Details Page for 0.7364

Complete Solution is Known:

Period:  
Preperiod:  
Quotient Size:   2052
P-Portion Size:   2
Tame?   No

MSV File: q-0.7364.msv

Growth Pattern:

Heap   Q-Size   P-Size
121
262
582
7122
12202
58362
126682
2771322
6462602
14055162
322110282
704420522

(Click on a heap to see details)

Details for Q277(0.7364):

Q = <a,b,c,d,e,f,g,h | a2=1, b3=b, bc=ab, c2=b2, b2d=d, cd=ad, d2=b2, b2e=e, ce=ae, e2=b2, b2f=f, cf=af, f2=b2, b2g=g, cg=ag, g2=b2, b2h=h, ch=ah, h2=b2>

P = {a, b2}

Phi = 1 a b ab 1 c b d ad ab abd c e ab ad ae b ab2 ad ab b ab2 abd bd ad d b abe e bd be d e bd bde ae b d ad bd abd ab2 b be ad ab2 abd bde ad de abde d ade ab ad d abd ab2 f de b d ade bde be e bf bde f af bf df ade ab abde ab2 abd d adf bdf be af adf abf bf af abdf bde f de b ab2 abd bdf adf ae ef abe e aef be df e bde abd ae bf abe adf bdf bf abef e abf abdef ae bf abe ade aef be af e ab2 be ab g abe bef d be bdef e ab2 be ae ad bde e ab2 be df ade aef abd ae g abe bg def be df adef abe abde aef bf bde ade ab2 abdf bd g abe b aef bf bdef adef de adg ab ef abf abd bdg ad bg abdg ab2 eg bdg ef dg abdef ag adef abef bg dg abdef abef adef dg b deg eg df ade aef abdef bdef eg ag be afg ef bd abdg d dfg abeg adef aef bef efg ad abef bg ae eg abe adef dg abd aef df abef be ab2 adg bdeg ad deg abdef abeg afg bdef bf de eg abg ad df bef d f dg bf def abd bde ef bdef abde abe ade dg abde g e bde ad df adg abf ef aeg be def e bdef bg de bfg bdf ade h bf dfg ah bdf befg efg bfg bdeg f h bf ae ade abe abdg ae abdfg abg e deg abdf af e bde bf de adeg bde e h be de f abe bg af be abefg abd afg be bdeg adef abe abdef af abde abef adf dg abdf ab h bde b de abde abh abdefg adh bf bdefg e bde abdef df be bdf f ab2 abdf de adef bde abdef de bf bdeg abh aef bdh bdeg ef dg abeg adh ad abh abdeg h abd bdeg adef bde abd ab2 abde abef abdfg ab2 abh de f deg bef d bf ab bg aeg abh abg ef eh b aefg adfg deh bg aef abd ab ah abh bef ab2 fg abef deh ab2 adeg bdg adef ag bf abg befg abef bf def b abef ef dfg bfh adh adf abef abdg d e h adef df abd bde ad bdef bg ab2 adfg adh bg df bdeh ab2 deh bdef be df g adh abdf afg b h adeg bdfh bf af b bde bfg ae abdf d fg abfh abdf bdh eg bdf deh afg bdeh bdf abh dg bf adeh g bdf abdg ab bfh bde ade adh bf df g abf befg dg abdf abg deh aefg bg bdefh efh abdh abh af dfh abefg bfh defg abde bdefg deh bdf bdefh df bf abh e h bf de adfg adfh abdefg df abde abeg gh dg abd af adg bde dgh afh be bdg adf ag bgh bd aegh begh afh abdfh bf beh f d afh abdegh gh abh abdg adh bf bdef aegh defg fgh df g abdeh bg bfh adef bdef h aef dfh af ef fh abdef aef adef bdeg abfgh aef aeh abeg efgh adfh b efh g abef bfg aef afgh abeg ad fgh beg agh adeg abef aegh def abh abg bdefh ag abdeg adh g de abdegh defg dfh abdfgh adef ab b aegh deh abgh be dfg abdef bdef ef aeg abdefg gh eg bdef abdg aeg bef abeg adef dfg abh abe adfg efgh bf abdh abd bdf ef ab abde bde f bdef be eh

Monoid Structure

Idempotent  |G|  |Arch|
122
b2 *128130