=== D1_L32: |X|=32, ell_0=2.664062, ell2_0/|X|=1.436096e+00 (A) eigenvalue weight vs HF density, max rel err: g_s=1e-3: 5.59e-06, g_s=5e-4: 1.40e-06 (M) highest state = -(lowest, mirrored signs): |diff| = 0.00e+00 (B) density vs exact form (3.3): max |X|*|diff| = 5.08e-11 (C) cost vs exact root (3.2): max |diff| = 2.95e-13 (D) cost minus 2nd-order (3.5): slope in gamma = 2.991; devs [1.16627836e-09 9.30385539e-09 7.40101657e-08 5.85392552e-07] (E) weight minus 2nd-order (3.8): slope = 3.001; devs [6.91700019e-09 5.53543136e-08 4.43066650e-07 3.54637848e-06] (H) weight minus F C + F2 C^2 + F3 C^3 (3.12)-(3.13): slope = 3.936 (F) ring: Theta_D - Theta(7.6): max |diff| = 2.11e-15 (I) single level: |B| slope fg 0.990, (a) 0.990; |B - B_1st| slope fg 1.966, (a) 1.981 (J) relative error of the predicted difference breaks at the smallest gamma [full grip, (a)]: branch1.0: 7.9e-06, 4.8e-05, branch1.5: 1.5e-05, 6.1e-05, level: 2.5e-03, 5.0e-03 ... and at the largest gamma: branch1.0: 4.1e-04, 9.5e-04, branch1.5: 9.3e-04, 1.7e-03, level: 1.9e-02, 3.8e-02 === D1_L64: |X|=64, ell_0=5.332031, ell2_0/|X|=5.702774e+00 (A) eigenvalue weight vs HF density, max rel err: g_s=1e-3: 2.25e-05, g_s=5e-4: 5.62e-06 (M) highest state = -(lowest, mirrored signs): |diff| = 0.00e+00 (B) density vs exact form (3.3): max |X|*|diff| = 3.42e-10 (C) cost vs exact root (3.2): max |diff| = 4.99e-13 (D) cost minus 2nd-order (3.5): slope in gamma = 2.991; devs [2.91991896e-10 2.32928109e-09 1.85281026e-08 1.46537716e-07] (E) weight minus 2nd-order (3.8): slope = 3.000; devs [3.50192267e-09 2.80212992e-08 2.24235220e-07 1.79401083e-06] (H) weight minus F C + F2 C^2 + F3 C^3 (3.12)-(3.13): slope = 3.937 (F) ring: Theta_D - Theta(7.6): max |diff| = 5.00e-16 (I) single level: |B| slope fg 0.990, (a) 0.990; |B - B_1st| slope fg 1.966, (a) 1.981 (J) relative error of the predicted difference breaks at the smallest gamma [full grip, (a)]: branch1.0: 6.4e-06, 2.0e-05, branch1.5: 1.5e-05, 3.2e-05, level: 2.5e-03, 5.0e-03 ... and at the largest gamma: branch1.0: 4.1e-04, 7.1e-04, branch1.5: 9.2e-04, 1.5e-03, level: 1.9e-02, 3.8e-02 === D2_L12: |X|=144, ell_0=0.444054, ell2_0/|X|=4.236694e-03 (A) eigenvalue weight vs HF density, max rel err: g_s=1e-3: 1.93e-07, g_s=5e-4: 4.85e-08 (M) highest state = -(lowest, mirrored signs): |diff| = 0.00e+00 (B) density vs exact form (3.3): max |X|*|diff| = 6.37e-11 (C) cost vs exact root (3.2): max |diff| = 4.97e-13 (D) cost minus 2nd-order (3.5): slope in gamma = 2.984; devs [1.90373019e-09 1.51576337e-08 1.20121630e-07 9.43235634e-07] (E) weight minus 2nd-order (3.8): slope = 2.981; devs [3.41824170e-09 2.71900738e-08 2.15066569e-07 1.68249522e-06] (H) weight minus F C + F2 C^2 + F3 C^3 (3.12)-(3.13): slope = 3.934 (I) single level: |B| slope fg 0.985, (a) 0.980; |B - B_1st| slope fg 1.965, (a) 1.981 (J) relative error of the predicted difference breaks at the smallest gamma [full grip, (a)]: branch1.0: 1.4e-05, 3.2e-05, branch1.5: 1.8e-05, 2.9e-05, level: 5.9e-04, 7.9e-03 ... and at the largest gamma: branch1.0: 5.1e-04, 6.5e-04, branch1.5: 1.1e-03, 1.8e-03, level: 4.5e-03, 6.0e-02 === D2_L20: |X|=400, ell_0=0.525479, ell2_0/|X|=4.025398e-03 (A) eigenvalue weight vs HF density, max rel err: g_s=1e-3: 2.73e-07, g_s=5e-4: 7.21e-08 (M) highest state = -(lowest, mirrored signs): |diff| = 0.00e+00 (B) density vs exact form (3.3): max |X|*|diff| = 1.29e-10 (C) cost vs exact root (3.2): max |diff| = 3.06e-13 (D) cost minus 2nd-order (3.5): slope in gamma = 2.984; devs [5.83192816e-10 4.64312159e-09 3.67910188e-08 2.88821749e-07] (E) weight minus 2nd-order (3.8): slope = 2.981; devs [1.24641547e-09 9.91305574e-09 7.83874699e-08 6.12901570e-07] (H) weight minus F C + F2 C^2 + F3 C^3 (3.12)-(3.13): slope = 3.891 (I) single level: |B| slope fg 0.985, (a) 0.979; |B - B_1st| slope fg 1.965, (a) 1.981 (J) relative error of the predicted difference breaks at the smallest gamma [full grip, (a)]: branch1.0: 1.5e-05, 8.5e-06, branch1.5: 3.3e-05, 2.4e-05, level: 3.9e-04, 8.0e-03 ... and at the largest gamma: branch1.0: 5.7e-04, 8.7e-04, branch1.5: 1.3e-03, 2.1e-03, level: 3.0e-03, 6.1e-02 === D3_L8: |X|=512, ell_0=0.224606, ell2_0/|X|=1.858469e-04 (A) eigenvalue weight vs HF density, max rel err: g_s=1e-3: 5.37e-08, g_s=5e-4: 1.68e-08 (M) highest state = -(lowest, mirrored signs): |diff| = 0.00e+00 (B) density vs exact form (3.3): max |X|*|diff| = 7.05e-11 (C) cost vs exact root (3.2): max |diff| = 3.09e-13 (D) cost minus 2nd-order (3.5): slope in gamma = 2.984; devs [1.07761861e-09 8.57860554e-09 6.79607966e-08 5.33302810e-07] (E) weight minus 2nd-order (3.8): slope = 2.980; devs [9.78138329e-10 7.77746691e-09 6.14706875e-08 4.80186621e-07] (H) weight minus F C + F2 C^2 + F3 C^3 (3.12)-(3.13): slope = 3.805 (I) single level: |B| slope fg 0.984, (a) 0.979; |B - B_1st| slope fg 1.964, (a) 1.980 (J) relative error of the predicted difference breaks at the smallest gamma [full grip, (a)]: branch1.0: 2.1e-05, 2.3e-05, branch1.5: 2.5e-05, 2.1e-05, level: 9.5e-05, 8.3e-03 ... and at the largest gamma: branch1.0: 6.8e-04, 9.1e-04, branch1.5: 1.5e-03, 2.2e-03, level: 7.3e-04, 6.3e-02 === D3_L12: |X|=1728, ell_0=0.233942, ell2_0/|X|=7.996514e-05 (A) eigenvalue weight vs HF density, max rel err: g_s=1e-3: 6.40e-08, g_s=5e-4: 6.45e-08 (M) highest state = -(lowest, mirrored signs): |diff| = 0.00e+00 (B) density vs exact form (3.3): max |X|*|diff| = 1.89e-10 (C) cost vs exact root (3.2): max |diff| = 2.42e-13 (D) cost minus 2nd-order (3.5): slope in gamma = 2.984; devs [3.07231407e-10 2.44570346e-09 1.93743548e-08 1.52022297e-07] (E) weight minus 2nd-order (3.8): slope = 2.980; devs [2.89676337e-10 2.30318923e-09 1.82019437e-08 1.42160716e-07] (H) weight minus F C + F2 C^2 + F3 C^3 (3.12)-(3.13): slope = 4.048 (I) single level: |B| slope fg 0.984, (a) 0.979; |B - B_1st| slope fg 1.963, (a) 1.980 (J) relative error of the predicted difference breaks at the smallest gamma [full grip, (a)]: branch1.0: 2.7e-05, 1.2e-05, branch1.5: 2.9e-05, 3.3e-05, level: 3.7e-05, 8.3e-03 ... and at the largest gamma: branch1.0: 7.0e-04, 1.0e-03, branch1.5: 1.6e-03, 2.3e-03, level: 2.9e-04, 6.4e-02 (K) distance scan 1D, L=64: j, B_fg(num), B_fg(1st order), B_a(num), B_a(1st order), -(eta/2)(ell(r)+ell(r')) [fg], -(g_b/t_f)ell_0 [(a) far limit] s=+1 j= 1 2.5276e-03 2.9639e-03 -4.5645e-02 -4.6886e-02 -9.6938e-03 -5.0000e-02 s=+1 j= 2 5.3999e-03 5.8000e-03 -4.2911e-02 -4.3907e-02 -7.5667e-03 -5.0000e-02 s=+1 j= 3 8.1842e-03 8.5431e-03 -4.0260e-02 -4.1026e-02 -5.5094e-03 -5.0000e-02 s=+1 j= 4 1.0880e-02 1.1193e-02 -3.7694e-02 -3.8242e-02 -3.5218e-03 -5.0000e-02 s=+1 j= 5 1.3487e-02 1.3750e-02 -3.5212e-02 -3.5556e-02 -1.6040e-03 -5.0000e-02 s=+1 j= 6 1.6004e-02 1.6214e-02 -3.2816e-02 -3.2967e-02 2.4409e-04 -5.0000e-02 s=+1 j= 7 1.8430e-02 1.8586e-02 -3.0506e-02 -3.0476e-02 2.0224e-03 -5.0000e-02 s=+1 j= 8 2.0766e-02 2.0864e-02 -2.8283e-02 -2.8083e-02 3.7311e-03 -5.0000e-02 s=+1 j= 9 2.3011e-02 2.3049e-02 -2.6146e-02 -2.5788e-02 5.3699e-03 -5.0000e-02 s=+1 j=10 2.5164e-02 2.5141e-02 -2.4097e-02 -2.3590e-02 6.9391e-03 -5.0000e-02 s=+1 j=11 2.7224e-02 2.7140e-02 -2.2135e-02 -2.1490e-02 8.4385e-03 -5.0000e-02 s=+1 j=12 2.9192e-02 2.9046e-02 -2.0262e-02 -1.9487e-02 9.8681e-03 -5.0000e-02 s=+1 j=13 3.1066e-02 3.0860e-02 -1.8478e-02 -1.7582e-02 1.1228e-02 -5.0000e-02 s=+1 j=14 3.2847e-02 3.2580e-02 -1.6782e-02 -1.5775e-02 1.2518e-02 -5.0000e-02 s=+1 j=15 3.4534e-02 3.4207e-02 -1.5176e-02 -1.4066e-02 1.3739e-02 -5.0000e-02 s=+1 j=16 3.6127e-02 3.5741e-02 -1.3660e-02 -1.2454e-02 1.4889e-02 -5.0000e-02 s=+1 j=17 3.7624e-02 3.7183e-02 -1.2235e-02 -1.0940e-02 1.5970e-02 -5.0000e-02 s=+1 j=18 3.9027e-02 3.8531e-02 -1.0899e-02 -9.5238e-03 1.6982e-02 -5.0000e-02 s=+1 j=19 4.0335e-02 3.9786e-02 -9.6546e-03 -8.2051e-03 1.7923e-02 -5.0000e-02 s=+1 j=20 4.1546e-02 4.0949e-02 -8.5012e-03 -6.9841e-03 1.8795e-02 -5.0000e-02 s=+1 j=21 4.2662e-02 4.2018e-02 -7.4390e-03 -5.8608e-03 1.9597e-02 -5.0000e-02 s=+1 j=22 4.3682e-02 4.2994e-02 -6.4685e-03 -4.8352e-03 2.0329e-02 -5.0000e-02 s=+1 j=23 4.4605e-02 4.3878e-02 -5.5897e-03 -3.9072e-03 2.0992e-02 -5.0000e-02 s=+1 j=24 4.5431e-02 4.4668e-02 -4.8029e-03 -3.0769e-03 2.1584e-02 -5.0000e-02 s=+1 j=25 4.6161e-02 4.5365e-02 -4.1082e-03 -2.3443e-03 2.2107e-02 -5.0000e-02 s=+1 j=26 4.6794e-02 4.5970e-02 -3.5059e-03 -1.7094e-03 2.2561e-02 -5.0000e-02 s=+1 j=27 4.7329e-02 4.6481e-02 -2.9960e-03 -1.1722e-03 2.2944e-02 -5.0000e-02 s=+1 j=28 4.7768e-02 4.6900e-02 -2.5786e-03 -7.3260e-04 2.3258e-02 -5.0000e-02 s=+1 j=29 4.8109e-02 4.7225e-02 -2.2539e-03 -3.9072e-04 2.3502e-02 -5.0000e-02 s=+1 j=30 4.8353e-02 4.7458e-02 -2.0219e-03 -1.4652e-04 2.3677e-02 -5.0000e-02 s=+1 j=31 4.8499e-02 4.7597e-02 -1.8827e-03 1.2410e-15 2.3781e-02 -5.0000e-02 s=-1 j= 1 -3.7745e-03 -3.2756e-03 4.8077e-02 4.6886e-02 1.0713e-02 5.0000e-02 s=-1 j= 2 -6.8627e-03 -6.4100e-03 4.4828e-02 4.3907e-02 8.3625e-03 5.0000e-02 s=-1 j= 3 -9.8424e-03 -9.4415e-03 4.1693e-02 4.1026e-02 6.0888e-03 5.0000e-02 s=-1 j= 4 -1.2714e-02 -1.2370e-02 3.8672e-02 3.8242e-02 3.8922e-03 5.0000e-02 s=-1 j= 5 -1.5479e-02 -1.5196e-02 3.5763e-02 3.5556e-02 1.7727e-03 5.0000e-02 s=-1 j= 6 -1.8137e-02 -1.7920e-02 3.2967e-02 3.2967e-02 -2.6976e-04 5.0000e-02 s=-1 j= 7 -2.0690e-02 -2.0540e-02 3.0281e-02 3.0476e-02 -2.2351e-03 5.0000e-02 s=-1 j= 8 -2.3137e-02 -2.3058e-02 2.7706e-02 2.8083e-02 -4.1234e-03 5.0000e-02 s=-1 j= 9 -2.5480e-02 -2.5473e-02 2.5241e-02 2.5788e-02 -5.9347e-03 5.0000e-02 s=-1 j=10 -2.7719e-02 -2.7785e-02 2.2886e-02 2.3590e-02 -7.6688e-03 5.0000e-02 s=-1 j=11 -2.9855e-02 -2.9995e-02 2.0639e-02 2.1490e-02 -9.3259e-03 5.0000e-02 s=-1 j=12 -3.1888e-02 -3.2101e-02 1.8500e-02 1.9487e-02 -1.0906e-02 5.0000e-02 s=-1 j=13 -3.3818e-02 -3.4105e-02 1.6469e-02 1.7582e-02 -1.2409e-02 5.0000e-02 s=-1 j=14 -3.5647e-02 -3.6006e-02 1.4546e-02 1.5775e-02 -1.3835e-02 5.0000e-02 s=-1 j=15 -3.7374e-02 -3.7805e-02 1.2728e-02 1.4066e-02 -1.5184e-02 5.0000e-02 s=-1 j=16 -3.9001e-02 -3.9500e-02 1.1017e-02 1.2454e-02 -1.6455e-02 5.0000e-02 s=-1 j=17 -4.0526e-02 -4.1093e-02 9.4123e-03 1.0940e-02 -1.7650e-02 5.0000e-02 s=-1 j=18 -4.1952e-02 -4.2583e-02 7.9126e-03 9.5238e-03 -1.8767e-02 5.0000e-02 s=-1 j=19 -4.3278e-02 -4.3971e-02 6.5178e-03 8.2051e-03 -1.9808e-02 5.0000e-02 s=-1 j=20 -4.4504e-02 -4.5255e-02 5.2278e-03 6.9841e-03 -2.0771e-02 5.0000e-02 s=-1 j=21 -4.5631e-02 -4.6437e-02 4.0422e-03 5.8608e-03 -2.1658e-02 5.0000e-02 s=-1 j=22 -4.6659e-02 -4.7516e-02 2.9606e-03 4.8352e-03 -2.2467e-02 5.0000e-02 s=-1 j=23 -4.7588e-02 -4.8492e-02 1.9829e-03 3.9072e-03 -2.3199e-02 5.0000e-02 s=-1 j=24 -4.8419e-02 -4.9366e-02 1.1087e-03 3.0769e-03 -2.3854e-02 5.0000e-02 s=-1 j=25 -4.9152e-02 -5.0136e-02 3.3783e-04 2.3443e-03 -2.4432e-02 5.0000e-02 s=-1 j=26 -4.9787e-02 -5.0804e-02 -3.2984e-04 1.7094e-03 -2.4933e-02 5.0000e-02 s=-1 j=27 -5.0323e-02 -5.1370e-02 -8.9452e-04 1.1722e-03 -2.5357e-02 5.0000e-02 s=-1 j=28 -5.0762e-02 -5.1832e-02 -1.3563e-03 7.3260e-04 -2.5704e-02 5.0000e-02 s=-1 j=29 -5.1104e-02 -5.2192e-02 -1.7154e-03 3.9072e-04 -2.5974e-02 5.0000e-02 s=-1 j=30 -5.1347e-02 -5.2449e-02 -1.9718e-03 1.4652e-04 -2.6167e-02 5.0000e-02 s=-1 j=31 -5.1493e-02 -5.2603e-02 -2.1257e-03 -1.2410e-15 -2.6282e-02 5.0000e-02 (K) distance scan 2D, L=20: j, B_fg(num), B_fg(1st order), B_a(num), B_a(1st order), -(eta/2)(ell(r)+ell(r')) [fg], -(g_b/t_f)ell_0 [(a) far limit] s=+1 j= 1 -8.4978e-03 -8.4456e-03 -5.5733e-02 -5.8868e-02 -9.9924e-03 -5.0000e-02 s=+1 j= 2 -2.8846e-03 -2.8411e-03 -5.0387e-02 -5.2983e-02 -4.9406e-03 -5.0000e-02 s=+1 j= 3 4.8955e-04 5.2406e-04 -4.7174e-02 -4.9450e-02 -2.0532e-03 -5.0000e-02 s=+1 j= 4 2.8317e-03 2.8573e-03 -4.4943e-02 -4.7000e-02 -1.4103e-04 -5.0000e-02 s=+1 j= 5 4.5826e-03 4.5997e-03 -4.3275e-02 -4.5170e-02 1.2180e-03 -5.0000e-02 s=+1 j= 6 5.9393e-03 5.9485e-03 -4.1983e-02 -4.3754e-02 2.2061e-03 -5.0000e-02 s=+1 j= 7 7.0020e-03 7.0042e-03 -4.0971e-02 -4.2645e-02 2.9146e-03 -5.0000e-02 s=+1 j= 8 7.8122e-03 7.8084e-03 -4.0200e-02 -4.1801e-02 3.3937e-03 -5.0000e-02 s=+1 j= 9 8.3500e-03 8.3420e-03 -3.9688e-02 -4.1241e-02 3.6715e-03 -5.0000e-02 s=+1 j=10 8.5443e-03 8.5346e-03 -3.9503e-02 -4.1038e-02 3.7626e-03 -5.0000e-02 s=-1 j= 1 9.2705e-03 9.3346e-03 6.2334e-02 5.8868e-02 1.1044e-02 5.0000e-02 s=-1 j= 2 3.0870e-03 3.1401e-03 5.5825e-02 5.2983e-02 5.4607e-03 5.0000e-02 s=-1 j= 3 -6.2103e-04 -5.7922e-04 5.1922e-02 4.9450e-02 2.2693e-03 5.0000e-02 s=-1 j= 4 -3.1888e-03 -3.1580e-03 4.9220e-02 4.7000e-02 1.5587e-04 5.0000e-02 s=-1 j= 5 -5.1041e-03 -5.0838e-03 4.7204e-02 4.5170e-02 -1.3462e-03 5.0000e-02 s=-1 j= 6 -6.5852e-03 -6.5746e-03 4.5645e-02 4.3754e-02 -2.4384e-03 5.0000e-02 s=-1 j= 7 -7.7434e-03 -7.7414e-03 4.4425e-02 4.2645e-02 -3.2214e-03 5.0000e-02 s=-1 j= 8 -8.6250e-03 -8.6303e-03 4.3497e-02 4.1801e-02 -3.7509e-03 5.0000e-02 s=-1 j= 9 -9.2096e-03 -9.2200e-03 4.2882e-02 4.1241e-02 -4.0580e-03 5.0000e-02 s=-1 j=10 -9.4206e-03 -9.4330e-03 4.2660e-02 4.1038e-02 -4.1587e-03 5.0000e-02 (K) distance scan 3D, L=12: j, B_fg(num), B_fg(1st order), B_a(num), B_a(1st order), -(eta/2)(ell(r)+ell(r')) [fg], -(g_b/t_f)ell_0 [(a) far limit] s=+1 j= 1 -6.0983e-03 -6.0929e-03 -5.3424e-02 -5.6398e-02 -6.3037e-03 -5.0000e-02 s=+1 j= 2 -1.5676e-03 -1.5633e-03 -4.9110e-02 -5.1641e-02 -1.9403e-03 -5.0000e-02 s=+1 j= 3 1.0608e-04 1.0947e-04 -4.7516e-02 -4.9885e-02 -4.3436e-04 -5.0000e-02 s=+1 j= 4 9.1017e-04 9.1284e-04 -4.6750e-02 -4.9042e-02 2.1651e-04 -5.0000e-02 s=+1 j= 5 1.3332e-03 1.3354e-03 -4.6347e-02 -4.8598e-02 5.1213e-04 -5.0000e-02 s=+1 j= 6 1.4763e-03 1.4782e-03 -4.6211e-02 -4.8448e-02 5.9926e-04 -5.0000e-02 s=-1 j= 1 6.7276e-03 6.7342e-03 5.9702e-02 5.6398e-02 6.9672e-03 5.0000e-02 s=-1 j= 2 1.7226e-03 1.7279e-03 5.4434e-02 5.1641e-02 2.1446e-03 5.0000e-02 s=-1 j= 3 -1.2512e-04 -1.2099e-04 5.2489e-02 4.9885e-02 4.8009e-04 5.0000e-02 s=-1 j= 4 -1.0122e-03 -1.0089e-03 5.1555e-02 4.9042e-02 -2.3930e-04 5.0000e-02 s=-1 j= 5 -1.4786e-03 -1.4760e-03 5.1064e-02 4.8598e-02 -5.6604e-04 5.0000e-02 s=-1 j= 6 -1.6362e-03 -1.6338e-03 5.0898e-02 4.8448e-02 -6.6234e-04 5.0000e-02 === D3_L20: ell_0=0.241447 (K) distance scan 3D, L=20: j, B_fg(num), B_fg(1st order), B_a(num), B_a(1st order), -(eta/2)(ell(r)+ell(r')) [fg], -(g_b/t_f)ell_0 [(a) far limit] s=+1 j= 1 -6.9872e-03 -6.9853e-03 -5.4273e-02 -5.7335e-02 -7.0592e-03 -5.0000e-02 s=+1 j= 2 -2.6715e-03 -2.6699e-03 -5.0163e-02 -5.2803e-02 -2.8079e-03 -5.0000e-02 s=+1 j= 3 -1.1026e-03 -1.1012e-03 -4.8669e-02 -5.1156e-02 -1.3055e-03 -5.0000e-02 s=+1 j= 4 -3.4119e-04 -3.3992e-04 -4.7944e-02 -5.0357e-02 -6.0565e-04 -5.0000e-02 s=+1 j= 5 1.0698e-04 1.0808e-04 -4.7517e-02 -4.9887e-02 -2.1404e-04 -5.0000e-02 s=+1 j= 6 4.0166e-04 4.0261e-04 -4.7236e-02 -4.9577e-02 2.7876e-05 -5.0000e-02 s=+1 j= 7 6.0608e-04 6.0691e-04 -4.7042e-02 -4.9363e-02 1.8294e-04 -5.0000e-02 s=+1 j= 8 7.4717e-04 7.4789e-04 -4.6907e-02 -4.9215e-02 2.8014e-04 -5.0000e-02 s=+1 j= 9 8.3330e-04 8.3396e-04 -4.6825e-02 -4.9124e-02 3.3392e-04 -5.0000e-02 s=+1 j=10 8.6280e-04 8.6343e-04 -4.6797e-02 -4.9093e-02 3.5117e-04 -5.0000e-02 s=-1 j= 1 7.7183e-03 7.7206e-03 6.0753e-02 5.7335e-02 7.8022e-03 5.0000e-02 s=-1 j= 2 2.9489e-03 2.9509e-03 5.5733e-02 5.2803e-02 3.1034e-03 5.0000e-02 s=-1 j= 3 1.2153e-03 1.2171e-03 5.3908e-02 5.1156e-02 1.4429e-03 5.0000e-02 s=-1 j= 4 3.7416e-04 3.7571e-04 5.3023e-02 5.0357e-02 6.6940e-04 5.0000e-02 s=-1 j= 5 -1.2080e-04 -1.1946e-04 5.2502e-02 4.9887e-02 2.3657e-04 5.0000e-02 s=-1 j= 6 -4.4615e-04 -4.4499e-04 5.2159e-02 4.9577e-02 -3.0810e-05 5.0000e-02 s=-1 j= 7 -6.7180e-04 -6.7079e-04 5.1922e-02 4.9363e-02 -2.0219e-04 5.0000e-02 s=-1 j= 8 -8.2750e-04 -8.2662e-04 5.1758e-02 4.9215e-02 -3.0963e-04 5.0000e-02 s=-1 j= 9 -9.2255e-04 -9.2174e-04 5.1658e-02 4.9124e-02 -3.6907e-04 5.0000e-02 s=-1 j=10 -9.5509e-04 -9.5432e-04 5.1623e-02 4.9093e-02 -3.8813e-04 5.0000e-02 (R) 1D L=32: full contract vs reduction (3.1), max |diff|: (a) 8.88e-15, full grip 3.55e-15 (R) 2D L=8: full contract vs reduction (3.1), max |diff|: (a) 1.24e-14, full grip 1.29e-14 (R) 3D L=6: full contract vs reduction (3.1), max |diff|: (a) 3.55e-14, full grip 1.64e-14 (S) asymptotics of ell: {"2D_L64_ell0_minus_lnL_over_2pi": 0.04875850142855509, "2D_L128_ell0_minus_lnL_over_2pi": 0.048763848880206684, "2D_L256_ell0_minus_lnL_over_2pi": 0.04876518701309496, "2D_L512_ell0_minus_lnL_over_2pi": 0.048765521625585895, "2D_L512_ell(j)_minus_(3.10)_form": {"2": 0.00428, "4": 0.00099, "8": 0.00021, "16": 5e-05, "32": 1e-05, "64": 3e-05}, "3D_L32_ell0": 0.2456765511865084, "3D_L32_ell0_plus_xi3_over_L": 0.2527323299766616, "3D_L64_ell0": 0.24920328389380492, "3D_L64_ell0_plus_xi3_over_L": 0.2527311732888815, "3D_L96_ell0": 0.25037913173616777, "3D_L96_ell0_plus_xi3_over_L": 0.2527310579995522, "3D_L96_rel_dev_of_ell(j)_from_(3.11)_form": {"2": 0.07793, "4": 0.01983, "8": 0.00413, "16": 0.0014, "24": 0.00353}}