Arbitrary phase
len R MF PSL ISL RR RR2
len 3 R 0.745 MF 4.500 PSL 1.000 ISL -6.532 RR 1.320 RR2 0.653
len 4 R 0.679 MF 3.999 PSL 1.000 ISL -6.020 RR 1.524 RR2 0.762
len 5 R 0.866 MF 6.248 PSL 1.000 ISL -7.957 RR 1.248 RR2 0.450
len 6 R 0.676 MF 3.600 PSL 2.000 ISL -5.563 RR 2.438 RR2 0.771
len 7 R 0.894 MF 7.770 PSL 1.000 ISL -8.904 RR 1.182 RR2 0.584
len 8 R 0.817 MF 4.946 PSL 1.183 ISL -6.942 RR 1.909 RR2 0.697
len 9 R 0.974 MF 25.639 PSL 1.000 ISL -14.089 RR 0.582 RR2 0.269
len 10 R 0.886 MF 7.807 PSL 1.092 ISL -8.925 RR 1.353 RR2 0.618
len 11 R 0.926 MF 11.755 PSL 1.000 ISL -10.702 RR 1.206 RR2 0.563
len 12 R 0.899 MF 8.604 PSL 1.258 ISL -9.347 RR 1.239 RR2 0.510
len 13 R 0.954 MF 15.424 PSL 1.079 ISL -11.882 RR 1.124 RR2 0.314
len 14 R 0.926 MF 12.043 PSL 1.384 ISL -10.807 RR 1.336 RR2 0.620
len 15 R 0.951 MF 16.635 PSL 1.049 ISL -12.210 RR 0.912 RR2 0.457
len 16 R 0.937 MF 12.448 PSL 1.259 ISL -10.951 RR 1.292 RR2 0.532
len 17 R 0.953 MF 14.735 PSL 1.000 ISL -11.683 RR 1.162 RR2 0.455
len 18 R 0.927 MF 12.375 PSL 1.160 ISL -10.926 RR 1.225 RR2 0.537
len 19 R 0.968 MF 22.078 PSL 1.000 ISL -13.440 RR 0.892 RR2 0.449
len 20 R 0.956 MF 17.060 PSL 1.330 ISL -12.320 RR 0.926 RR2 0.410
len 21 R 0.962 MF 21.490 PSL 1.237 ISL -13.322 RR 0.929 RR2 0.415
len 22 R 0.956 MF 19.485 PSL 1.524 ISL -12.897 RR 0.977 RR2 0.436
len 23 R 0.968 MF 23.401 PSL 1.130 ISL -13.692 RR 0.789 RR2 0.408
len 24 R 0.959 MF 19.405 PSL 1.267 ISL -12.879 RR 0.907 RR2 0.421
len 25 R 0.968 MF 28.931 PSL 1.477 ISL -14.614 RR 0.787 RR2 0.322
len 26 R 0.960 MF 21.538 PSL 1.953 ISL -13.332 RR 1.124 RR2 0.430
len 27 R 0.953 MF 19.079 PSL 2.000 ISL -12.806 RR 1.272 RR2 0.453
len 28 R 0.956 MF 18.832 PSL 1.487 ISL -12.749 RR 1.254 RR2 0.418
len 29 R 0.959 MF 22.517 PSL 1.878 ISL -13.525 RR 1.076 RR2 0.442
len 30 R 0.940 MF 18.289 PSL 2.345 ISL -12.622 RR 1.334 RR2 0.467
len 31 R 0.950 MF 21.584 PSL 2.058 ISL -13.341 RR 1.128 RR2 0.480
len 32 R 0.971 MF 25.940 PSL 1.290 ISL -14.140 RR 0.882 RR2 0.358
len 33 R 0.982 MF 37.775 PSL 1.171 ISL -15.772 RR 0.601 RR2 0.291
len 34 R 0.940 MF 19.128 PSL 2.468 ISL -12.817 RR 1.374 RR2 0.542
len 35 R 0.961 MF 25.192 PSL 1.814 ISL -14.013 RR 1.131 RR2 0.508
len 36 R 0.948 MF 20.447 PSL 1.848 ISL -13.106 RR 1.300 RR2 0.503
len 37 R 0.941 MF 20.325 PSL 2.499 ISL -13.080 RR 1.272 RR2 0.575
len 38 R 0.948 MF 19.561 PSL 2.376 ISL -12.914 RR 1.503 RR2 0.461
len 39 R 0.953 MF 23.265 PSL 2.199 ISL -13.667 RR 1.109 RR2 0.413
len 40 R 0.959 MF 25.452 PSL 2.101 ISL -14.057 RR 1.049 RR2 0.391
len 41 R 0.940 MF 21.903 PSL 2.524 ISL -13.405 RR 1.424 RR2 0.566
len 42 R 0.960 MF 24.759 PSL 1.907 ISL -13.937 RR 1.087 RR2 0.408
len 100 R 0.940 MF 32.957 PSL 4.718 ISL -15.180 RR 1.480 RR2 0.630
len 128 R 0.931 MF 33.999 PSL 5.358 ISL -15.315 RR 1.715 RR2 0.547
len 200 R 0.925 MF 39.935 PSL 6.652 ISL -16.014 RR 1.715 RR2 0.556
len 256 R 0.917 MF 43.404 PSL 7.521 ISL -16.375 RR 2.003 RR2 0.646
len 512 R 0.919 MF 62.976 PSL 12.541 ISL -17.992 RR 2.269 RR2 0.678
len 1024 R 0.915 MF 86.068 PSL 26.878 ISL -19.348 RR 2.317 RR2 0.763
len 2048 R 0.917 MF 126.028 PSL 30.565 ISL -21.005 RR 2.890 RR2 0.947
len 4096 R 0.914 MF 171.986 PSL 46.946 ISL -22.355 RR 3.116 RR2 0.835
Binary phase
len 3 R 0.745 MF 4.500 PSL 1.000 ISL -6.532 RR 1.319 RR2 0.667
len 4 R 0.679 MF 4.000 PSL 1.000 ISL -6.021 RR 1.539 RR2 0.769
len 5 R 0.866 MF 6.250 PSL 1.000 ISL -7.959 RR 1.247 RR2 0.447
len 6 R 0.676 MF 3.600 PSL 2.000 ISL -5.563 RR 2.438 RR2 0.771
len 7 R 0.705 MF 8.167 PSL 1.000 ISL -9.120 RR 1.231 RR2 0.857
len 8 R 0.756 MF 5.333 PSL 2.000 ISL -7.270 RR 1.595 RR2 0.686
len 9 R 0.619 MF 5.062 PSL 2.000 ISL -7.044 RR 2.033 RR2 0.892
len 10 R 0.677 MF 5.556 PSL 2.000 ISL -7.447 RR 2.112 RR2 0.866
len 11 R 0.804 MF 8.643 PSL 3.000 ISL -9.367 RR 1.521 RR2 0.607
len 12 R 0.853 MF 9.000 PSL 2.000 ISL -9.542 RR 1.240 RR2 0.600
len 13 R 0.952 MF 14.083 PSL 1.000 ISL -11.487 RR 1.220 RR2 0.297
len 14 R 0.835 MF 7.538 PSL 2.000 ISL -8.773 RR 2.119 RR2 0.548
len 15 R 0.870 MF 12.500 PSL 3.000 ISL -10.969 RR 1.142 RR2 0.480
len 16 R 0.788 MF 6.400 PSL 2.000 ISL -8.062 RR 1.917 RR2 0.625
len 17 R 0.773 MF 8.028 PSL 3.000 ISL -9.046 RR 1.673 RR2 0.735
len 18 R 0.792 MF 8.526 PSL 3.000 ISL -9.308 RR 1.786 RR2 0.778
len 19 R 0.831 MF 12.033 PSL 3.000 ISL -10.804 RR 1.593 RR2 0.631
len 20 R 0.838 MF 14.286 PSL 3.000 ISL -11.549 RR 1.600 RR2 0.800
len 21 R 0.835 MF 10.023 PSL 2.000 ISL -10.010 RR 1.696 RR2 0.735
len 22 R 0.806 MF 10.522 PSL 3.000 ISL -10.221 RR 1.720 RR2 0.811
len 23 R 0.824 MF 13.921 PSL 5.000 ISL -11.437 RR 1.683 RR2 0.609
len 24 R 0.835 MF 12.000 PSL 4.000 ISL -10.792 RR 1.886 RR2 0.609
len 25 R 0.853 MF 13.021 PSL 5.000 ISL -11.146 RR 2.135 RR2 0.560
len 26 R 0.877 MF 12.519 PSL 3.000 ISL -10.976 RR 1.666 RR2 0.576
len 27 R 0.862 MF 19.184 PSL 3.000 ISL -12.829 RR 1.448 RR2 0.741
len 28 R 0.847 MF 10.889 PSL 2.000 ISL -10.370 RR 1.649 RR2 0.714
len 29 R 0.853 MF 16.173 PSL 3.000 ISL -12.088 RR 1.657 RR2 0.690
len 30 R 0.864 MF 13.636 PSL 4.000 ISL -11.347 RR 1.694 RR2 0.700
len 31 R 0.860 MF 12.986 PSL 4.000 ISL -11.135 RR 1.782 RR2 0.675
len 32 R 0.843 MF 14.222 PSL 4.000 ISL -11.530 RR 1.887 RR2 0.731
len 33 R 0.856 MF 12.375 PSL 4.000 ISL -10.925 RR 2.305 RR2 0.612
len 34 R 0.867 MF 15.622 PSL 3.000 ISL -11.937 RR 1.542 RR2 0.744
len 35 R 0.851 MF 11.557 PSL 4.000 ISL -10.628 RR 2.070 RR2 0.554
len 36 R 0.847 MF 11.172 PSL 4.000 ISL -10.481 RR 2.233 RR2 0.651
len 37 R 0.850 MF 17.113 PSL 4.000 ISL -12.333 RR 1.642 RR2 0.792
len 38 R 0.855 MF 16.044 PSL 3.000 ISL -12.053 RR 1.384 RR2 0.700
len 39 R 0.849 MF 20.554 PSL 5.000 ISL -13.129 RR 1.654 RR2 0.697
len 40 R 0.842 MF 12.903 PSL 5.000 ISL -11.107 RR 2.180 RR2 0.712
len 41 R 0.756 MF 11.059 PSL 5.000 ISL -10.437 RR 2.566 RR2 0.797
len 42 R 0.787 MF 12.783 PSL 6.000 ISL -11.066 RR 2.230 RR2 0.849
len 45 R 0.850 MF 19.471 PSL 7.000 ISL -12.894 RR 1.881 RR2 0.611
len 50 R 0.844 MF 15.823 PSL 6.000 ISL -11.993 RR 1.706 RR2 0.706
len 60 R 0.850 MF 17.308 PSL 5.000 ISL -12.382 RR 2.017 RR2 0.733
len 70 R 0.845 MF 20.588 PSL 7.000 ISL -13.136 RR 1.671 RR2 0.786
len 80 R 0.820 MF 16.162 PSL 7.000 ISL -12.085 RR 2.810 RR2 0.738
len 100 R 0.821 MF 22.124 PSL 8.000 ISL -13.449 RR 2.333 RR2 0.809
Quadriphase
len 3 R 0.745 MF 4.500 PSL 1.000 ISL -6.532 RR 1.319 RR2 0.667
len 4 R 0.679 MF 4.000 PSL 1.000 ISL -6.021 RR 1.539 RR2 0.769
len 5 R 0.866 MF 6.250 PSL 1.000 ISL -7.959 RR 1.247 RR2 0.447
len 6 R 0.676 MF 3.600 PSL 2.000 ISL -5.563 RR 2.438 RR2 0.771
len 7 R 0.803 MF 4.204 PSL 1.414 ISL -6.236 RR 2.259 RR2 0.600
len 8 R 0.756 MF 5.333 PSL 2.000 ISL -7.270 RR 1.595 RR2 0.686
len 9 R 0.832 MF 7.480 PSL 1.414 ISL -8.739 RR 1.662 RR2 0.704
len 10 R 0.786 MF 4.692 PSL 1.414 ISL -6.713 RR 2.247 RR2 0.710
len 11 R 0.804 MF 8.643 PSL 3.000 ISL -9.367 RR 1.521 RR2 0.607
len 12 R 0.853 MF 9.000 PSL 2.000 ISL -9.542 RR 1.240 RR2 0.600
len 13 R 0.952 MF 14.083 PSL 1.000 ISL -11.487 RR 1.220 RR2 0.297
len 14 R 0.835 MF 7.538 PSL 2.000 ISL -8.773 RR 2.119 RR2 0.548
len 15 R 0.933 MF 16.071 PSL 1.000 ISL -12.061 RR 0.757 RR2 0.398
len 16 R 0.883 MF 10.455 PSL 1.414 ISL -10.193 RR 1.407 RR2 0.674
len 17 R 0.861 MF 9.031 PSL 2.000 ISL -9.557 RR 1.522 RR2 0.533
len 18 R 0.837 MF 7.842 PSL 3.000 ISL -8.945 RR 2.484 RR2 0.682
len 19 R 0.849 MF 8.711 PSL 2.236 ISL -9.401 RR 1.993 RR2 0.666
len 20 R 0.838 MF 14.286 PSL 3.000 ISL -11.549 RR 1.600 RR2 0.800
len 21 R 0.835 MF 10.023 PSL 2.000 ISL -10.010 RR 1.696 RR2 0.735
len 22 R 0.837 MF 9.959 PSL 2.236 ISL -9.982 RR 1.644 RR2 0.780

bestBin <- list()
bestBin[[3]] <- c(1,-1,-1)
bestBin[[4]] <- c(1,-1,-1,-1)
bestBin[[5]] <- c(1,-1,1,1,1)
bestBin[[6]] <- c(1,-1,1,-1,-1,-1)
bestBin[[7]] <- c(1,-1,1,1,-1,-1,-1)
bestBin[[8]] <- c(1,-1,1,-1,-1,1,1,1)
bestBin[[9]] <- c(1,-1,-1,1,1,1,1,-1,1)
bestBin[[10]] <- c(1,1,-1,-1,1,-1,1,1,1,1)
bestBin[[11]] <- c(1,-1,1,-1,-1,1,1,-1,-1,-1,-1)
bestBin[[12]] <- c(1,-1,1,-1,-1,1,1,-1,-1,-1,-1,-1)
bestBin[[13]] <- c(1,-1,1,-1,1,1,-1,-1,1,1,1,1,1)
bestBin[[14]] <- c(1,-1,1,-1,1,-1,-1,1,1,-1,-1,-1,-1,-1)
bestBin[[15]] <- c(1,1,1,-1,-1,-1,1,-1,-1,-1,1,-1,-1,1,-1)
bestBin[[16]] <- c(1,-1,-1,-1,-1,-1,1,-1,1,-1,-1,1,1,-1,-1,1)
bestBin[[17]] <- c(1,1,-1,1,-1,1,-1,-1,-1,-1,1,1,-1,-1,1,-1,-1)
bestBin[[18]] <- c(1,-1,-1,-1,-1,1,1,1,1,-1,1,1,-1,1,1,1,-1,1)
bestBin[[19]] <- c(1,-1,-1,-1,-1,1,-1,-1,-1,-1,1,-1,1,1,1,-1,1,-1,-1)
bestBin[[20]] <- c(1,-1,1,-1,1,1,1,1,-1,1,1,1,1,-1,-1,1,-1,-1,1,1)
bestBin[[21]] <- c(1,1,-1,-1,-1,-1,-1,1,1,1,-1,1,1,1,-1,1,-1,1,1,-1,1)
bestBin[[22]] <- c(1,1,1,-1,-1,-1,1,1,-1,1,-1,1,-1,-1,1,1,-1,1,1,1,1,1)
bestBin[[23]] <- c(1,-1,1,-1,1,-1,1,1,-1,1,1,-1,-1,1,1,1,-1,-1,-1,-1,-1,-1,-1)
bestBin[[24]] <- c(1,1,1,-1,1,1,1,-1,1,1,1,-1,-1,-1,-1,1,1,1,-1,1,-1,-1,1,-1)
bestBin[[25]] <- c(1,-1,-1,1,-1,-1,1,1,-1,1,-1,1,-1,-1,-1,-1,-1,-1,1,1,-1,-1,-1,1,1)
bestBin[[26]] <- c(1,1,1,-1,-1,1,1,1,-1,-1,-1,-1,-1,-1,1,-1,1,-1,1,-1,-1,1,-1,-1,1,-1)
bestBin[[27]] <- c(1,1,1,-1,-1,-1,-1,1,1,1,-1,1,1,1,-1,1,1,1,-1,1,1,-1,1,-1,-1,1,-1)
bestBin[[28]] <- c(1,1,-1,-1,-1,1,1,1,-1,-1,-1,-1,-1,-1,-1,1,-1,1,-1,1,1,-1,1,1,-1,-1,1,-1)
bestBin[[29]] <- c(1,-1,1,1,-1,-1,1,-1,-1,1,-1,1,-1,1,-1,-1,-1,-1,-1,-1,-1,1,1,1,-1,-1,1,1,1)
bestBin[[30]] <- c(1,1,1,1,1,-1,-1,-1,-1,-1,1,-1,-1,1,-1,-1,1,-1,1,-1,1,-1,-1,-1,1,1,-1,-1,-1,1)
bestBin[[31]] <- c(1,1,-1,-1,-1,1,1,-1,-1,-1,1,-1,1,-1,1,-1,-1,1,-1,-1,1,-1,-1,-1,-1,-1,-1,1,1,1,1)
bestBin[[32]] <- c(1,-1,1,-1,1,-1,1,-1,-1,1,-1,1,1,-1,-1,-1,-1,1,1,1,1,1,1,1,1,-1,-1,1,1,-1,-1,1)
bestBin[[33]] <- c(1,-1,1,-1,1,-1,1,1,-1,-1,1,1,-1,1,1,-1,1,1,1,1,-1,1,1,1,1,-1,-1,-1,-1,-1,-1,1,1)
bestBin[[34]] <- c(1,1,1,1,1,1,1,1,-1,-1,-1,-1,1,1,-1,1,-1,-1,1,-1,1,-1,1,-1,1,-1,-1,1,1,-1,-1,1,1,-1)
bestBin[[35]] <- c(1,-1,1,-1,1,-1,-1,1,-1,1,1,1,1,1,1,1,-1,1,-1,-1,1,1,-1,1,-1,-1,-1,1,1,1,-1,-1,1,1,-1)
bestBin[[36]] <- c(1,-1,-1,1,-1,1,1,-1,1,1,-1,-1,-1,-1,-1,-1,-1,-1,1,1,-1,-1,-1,1,-1,1,1,-1,-1,-1,1,-1,1,-1,1,-1)
bestBin[[37]] <- c(1,1,1,1,1,1,1,1,-1,-1,-1,-1,1,1,1,1,-1,-1,1,-1,1,1,-1,1,-1,1,-1,1,-1,-1,1,1,-1,-1,1,1,-1)
bestBin[[38]] <- c(1,1,-1,-1,1,1,-1,-1,1,1,1,1,1,1,1,1,1,-1,-1,-1,-1,1,1,-1,1,-1,-1,1,-1,1,1,-1,1,-1,1,-1,1,-1)
bestBin[[39]] <- c(1,1,1,1,1,1,1,1,-1,-1,1,-1,-1,1,-1,1,1,-1,1,1,-1,-1,-1,1,1,1,1,-1,-1,-1,1,1,-1,1,-1,1,-1,1,-1)
bestBin[[40]] <- c(1, 1, 1, 1, 1, 1, 1, 1, 1, -1, -1, -1, -1, 1, 1, 1, -1, -1, 1, 1, -1, -1, 1, 1, -1, 1, -1, 1, -1, 1, -1, -1, 1, -1, -1, 1, -1, -1, 1, -1)
bestBin[[45]] <- c(1,1,1,1,1,1,1,1,-1,1,1,-1,1,-1,-1,1,-1,1,-1,-1,1,1,-1,-1,1,1,-1,-1,-1,-1,-1,1,1,1,1,-1,-1,
                   -1,1,-1,1,-1,1,-1,1)
bestBin[[50]] <- c(1,1,1,1,1,1,1,1,-1,-1,1,1,-1,-1,1,1,-1,-1,1,1,1,1,-1,-1,-1,-1,1,1,1,-1,1,1,-1,1,-1,-1,1,-1,1,
                    1,-1,1,-1,1,-1,1,-1,1,-1,1)
bestBin[[60]] <- c(-1,1,-1,-1,-1,-1,-1,-1,-1,1,1,-1,-1,1,-1,-1,-1,1,-1,-1,-1,1,1,1,1,1,1,-1,-1,1,-1,1,1,-1,-1,1,
                   -1,-1,1,-1,1,-1,1,1,1,1,-1,-1,1,1,1,-1,-1,1,-1,1,-1,-1,1,1)
bestBin[[70]] <- c(-1,-1,-1,-1,-1,-1,-1,1,1,1,1,1,1,1,-1,-1,1,1,1,-1,1,1,1,1,-1,-1,1,1,1,-1,1,1,-1,1,1,-1,-1,1,1,1,
                    -1,1,-1,-1,1,1,1,1,-1,-1,1,-1,1,1,1,-1,1,-1,-1,1,-1,1,1,-1,1,-1,1,-1,1,-1)
bestBin[[80]] <- c(-1,-1,1,1,-1,1,1,-1,-1,-1,-1,-1,1,1,-1,1,1,-1,-1,-1,-1,-1,1,-1,-1,-1,-1,1,-1,-1,1,1,-1,-1,-1,-1,1,-1,-1,1,-1,1,-1,
                    -1,1,-1,1,-1,1,-1,-1,-1,1,-1,1,-1,1,1,-1,1,1,1,1,1,1,-1,-1,1,1,-1,-1,-1,-1,-1,1,1,-1,-1,-1,1)
bestBin[[100]] <- c(-1,1,-1,1,1,-1,1,1,-1,1,1,-1,1,-1,-1,1,1,-1,-1,1,-1,1,-1,-1,-1,-1,1,1,1,-1,-1,1,1,-1,1,-1,1,1,1,1,-1,1,1,-1,-1,1,1,1,-1,1,1,1,-1,-1,
                    -1,-1,-1,1,1,-1,-1,-1,-1,-1,1,1,1,-1,1,-1,1,1,1,1,1,1,-1,-1,1,-1,-1,-1,1,-1,1,1,1,1,1,1,1,1,1,-1,1,-1,1,-1,1,1)

qpBest <- list(length=1000)

qpBest[[3]] <- c(1+0i, 1+0i, -1+0i)
qpBest[[4]] <- c(1+0i, 1+0i, -1+0i, 1+0i)
qpBest[[5]] <- c(1+0i, 1+0i, 1+0i, -1+0i, 1+0i)
qpBest[[6]] <- c(1+0i, 1+0i, 1+0i, 1+0i, -1+0i, 1+0i)
qpBest[[7]] <- c(1+0i, 1+0i, -1+0i, -1+0i, -0-1i, -1+0i, -0-1i)
qpBest[[8]] <- c(1+0i, 1+0i, 1+0i, -1+0i, -1+0i, 1+0i, -1+0i, 1+0i)
qpBest[[9]] <- c(1+0i, 1+0i, 1+0i, 1+0i, -1+0i, -0-1i, 0+1i, 1+0i, -1+0i)
qpBest[[10]] <- c(1+0i, 1+0i, -0-1i, -0-1i, 1+0i, 1+0i, -1+0i, 1+0i, -1+0i, -0-1i)
qpBest[[11]] <- c(1+0i, 1+0i, 1+0i, 1+0i, -1+0i, -1+0i, 1+0i, 1+0i, -1+0i, 1+0i, -1+0i)
qpBest[[12]] <- c(1+0i, 1+0i, 1+0i, 1+0i, 1+0i, -1+0i, -1+0i, 1+0i, 1+0i, -1+0i, 1+0i, -1+0i)
qpBest[[13]] <- c(1+0i, 1+0i, 1+0i, 1+0i, 1+0i, -1+0i, -1+0i, 1+0i, 1+0i, -1+0i, 1+0i, -1+0i, 1+0i)
qpBest[[14]] <- c(1+0i, 1+0i, 1+0i, 1+0i, 1+0i, 1+0i, -1+0i, -1+0i, 1+0i, 1+0i, -1+0i, 1+0i, -1+0i, 1+0i)
qpBest[[15]] <- c(1+0i, 1+0i, 1+0i, 0+1i, 0+1i, 1+0i, -0-1i, -0-1i, 0+1i, -1+0i, -0-1i, 0+1i, 1+0i, -1+0i, 1+0i)
qpBest[[16]] <- c(1+0i, 1+0i, 1+0i, -0-1i, -0-1i, 1+0i, 0+1i, 0+1i, -0-1i, -1+0i, 0+1i, -0-1i, 1+0i, -1+0i, 1+0i, -1+0i)
qpBest[[17]] <- c(1+0i, 1+0i, 0+1i, 0+1i, -1+0i, 0+1i, 1+0i, -1+0i, 0+1i, 1+0i, 1+0i, -0-1i, -1+0i, -0-1i, 0+1i, -1+0i, 1+0i)
qpBest[[3]] <- c(1+0i, 1+0i, -1+0i)
qpBest[[4]] <- c(1+0i, 1+0i, -1+0i, 1+0i)
qpBest[[5]] <- c(1+0i, 1+0i, 1+0i, -1+0i, 1+0i)
qpBest[[6]] <- c(1+0i, 1+0i, 1+0i, 1+0i, -1+0i, 1+0i)
qpBest[[7]] <- c(1+0i, 1+0i, -1+0i, -1+0i, -0-1i, -1+0i, -0-1i)
qpBest[[8]] <- c(1+0i, 1+0i, 1+0i, -1+0i, -1+0i, 1+0i, -1+0i, 1+0i)
qpBest[[9]] <- c(1+0i, 1+0i, 1+0i, 1+0i, -1+0i, -0-1i, 0+1i, 1+0i, -1+0i)
qpBest[[10]] <- c(1+0i, 1+0i, -0-1i, -0-1i, 1+0i, 1+0i, -1+0i, 1+0i, -1+0i, -0-1i)
qpBest[[11]] <- c(1+0i, 1+0i, 1+0i, 1+0i, -1+0i, -1+0i, 1+0i, 1+0i, -1+0i, 1+0i, -1+0i)
qpBest[[12]] <- c(1+0i, 1+0i, 1+0i, 1+0i, 1+0i, -1+0i, -1+0i, 1+0i, 1+0i, -1+0i, 1+0i, -1+0i)
qpBest[[13]] <- c(1+0i, 1+0i, 1+0i, 1+0i, 1+0i, -1+0i, -1+0i, 1+0i, 1+0i, -1+0i, 1+0i, -1+0i, 1+0i)
qpBest[[14]] <- c(1+0i, 1+0i, 1+0i, 1+0i, 1+0i, 1+0i, -1+0i, -1+0i, 1+0i, 1+0i, -1+0i, 1+0i, -1+0i, 1+0i)
qpBest[[15]] <- c(1+0i, 1+0i, 1+0i, 0+1i, 0+1i, 1+0i, -0-1i, -0-1i, 0+1i, -1+0i, -0-1i, 0+1i, 1+0i, -1+0i, 1+0i)
qpBest[[16]] <- c(1+0i, 1+0i, 1+0i, -0-1i, -0-1i, 1+0i, 0+1i, 0+1i, -0-1i, -1+0i, 0+1i, -0-1i, 1+0i, -1+0i, 1+0i, -1+0i)
qpBest[[17]] <- c(1+0i, 1+0i, 0+1i, 0+1i, -1+0i, 0+1i, 1+0i, -1+0i, 0+1i, 1+0i, 1+0i, -0-1i, -1+0i, -0-1i, 0+1i, -1+0i, 1+0i)
qpBest[[18]] <- c( 1+0i , 1+0i , 1+0i , 1+0i , 1+0i , 0+1i ,-0-1i , 1+0i ,-1
+0i ,-1+0i ,-1+0i , 1+0i , 1+0i , 1+0i ,-1+0i , 0+1i ,-0-1i ,-1+0i)
qpBest[[19]] <- c( 1+0i , 1+0i , 1+0i , 1+0i , 1+0i , 1+0i ,-1+0i ,-1+0i , 1
+0i ,-1+0i ,-1+0i , 1+0i , 0+1i , 1+0i ,-1+0i ,-0-1i ,-1+0i , 1+0i , 0
+1i)
qpBest[[20]] <- c( 1+0i , 1+0i , 1+0i , 1+0i , 1+0i ,-1+0i , 1+0i ,-1+0i ,-1
+0i ,-1+0i , 1+0i ,-1+0i , 1+0i , 1+0i ,-1+0i ,-1+0i ,-1+0i , 1+0i , 1
+0i ,-1+0i)
qpBest[[21]] <- c( 1+0i , 1+0i , 1+0i ,-1+0i ,-1+0i ,-1+0i ,-1+0i ,-1+0i , 1
+0i ,-1+0i ,-1+0i ,-1+0i , 1+0i ,-1+0i ,-1+0i , 1+0i ,-1+0i , 1+0i ,-1
+0i ,-1+0i , 1+0i)
qpBest[[22]] <- c(1+0i, 1+0i, 1+0i, 1+0i, 1+0i, 1+0i, 1+0i, -1+0i, 0+1i, 0-1i, 0-1i, 0+1i, 1+0i, 0+1i, 0-1i, -1+0i, 0-1i, 0+1i, 0+1i, 0-1i, 1+0i, -1+0i)

# Current best arbitrary phase codes

b <- list()

b[[1]] <- 0
b[[2]] <- 0

# L: 3 R: 0.745
b[[3]] <- c(1+0i, -0.949951+0.3123989i, -0.8048196+0.5935196i)

# L: 4 R: 0.679
b[[4]] <- c(1+0i, -0.6556734+0.7550447i, -0.1401711-0.9901273i,
-0.8396341-0.5431524i)

# L: 5 R: 0.866
b[[5]] <- c(1+0i, -0.8860698-0.4635519i, 0.5707465+0.8211263i,
0.1250209+0.9921541i, -0.3486472+0.937254i)

# L: 6 R: 0.676
b[[6]] <- c(1+0i, 0.5+0.8660254i, -0.5+0.8660254i, -1+0i, 0.5+0.8660254i, 0.5-0.8660254i)

# L: 7 R: 0.894
b[[7]] <- c(1+0i, -0.6358757-0.7717915i, 0.8824102-0.4704808i,
-0.796081-0.60519i, -0.8944473-0.4471735i, 0.9381846-0.3461354i,
0.9606041-0.2779203i)

# L: 8 R: 0.817
b[[8]] <- c(1+0i, 0.1162175-0.9932238i, -0.9749128+0.2225873i,
0.2322914-0.9726462i, 0.2049886+0.9787644i, -0.6952645+0.718754i,
 -0.5935421+0.8048029i, -0.9453288+0.3261188i)

# L: 9 R: 0.974 
b[[9]] <- c(1+0i, 0.9999926+0.0038453i, 0.6102606+0.7922007i,
0.7465217+0.6653611i, -0.0200615-0.9997987i, -0.8144926-0.580174i,
0.7677782+0.6407157i, -0.9478874+0.3186054i, 0.9056934-0.4239333i)

# L: 10 R: 0.886
b[[10]] <- c(1+0i, 0.8366291-0.5477697i, 0.9857219+0.1683816i,
0.9996578+0.0261579i, -0.9479314-0.3184746i, -0.9150478+0.4033454i,
0.9231002-0.3845596i, 0.0278177+0.999613i, -0.3911712-0.9203179i,
0.128428+0.9917188i)

# L: 11 R: 0.926 
b[[11]] <- c(1+0i, -0.0115063+0.9999338i, 0.5453563-0.8382043i,
0.4174915+0.9086808i, -0.9745667-0.2240976i, -0.971534-0.2369001i,
-0.6797732-0.7334223i, -0.697832+0.7162615i, 0.7025961+0.7115889i,
-0.677212-0.7357879i, -0.987216+0.159388i)

# L: 12 R: 0.899
b[[12]] <- c(1+0i, -0.8644733-0.5026788i, -0.6467988+0.7626607i,
0.1860015-0.9825495i, 0.0501877+0.9987398i, -0.707113+0.7071006i,
0.9971606-0.0753045i, 0.8277145-0.5611495i, 0.6067007-0.7949304i,
0.8580324+0.5135955i, 0.5970498+0.8022042i, 0.8543042+0.5197734i)

# L: 13 R: 0.954
b[[13]] <- c(1+0i, -0.4321785+0.9017881i, -0.8225419-0.5687044i,
             0.9471315-0.3208455i, -0.5205275+0.8538449i, 0.7583953+0.6517949i,
             -0.9644953+0.2641i, -0.32021+0.9473466i, -0.8829454-0.4694758i,
             -0.978348+0.2069666i, -0.4181626+0.9083723i, 0.8309373+0.5563661i,
             0.8599021-0.5104591i)

# L: 14 R: 0.926 
b[[14]] <-  c(1+0i, -0.262531+0.9649236i, -0.643444-0.7654932i,
0.8434268+0.5372441i, 0.2889408+0.957347i, 0.5143863+0.8575586i,
-0.9782216+0.2075635i, -0.7974425+0.603395i, -0.5873297+0.8093478i,
0.9528645+0.3033961i, 0.3144401-0.9492773i, 0.605126+0.7961297i,
0.7533965-0.6575666i, -0.9295621-0.3686655i)

# L: 15 R: 0.95115 
b[[15]] <-  c(1+0i, -0.6134901+0.7897024i, -0.4297163-0.9029639i,
0.3816521+0.924306i, -0.9121913-0.4097646i, -0.8045402-0.5938983i,
-0.0297522-0.9995573i, 0.9995377-0.0304043i, 0.5211698-0.853453i,
-0.6987383+0.7153774i, 0.9865425+0.1635048i, 0.4846939-0.8746839i,
0.7578819-0.6523918i, 0.1326043-0.9911691i, -0.9476964-0.3191732i)

# L: 16 R: 0.937

b[[16]] <- c(1+0i, -0.8511377-0.5249425i, 0.0617667+0.9980906i,
-0.5709869-0.8209591i, 0.339117+0.9407442i, 0.8150414+0.5794027i,
0.9054908-0.424366i, -0.9191641-0.3938748i, -0.3797091-0.9251059i,
0.959445+0.2818958i, -0.7292511+0.6842462i, -0.9832641-0.1821862i,
-0.8502594+0.526364i, -0.9489554+0.3154102i, -0.799247-0.6010027i,
-0.6509286-0.759139i)

# L: 17 R: 0.953 
b[[17]] <-  c(1+0i, 0.8568554-0.5155568i, 0.0299496-0.9995514i,
-0.8184898+0.574521i, -0.6548725+0.7557394i, 0.0151904+0.9998846i,
-0.9991701+0.0407329i, -0.890331+0.4553139i, -0.5749003+0.8182235i,
0.197935-0.9802151i, -0.5406145+0.8412704i, 0.9461836-0.3236304i,
-0.5171813+0.8558759i, -0.8047718+0.5935843i, -0.3171814-0.9483648i,
0.9989847+0.0450504i, -0.5025596+0.8645426i)

# L: 18 R: 0.927

b[[18]] <- c(1+0i, 0.194996+0.980804i, -0.818771-0.5741203i,
0.9907375-0.135791i, 0.3954631+0.9184818i, 0.9022137-0.4312894i,
-0.6908616+0.722987i, 0.9848171+0.1735954i, 0.7050632+0.7091445i,
0.997383+0.0722984i, -0.7854357+0.6189433i, 0.2402649+0.9707074i,
0.1113631-0.9937798i, -0.4147667-0.9099278i, 0.1560794-0.9877445i,
-0.4359041-0.8999931i, -0.5969377+0.8022876i, 0.3913095+0.9202591i)

# L: 19 R: 0.968
b[[19]] <- c(1+0i, 0.855717-0.5174441i, 0.7176678+0.6963856i,
0.9134682+0.4069102i, -0.2315552+0.9728218i, 0.1600842+0.9871034i,
0.9179164-0.3967738i, -0.1730995-0.9849043i, 0.9924954-0.1222817i,
-0.35422-0.9351621i, -0.6822516+0.7311174i, -0.9999992-0.0012384i,
0.8020791+0.5972178i, 0.18798-0.9821729i, 0.1154032+0.9933187i,
-0.809615+0.5869613i, 0.5619013-0.8272043i, 0.9880505+0.1541302i,
-0.9999988-0.0015804i)

# L: 20 R: 0.956 
b[[20]] <- c(1+0i, -0.9795737-0.2010852i, 0.9999587+0.0090916i,
0.1789704-0.9838545i, 0.3933858+0.9193735i, 0.4794789-0.8775534i,
0.9954254+0.0955425i, -0.260127+0.9655744i, 0.787548-0.6162533i,
0.9597275+0.2809327i, 0.2028228+0.9792154i, 0.3521839+0.9359308i,
-0.8682747-0.4960837i, -0.2610644-0.9653214i, 0.9976917-0.0679063i,
0.6670577-0.7450061i, -0.2159425-0.9764061i, -0.9981562-0.0606969i,
-0.5229331+0.8523737i, 0.0893219+0.9960028i)

# L: 21 R: 0.962

b[[21]] <- c(-0.914465+0.404665i, -0.6993902+0.71474i,
-0.3298823+0.9440221i, -0.5990704+0.8006963i, -0.1222278+0.9925021i,
0.3866816+0.9222133i, -0.2330981-0.9724532i, -0.7299902+0.6834576i,
0.1398414-0.9901739i, -0.6758962-0.7369968i, 0.2142553+0.9767777i,
0.8197265-0.5727551i, 0.7932272+0.6089258i, -0.8095897-0.5869961i,
-0.2812452+0.9596359i, -0.9484082+0.3170518i, 0.5025531-0.8645463i,
0.663574-0.7481107i, 0.170471+0.9853627i, -0.9851514+0.1716878i,
0.7866761-0.617366i)

# L: 22 R: 0.956

b[[22]] <- c(1+0i, -0.9983736+0.0570107i, 0.9886411+0.1502955i,
-0.9641054+0.2655199i, 0.95382+0.3003787i, -0.9785065-0.2062161i,
0.1288549-0.9916635i, 0.8605798-0.5093156i, -0.7806019+0.6250285i,
0.9767538+0.2143644i, 0.7605413+0.6492896i, -0.7440099+0.6681685i,
-0.512327-0.8587905i, -0.6411782-0.7673921i, -0.260849+0.9653796i,
0.8959784+0.4440976i, -0.0690849-0.9976108i, -0.4070407-0.91341i,
0.6300019-0.7765936i, 0.4366219-0.8996451i, -0.5262525-0.8503284i,
-0.6805634-0.7326892i)

# L: 23 R: 0.968

b[[23]] <- c(1+0i, -0.3456224+0.9383737i, -0.9945993-0.1037891i,
-0.0181227-0.9998358i, 0.7761445-0.630555i, 0.3652393+0.9309137i,
-0.0868837-0.9962185i, 0.0417196+0.9991294i, -0.7761677+0.6305265i,
0.7025605-0.711624i, -0.9474733+0.3198348i, 0.7938086-0.6081677i,
-0.610196-0.7922505i, -0.119877+0.9927887i, 0.995062-0.0992549i,
0.9775681+0.2106196i, -0.1627991-0.9866592i, -0.7111732+0.7030169i,
-0.1512234+0.9884996i, -0.469254+0.8830632i, -0.2781018+0.9605516i,
-0.198439+0.9801132i, 0.4644778+0.8855847i)

# L: 24 R: 0.959

b[[24]] <- c(1+0i, -0.2840381+0.958813i, -0.6378433+0.7701662i,
-0.996191-0.0871985i, -0.9344527+0.3560872i, -0.3229504-0.9464159i,
0.8233079-0.5675951i, -0.5011857+0.8653398i, -0.1787718-0.9838906i,
-0.4285691-0.903509i, 0.3863359+0.9223582i, -0.6187206-0.7856111i,
-0.1519051+0.9883951i, 0.5135243-0.8580751i, 0.9813512+0.1922234i,
-0.4597776-0.8880341i, 0.2749757-0.9614512i, -0.6246137-0.7809339i,
-0.9791343-0.2032142i, -0.2107814+0.9775332i, 0.2588627-0.9659141i,
-0.9197591-0.3924833i, -0.9459541+0.3243006i, -0.0396804+0.9992124i)

# L: 25 R: 0.968

b[[25]] <- c(0.7473988-0.6643757i, -0.6537966+0.7566703i,
0.3508765-0.9364217i, -0.7159+0.6982028i, -0.7408523-0.671668i,
-0.4406278+0.8976899i, -0.9719268+0.2352835i, -0.1000551+0.9949819i,
0.3287163+0.9444287i, -0.5509158+0.8345608i, 0.6514815+0.7586645i,
-0.999941+0.0108637i, -0.9958068+0.0914812i, -0.2260975-0.9741047i,
-0.9078772-0.4192363i, 0.9981194-0.0612991i, 0.9302945+0.3668136i,
-0.5623799+0.826879i, 0.0440734-0.9990283i, 0.5003508-0.8658228i,
-0.555503+0.8315146i, -0.4218558+0.9066629i, 0.9765584-0.2152525i,
-0.0807691-0.9967328i, -0.9868616+0.1615678i)

# L: 26 R: 0.960

b[[26]] <- c(-0.7637442+0.645519i, 0.9995363+0.0304492i,
0.6661146+0.7458494i, -0.8376886+0.5461481i, 0.5790523-0.8152904i,
0.6798579+0.7333439i, -0.9961866+0.0872479i, -0.9350061+0.3546317i,
-0.5694506+0.8220255i, -0.1401541+0.9901297i, 0.146807+0.9891652i,
-0.9963138+0.0857831i, 0.4233499+0.9059662i, 0.5132692-0.8582276i,
-0.9960816-0.0884387i, 0.1656938+0.9861773i, 0.4094968-0.9123116i,
0.9588236-0.2840022i, 0.5082352-0.8612183i, 0.5879867+0.8088706i,
-0.858808+0.5122976i, 0.0134201+0.9999099i, -0.6890511-0.7247128i,
0.4707962-0.882242i, -0.8338859-0.5519369i, 0.6341486+0.7732112i)


# L: 27 R: 0.953

b[[27]] <- c(1+0i, 0.0818384+0.9966456i, -0.6106384+0.7919096i,
0.9993385-0.036367i, -0.7399383+0.6726747i, -0.6270497+0.7789793i,
0.9000003+0.4358893i, -0.9056976+0.4239244i, -0.505857+0.8626174i,
0.8016724+0.5977636i, -0.996427+0.0844588i, -0.8048123-0.5935294i,
-0.1736346-0.9848101i, 0.9980532+0.0623691i, 0.5566172+0.8307691i,
-0.6882896+0.725436i, 0.7046003+0.7096044i, 0.9994174-0.0341315i,
0.5841479-0.8116472i, -0.0629158-0.9980188i, -0.8956575-0.4447444i,
0.8566368+0.5159199i, -0.7990389-0.6012793i, 0.9677643-0.2518576i,
-0.90699-0.4211521i, 0.3032018+0.9529264i, -0.9401278+0.3408222i)

# L: 28 R: 0.956

b[[28]] <- c(0.9525065+0.3045181i, 0.3437385-0.9390654i,
-0.7317943+0.6815255i, 0.6909099-0.7229409i, -0.9628423-0.2700643i,
0.7712423+0.6365417i, 0.9181673-0.3961928i, -0.9236433-0.3832532i,
-0.9582553-0.2859141i, -0.5444876+0.8387689i, 0.8549196-0.5187606i,
0.2426275+0.9701195i, -0.9379271-0.3468325i, 0.1098799+0.9939449i,
-0.9790879-0.2034376i, 0.8893076-0.4573095i, 0.7449881+0.6670777i,
0.2729098+0.9620396i, 0.3825564-0.9239321i, 0.9346916-0.3554597i,
-0.9203549-0.3910842i, -0.5092592-0.8606132i, 0.0538909-0.9985468i,
0.9654871-0.260451i, 0.9606674+0.2777017i, 0.9795463+0.2012191i,
0.9999653+0.0083258i, 0.9978082+0.0661727i)

# L: 29 R: 0.959

b[[29]] <- c(1+0i, 0.2726271+0.9621198i, -0.6419955+0.7667084i,
-0.6557814-0.7549508i, 0.615145-0.788414i, 0.9965744-0.0827006i,
0.9922297+0.1244198i, -0.3288885+0.9443688i, 0.779116-0.6268797i,
0.441749+0.8971387i, -0.9913395-0.1313238i, 0.6878606-0.7258429i,
-0.9999957+0.0029472i, -0.5733867-0.8192848i, -0.6331443-0.7740338i,
-0.6872119-0.726457i, -0.9375895+0.3477442i, 0.1413771-0.9899558i,
-0.8358597+0.5489431i, 0.9811582+0.1932058i, -0.2813433-0.9596072i,
0.9382973+0.3458297i, 0.1512033-0.9885027i, -0.3110664-0.9503882i,
-0.9637283-0.2668854i, -0.1884899+0.9820751i, 0.9964959-0.0836419i,
0.18502-0.9827348i, -0.9918102-0.1277207i)

# L: 30 R: 0.94
b[[30]] <- c(1+0i, 0.070178-0.9975345i,
-0.9998794-0.015529i, 0.9280582-0.3724351i, -0.107214-0.994236i,
-0.9935206+0.1136522i, -0.149508+0.9887605i, 0.1011801-0.9948681i,
0.3668417+0.9302834i, 0.849004+0.5283864i, 0.66861+0.7436132i,
0.15493-0.9879255i, 0.5984962-0.8011256i, -0.8448385+0.5350214i,
0.3032146+0.9529223i, -0.9940949+0.108514i, 0.6398986-0.7684593i,
-0.7896382-0.6135728i, -0.9348581+0.3550216i, -0.8833538-0.4687067i,
-0.9998797+0.0155081i, -0.0820799-0.9966258i, -0.9669443-0.2549876i,
0.5396688-0.8418774i, 0.5154101+0.8569437i, -0.7207687+0.6931757i,
-0.8376889-0.5461477i, -0.2995666+0.9540754i, -0.9890003-0.1479137i,
0.2949116-0.9555245i)

# L: 31 R: 0.932

b[[31]] <- c(1+0i, 0.8187172+0.574197i, -0.9960885+0.0883608i,
-0.9112277-0.411903i, -0.6195351+0.784969i, 0.3779084+0.925843i,
0.7336539-0.6795234i, 0.9171028+0.3986507i, -0.9094858-0.415735i,
-0.983368-0.1816243i, 0.9153313-0.4027016i, -0.1167904+0.9931566i,
-0.6189252+0.7854499i, -0.9724157+0.2332544i, -0.7766003+0.6299936i,
0.524761-0.8512496i, -0.9602481-0.2791479i, 0.2814057-0.9595889i,
-0.1634615-0.9865497i, 0.9069111-0.421322i, -0.9805178-0.19643i,
-0.3989308-0.916981i, -0.7347826+0.6783027i, 0.2030626-0.9791658i,
-0.9628595+0.2700031i, -0.5428882+0.839805i, 0.9571842-0.2894795i,
-0.6373882+0.7705428i, -0.7741785+0.6329673i, 0.5170659+0.8559456i,
-0.8420695-0.539369i)

# L: 32 R: 0.971

b[[32]] <- c(0.8594488-0.5112219i, -0.8101456-0.5862287i,
0.3203309+0.9473057i, -0.204341-0.9788998i, 0.100766+0.9949102i,
0.138408-0.9903753i, -0.6156448-0.7880238i, 0.070769+0.9974927i,
-0.9592597+0.2825259i, 0.732501-0.680766i, 0.002291+0.9999974i,
-0.299488-0.9541001i, -0.3683601+0.9296832i, -0.4691332+0.8831274i,
0.9950374+0.099502i, 0.3770271-0.9262022i, 0.5380511+0.8429122i,
-0.323635+0.946182i, -0.018875-0.9998219i, 0.055356-0.9984667i,
0.9877338+0.156147i, 0.9054411+0.424472i, -0.030115-0.9995464i,
-0.8322518-0.5543979i, -0.9454025-0.3259052i, -0.8872852-0.4612211i,
-0.393889-0.919158i, 0.9139539-0.405818i, 0.9862623-0.165187i,
0.9415369-0.33691i, 0.7848932-0.6196311i, 0.7536099-0.6573219i)

# L: 33 R: 0.982

b[[33]] <- c(0.947744 + 0.319031*1i, -0.187934 + -0.982182*1i,
-0.945513 + 0.325584*1i, 0.835397 + 0.549646*1i, 0.181842 +
-0.983328*1i, -0.643490 + 0.765455*1i, 0.865157 + 0.501500*1i,
-0.533324 + -0.845911*1i, 0.559273 + -0.828983*1i, -0.979581 +
0.201051*1i, -0.142437 + 0.989804*1i, -0.078246 + 0.996934*1i,
0.220239 + -0.975446*1i, 0.996462 + 0.084046*1i, -0.977196 +
-0.212337*1i, 0.421730 + 0.906721*1i, -0.978210 + 0.207619*1i,
0.882961 + -0.469446*1i, 0.986286 + 0.165045*1i, -0.013825 +
0.999904*1i, 0.124397 + -0.992233*1i, 0.998326 + -0.057844*1i,
-0.084005 + -0.996465*1i, -0.418224 + -0.908344*1i, 0.310610 +
-0.950537*1i, -0.643784 + 0.765208*1i, -0.981618 + -0.190857*1i,
-0.954904 + -0.296916*1i, -0.299192 + -0.954193*1i, 0.060494 +
-0.998169*1i, 0.668732 + -0.743504*1i, 0.747240 + -0.664554*1i,
0.966593 + -0.256317*1i)

# L: 34 R: 0.940
b[[34]] <- c(1+0i, -0.4709169-0.8821776i,
-0.9636728+0.2670857i, 0.6469966-0.7624929i, -0.2318067+0.9727619i,
0.4034314+0.9150099i, -0.3307479-0.9437191i, -0.8699787+0.4930893i,
0.9668773+0.2552415i, 0.3718296-0.928301i, 0.8596029-0.5109627i,
-0.8882032-0.4594509i, -0.6026673+0.7979925i, -0.91511+0.4032043i,
0.1070118+0.9942578i, -0.2389515-0.9710315i, 0.9999937-0.0035517i,
0.9489577+0.3154035i, 0.1126197+0.9936382i, -0.7149039-0.6992227i,
0.8942832+0.4475015i, 0.9976617-0.0683455i, 0.0723137-0.9973819i,
-0.2843012-0.958735i, 0.6915936-0.7222869i, 0.4212012-0.9069672i,
0.56047-0.8281747i, 0.668644+0.7435827i, 0.585101-0.8109605i,
0.9701087+0.2426708i, -0.991569+0.1295795i, 0.9988536-0.0478693i,
0.0794508+0.9968388i, -0.9959622-0.0897734i)

# L: 35 R: 0.961

b[[35]] <- c(1+0i, 0.6514841+0.7586623i, 0.7282345+0.6853281i,
0.999567-0.0294234i, 0.7467984+0.6650504i, 0.1259665+0.9920345i,
0.300666+0.9537295i, 0.3368299+0.9415655i, 0.4780787+0.878317i,
0.6150583-0.7884816i, -0.5640552-0.8257371i, -0.9007309+0.4343774i,
0.3596907-0.9330716i, 0.9799039-0.1994703i, 0.5240792+0.8516696i,
-0.5007531-0.8655902i, -0.3183582-0.9479705i, -0.2940076+0.9558031i,
-0.0298015+0.9995558i, -0.7489334-0.6626453i, -0.9148534+0.4037862i,
0.9971532-0.0754016i, 0.9927432+0.1202538i, 0.963603+0.2673373i,
-0.6631826-0.7484577i, -0.3419251+0.9397272i, -0.2706487-0.9626782i,
-0.6488951-0.7608779i, 0.8856376+0.464377i, -0.6986949+0.7154197i,
0.9984011+0.0565271i, -0.5497095+0.8353559i, 0.2131768-0.9770136i,
0.0617449+0.998092i, 0.0735574-0.997291i)

# L: 36 R: 0.948

b[[36]] <- c(1+0i, 0.5637246+0.8259628i,
-0.845581+0.5338472i, 0.8667668-0.4987137i, -0.2169292+0.9761873i,
0.5456163+0.8380351i, -0.9695034+0.245078i, 0.9673759+0.2533453i,
0.0330609+0.9994533i, -0.7633516+0.6459832i, -0.848448+0.5292788i,
0.039785-0.9992083i, -0.3104025+0.9506052i, 0.4663484-0.8846011i,
-0.3403769+0.9402891i, -0.7475305+0.6642275i, -0.1698578-0.9854686i,
0.8602422+0.5098856i, 0.4774686-0.8786488i, 0.9995355+0.0304745i,
-0.7393589+0.6733115i, -0.6883228+0.7254045i, -0.1899748+0.981789i,
0.1667279+0.9860029i, 0.9809515-0.194253i, 0.028096-0.9996052i,
0.7733911-0.6339292i, -0.065055-0.9978817i, 0.9986908+0.0511528i,
0.9973817-0.072317i, -0.5536805-0.8327292i, -0.9804165+0.1969351i,
-0.1582655+0.9873966i, 0.2795936-0.9601184i, -0.9440465-0.3298123i,
-0.4470664+0.8945008i)

# L: 37 R: 0.941


b[[37]] <- c(1+0i, -0.7256941-0.6880175i, 0.458052-0.8889254i,
-0.9994935+0.0318232i, -0.1028073+0.9947013i, -0.7728245+0.6346198i,
0.8699004+0.4932274i, 0.8337981-0.5520695i, -0.5113231-0.8593885i,
0.9860046+0.166718i, -0.8667297+0.4987782i, -0.0753889+0.9971542i,
-0.5001151-0.8659589i, 0.9994387-0.0334992i, -0.5599058-0.8285563i,
0.9015379+0.4327001i, 0.7922375+0.6102129i, -0.8289847-0.5592712i,
-0.6101899-0.7922552i, 0.7455058-0.6664991i, -0.9999019+0.0140097i,
-0.5487708+0.8359729i, 0.1361293-0.9906911i, -0.8767583+0.4809313i,
-0.2433433+0.9699402i, -0.0242983+0.9997048i, -0.7101992-0.7040008i,
0.9831771-0.1826549i, -0.1334532+0.9910551i, 0.9669246+0.2550624i,
0.9999975+0.0022356i, -0.6513433+0.7587832i, 0.2168319+0.9762089i,
-0.1832218+0.9830716i, -0.9980767-0.0619912i, -0.6420237+0.7666848i,
-0.9413923+0.3373137i)

# L: 38 R: 0.948

b[[38]] <- c(1+0i, 0.7568171+0.6536268i,
-0.9883177+0.1524076i, -0.8174574-0.575989i, 0.9845512+0.1750972i,
0.8174903+0.5759424i, -0.8612645-0.5081569i, -0.3345613-0.942374i,
0.9082999-0.4183196i, 0.0388876-0.9992436i, 0.1438092-0.9896054i,
-0.2513056+0.9679078i, 0.8512173+0.5248134i, 0.9189025-0.3944847i,
0.2298626-0.9732231i, -0.7481383-0.6635428i, -0.6666968-0.7453291i,
-0.9295961-0.3685799i, -0.9097392-0.4151802i, -0.2217595-0.9751014i,
0.4479882-0.8940395i, -0.6588716+0.7522554i, 0.9957477-0.0921225i,
0.3832046+0.9236635i, -0.4403783-0.8978123i, 0.9743778+0.2249175i,
-0.1316104-0.9913015i, 0.9583735-0.2855175i, 0.6624343+0.74912i,
0.9824673+0.1864349i, -0.95734-0.288964i, 0.1644106+0.986392i,
-0.241577-0.9703816i, -0.6339031+0.7734124i, 0.9890948+0.1472806i,
-0.9377272-0.3473726i, 0.5154102+0.8569436i, -0.999867-0.0163088i)


# L: 39 R: 0.953

b[[39]] <- c(1+0i, -0.1856857-0.9826092i, -0.7761043+0.6306046i,
0.606753+0.7948904i, 0.9214804+0.388425i, -0.2135881-0.9769238i,
-0.9624353+0.271511i, 0.204245+0.9789198i, 0.9722871+0.2337899i,
-0.6074877+0.7943291i, 0.8913058-0.4534027i, -0.9831228+0.1829467i,
-0.9940673-0.1087664i, -0.7860047+0.6182205i, -0.9976136+0.0690447i,
0.9649684+0.2623661i, -0.3416769+0.9398175i, 0.9545383-0.2980883i,
-0.6433036-0.7656111i, -0.2088688-0.9779437i, 0.1478677-0.9890071i,
-0.6782638-0.7348185i, 0.3275977-0.9448173i, 0.8927551-0.4505423i,
-0.4511634+0.8924414i, -0.870693+0.4918269i, -0.9912104-0.1322945i,
-0.7830306-0.6219831i, 0.4290546+0.9032786i, -0.9772005-0.2123186i,
-0.9482977+0.3173823i, 0.6609081-0.7504669i, -0.9102161+0.4141336i,
0.5776167-0.8163081i, 0.6024837+0.7981312i, -0.7531418+0.6578582i,
-0.9918113+0.127712i, 0.8928798-0.450295i, -0.7652337+0.6437526i)

# L: 40 R: 0.959

b[[40]] <- c(-0.8939999+0.4480672i, 0.1592181+0.9872434i,
0.0567884+0.9983862i, -0.8528077+0.5222251i, 0.7736489-0.6336145i,
-0.2911615-0.9566739i, -0.8955525-0.4449558i, 0.9895306-0.1443232i,
-0.3622451+0.9320829i, -0.4280952+0.9037337i, 0.7372469-0.6756235i,
-0.8905963-0.4547948i, -0.2037438-0.9790242i, 0.6912837-0.7225835i,
0.0606765+0.9981575i, 0.7764499+0.630179i, 0.8153949+0.5789051i,
0.5311228+0.8472949i, 0.9102307+0.4141014i, 0.5750299+0.8181324i,
0.992951-0.1185252i, 0.204402+0.978887i, -0.07942-0.9968412i,
0.1519255-0.9883919i, -0.5520726+0.833796i, 0.6539254-0.756559i,
-0.2876222+0.9577439i, 0.6067936-0.7948594i, -0.4053278+0.9141714i,
0.4488803-0.8935919i, 0.2064464+0.9784579i, 0.7199288+0.694048i,
-0.8618991-0.5070797i, -0.7168089-0.6972697i, 0.0342636+0.9994128i,
0.5788117+0.8154612i, -0.8955697-0.4449212i, -0.8628013-0.5055431i,
0.5919224+0.8059949i, 0.8411579+0.5407896i)

# L: 41 R: 0.940

b[[41]] <- c(1+0i, 0.5563055+0.8309778i, -0.1154048+0.9933185i,
-0.3548451-0.9349251i, -0.5063828-0.8623088i, -0.661416-0.7500193i,
-0.3019169-0.9533343i, 0.9966038+0.0823465i, -0.1884867+0.9820757i,
-0.7043853+0.7098178i, 0.3166759-0.9485338i, -0.4881459-0.872762i,
-0.9997771+0.0211129i, -0.9977618-0.0668679i, 0.9641213+0.2654619i,
0.0893026-0.9960045i, -0.7672959-0.6412932i, 0.8928486-0.450357i,
-0.5523195-0.8336325i, -0.8937092-0.4486467i, -0.9998508+0.0172731i,
-0.889866+0.456222i, 0.2871009-0.9579003i, -0.689734+0.7240629i,
-0.9953937+0.0958713i, 0.0733375-0.9973072i, 0.6723519+0.7402317i,
0.9226331-0.3856787i, 0.6031279-0.7976445i, -0.996171-0.0874259i,
0.9953064+0.0967735i, 0.9425614+0.334033i, -0.3530461+0.9356059i,
0.9870063-0.1606817i, -0.9977314-0.0673201i, 0.9233248+0.3840199i,
-0.583731+0.8119471i, 0.237227-0.9714542i, -0.9994321+0.0336956i,
-0.0287243-0.9995874i, -0.777297+0.6291339i)

# L: 42 R: 0.960

b[[42]] <- c(1+0i, -0.5375717+0.8432181i, -0.4583849-0.8887538i,
0.9230197-0.3847526i, 0.3193501+0.9476368i, 0.0754943+0.9971462i,
-0.9906383-0.1365132i, 0.1611113-0.9869362i, 0.6785777+0.7345287i,
-0.9216198-0.388094i, 0.875646+0.4829534i, -0.6613449+0.750082i,
0.3263624-0.9452447i, -0.9350386+0.3545459i, 0.7639396+0.6452877i,
-0.9715692-0.236756i, 0.4268558+0.9043197i, -0.9980453+0.0624946i,
-0.215741-0.9764506i, -0.9381779-0.3461535i, 0.2740265+0.9617221i,
0.6807024-0.7325601i, -0.9270268+0.3749951i, -0.5687898+0.8224829i,
-0.8963334-0.4433807i, -0.9270003+0.3750605i, -0.2763406-0.9610598i,
-0.2098573-0.977732i, 0.037392-0.9993007i, -0.8456141-0.5337946i,
0.0683811+0.9976593i, 0.9768202+0.2140612i, -0.569244-0.8221687i,
-0.8321722+0.5545173i, -0.4662187+0.8846695i, -0.1870912+0.9823425i,
0.2163375+0.9763186i, -0.0300345+0.9995489i, 0.5476483+0.8367086i,
0.912307-0.4095069i, -0.1806926-0.9835396i, -0.6587784-0.7523371i)


# L: 100 R: 0.940

b[[100]] <- c(0.6936167+0.7203443i, -0.993018-0.1179626i,
-0.8621672+0.5066239i, 0.8688669+0.4950457i, 0.5200001+0.8541662i,
-0.1617999+0.9868236i, 0.1446686-0.9894802i, -0.1450188-0.9894289i,
0.5259931+0.8504889i, -0.0210791+0.9997778i, 0.7116517-0.7025325i,
0.1055269-0.9944165i, -0.3386685+0.9409057i, -0.9275269-0.3737563i,
0.377446+0.9260316i, 0.8945858+0.4468961i, -0.2547701-0.9670017i,
-0.9797958+0.2000003i, -0.3608751+0.9326141i, -0.2146439+0.9766924i,
0.9235541+0.3834682i, 0.0727413+0.9973508i, 0.1564304+0.987689i,
-0.9499514-0.3123977i, 0.7532208-0.6577678i, 0.5748086+0.8182879i,
-0.5378389+0.8430476i, -0.9420867+0.3353695i, 0.932408+0.3614073i,
-0.86708-0.4981689i, -0.7014647+0.7127042i, 0.29425+0.9557285i,
-0.9909353-0.1343402i, -0.1294008+0.9915924i, 0.6527153-0.7576033i,
-0.9823535-0.1870339i, 0.9284521+0.3714521i, -0.3173776+0.9482992i,
0.3557665+0.9345749i, 0.8094062+0.5872492i, 0.6892996+0.7244764i,
0.9243967+0.3814324i, 0.8307836-0.5565955i, -0.8988063-0.438346i,
-0.4419932-0.8970184i, -0.4536354+0.8911874i, -0.2860131-0.9582257i,
0.8717891-0.4898814i, 0.750698+0.6606455i, -0.9020734-0.4315826i,
0.6876262-0.7260649i, -0.7516408-0.6595726i, -0.9698053-0.2438803i,
-0.3016461+0.95342i, -0.8050462-0.5932121i, -0.5174091-0.8557382i,
-0.6841326-0.7293577i, 0.8631695-0.5049142i, 0.3152751-0.9490003i,
0.225787-0.9741767i, 0.8643956+0.5028123i, -0.222664+0.9748953i,
0.7174272-0.6966335i, 0.414522+0.9100393i, -0.9920137-0.1261304i,
0.6455681+0.7637027i, 0.8786516+0.4774634i, -0.7947117+0.6069871i,
0.3075062+0.9515461i, -0.7208586-0.6930822i, 0.9885796-0.1506994i,
0.13137-0.9913334i, 0.1695179+0.9855271i, -0.9881182-0.1536957i,
-0.9832381-0.1823259i, -0.6014692-0.798896i, -0.7017641+0.7124094i,
0.9194337-0.393245i, -0.0658801+0.9978275i, 0.7662428+0.6425512i,
0.074286+0.997237i, -0.1687143-0.985665i, -0.5702074+0.8215008i,
-0.6083945-0.7936347i, 0.1016418-0.9948211i, -0.9455442-0.3254937i,
0.913383+0.4071013i, -0.1524119+0.9883171i, -0.493683-0.869642i,
-0.7176138+0.6964412i, 0.7569532-0.6534691i, 0.9958269-0.0912619i,
-0.5993827-0.8004626i, 0.9977063+0.0676911i, 0.7906347-0.6122882i,
0.9824618-0.1864639i, -0.9790924+0.203416i, 0.6543634+0.7561803i,
-0.9894942-0.1445722i, -0.9798953-0.1995122i)


# L: 128 R: 0.931

b[[128]] <- c(1+0i, -0.9976707-0.068214i, 0.990715-0.1359548i,
-0.7044955+0.7097085i, 0.9768755-0.2138091i, 0.4968892-0.867814i,
0.4057813-0.9139702i, -0.9181656-0.3961968i, 0.9248992+0.3802125i,
0.8048539-0.593473i, 0.9527149+0.3038658i, -0.9396128+0.3422394i,
0.3642703+0.9312933i, -0.0681404+0.9976757i, 0.991922+0.1268494i,
0.3731751+0.9277609i, 0.0542859-0.9985254i, -0.6508021+0.7592474i,
-0.9953695+0.096123i, 0.9155047+0.4023073i, -0.2275472-0.973767i,
-0.297736-0.9546483i, -0.7513819+0.6598676i, -0.7475199+0.6642395i,
0.5749908-0.8181599i, 0.9032416-0.4291324i, -0.9818759+0.1895248i,
0.9319745+0.362524i, -0.9265959+0.3760586i, 0.5756928-0.8176661i,
-0.626236+0.7796335i, 0.4688791+0.8832624i, -0.5538607+0.8326094i,
0.3370027-0.9415037i, -0.4961055-0.8682622i, 0.2050155+0.9787587i,
0.4070133-0.9134222i, 0.7064709+0.7077421i, -0.8658392-0.5003223i,
-0.7555188+0.6551269i, 0.3476543-0.9376228i, 0.2255837-0.9742238i,
0.4242709-0.9055353i, -0.8158625+0.5782459i, 0.4064099-0.9136909i,
0.9214574-0.3884794i, 0.9978535+0.0654865i, 0.9934227-0.1145045i,
0.9979074+0.0646587i, -0.0287637-0.9995862i, 0.9274001-0.374071i,
0.5103494+0.8599672i, -0.3745347-0.9272129i, 0.9178962+0.3968207i,

-0.9988922-0.0470576i, -0.2332731-0.9724113i, -0.4880614+0.8728093i,
0.1032131+0.9946593i, 0.8992622+0.43741i, 0.9960259-0.0890636i,
0.3688427-0.9294918i, 0.3207408-0.947167i, 0.9999757+0.0069744i,
-0.8164711+0.5773862i, -0.8766837+0.4810673i, -0.1370315+0.9905667i,
-0.6697412-0.7425946i, -0.9346908+0.3554618i, -0.7046779-0.7095274i,
0.5010267+0.8654318i, 0.7296057-0.6838681i, 0.876866+0.4807349i,
0.6669742+0.7450808i, 0.5625303-0.8267766i, 0.9144646+0.4046659i,
0.3165065+0.9485903i, 0.5076442+0.8615668i, 0.9112888-0.4117678i,
0.9549105+0.2968937i, 0.1524166-0.9883163i, 0.8083692-0.5886759i,
0.8661167-0.4998419i, -0.5822232-0.813029i, 0.4503218+0.8928663i,
0.3072037-0.9516438i, -0.8320045+0.554769i, 0.4382125+0.8988714i,
-0.6770682-0.7359202i, -0.2453698-0.9694296i, 0.812189-0.5833945i,
-0.669603-0.7427192i, -0.6315116+0.7753664i, -0.0081162+0.9999671i,
-0.6687896+0.7434518i, -0.8727865+0.4881021i, 0.7364859-0.6764528i,
0.3679924-0.9298288i, -0.0403526+0.9991855i, -0.2911626-0.9566736i,
-0.8022402-0.5970014i, 0.7934151+0.608681i, -0.7971419-0.603792i,
-0.0911922-0.9958333i, 0.6141487-0.7891903i, 0.7784498+0.6277069i,
-0.9204769+0.3907969i, -0.9823053+0.1872868i, 0.4106611+0.9117881i,
-0.7056078-0.7086026i, -0.4437045+0.8961732i, 0.9485139+0.3167357i,
-0.8319368-0.5548704i, -0.6293866-0.7770924i, 0.9053779-0.4246067i,
-0.1187581+0.9929232i, -0.9912643+0.1318907i, -0.6875181+0.7261672i,
0.4464711+0.8947981i, -0.2511109-0.9679583i, -0.9588197+0.2840153i,
0.9960186+0.0891451i, -0.8385831-0.5447736i, -0.1551035+0.9878982i,
0.0781895+0.9969385i, -0.9497107+0.3131287i, -0.6916327-0.7222494i,
0.6738368-0.7388802i, 0.9138427+0.4060685i)


# L: 200 R: 0.925

b[[200]] <- c(1+0i, 0.583855-0.811858i, 0.4845162-0.8747823i,
-0.7115671+0.7026182i, 0.4438958+0.8960784i, -0.5486669-0.836041i,
-0.9332291-0.3592818i, -0.9094478-0.4158181i, -0.0591369+0.9982499i,
0.8403021+0.5421185i, -0.7228873-0.690966i, 0.3189413+0.9477745i,
0.3705755-0.9288023i, 0.5113078+0.8593976i, -0.4811339-0.8766471i,
-0.5119941+0.858989i, 0.6019629-0.798524i, 0.9699907+0.2431419i,
-0.9974959-0.0707244i, -0.8790544+0.4767215i, 0.9180974-0.3963548i,
0.5818897+0.8132677i, 0.9961297+0.0878958i, -0.9979836-0.0634725i,
0.9837155-0.1797328i, 0.8864812-0.4627646i, -0.9775274-0.2108083i,
0.5666227-0.8239774i, -0.9341004-0.3570103i, 0.7956428-0.605766i,
-0.9729363+0.2310735i, -0.7265435-0.6871205i, 0.9634592-0.267855i,
-0.9622479+0.2721745i, 0.7787098+0.6273843i, -0.4773818-0.878696i,
0.9982921+0.0584192i, 0.7282313-0.6853314i, 0.469267-0.8830563i,
-0.3634186-0.931626i, -0.9885538+0.1508688i, 0.4997161+0.8661892i,
-0.0098495-0.9999515i, -0.1845227-0.9828283i, 0.9952204-0.0976539i,
-0.0019871+0.999998i, 0.4416036-0.8972103i, -0.8220143+0.5694668i,
0.9426036-0.3339138i, 0.0169806+0.9998558i, -0.5814946-0.8135502i,
-0.5643036-0.8255673i, 0.2799806-0.9600057i, -0.040633+0.9991741i,
0.8114955+0.5843587i, -0.999053+0.0435089i, 0.7411981-0.6712864i,
0.9931558-0.1167969i, 0.9987993+0.0489884i, 0.7961208+0.6051377i,
0.5699634+0.8216701i, 0.4503181-0.8928682i, -0.7165784+0.6975066i,
0.5514439+0.834212i, 0.9926886+0.1207035i, -0.7780136-0.6282474i,
-0.8062806+0.5915332i, -0.6530472-0.7573172i, -0.2679812+0.9634241i,
              
-0.562121+0.827055i, 0.1721917-0.9850635i, -0.2340466+0.9722254i,
0.3801611-0.9249203i, -0.3128242-0.949811i, -0.9508373+0.309691i,
0.0876793+0.9961488i, 0.4096827+0.9122281i, -0.0226683-0.999743i,
0.9544287-0.298439i, 0.9689643-0.2472005i, 0.9174346+0.3978866i,
0.5679088+0.8230915i, 0.8459322+0.5332905i, -0.7872128-0.6166815i,
-0.7839118+0.6208722i, 0.8509362-0.5252691i, 0.816532-0.5773002i,
0.0558972+0.9984365i, 0.1701438-0.9854192i, -0.5312452+0.8472181i,
0.3933756+0.9193779i, 0.1359437-0.9907166i, -0.732431-0.6808412i,
-0.8567895-0.5156663i, 0.0128196+0.9999178i, -0.5668598+0.8238143i,
0.2510644+0.9679704i, -0.2896138+0.9571436i, 0.9594856-0.2817577i,
-0.8270294-0.5621587i, 0.9877258+0.156198i, 0.326204+0.9452994i,
0.9171762+0.3984818i, 0.8698144+0.493379i, 0.7993363+0.6008839i,
0.9456372-0.3252234i, 0.3349265+0.9422443i, 0.8691512+0.4945464i,
0.6960196+0.7180228i, -0.8349382+0.5503437i, -0.9721999-0.2341522i,
0.9795099+0.2013962i, 0.9172927-0.3982137i, 0.1961732+0.9805693i,
0.7676121+0.6409147i, 0.6929585-0.7209775i, -0.9309285-0.3652014i,
-0.9080122-0.4189437i, 0.6833588-0.7300827i, -0.6829221+0.7304912i,
-0.8690983+0.4946395i, 0.999745+0.0225832i, 0.0696388-0.9975723i,
0.1127022-0.9936288i, -0.7722117-0.6353654i, -0.7125795+0.7015913i,
-0.7270299-0.6866058i, -0.9926513+0.1210103i, 0.1559081-0.9877716i,
0.6933768-0.7205752i, -0.8059831-0.5919385i, 0.9998378+0.0180087i,
-0.4215382-0.9068106i, 0.9437664-0.330613i, -0.3945953-0.918855i,
              
-0.9984648+0.0553906i, 0.7469967-0.6648277i, 0.8437784+0.5366917i,
0.9804605+0.1967161i, -0.0242076+0.999707i, -0.8783284-0.4780577i,
0.8031638+0.5957582i, -0.3263374+0.9452534i, -0.6482969-0.7613876i,
-0.1048486-0.9944882i, -0.4860472-0.8739325i, 0.0149024-0.999889i,
0.9027716-0.4301203i, -0.3616515+0.9323133i, -0.7768604+0.6296729i,
0.9930204-0.1179427i, 0.525523+0.8507794i, 0.0759597+0.9971109i,
-0.2549453-0.9669555i, 0.9947974-0.101873i, -0.4290221+0.903294i,
-0.0971867-0.9952662i, 0.9767302-0.2144717i, -0.9880559+0.1540958i,
0.6506195-0.7594039i, 0.9424445+0.3343627i, 0.6339349-0.7733864i,
-0.3742317-0.9273352i, -0.8773794-0.4797972i, -0.3058299+0.9520862i,
-0.5278175-0.8493578i, -0.3314375+0.9434772i, 0.5072394-0.8618052i,
0.365655+0.9307504i, 0.2478478+0.968799i, 0.9823536+0.1870333i,
0.732749+0.680499i, 0.0871115+0.9961986i, -0.2221197-0.9750194i,
-0.3325491-0.9430859i, 0.9452008-0.3264896i, 0.7953464-0.6061552i,
-0.5117812+0.8591158i, -0.1612766+0.9869092i, 0.4865365+0.8736603i,
-0.9935966-0.1129855i, 0.2998723-0.9539794i, -0.9435748+0.3311595i,
-0.9981844+0.0602323i, 0.1221262-0.9925146i, 0.9411094-0.3381021i,
-0.0615791+0.9981022i, 0.0988179-0.9951055i, 0.5332183+0.8459777i,
-0.1903819+0.9817101i, 0.8919326-0.4521685i, -0.9218763-0.3874843i,
-0.9458016-0.3247449i, -0.4138031-0.9103664i, -0.9927771+0.1199735i,
-0.8862509+0.4632056i, -0.2448691-0.9695562i, -0.9364501+0.3508007i,
-0.1195876-0.9928237i, 0.9977833+0.0665474i)

# L: 256 R: 0.918

b[[256]] <- c(1+0i, 0.0698156+0.9975599i, 0.9031379-0.4293505i,
0.1393601-0.9902418i, -0.7712989-0.6364731i, -0.4301459-0.9027594i,
-0.6987716-0.7153449i, 0.1502291-0.9886512i, 0.9902936-0.1389912i,
0.9167497-0.3994622i, 0.3847029+0.9230404i, -0.7591293+0.6509399i,
-0.4874784-0.873135i, -0.5849615-0.8110611i, -0.1462887-0.9892419i,
0.9957366-0.0922418i, -0.8982625-0.4394593i, -0.89924+0.4374556i,
-0.7215945+0.692316i, -0.8995383+0.4368419i, 0.9993288-0.0366328i,
0.7469675+0.6648605i, -0.9924806-0.1224017i, -0.9816997-0.1904354i,
0.7432931+0.6689659i, 0.8816951+0.4718197i, -0.9691827-0.246343i,
-0.9989142+0.0465887i, 0.9970614+0.0766061i, 0.889561-0.4568164i,
0.8688924+0.495001i, 0.8123063+0.5832311i, -0.9181525-0.3962271i,
-0.4456192-0.8952226i, -0.6574595+0.7534899i, 0.5845847-0.8113327i,
-0.7092053-0.705002i, -0.7406452+0.6718963i, 0.9476917-0.3191872i,
-0.8109014-0.5851828i, -0.956646-0.2912532i, -0.6619724-0.7495282i,
0.5529849-0.8331912i, -0.9178304+0.3969728i, -0.1929028+0.9812179i,
-0.1699593+0.9854511i, -0.2736183+0.9618384i, 0.0561645+0.9984215i,
0.8791297+0.4765825i, 0.8400416-0.542522i, -0.9826378+0.1855345i,
-0.5531169-0.8331036i, 0.9746744-0.2236286i, 0.90284+0.4299766i,
              
0.4341942-0.9008193i, 0.2495363-0.9683654i, -0.8922075+0.4516258i,
0.6374582+0.7704849i, -0.9941457-0.1080475i, 0.9999672+0.0081055i,
-0.5640536-0.8257382i, -0.9687953-0.2478624i, 0.9852447-0.1711516i,
0.0499661-0.9987509i, 0.9925614-0.1217449i, -0.9683142+0.2497352i,
-0.2023126+0.979321i, 0.8276319+0.5612713i, -0.9048671+0.4256942i,
-0.5216856-0.8531378i, -0.7021797-0.7119998i, 0.226065-0.9741122i,
-0.1040791-0.994569i, -0.8667741+0.498701i, -0.422377+0.9064202i,
-0.9908596-0.1348974i, -0.3363493+0.9417373i, 0.6247037+0.7808619i,
-0.8142555+0.5805066i, -0.2638387+0.9645668i, -0.6835783-0.7298772i,
0.5881568-0.8087469i, 0.8835031-0.4684253i, -0.9666962-0.2559266i,
0.8886465+0.4585928i, -0.8246575+0.5656324i, -0.4838672-0.8751414i,
0.7044142-0.7097891i, 0.1390551+0.9902846i, -0.8603696+0.5096706i,
-0.9849811+0.1726621i, -0.2527183+0.9675399i, -0.1326016+0.9911694i,
0.6225541+0.7825767i, -0.9234083-0.3838192i, 0.890378+0.4552219i,
0.7978147-0.6029027i, -0.2200404-0.9754908i, -0.9960464-0.0888349i,
-0.6108436-0.7917513i, -0.6590001+0.7521428i, -0.3963003+0.9181209i,
0.081882-0.996642i, 0.8246271-0.5656767i, -0.9774161-0.2113239i,
-0.9122423+0.4096511i, -0.9248977+0.3802161i, -0.9990843+0.0427839i,
              
0.9941355-0.108142i, 0.9080989-0.4187558i, 0.9912926-0.1316773i,
-0.1344834-0.9909159i, 0.2844452-0.9586923i, 0.7610352+0.6487105i,
0.7021989+0.7119809i, -0.3115303+0.9502362i, 0.9222482+0.3865984i,
0.1024737+0.9947357i, 0.1395937-0.9902089i, 0.472543+0.8813076i,
-0.9961295-0.0878983i, 0.7355586-0.6774611i, 0.9038572-0.4278343i,
-0.472036-0.8815793i, -0.7472511-0.6645418i, -0.9991189-0.0419687i,
0.8854763+0.4646846i, 0.959239+0.282596i, 0.5109802+0.8595925i,
-0.4180845+0.9084081i, -0.9827374+0.1850057i, 0.2865644+0.958061i,
-0.9872186-0.1593722i, -0.9063156-0.4226016i, 0.3640762-0.9313692i,
-0.8050412-0.5932188i, -0.1782996+0.9839762i, -0.821483-0.570233i,
-0.9759026-0.2182067i, 0.5914589-0.8063351i, 0.6203662-0.7843123i,
-0.4082063-0.9128897i, 0.4245909-0.9053853i, 0.1152308+0.9933387i,
0.656833+0.7540361i, 0.8217251-0.5698841i, 0.0288576+0.9995835i,
0.9862589+0.1652073i, -0.029136+0.9995755i, -0.6518177+0.7583757i,
0.840518+0.5417836i, 0.9106068+0.4132737i, 0.6566694+0.7541786i,
0.9737822+0.2274822i, 0.6682189+0.7439647i, -0.5769489+0.8167802i,
0.7925199-0.6098461i, -0.9996375+0.0269218i, 0.9948172-0.1016794i,
0.8799095-0.4751412i, -0.1414106+0.989951i, 0.8782942+0.4781206i,
0.4904846-0.8714499i, 0.5147743-0.8573257i, 0.3748569+0.9270827i,
0.8540476+0.5201949i, -0.8938356+0.4483947i, 0.9953655-0.0961644i,
-0.5748885+0.8182317i, 0.6479204+0.761708i, -0.5362223+0.8440768i,
0.7824167+0.6227553i, 0.9996847+0.0251106i, -0.7601431-0.6497557i,
0.2011616+0.9795581i, -0.010038-0.9999496i, -0.6330008+0.7741512i,
0.4245391-0.9054096i, -0.875838+0.4826052i, -0.367731+0.9299322i,
-0.7182503+0.6957849i, 0.9640151-0.2658475i, -0.9542714+0.2989416i,
              
-0.9808979-0.1945233i, 0.9965254-0.0832899i, -0.8703061+0.4925112i,
0.4449575-0.8955517i, 0.2460721+0.9692515i, -0.8065823-0.5911218i,
0.9163951+0.400275i, -0.0996692+0.9950206i, -0.8752716+0.4836316i,
0.9589396+0.2836104i, 0.8827395-0.4698628i, -0.8909032-0.4541931i,
0.4879468+0.8728734i, 0.8426902-0.5383987i, -0.1809786+0.983487i,
0.2918374-0.956468i, -0.9695841-0.2447583i, -0.1481475-0.9889653i,
-0.8116478+0.5841471i, 0.9504665-0.3108271i, -0.9130132-0.4079301i,
0.6282977-0.777973i, -0.3990812+0.9169156i, 0.9140543+0.4055919i,
-0.4146162-0.9099964i, -0.073855-0.997269i, -0.5064513+0.8622686i,
-0.7692014-0.6390064i, -0.175754-0.9844341i, 0.9651665-0.2616363i,
0.3303901+0.9438445i, -0.8804419+0.4741541i, -0.0145568-0.999894i,
-0.9954159+0.0956406i, -0.3261819+0.945307i, -0.0608251-0.9981484i,
0.9800033-0.1989814i, -0.9727432+0.2318851i, -0.2646674+0.9643398i,
-0.1971529-0.9803728i, 0.2312516+0.972894i, -0.9967801-0.0801839i,
0.5552077+0.8317117i, -0.9925653-0.1217136i, 0.8950054+0.4460553i,
-0.8963091-0.4434298i, 0.590897+0.806747i, 0.4131704+0.9106537i,
-0.615733-0.7879549i, -0.3094338+0.950921i, 0.7312873+0.6820696i,
0.4938994-0.8695191i, -0.9887088-0.1498498i, 0.640222+0.7681899i,
0.3272016+0.9449546i, 0.9999811+0.0061536i, -0.455199+0.8903897i,
-0.9544734+0.298296i, -0.4487406+0.8936621i, 0.9853984-0.1702646i,
-0.1181567+0.992995i, -0.9753368+0.220722i, 0.9633173+0.2683651i,
-0.9600698+0.2797607i, -0.2865813+0.9580559i, -0.7256469-0.6880673i,
0.9828007-0.1846697i, 0.2321112+0.9726893i, -0.4437927-0.8961295i,
-0.4097477-0.9121989i, -0.2574938+0.9662799i, 0.4412097-0.897404i,
-0.0220375+0.9997571i)

# L: 512 R: 0.920

b[[512]] <-c(1+0i, 0.5501204-0.8350853i, 0.1067431-0.9942866i,
0.321809-0.9468046i, -0.237427-0.9714054i, 0.348427-0.9373359i,
0.5058893-0.8625984i, -0.7188547+0.6951603i, -0.317955+0.9481058i,
-0.5416909-0.8405777i, 0.7999727+0.6000365i, 0.9777968+0.2095555i,
-0.0105004+0.9999449i, -0.116319-0.9932119i, 0.6684693+0.7437397i,
-0.7717039-0.635982i, 0.4260585-0.9046956i, -0.125762-0.9920604i,
0.3702299+0.9289402i, -0.4813544-0.8765261i, -0.8878377-0.4601567i,
0.7282866-0.6852726i, -0.5605776+0.8281019i, 0.1873454+0.9822941i,
0.7290424-0.6844686i, 0.8932069-0.4496458i, 0.9842943+0.1765355i,
-0.9691623+0.2464233i, 0.993629+0.1127002i, 0.9342416-0.3566408i,
0.7372607+0.6756084i, -0.9867476+0.1622629i, 0.1123146-0.9936727i,
0.5375749+0.843216i, 0.9368029+0.3498575i, 0.0964456+0.9953383i,
0.3808525-0.9246358i, -0.6713021+0.7411838i, -0.6575573+0.7534046i,
-0.5031913-0.864175i, 0.7672082+0.6413981i, 0.9859023+0.1673222i,
0.9779869-0.2086662i, -0.185744-0.9825982i, 0.9761951-0.2168941i,
0.8121887+0.5833948i, -0.9293546+0.3691883i, -0.3703809+0.92888i,
0.9912197+0.132225i, 0.9448436-0.3275217i, 0.9281074-0.3723125i,
0.8725176+0.4885826i, -0.886213-0.463278i, -0.25613+0.9666423i,
-0.5458983+0.8378514i, -0.7787963+0.6272769i, -0.5656332-0.8246569i,
0.1769577+0.9842185i, 0.7985056-0.6019874i, -0.9805431-0.1963037i,
-0.5844769-0.8114103i, 0.9397428+0.3418823i, -0.672849+0.7397799i,
-0.9011387+0.433531i, 0.9843473-0.1762396i, 0.9999383-0.0111107i,
0.942781-0.3334127i, 0.6121333-0.7907546i, 0.9857099+0.1684518i,
-0.5565747+0.8307976i, -0.5396452+0.8418926i, -0.7151702-0.6989503i,
             
0.9383532+0.345678i, 0.7688111-0.6394759i, 0.956548-0.2915749i,
-0.6003223+0.7997582i, 0.8722199+0.489114i, 0.8559623-0.5170382i,
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-0.903755-0.4280502i, -0.5853658-0.8107693i, 0.5281193-0.8491702i,
-0.1925277-0.9812915i, -0.5970782-0.8021831i, -0.2319259+0.9727335i,
-0.7824925-0.62266i, 0.6741516-0.738593i, 0.3699667+0.929045i,
0.9949706-0.1001671i, 0.5106676+0.8597782i, 0.4150405+0.9098029i,
-0.7503766-0.6610106i, 0.6118426+0.7909795i, -0.9987838-0.0493046i,
-0.6505021+0.7595045i, -0.8939837-0.4480994i, -0.9675048-0.2528527i,
-0.788536+0.6149886i, 0.9593117+0.2823493i, 0.6828773-0.7305331i,
0.7619082+0.6476851i, -0.9923803-0.1232124i, -0.9840532+0.1778744i,
0.8165074+0.577335i, 0.1713671+0.9852073i, 0.7379741+0.6748291i,
0.7118631-0.7023182i, 0.464876-0.8853758i, 0.0193218-0.9998133i,
-0.8650734+0.5016452i, 0.9867688-0.1621338i, 0.4227455-0.9062484i,
-0.658628-0.7524687i, -0.2422878+0.9702044i, 0.5384004-0.8426892i,
-0.7633357+0.646002i, 0.8916865+0.4526534i, 0.6875477+0.7261392i,
0.9093478-0.4160368i, 0.1191318+0.9928785i, -0.061929-0.9980806i,
             
-0.4925927-0.87026i, -0.6584252-0.7526461i, -0.6024429-0.798162i,
0.9359255+0.3521979i, -0.1669115-0.9859719i, 0.6411491+0.7674163i,
0.1772799+0.9841605i, -0.646445+0.7629606i, 0.1728472+0.9849487i,
-0.1494496-0.9887693i, -0.5355315-0.8445153i, 0.0340162-0.9994213i,
-0.9967108-0.0810406i, -0.965931-0.2587999i, 0.6795459+0.733633i,
-0.7931049+0.6090851i, 0.1066136-0.9943005i, 0.4733974-0.880849i,
0.2403792-0.9706791i, 0.5701691-0.8215273i, -0.9369416-0.3494859i,
-0.142922+0.989734i, -0.8330477-0.5532012i, -0.9281207+0.3722795i,
0.6983808+0.7157264i, -0.661982-0.7495198i, 0.211889+0.9772937i,
-0.0426063-0.9990919i, 0.8765467-0.4813167i, -0.9779163+0.2089969i,
0.9785516+0.2060017i, 0.9891881-0.1466523i, 0.1026414+0.9947184i,
-0.9964918-0.08369i, 0.9316643-0.3633204i, 0.1900668-0.9817712i,
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-0.9999962-0.0027657i, 0.9248201-0.3804048i, -0.9336872+0.3580898i,
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-0.0296154+0.9995614i, 0.4267078+0.9043895i, 0.8354839-0.5495149i,
0.3539578+0.9352614i, 0.7379851-0.674817i, 0.5964709-0.8026347i,
-0.4518033-0.8921176i, 0.4191258+0.9079282i, -0.8034344+0.5953933i,
0.5237111+0.8518959i, 0.9492443-0.3145399i, -0.6408819+0.7676395i,
-0.1367723-0.9906025i, -0.7987998-0.6015969i, 0.9988841+0.047229i,
-0.4995457-0.8662875i, 0.9433359+0.3318394i, 0.7779287-0.6283525i,
-0.9234494-0.3837203i, 0.2448813-0.9695531i, -0.0424384-0.9990991i,
0.9830648-0.183258i, -0.4814767-0.8764589i, -0.8203448-0.5718692i,
0.9779508+0.2088354i, -0.3713178-0.9285058i, 0.4496927-0.8931834i,
0.9810898-0.1935533i, -0.7881473-0.6154867i, 0.9909458+0.1342626i,
0.9558621+0.2938157i, 0.6801336-0.7330882i, -0.5495853-0.8354376i,
0.0344295-0.9994071i, 0.72182+0.6920809i, 0.9917209+0.1284123i,
-0.6188646-0.7854977i, -0.877793+0.4790401i, -0.751013-0.6602874i,
0.9981719+0.0604381i, -0.1905942-0.9816689i, -0.863499+0.5043506i,
-0.6861877+0.7274245i, 0.887209-0.4613678i, -0.0974991+0.9952356i,
0.6459822-0.7633525i, -0.311096-0.9503785i, -0.7201833-0.6937839i,
0.7853444-0.6190591i, 0.9452049+0.3264778i, 0.4570923+0.8894193i,
-0.9990675-0.0431755i, 0.0523247-0.9986301i, -0.406842+0.9134985i,
0.9995652+0.0294864i, -0.3631412+0.9317341i, -0.8824604-0.4703866i,
-0.9946663-0.1031457i, 0.9999174+0.0128513i, -0.5865815+0.8098902i,
0.7318353+0.6814815i, -0.713873+0.7002752i, 0.4963333+0.868132i,
0.5762282+0.8172889i, 0.966404+0.2570277i, 0.9795267+0.2013145i,
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-0.9999107-0.0133651i, -0.9869259-0.1611745i, 0.673206+0.7394549i,
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-0.992882-0.119102i, -0.3694589-0.9292471i, -0.5864656+0.8099741i,
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0.8900726-0.4558189i, -0.6070523+0.7946619i, -0.2045919-0.9788474i,
             
-0.0509445+0.9987015i, 0.309121+0.9510227i, -0.8880548+0.4597376i,
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-0.5990035-0.8007464i, 0.5244793-0.8514232i, 0.5547093+0.8320442i,
-0.4926862-0.870207i, -0.5534491-0.832883i, 0.9994698+0.0325607i,
0.6537994+0.7566679i, -0.9092862+0.4161713i, -0.6578459+0.7531526i,
-0.9745368+0.2242277i, -0.4251294-0.9051326i, 0.1913068+0.9815303i,
-0.386848+0.9221435i, 0.9676249-0.2523928i, -0.9640986+0.2655446i,
0.9316694+0.3633073i, 0.5808619+0.8140021i, 0.0910693-0.9958446i,
-0.6579877+0.7530287i, -0.9495971-0.313473i, -0.3487234+0.9372257i,
0.4145863+0.91001i, -0.0216836-0.9997649i, -0.2535761-0.9673154i,
-0.023707+0.9997189i, 0.7662884-0.6424968i, 0.7172031+0.6968642i,
0.464299+0.8856785i, -0.8154037+0.5788928i, -0.4044365+0.9145661i,
0.0735894-0.9972886i, -0.2856902-0.958322i, 0.4753933+0.8797734i,
0.6373916+0.77054i, 0.9905089-0.1374487i, 0.9915103+0.130028i,
0.9169247-0.3990604i, 0.561259+0.8276402i, 0.9732245-0.2298568i,
0.955012-0.2965672i, 0.9964978+0.0836186i, -0.3557663+0.9345749i,
-0.5947564+0.803906i, 0.5079205+0.861404i, -0.9889611+0.1481754i,
-0.9996577+0.0261624i, 0.7017693-0.7124043i, 0.9679336+0.2512061i,
-0.6886862+0.7250595i, 0.7063039-0.7079087i, -0.5474374+0.8368467i,
-0.8274655-0.5615166i, 0.3596379-0.933092i, -0.2336921+0.9723106i,
0.5644877+0.8254415i, -0.3582294-0.9336336i, 0.4679403-0.8837601i,
0.1001509+0.9949723i, 0.0491403-0.9987919i, 0.8695663+0.4938163i,
0.9995449+0.0301675i, 0.9835211-0.1807935i, 0.0202827+0.9997943i,
-0.9057019-0.4239151i, -0.767407-0.6411602i, 0.0252891+0.9996802i,
-0.9361206+0.3516792i, 0.9086161-0.4176325i, 0.6341799-0.7731855i,
0.3037063-0.9527657i, -0.9546968+0.2975804i, 0.9478775+0.3186349i,
-0.9649836-0.2623101i, -0.1727337+0.9849686i, -0.1213838-0.9926056i,
-0.9332821-0.3591442i, -0.4046071-0.9144906i, -0.9531169+0.3026023i,
0.7819945+0.6232854i, -0.9377156+0.3474039i, -0.4725325-0.8813132i,
0.7182041+0.6958325i, -0.1714339+0.9851956i, 0.9181673+0.3961929i,
-0.5242583+0.8515593i, 0.8202858-0.5719539i, -0.9986259+0.0524047i,
-0.2354014+0.9718982i, 0.6875909-0.7260983i, 0.8978421-0.4403176i,
0.6749549-0.737859i, 0.9413637+0.3373936i, 0.999476+0.0323678i,
-0.6098687+0.7925025i, -0.2101121-0.9776773i, 0.6234049-0.7818992i,
0.2731826-0.9619622i, -0.5965315-0.8025897i, 0.3260165-0.9453641i,
-0.9145906+0.404381i, -0.823912-0.5667177i, -0.2150543-0.9766021i,
-0.6108796-0.7917235i, 0.9966014+0.0823745i, -0.98074+0.195318i,
0.7011416-0.7130221i, 0.0978003+0.9952061i, 0.554996+0.831853i,
-0.2728602-0.9620537i, 0.9272647-0.3744065i, 0.7923119-0.6101163i,
0.866018+0.5000127i, 0.2306135+0.9730454i, -0.958884-0.2837982i,
0.4747214+0.8801361i, -0.6909573+0.7228955i, 0.0694297-0.9975868i,
-0.8759012+0.4824905i, -0.8695478+0.4938488i, 0.4389196-0.8985263i,
-0.9738203-0.2273194i, 0.4865408+0.8736579i, -0.962215-0.2722908i,
0.9940438-0.1089815i, -0.2359498+0.9717653i, -0.9975268-0.0702867i,
-0.8186617+0.5742761i, 0.9923795+0.1232189i, 0.3971773-0.9177419i,
-0.4838715+0.875139i, 0.8589083+0.5121293i, 0.822409-0.5688967i,
-0.8024953+0.5966584i, -0.835047-0.5501786i, -0.9305868+0.3660712i,
0.0754123+0.9971524i, 0.6771461-0.7358486i, -0.1934287-0.9811143i,
-0.1188573+0.9929113i, -0.8459538-0.5332562i, 0.7699157+0.6381456i,
0.9266372+0.3759568i, 0.2013213-0.9795253i, -0.2943481+0.9556983i,
-0.9795881+0.2010154i, -0.9998503-0.0173017i, -0.9412761-0.3376378i,
0.9702769+0.2419973i, 0.9106151-0.4132555i, -0.9065034+0.4221985i,
0.0504504-0.9987266i, -0.6724903+0.7401059i, -0.3944438+0.9189201i,
0.9951174+0.0986983i, -0.9653455-0.2609751i, -0.392623-0.9196995i,
-0.9732314+0.2298274i, -0.6378805+0.7701353i, 0.9812022-0.1929827i,
0.4867072-0.8735652i, -0.0420925+0.9991137i, -0.0859512+0.9962993i,
0.9108043-0.4128383i, -0.3272838+0.9449261i, -0.1189009-0.9929061i,
-0.9698726-0.2436127i, -0.9999973+0.0023245i, -0.6187708+0.7855716i,
0.8158699-0.5782355i, -0.2610759+0.9653183i, -0.9999999-0.0005007i,
-0.9564786-0.2918025i, -0.9722927+0.2337667i, 0.8943907+0.4472867i,
-0.5407695+0.8411708i, -0.9993577-0.0358346i, 0.4772941-0.8787436i,
-0.992834-0.1195017i, 0.9022507+0.4312118i, 0.4243407+0.9055026i,
0.410086+0.9120469i, 0.8528012+0.5222356i, 0.5420488+0.840347i,
-0.9442639+0.3291895i, 0.9972527+0.0740743i)

  

# L: 1024 R: 0.915

b[[1024]] <- c(1+0i, -0.9850385+0.1723347i, 0.2569168+0.9664335i,
0.4212326-0.9069526i, -0.8865292+0.4626727i, -0.9858146-0.1678378i,
-0.9978603-0.0653824i, 0.9731715+0.2300809i, -0.1211394-0.9926355i,
0.9731511+0.2301672i, 0.6739987-0.7387325i, -0.8207837+0.5712391i,
0.6427709+0.7660585i, -0.5081574-0.8612642i, 0.9992495+0.0387346i,
0.709669-0.7045352i, -0.7936475+0.6083779i, 0.5359404-0.8442558i,
-0.521105+0.8534926i, 0.4318424+0.9019491i, 0.9049638+0.4254885i,
0.8640487+0.5034083i, -0.8918917-0.452249i, 1-0.0003013i,
0.360295-0.9328384i, -0.249963-0.9682554i, 0.6095076-0.7927802i,
-0.8037786-0.5949285i, -0.9697194-0.2442219i, 0.9848516-0.1733995i,
0.3281678-0.9446194i, -0.4093073-0.9123966i, 0.9352377+0.3540203i,
-0.1180085+0.9930126i, -0.9787753-0.2049363i, -0.9962985-0.0859609i,
-0.1677402+0.9858312i, -0.2462106-0.9692164i, 0.9998743+0.0158566i,
-0.287659+0.9577329i, 0.7931063-0.6090833i, 0.9528896-0.3033174i,
0.9485994-0.3164792i, 0.8721491-0.4892401i, 0.0171762-0.9998525i,
0.9778-0.2095401i, 0.9632123+0.2687416i, -0.4057953+0.913964i,
0.9940849-0.1086062i, 0.5484214-0.8362021i, 0.0885179+0.9960746i,
0.9087421-0.4173581i, 0.6371932-0.7707041i, 0.9453072+0.3261813i,
-0.398394-0.9172144i, -0.7046008-0.7096039i, -0.7613981-0.6482846i,
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-0.9274651-0.3739098i, 0.5637223-0.8259644i, 0.850804+0.5254832i,
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0.5841692-0.8116319i, -0.480312+0.8770977i, -0.9681897+0.2502174i,
0.5683461+0.8227896i, 0.99663-0.0820285i, 0.5996949-0.8002287i,
-0.9845303+0.1752146i, 0.4246773-0.9053448i, 0.979775+0.2001024i,
0.2114831+0.9773816i, -0.5560132-0.8311734i, -0.1126385-0.993636i,
0.4906957+0.871331i)



# L: 2048 R: 0.917

b[[2048]] <- c(1+0i, -0.7749864+0.6319779i, 0.8933709-0.4493199i,
-0.5239794-0.8517309i, 0.4917221-0.8707522i, 0.765175-0.6438223i,
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0.9992242-0.039383i, 0.3543678-0.9351061i, -0.7829527+0.6220812i,
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