# kind=bigcf seed=32 samples=40000 ; outcome counts: {True: 40000}
# (True = completely periodic, proved by exact induction with tiling certificate; False = induction not finished)
# families per pair: {2: 40000} ; families with m1 != m2: 0 ; largest G-period: 252000210378378252315315000168 (30 digits) ; largest N: 9000007 ; max induction steps: 3509338000055
largest: (D,p,q,Qd,n0,g)=(0, 7, -1, 21, 17, 21) N=3 fams(m1,m2,v,n,P)=[(252000210378378252315315000168, 252000210378378252315315000168, 80000068120120082102100000055, 204000170306306204255255000136, 548000454822822544681685000362), (126000105189126126105063000021, 126000105189126126105063000021, 40000034060040041034020000007, 102000085153102102085051000017, 548000454822548544454274000090)] steps=3509338000055
largest: (D,p,q,Qd,n0,g)=(0, 1, 1, 11, 7, 11) N=8 fams(m1,m2,v,n,P)=[(66000055099066066055033000011, 66000055099066066055033000011, 8000006012008007006004000001, 42000035063042042035021000007, 316000266474316320266158000054), (132000110198198132165165000088, 132000110198198132165165000088, 16000012024024014018020000009, 84000070126126084105105000056, 316000266474474320399395000214)] steps=2503335000046
largest: (D,p,q,Qd,n0,g)=(0, 4, -4, 7, 43, 35) N=2 fams(m1,m2,v,n,P)=[(21000017531552521043807750035, 21000017531552521043807750035, 8000008012020010020022000017, 25800021538764525853820950043, 103600081155659095802784900158), (21000017531447520956150249930, 21000017531447520956150249930, 8000008011980009979961999967, 25800021538635525746127449914, 51800040577570547698503949840)] steps=611667420132
largest: (D,p,q,Qd,n0,g)=(0, 2, -6, 3, 23, 30) N=4500003 fams(m1,m2,v,n,P)=[(6000005009045006037561500040, 6000005009045006037561500040, 1333333335343333333347, 4600003840267837962130483364, 16600011191691179350586816750), (12000010018000011999987999990, 12000010018000011999987999990, 2666666670666666666664, 9200007680466675866657466659, 66400044766266717066600266622)] steps=435148824585
largest: (D,p,q,Qd,n0,g)=(0, 1, -3, 1, 9, 22) N=3000002 fams(m1,m2,v,n,P)=[(4000003339285337293257333282, 4000003339285337293257333282, 1333333335317333333308, 1636365002434910710877999979, 19272738028677829325451999854), (4000003339351337348356333348, 4000003339351337348356333348, 1333333335339333333341, 1636365002461910733418500006, 9636369014497914751464500020)] steps=48392154309
largest: (D,p,q,Qd,n0,g)=(0, -98, 295, 2836, 43, 456) N=8508 fams(m1,m2,v,n,P)=[(14160011821248637896, 14160011821248637896, 1664153669634056, 1335264272617744363, 59303919215551504086), (13224011039832921696, 13224011039832921696, 1554150291470495, 1247001041036876388, 27691914820119778790)] steps=175422404
largest: (D,p,q,Qd,n0,g)=(0, 2, -2, 56, 9, 35) N=41 fams(m1,m2,v,n,P)=[(3360002804998003325, 3360002804998003325, 80000080119000099, 864000721285200855, 14848012342086414614), (840000701260000840, 840000701260000840, 20000020030000025, 216000180324000216, 1856001542784001846)] steps=70001580120
largest: (D,p,q,Qd,n0,g)=(0, 0, 1, 40, 7, 30) N=120 fams(m1,m2,v,n,P)=[(1500001252190001450, 1500001252190001450, 12500006268250006, 350000292177667005, 6650005568042339786), (720000601080000720, 720000601080000720, 6000003009000003, 168000140252000168, 1596001336394001602)] steps=69632123
