# kind=cbrt3 seed=21 samples=20000 ; outcome counts: {True: 20000}
# (True = completely periodic, proved by exact induction with tiling certificate; False = induction not finished)
# families per pair: {2: 20000} ; families with m1 != m2: 0 ; largest G-period: 21103984585770 (14 digits) ; largest N: 212408 ; max induction steps: 182502
largest: (D,p,q,Qd,n0,g)=(0, 530, -21, 2090, 137, 190) N=4 fams(m1,m2,v,n,P)=[(21009212663860, 21009212663860, 5023240012043, 15148748078678, 47120693382312), (21103984585770, 21103984585770, 5045899695572, 15217083622371, 94666506805534)] steps=28327
largest: (D,p,q,Qd,n0,g)=(0, -408, 283, 1080, 55, 362) N=6895 fams(m1,m2,v,n,P)=[(3153100592422, 3153100592422, 457282492, 479062244705, 13568697729130), (3150340961804, 3150340961804, 456882273, 478642963810, 6778411122872)] steps=5128
largest: (D,p,q,Qd,n0,g)=(0, -315, 219, 867, 110, 119) N=1016 fams(m1,m2,v,n,P)=[(2469833465092, 2469833465092, 2428971245, 2283039337480, 7217848325174), (2151147444439, 2151147444439, 2115557733, 1988455620910, 6286519394322)] steps=2709
largest: (D,p,q,Qd,n0,g)=(0, 339, -218, 1794, 171, 440) N=72 fams(m1,m2,v,n,P)=[(2033381038040, 2033381038040, 27870687574, 790245812511, 9602533026886), (1654669931200, 1654669931200, 22679855781, 643064905080, 3907045055918)] steps=2705
largest: (D,p,q,Qd,n0,g)=(0, 45, -31, 969, 177, 517) N=3338 fams(m1,m2,v,n,P)=[(1805138673822, 1805138673822, 540728117, 618006857382, 4227202748792), (981625747729, 981625747729, 294045355, 336069163149, 4597465135794)] steps=4681
largest: (D,p,q,Qd,n0,g)=(0, -122, 86, 2122, 1, 325) N=1043 fams(m1,m2,v,n,P)=[(1365763991150, 1365763991150, 1308779739, 4202350742, 2733112773564), (1353195236575, 1353195236575, 1296735395, 4163677651, 5415921360022)] steps=1971
largest: (D,p,q,Qd,n0,g)=(0, -256, 188, 1405, 108, 439) N=92 fams(m1,m2,v,n,P)=[(716172500282, 716172500282, 7718820155, 176188223304, 1593095583558), (540334743589, 540334743589, 5823662187, 132929731908, 1201951894712)] steps=17697
largest: (D,p,q,Qd,n0,g)=(0, -54, 38, 2155, 469, 557) N=2675 fams(m1,m2,v,n,P)=[(654709829529, 654709829529, 244713725, 551272728993, 3720405921202), (705142555130, 705142555130, 263564183, 593737627210, 2003495609104)] steps=484
