nohup: ignoring input R=4.50 NTHETA=200 NS=40 primes<=100000 (9590) prec=300 [s in [1,2]] tails: L 1.563e-05 L' 6.861e-04 L'' 8.585e-03 s box 1/40 M0<=868.96 M1<=13770.13 M2<=286769.03 s box 2/40 M0<=868.96 M1<=13770.13 M2<=286769.03 s box 3/40 M0<=868.96 M1<=13770.13 M2<=286769.03 s box 4/40 M0<=868.96 M1<=13770.13 M2<=286769.03 s box 5/40 M0<=868.96 M1<=13770.13 M2<=286769.03 s box 6/40 M0<=868.96 M1<=13770.13 M2<=286769.03 s box 7/40 M0<=868.96 M1<=13770.13 M2<=286769.03 s box 8/40 M0<=868.96 M1<=13770.13 M2<=286769.03 s box 9/40 M0<=868.96 M1<=13770.13 M2<=286769.03 s box 10/40 M0<=868.96 M1<=13770.13 M2<=286769.03 s box 11/40 M0<=868.96 M1<=13770.13 M2<=286769.03 s box 12/40 M0<=868.96 M1<=13770.13 M2<=286769.03 s box 13/40 M0<=868.96 M1<=13770.13 M2<=286769.03 s box 14/40 M0<=868.96 M1<=13770.13 M2<=286769.03 s box 15/40 M0<=868.96 M1<=13770.13 M2<=286769.03 s box 16/40 M0<=868.96 M1<=13770.13 M2<=286769.03 s box 17/40 M0<=868.96 M1<=13770.13 M2<=286769.03 s box 18/40 M0<=868.96 M1<=13770.13 M2<=286769.03 s box 19/40 M0<=868.96 M1<=13770.13 M2<=286769.03 s box 20/40 M0<=868.96 M1<=13770.13 M2<=286769.03 s box 21/40 M0<=868.96 M1<=13770.13 M2<=286769.03 s box 22/40 M0<=868.96 M1<=13770.13 M2<=286769.03 s box 23/40 M0<=868.96 M1<=13770.13 M2<=286769.03 s box 24/40 M0<=868.96 M1<=13770.13 M2<=286769.03 s box 25/40 M0<=868.96 M1<=13770.13 M2<=286769.03 s box 26/40 M0<=868.96 M1<=13770.13 M2<=286769.03 s box 27/40 M0<=868.96 M1<=13770.13 M2<=286769.03 s box 28/40 M0<=868.96 M1<=13770.13 M2<=286769.03 s box 29/40 M0<=868.96 M1<=13770.13 M2<=286769.03 s box 30/40 M0<=868.96 M1<=13770.13 M2<=286769.03 s box 31/40 M0<=868.96 M1<=13770.13 M2<=286769.03 s box 32/40 M0<=868.96 M1<=13770.13 M2<=286769.03 s box 33/40 M0<=868.96 M1<=13770.13 M2<=286769.03 s box 34/40 M0<=868.96 M1<=13770.13 M2<=286769.03 s box 35/40 M0<=868.96 M1<=13770.13 M2<=286769.03 s box 36/40 M0<=868.96 M1<=13770.13 M2<=286769.03 s box 37/40 M0<=868.96 M1<=13770.13 M2<=286769.03 s box 38/40 M0<=868.96 M1<=13770.13 M2<=286769.03 s box 39/40 M0<=868.96 M1<=13770.13 M2<=286769.03 s box 40/40 M0<=868.96 M1<=13770.13 M2<=286769.03 M_0 <= 868.963985 M_1 <= 13770.133285 M_2 <= 286769.033960 |1-z/3| <= 2.5000 1/(1-3/R) = 3.0000 G_0 <= 869.0 G_1 <= 35857.3 G_2 <= 1967216.5 C = G_2/(1-3/R)/18 = 327869.4 [in |R_k| <= C (k+3)^3 3^-k] K0 = 71 (certified sweep must reach at least this)