# moments of this run; exact Jacobi parameters beta_1..beta_278 computed (26s)
K = 100  window (2.0114, 2.0116)  moments m_0..m_200: zeros of P_K in the window: 1 (x = 2.0114856925968);  (R) I(q) < 0, I(q)/int q^2 = -1.552e-7;  (M) I(q) < 0, I(q)/int q^2 = -1.574e-7 (floating-point lowest eigenvalue -1.574e-7)   [27s]
PASS  Table 3: I(q) < 0 with the recipe of the note, quotient -1.55e-7; I(q) < 0 also for the minimiser (M)
K = 152  window (2.01148, 2.01149)  moments m_0..m_304: zeros of P_K in the window: 1 (x = 2.0114856946581);  (R) I(q) < 0, I(q)/int q^2 = -3.967e-10;  (M) I(q) < 0, I(q)/int q^2 = -3.968e-10 (floating-point lowest eigenvalue -3.968e-10)   [34s]
PASS  Table 3: I(q) < 0 with the recipe of the note, quotient -3.97e-10; I(q) < 0 also for the minimiser (M)
K = 152  window (2.001, 2.003)  moments m_0..m_304: zeros of P_K in the window: 1 (x = 2.0017434375077);  (R) I(q) < 0, I(q)/int q^2 = -7.31e-6;  (M) I(q) < 0, I(q)/int q^2 = -1.404e-5 (floating-point lowest eigenvalue -1.404e-5)   [34s]
PASS  Table 3: I(q) < 0 with the recipe of the note, quotient -7.31e-6; I(q) < 0 also for the minimiser (M)
K = 152  window (2.0011, 2.0024)  moments m_0..m_304: zeros of P_K in the window: 1 (x = 2.0017434375077);  (R) I(q) > 0, I(q)/int q^2 = 8.936e-7;  (M) I(q) < 0, I(q)/int q^2 = -5.936e-6 (floating-point lowest eigenvalue -5.936e-6)   [35s]
PASS  reported in the note as inconclusive: I(q) > 0 for the recipe (R); but I(q) < 0 for the minimiser (M): a certificate for this window with the same moments
K = 278  window (2.011485, 2.011486)  moments m_0..m_556: zeros of P_K in the window: 1 (x = 2.0114856946582);  (R) I(q) < 0, I(q)/int q^2 = -3.433e-12;  (M) I(q) < 0, I(q)/int q^2 = -3.433e-12 (floating-point lowest eigenvalue -3.433e-12)   [99s]
PASS  Table 3: I(q) < 0 with the recipe of the note, quotient -3.43e-12; I(q) < 0 also for the minimiser (M)
K = 278  window (2.0017, 2.0018)  moments m_0..m_556: zeros of P_K in the window: 1 (x = 2.001759716733);  (R) I(q) < 0, I(q)/int q^2 = -3.625e-8;  (M) I(q) < 0, I(q)/int q^2 = -3.826e-8 (floating-point lowest eigenvalue -3.826e-8)   [107s]
PASS  Table 3: I(q) < 0 with the recipe of the note, quotient -3.63e-8; I(q) < 0 also for the minimiser (M)
K = 278  window (2.0011, 2.0024)  moments m_0..m_556: zeros of P_K in the window: 1 (x = 2.001759716733);  (R) I(q) < 0, I(q)/int q^2 = -6.768e-6;  (M) I(q) < 0, I(q)/int q^2 = -6.77e-6 (floating-point lowest eigenvalue -6.77e-6)   [115s]
PASS  Table 3: I(q) < 0 with the recipe of the note, quotient -6.77e-6; I(q) < 0 also for the minimiser (M)
K = 278  window (2.0004, 2.0009)  moments m_0..m_556: zeros of P_K in the window: 1 (x = 2.0006509021223);  (R) I(q) > 0, I(q)/int q^2 = 4.093e-6;  (M) I(q) < 0, I(q)/int q^2 = -6.97e-7 (floating-point lowest eigenvalue -6.97e-7)   [122s]
PASS  reported in the note as inconclusive: I(q) > 0 for the recipe (R); but I(q) < 0 for the minimiser (M): a certificate for this window with the same moments
TOTAL failures: 0   (122s)
