ibm_fez L=1.660 us pairs 48 singles 21 shots 2000 ENTANGLEMENT (concurrence) median: D0 0.879 | D8 0.347 D16 0.030 D32 0.000 | M8 0.300 M16 0.002 M32 0.000 N= 8 [declared] Q = 1.014 68% [0.997, 1.027] 95% [0.988, 1.030] n=47 -> CONSISTENT vs 1 N= 8 [no cut ] Q = 1.014 68% [0.997, 1.023] 95% [0.988, 1.038] n=47 -> CONSISTENT vs 1 N=16 [declared] Q = 1.000 68% [1.000, 1.000] 95% [1.000, 1.002] n=47 -> CONSISTENT vs 1 N=16 [no cut ] Q = 1.000 68% [1.000, 1.000] 95% [1.000, 1.000] n=47 -> CONSISTENT vs 1 N=32 [declared] Q = 1.000 68% [1.000, 1.000] 95% [1.000, 1.000] n=47 -> CONSISTENT vs 1 <- PRIMARY N=32 [no cut ] Q = 1.000 68% [1.000, 1.000] 95% [1.000, 1.000] n=47 -> CONSISTENT vs 1 value_M(32) - value_D(32) = +0.0000 95% [+0.0000, +0.0000] -> CONSISTENT vs 0 SUPERPOSITION (coherence) median: D0 0.974 | D8 0.746 D16 0.562 D32 0.249 | M8 0.735 M16 0.499 M32 0.223 N= 8 [declared] Q = 1.053 68% [1.036, 1.068] 95% [1.018, 1.127] n=20 -> ABOVE vs 1 N= 8 [no cut ] Q = 1.047 68% [1.035, 1.061] 95% [1.009, 1.122] n=21 -> ABOVE vs 1 N=16 [declared] Q = 0.995 68% [0.977, 1.009] 95% [0.966, 1.016] n=20 -> CONSISTENT vs 1 N=16 [no cut ] Q = 0.987 68% [0.974, 1.007] 95% [0.965, 1.014] n=21 -> CONSISTENT vs 1 N=32 [declared] Q = 1.011 68% [1.004, 1.022] 95% [0.994, 1.036] n=20 -> CONSISTENT vs 1 <- PRIMARY N=32 [no cut ] Q = 1.015 68% [1.005, 1.026] 95% [0.997, 1.040] n=21 -> CONSISTENT vs 1 value_M(32) - value_D(32) = -0.0099 95% [-0.0208, +0.0022] -> CONSISTENT vs 0 ibm_kingston L=2.180 us pairs 48 singles 21 shots 2000 ENTANGLEMENT (concurrence) median: D0 0.905 | D8 0.511 D16 0.204 D32 0.000 | M8 0.448 M16 0.160 M32 0.000 N= 8 [declared] Q = 1.052 68% [1.025, 1.079] 95% [1.018, 1.086] n=44 -> ABOVE vs 1 N= 8 [no cut ] Q = 1.041 68% [1.023, 1.071] 95% [1.015, 1.082] n=46 -> ABOVE vs 1 N=16 [declared] Q = 1.035 68% [1.019, 1.043] 95% [1.016, 1.055] n=44 -> ABOVE vs 1 N=16 [no cut ] Q = 1.032 68% [1.018, 1.039] 95% [1.008, 1.050] n=46 -> ABOVE vs 1 N=32 [declared] Q = 1.000 68% [1.000, 1.000] 95% [1.000, 1.000] n=44 -> CONSISTENT vs 1 <- PRIMARY N=32 [no cut ] Q = 1.000 68% [1.000, 1.000] 95% [1.000, 1.000] n=46 -> CONSISTENT vs 1 value_M(32) - value_D(32) = +0.0000 95% [+0.0000, +0.0000] -> CONSISTENT vs 0 SUPERPOSITION (coherence) median: D0 0.979 | D8 0.730 D16 0.525 D32 0.195 | M8 0.722 M16 0.521 M32 0.185 N= 8 [declared] Q = 1.018 68% [1.007, 1.061] 95% [1.005, 1.075] n=21 -> ABOVE vs 1 N= 8 [no cut ] Q = 1.018 68% [1.007, 1.061] 95% [1.005, 1.075] n=21 -> ABOVE vs 1 N=16 [declared] Q = 1.004 68% [1.002, 1.036] 95% [0.989, 1.065] n=21 -> CONSISTENT vs 1 N=16 [no cut ] Q = 1.004 68% [1.002, 1.036] 95% [0.989, 1.065] n=21 -> CONSISTENT vs 1 N=32 [declared] Q = 1.009 68% [0.991, 1.025] 95% [0.984, 1.041] n=21 -> CONSISTENT vs 1 <- PRIMARY N=32 [no cut ] Q = 1.009 68% [0.991, 1.025] 95% [0.984, 1.041] n=21 -> CONSISTENT vs 1 value_M(32) - value_D(32) = -0.0060 95% [-0.0326, +0.0090] -> CONSISTENT vs 0 ibm_marrakesh L=2.684 us pairs 48 singles 21 shots 2000 ENTANGLEMENT (concurrence) median: D0 0.814 | D8 0.157 D16 0.000 D32 0.000 | M8 0.112 M16 0.000 M32 0.000 N= 8 [declared] Q = 1.018 68% [1.008, 1.049] 95% [1.000, 1.075] n=40 -> CONSISTENT vs 1 N= 8 [no cut ] Q = 1.008 68% [1.000, 1.020] 95% [1.000, 1.056] n=46 -> CONSISTENT vs 1 N=16 [declared] Q = 1.000 68% [1.000, 1.000] 95% [1.000, 1.000] n=40 -> CONSISTENT vs 1 N=16 [no cut ] Q = 1.000 68% [1.000, 1.000] 95% [1.000, 1.000] n=46 -> CONSISTENT vs 1 N=32 [declared] Q = 1.000 68% [1.000, 1.000] 95% [1.000, 1.000] n=40 -> CONSISTENT vs 1 <- PRIMARY N=32 [no cut ] Q = 1.000 68% [1.000, 1.000] 95% [1.000, 1.000] n=46 -> CONSISTENT vs 1 value_M(32) - value_D(32) = +0.0000 95% [+0.0000, +0.0000] -> CONSISTENT vs 0 SUPERPOSITION (coherence) median: D0 0.973 | D8 0.529 D16 0.319 D32 0.094 | M8 0.511 M16 0.317 M32 0.086 N= 8 [declared] Q = 1.028 68% [1.025, 1.040] 95% [1.011, 1.101] n=21 -> ABOVE vs 1 N= 8 [no cut ] Q = 1.028 68% [1.025, 1.040] 95% [1.011, 1.101] n=21 -> ABOVE vs 1 N=16 [declared] Q = 1.017 68% [1.006, 1.029] 95% [0.994, 1.030] n=21 -> CONSISTENT vs 1 N=16 [no cut ] Q = 1.017 68% [1.006, 1.029] 95% [0.994, 1.030] n=21 -> CONSISTENT vs 1 N=32 [declared] Q = 1.018 68% [1.009, 1.022] 95% [0.999, 1.026] n=21 -> CONSISTENT vs 1 <- PRIMARY N=32 [no cut ] Q = 1.018 68% [1.009, 1.022] 95% [0.999, 1.026] n=21 -> CONSISTENT vs 1 value_M(32) - value_D(32) = -0.0135 95% [-0.0204, +0.0012] -> CONSISTENT vs 0 PRIMARY (N=32, declared cut): ibm_fez ENTANGLEMENT Q=1.000 95% [1.000, 1.000] CONSISTENT ibm_fez SUPERPOSITION Q=1.011 95% [0.994, 1.036] CONSISTENT ibm_kingston ENTANGLEMENT Q=1.000 95% [1.000, 1.000] CONSISTENT ibm_kingston SUPERPOSITION Q=1.009 95% [0.984, 1.041] CONSISTENT ibm_marrakesh ENTANGLEMENT Q=1.000 95% [1.000, 1.000] CONSISTENT ibm_marrakesh SUPERPOSITION Q=1.018 95% [0.999, 1.026] CONSISTENT