# kind=bigcf seed=22 samples=60000 ; outcome counts: {True: 60000}
# (True = completely periodic, proved by exact induction with tiling certificate; False = induction not finished)
# families per pair: {2: 60000} ; families with m1 != m2: 0 ; largest G-period: 1818001517729143819786395000627 (31 digits) ; largest N: 9975008 ; max induction steps: 6001753250034
largest: (D,p,q,Qd,n0,g)=(0, 1, -3, 3, 32, 33) N=9000007 fams(m1,m2,v,n,P)=[(1788001492684107789756371000616, 1788001492684107789756371000616, 198666666964900666666819, 1733819629269437856733450667264, 5309822217304319506444859334858), (1818001517729143819786395000627, 1818001517729143819786395000627, 202000000303238000000155, 1762910562646442491914080000608, 5398913194104729525010870001552)] steps=127279106390
largest: (D,p,q,Qd,n0,g)=(0, 2, -5, 29, 10, 29) N=86 fams(m1,m2,v,n,P)=[(139200116208974139345121800058, 139200116208974139345121800058, 1600004002402005605001400003, 48000040072060048050042000020, 323200264485204315530282800130), (313200261470148313490208800087, 313200261470148313490208800087, 3600009005404012610002400005, 108000090162120108100072000030, 727200595091608709860484800194)] steps=669755621507
largest: (D,p,q,Qd,n0,g)=(0, 1, -2, 7, 5, 7) N=20 fams(m1,m2,v,n,P)=[(42000035063063042052552500028, 42000035063063042052552500028, 2000003003003004004502500003, 30000025045045030037537500020, 110000089165165106133637500070), (42000035063042042035021000007, 42000035063042042035021000007, 2000003003002004003001000001, 30000025045030030025015000005, 220000178330220212178110000034)] steps=6001753250034
largest: (D,p,q,Qd,n0,g)=(0, 2, -4, 14, 5, 7) N=20 fams(m1,m2,v,n,P)=[(42000035063063042052552500028, 42000035063063042052552500028, 2000003003003004004502500003, 30000025045045030037537500020, 110000089165165106133637500070), (42000035063042042035021000007, 42000035063042042035021000007, 2000003003002004003001000001, 30000025045030030025015000005, 220000178330220212178110000034)] steps=6001753250034
largest: (D,p,q,Qd,n0,g)=(0, 3, 5, 60, 16, 15) N=12 fams(m1,m2,v,n,P)=[(36000030054360036300504000330, 36000030054360036300504000330, 2800002004228002320039200021, 38400032057984038720537600352, 104800088158248106681467200970), (18000015027000017999981999985, 18000015027000017999981999985, 1400001002100001149998599999, 19200016028800019199980799984, 52400044078600052899947599956)] steps=198335150221
largest: (D,p,q,Qd,n0,g)=(0, 2, -6, 4, 5, 11) N=6000004 fams(m1,m2,v,n,P)=[(2000001669642668646628666641, 2000001669642668646628666641, 333333333829333333327, 909091668019394839376666655, 9818188681276128947934666566), (4000003339417337403455333414, 4000003339417337403455333414, 666666667680666666687, 1818183336098789728843333370, 9818188681600129174420666824)] steps=113412270124
largest: (D,p,q,Qd,n0,g)=(0, 2, -6, 1, 9, 11) N=1500001 fams(m1,m2,v,n,P)=[(4000003339318337320806833315, 4000003339318337320806833315, 2666666670656666666649, 3272730004896821444296499985, 22545462700400309545153666634), (2000001669675668674178166674, 2000001669675668674178166674, 1333333335339333333341, 1636365002461910733418500006, 5636365675146577403108166672)] steps=89376660683
largest: (D,p,q,Qd,n0,g)=(0, -1, 5, 52, 9, 26) N=78 fams(m1,m2,v,n,P)=[(7488006251200807462, 7488006251200807462, 96000000143599976, 2592002163877202583, 34752029331983235110), (312000260468000312, 312000260468000312, 4000000005999999, 108000090162000108, 724000611086000734)] steps=240426683068
