Details Page for 0.3656

Complete Solution is Known:

MSV File: q-0.3656.msv

Growth Pattern:

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Details for Q₃₈₈(0.3656):

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 1 b a ab b c ac bc c abc d ad b ab ab² b cd acd abc c ac abc c d b ab abd b ab² cd acd bcd abc abd e bd d ad b ab bcd acd c ac bc abc d bd ad d e ae acd bcd cd c ce ace d abd ad d abd e ae cd acd bcd ce ace bce abd d ad abd e bcd acd cd bcd acd bce b bd d c ac e abc acd cd bcd acd ace ab b d ad c e ac c be acd ce ace b ce bce ad d abc ae bcd be abe ab² abce b ab abd de ade abc be e ae cde bcde abcde ab ce ace de bde abc f af bf be cde bcde cf acf bcf bde acd abde abc f abd c cde d acde cf bcd de ade cd acd abc f abd bd ad d cf acf bcf bcd acd de ade f af abd bd be abd cf acd acf ce de abce f af abd cde ae be abe bcd abcd ade de ace ce abd f af abcde acde e ae be abc acf df ce b abd af abf cdf be abc e c acf ce ace ab b bf ab² abf e c bc abc bcf abcf ace ce ab² b bf acd af c ac abc adf aef ace ce bce abce bef acd bcd e ae be bcef acde d abd ce ace de acd cd bcd bf ae cde abd d cf abd df de acd cd bcd acd f cef bd d acde cf acf de acd cd de f af abef d ad abd d abc cf acd cd bcd acd f af cde d ad abd cf acf de adf ef acd bf ace abcde bcde acdf abd abc e be acf adf bcd abce abef ce af cdf cef abc e be abcf df adf aef ab ce abf acdf abcdf abc abd e adf bdf abcf aef b ab ace acdf abcdf abc cef e ae df abdf bdf ab² ab aef abcdef acdf ae abc e acef d bcde bd b ab bef acd bcd abcf abcd f acef abcef g cde adf ef aef bcd bef acd bcef cef af f d bd abd g acdef cf cd bcd de abg g af d abd bd adg ef bef cf bcd acd acdef g acef abd bd cde def bef g df cd ef acd ace abg d bf def cde ae be acd df cdef de ce ace abce abdef bcef g cdg abe acd abcdef df cdef bce ace abce abdef bdef bcdf ae abe acg ae abcdef bef ce ace bce adg abcdg cdf bdef abc e acde bcg cde bdf ef ce ace bg bcg adef ae be acg abeg abcde cde ab bce abce ce ade bde bf bcef abcef eg acde bcde cde ef bcf acf de ade bde cef f acef acde cde bcde acde acf abcf bde de abde cef bcef af abf cde bcde aef cf acf abde de ade abde acg f abf cde acde bcde abc cf ef de ade abde acg deg def acde cde bcde eg acg bef abde ade bdf abde aceg abceg def cde acdf adg acg bcg adf acf df adf bdf bceg bdef cdf abcdf abe acg adg cdg bdf adf df ab g ag cdf adef acdf abc cg acg bcg df adf bdf bcf cf g abg cdf ae bcd acg bcg abeg df bd ce abcf bdg abcdg ae abcd e bf abcef aeg bdg ce ace bcf acf g ae abcdg be acef f bf bdg adg ce cf acf abef adeg abcdg cdg abf f af acg adg bcf abcf cf de ade abcdg bcdg adeg f cde bcdeg bcg adg acf bfg bde de abcdg bcg bceg acef f bd adg cdeg abeg abcdeg cf bde adf cdef abfg bf acde bcde acdf cdf def abeg acg bde df adf ef g cde bcde bfg def abe aeg acg cg acdef df bdf g abg aceg bcdf bdef cdf cef bcg cg bcfg cf df abdf aef g abg cdf acdf bcdf cef cg abdf acg df abce ab² ef bef aceg bdeg bc abc abd bcef acg bcg ab² ab b abcd bcfg bcdf abc bc ac af bcg adg ce ab² ab abcd abcf cdg abcdg acef cef bcef abd bcg adg bdg ef abcd acd bef abcdef abcdg abf bcef abcef bdef abdef adg bfg abef ef bcd bcdef cdg bceg abceg bd abd def acdeg adg bcg acd cd abcd cdef abdf abdeg bd ad cdf def abcdeg acg cg cd bcd df acdef abdf g d cde c def acg bcg bcd cdef acdef bdf abcdef g abg ceg def abc cdf abcef bcg bcdef cdef acdef efg abcdefg g bceg bdef c cdf aeg cg bf b ab² ab abce g bcf abg adef c e f af cdeg bcdef b bce cf acf abcfg abc c ac af bf beg b ab adg cf bcf aef g bc cdg acef bf af abcg b adg aef cf abcf abdfg cdg abc acef f abf af cdf acdf ef acf abde cf bdf abdf cdg cef acde abcde e bcdf adg aeg de acd ade deg acef g acde bcde acdf cdf bcdf acg acd de abde df bdf cdg bcde cde acde bcde acdf fg cd acd de ade df acdg cdg g abcde cde abe cdf bcg abcg df bde bce bcf abg g ag cde be acdf abf acg cg bcg abce ce abdf aceg bg abg bcde abc af beg acg cg fg ce abce bcf ef ag g cdg abe f cef afg abcdeg ce

Monoid Structure