cd ade abcd abe abde acd abc bcd cde ad ab2 abc bd c ae be abd bcd e acd cde abd bde ac acd be abd ab cd acd bd f ad d cde ac bcde b e bd abcd bde ae abd bd be f ae b2 bd af ad abc abd abcde d ad ade bcd abcde be ad ace abc acd d abe af ade abcde abcde f bd bf abe bc af abd b ab cd abcd bd abd d ab2 bcd be bf d af f abf abf ab abd bd bc abc ae abd bd bc cd ac abd bd bf abcd c bce abe ab d bcd abde acd be ae c abc cd ace ce abd abf abc de af cde b e ac f af bc ab2 c c df abf d ae abcd abc be e abd af bc ac e f bcf bc cd e abcde d abf ade ae b d bdf c bcd be bf bf c ce abc abf acde abd df abc bf c f ab bde bf c bd ab be abf c f d b2 ce c bc abe ab2 ae f acd abc bdf abd ab de c acf cf b abcde c ac ae bcf abcde abe ac cd b abcf ab2 af abc bc b ab2 cf abc bdf bcdf ab2 df bc abce c acf b ab abf c cde b de bdf ac acd be cdf bde cf f b abf bd d af bc bdf acf b df abcf c ac d ab bdf acd cd abcde ad ab2 bdf bc abc abce ab2 af acd abc de abdf bd bc bc ac ef acf ab bcdf ac ae acde abef abd abdf ac e abce ab2 cf cd bf abe bdf b2 ae cde bc af ad b abf abcf af af b bd bcd ac abc ad bcf b2 ae cd df abd d acdf bc ef abcdf acef af acdf ac bdf cf b cdf bcf abc ade acdf bef bcdf bcd ad adf abce abcdf aef abc acdf acef ace acd ab abce c bdef d acdf ae c ef ad b abde acef cef ace adef cdef abdf bc ab bef bd acf bc def abd bcdf ad abcef bcd bcd abcdf ad abcef abcf bcd bcdf ad bd bf acd ae cdf abd bd cef bc c abcf ab2 cef adf cdf c abcdf bcdf adf abc abcd abdf cde cde bd abe ce ae acdf b2 abcdf cd ade def c abcde acd be abde abd bcf de abcd abcd bdf abef df cdf bc af acdef d be abcd abdef cd cdf abd abd acd acd acdf abcdf bdf cde e abf abcdf d

Monoid Structure

Idempotent  |G|  |Arch|
122
b2 *6464