n # Ms factor as function of dist and depth (0.008*z) 5 # number of depth samples 0.00 15.00 40.00 100.00 200.00 160 # number of distance samples 1.00 2.00 3.00 4.00 5.00 6.00 7.00 8.00 9.00 10.00 11.00 12.00 13.00 14.00 15.00 16.00 17.00 18.00 19.00 20.00 21.00 22.00 23.00 24.00 25.00 26.00 27.00 28.00 29.00 30.00 31.00 32.00 33.00 34.00 35.00 36.00 37.00 38.00 39.00 40.00 41.00 42.00 43.00 44.00 45.00 46.00 47.00 48.00 49.00 50.00 51.00 52.00 53.00 54.00 55.00 56.00 57.00 58.00 59.00 60.00 61.00 62.00 63.00 64.00 65.00 66.00 67.00 68.00 69.00 70.00 71.00 72.00 73.00 74.00 75.00 76.00 77.00 78.00 79.00 80.00 81.00 82.00 83.00 84.00 85.00 86.00 87.00 88.00 89.00 90.00 91.00 92.00 93.00 94.00 95.00 96.00 97.00 98.00 99.00 100.00 101.00 102.00 103.00 104.00 105.00 106.00 107.00 108.00 109.00 110.00 111.00 112.00 113.00 114.00 115.00 116.00 117.00 118.00 119.00 120.00 121.00 122.00 123.00 124.00 125.00 126.00 127.00 128.00 129.00 130.00 131.00 132.00 133.00 134.00 135.00 136.00 137.00 138.00 139.00 140.00 141.00 142.00 143.00 144.00 145.00 146.00 147.00 148.00 149.00 150.00 151.00 152.00 153.00 154.00 155.00 156.00 157.00 158.00 159.00 160.00 # Correction at depth z = 0.00 0.170 0.350 0.570 0.670 0.780 0.840 0.900 0.950 0.980 1.020 1.050 1.080 1.110 1.130 1.150 1.170 1.190 1.210 1.230 1.250 1.270 1.290 1.310 1.320 1.340 1.360 1.380 1.400 1.410 1.430 1.440 1.450 1.470 1.480 1.500 1.520 1.540 1.550 1.560 1.570 1.590 1.610 1.620 1.640 1.650 1.660 1.680 1.700 1.710 1.720 1.740 1.750 1.760 1.770 1.780 1.800 1.820 1.830 1.840 1.850 1.870 1.890 1.900 1.910 1.920 1.930 1.940 1.950 1.960 1.970 1.980 1.990 2.010 2.020 2.030 2.040 2.050 2.060 2.070 2.080 2.090 2.100 2.110 2.120 2.130 2.140 2.150 2.160 2.170 2.180 2.180 2.190 2.200 2.210 2.220 2.230 2.240 2.250 2.260 2.270 2.277 2.284 2.291 2.298 2.305 2.312 2.319 2.325 2.332 2.339 2.345 2.352 2.358 2.364 2.371 2.377 2.383 2.389 2.395 2.401 2.407 2.413 2.419 2.425 2.431 2.437 2.442 2.448 2.454 2.459 2.465 2.470 2.476 2.481 2.486 2.492 2.497 2.502 2.507 2.513 2.518 2.523 2.528 2.533 2.538 2.543 2.548 2.553 2.557 2.562 2.567 2.572 2.577 2.581 2.586 2.591 2.595 2.600 2.604 2.609 # Correction at depth z = 15.00 0.290 0.470 0.690 0.790 0.900 0.960 1.020 1.070 1.100 1.140 1.170 1.200 1.230 1.250 1.270 1.290 1.310 1.330 1.350 1.370 1.390 1.410 1.430 1.440 1.460 1.480 1.500 1.520 1.530 1.550 1.560 1.570 1.590 1.600 1.620 1.640 1.660 1.670 1.680 1.690 1.710 1.730 1.740 1.760 1.770 1.780 1.800 1.820 1.830 1.840 1.860 1.870 1.880 1.890 1.900 1.920 1.940 1.950 1.960 1.970 1.990 2.010 2.020 2.030 2.040 2.050 2.060 2.070 2.080 2.090 2.100 2.110 2.130 2.140 2.150 2.160 2.170 2.180 2.190 2.200 2.210 2.220 2.230 2.240 2.250 2.260 2.270 2.280 2.290 2.300 2.300 2.310 2.320 2.330 2.340 2.350 2.360 2.370 2.380 2.390 2.397 2.404 2.411 2.418 2.425 2.432 2.439 2.445 2.452 2.459 2.465 2.472 2.478 2.484 2.491 2.497 2.503 2.509 2.515 2.521 2.527 2.533 2.539 2.545 2.551 2.557 2.562 2.568 2.574 2.579 2.585 2.590 2.596 2.601 2.606 2.612 2.617 2.622 2.627 2.633 2.638 2.643 2.648 2.653 2.658 2.663 2.668 2.673 2.677 2.682 2.687 2.692 2.697 2.701 2.706 2.711 2.715 2.720 2.724 2.729 # Correction at depth z = 40.00 0.490 0.670 0.890 0.990 1.100 1.160 1.220 1.270 1.300 1.340 1.370 1.400 1.430 1.450 1.470 1.490 1.510 1.530 1.550 1.570 1.590 1.610 1.630 1.640 1.660 1.680 1.700 1.720 1.730 1.750 1.760 1.770 1.790 1.800 1.820 1.840 1.860 1.870 1.880 1.890 1.910 1.930 1.940 1.960 1.970 1.980 2.000 2.020 2.030 2.040 2.060 2.070 2.080 2.090 2.100 2.120 2.140 2.150 2.160 2.170 2.190 2.210 2.220 2.230 2.240 2.250 2.260 2.270 2.280 2.290 2.300 2.310 2.330 2.340 2.350 2.360 2.370 2.380 2.390 2.400 2.410 2.420 2.430 2.440 2.450 2.460 2.470 2.480 2.490 2.500 2.500 2.510 2.520 2.530 2.540 2.550 2.560 2.570 2.580 2.590 2.597 2.604 2.611 2.618 2.625 2.632 2.639 2.645 2.652 2.659 2.665 2.672 2.678 2.684 2.691 2.697 2.703 2.709 2.715 2.721 2.727 2.733 2.739 2.745 2.751 2.757 2.762 2.768 2.774 2.779 2.785 2.790 2.796 2.801 2.806 2.812 2.817 2.822 2.827 2.833 2.838 2.843 2.848 2.853 2.858 2.863 2.868 2.873 2.877 2.882 2.887 2.892 2.897 2.901 2.906 2.911 2.915 2.920 2.924 2.929 # Correction at depth z = 100.00 0.970 1.150 1.370 1.470 1.580 1.640 1.700 1.750 1.780 1.820 1.850 1.880 1.910 1.930 1.950 1.970 1.990 2.010 2.030 2.050 2.070 2.090 2.110 2.120 2.140 2.160 2.180 2.200 2.210 2.230 2.240 2.250 2.270 2.280 2.300 2.320 2.340 2.350 2.360 2.370 2.390 2.410 2.420 2.440 2.450 2.460 2.480 2.500 2.510 2.520 2.540 2.550 2.560 2.570 2.580 2.600 2.620 2.630 2.640 2.650 2.670 2.690 2.700 2.710 2.720 2.730 2.740 2.750 2.760 2.770 2.780 2.790 2.810 2.820 2.830 2.840 2.850 2.860 2.870 2.880 2.890 2.900 2.910 2.920 2.930 2.940 2.950 2.960 2.970 2.980 2.980 2.990 3.000 3.010 3.020 3.030 3.040 3.050 3.060 3.070 3.077 3.084 3.091 3.098 3.105 3.112 3.119 3.125 3.132 3.139 3.145 3.152 3.158 3.164 3.171 3.177 3.183 3.189 3.195 3.201 3.207 3.213 3.219 3.225 3.231 3.237 3.242 3.248 3.254 3.259 3.265 3.270 3.276 3.281 3.286 3.292 3.297 3.302 3.307 3.313 3.318 3.323 3.328 3.333 3.338 3.343 3.348 3.353 3.357 3.362 3.367 3.372 3.377 3.381 3.386 3.391 3.395 3.400 3.404 3.409 # Correction at depth z = 200.00 1.770 1.950 2.170 2.270 2.380 2.440 2.500 2.550 2.580 2.620 2.650 2.680 2.710 2.730 2.750 2.770 2.790 2.810 2.830 2.850 2.870 2.890 2.910 2.920 2.940 2.960 2.980 3.000 3.010 3.030 3.040 3.050 3.070 3.080 3.100 3.120 3.140 3.150 3.160 3.170 3.190 3.210 3.220 3.240 3.250 3.260 3.280 3.300 3.310 3.320 3.340 3.350 3.360 3.370 3.380 3.400 3.420 3.430 3.440 3.450 3.470 3.490 3.500 3.510 3.520 3.530 3.540 3.550 3.560 3.570 3.580 3.590 3.610 3.620 3.630 3.640 3.650 3.660 3.670 3.680 3.690 3.700 3.710 3.720 3.730 3.740 3.750 3.760 3.770 3.780 3.780 3.790 3.800 3.810 3.820 3.830 3.840 3.850 3.860 3.870 3.877 3.884 3.891 3.898 3.905 3.912 3.919 3.925 3.932 3.939 3.945 3.952 3.958 3.964 3.971 3.977 3.983 3.989 3.995 4.001 4.007 4.013 4.019 4.025 4.031 4.037 4.042 4.048 4.054 4.059 4.065 4.070 4.076 4.081 4.086 4.092 4.097 4.102 4.107 4.113 4.118 4.123 4.128 4.133 4.138 4.143 4.148 4.153 4.157 4.162 4.167 4.172 4.177 4.181 4.186 4.191 4.195 4.200 4.204 4.209