Frequencies for resbed variable in impact2002 dataset : Resident to | Bed Ratio | Resident to | Bed Ratio. | Used to | determine | IME factor | for | Freq. Percent Cum. ------------+----------------------------------- 0 | 3,740 76.55 76.55 .0003 | 1 0.02 76.57 .0004 | 1 0.02 76.59 .0005 | 2 0.04 76.63 .0006 | 1 0.02 76.65 .0009 | 1 0.02 76.67 .0011 | 1 0.02 76.69 .0014 | 1 0.02 76.71 .0016 | 1 0.02 76.73 .0017 | 3 0.06 76.79 .002 | 1 0.02 76.81 .0021 | 1 0.02 76.83 .0025 | 2 0.04 76.87 .0026 | 5 0.10 76.98 .0027 | 3 0.06 77.04 .0032 | 1 0.02 77.06 .0034 | 1 0.02 77.08 .0035 | 1 0.02 77.10 .0036 | 3 0.06 77.16 .0037 | 3 0.06 77.22 .0038 | 2 0.04 77.26 .0039 | 1 0.02 77.28 .0041 | 2 0.04 77.32 .0043 | 2 0.04 77.36 .0044 | 1 0.02 77.38 .0045 | 3 0.06 77.45 .0046 | 1 0.02 77.47 .0047 | 3 0.06 77.53 .0049 | 1 0.02 77.55 .005 | 1 0.02 77.57 .0051 | 2 0.04 77.61 .0053 | 3 0.06 77.67 .0054 | 2 0.04 77.71 .0055 | 1 0.02 77.73 .0056 | 3 0.06 77.79 .0059 | 2 0.04 77.83 .006 | 2 0.04 77.88 .0062 | 1 0.02 77.90 .0063 | 1 0.02 77.92 .0065 | 2 0.04 77.96 .0066 | 1 0.02 77.98 .0068 | 1 0.02 78.00 .0069 | 4 0.08 78.08 .007 | 3 0.06 78.14 .0071 | 1 0.02 78.16 .0072 | 1 0.02 78.18 .0074 | 1 0.02 78.20 .0075 | 2 0.04 78.24 .0076 | 1 0.02 78.26 .0077 | 1 0.02 78.28 .0079 | 1 0.02 78.31 .0081 | 3 0.06 78.37 .0082 | 2 0.04 78.41 .0085 | 1 0.02 78.43 .0086 | 2 0.04 78.47 .0089 | 4 0.08 78.55 .009 | 1 0.02 78.57 .0091 | 1 0.02 78.59 .0092 | 1 0.02 78.61 .0093 | 1 0.02 78.63 .0095 | 1 0.02 78.65 .0097 | 1 0.02 78.67 .0098 | 2 0.04 78.71 .0099 | 3 0.06 78.78 .01 | 2 0.04 78.82 .0101 | 2 0.04 78.86 .0105 | 2 0.04 78.90 .0106 | 2 0.04 78.94 .0108 | 3 0.06 79.00 .0112 | 1 0.02 79.02 .0113 | 1 0.02 79.04 .0114 | 1 0.02 79.06 .0115 | 2 0.04 79.10 .0117 | 1 0.02 79.12 .012 | 2 0.04 79.16 .0123 | 1 0.02 79.19 .0124 | 1 0.02 79.21 .0126 | 2 0.04 79.25 .0127 | 4 0.08 79.33 .0128 | 1 0.02 79.35 .0129 | 4 0.08 79.43 .013 | 1 0.02 79.45 .0131 | 1 0.02 79.47 .0132 | 1 0.02 79.49 .0133 | 3 0.06 79.55 .0134 | 1 0.02 79.57 .0136 | 2 0.04 79.62 .0139 | 1 0.02 79.64 .014 | 2 0.04 79.68 .0142 | 1 0.02 79.70 .0144 | 2 0.04 79.74 .0145 | 3 0.06 79.80 .0146 | 3 0.06 79.86 .0147 | 2 0.04 79.90 .0149 | 2 0.04 79.94 .015 | 3 0.06 80.00 .0153 | 1 0.02 80.02 .0155 | 1 0.02 80.05 .0157 | 1 0.02 80.07 .0158 | 1 0.02 80.09 .016 | 2 0.04 80.13 .0162 | 1 0.02 80.15 .0163 | 4 0.08 80.23 .0164 | 1 0.02 80.25 .0165 | 1 0.02 80.27 .0166 | 2 0.04 80.31 .0167 | 1 0.02 80.33 .0168 | 1 0.02 80.35 .017 | 1 0.02 80.37 .0171 | 2 0.04 80.41 .0172 | 3 0.06 80.47 .0173 | 1 0.02 80.50 .0178 | 1 0.02 80.52 .0179 | 2 0.04 80.56 .018 | 1 0.02 80.58 .0182 | 1 0.02 80.60 .0183 | 1 0.02 80.62 .0184 | 1 0.02 80.64 .0185 | 4 0.08 80.72 .0188 | 1 0.02 80.74 .0189 | 2 0.04 80.78 .019 | 1 0.02 80.80 .0191 | 1 0.02 80.82 .0195 | 1 0.02 80.84 .0196 | 5 0.10 80.95 .0198 | 2 0.04 80.99 .02 | 1 0.02 81.01 .0201 | 1 0.02 81.03 .0204 | 1 0.02 81.05 .0205 | 2 0.04 81.09 .021 | 2 0.04 81.13 .0211 | 1 0.02 81.15 .0212 | 1 0.02 81.17 .0214 | 2 0.04 81.21 .0215 | 1 0.02 81.23 .0216 | 1 0.02 81.25 .0217 | 1 0.02 81.27 .022 | 1 0.02 81.29 .0223 | 1 0.02 81.31 .023 | 1 0.02 81.33 .0236 | 1 0.02 81.35 .024 | 2 0.04 81.40 .0242 | 1 0.02 81.42 .0244 | 1 0.02 81.44 .0246 | 2 0.04 81.48 .0247 | 1 0.02 81.50 .0248 | 2 0.04 81.54 .0249 | 1 0.02 81.56 .0251 | 1 0.02 81.58 .0252 | 1 0.02 81.60 .0255 | 1 0.02 81.62 .0258 | 2 0.04 81.66 .026 | 2 0.04 81.70 .0263 | 2 0.04 81.74 .0264 | 1 0.02 81.76 .0268 | 2 0.04 81.81 .0269 | 1 0.02 81.83 .0273 | 1 0.02 81.85 .0274 | 1 0.02 81.87 .0275 | 1 0.02 81.89 .0279 | 1 0.02 81.91 .0281 | 2 0.04 81.95 .0282 | 1 0.02 81.97 .0288 | 1 0.02 81.99 .0289 | 1 0.02 82.01 .0292 | 1 0.02 82.03 .0294 | 1 0.02 82.05 .0296 | 1 0.02 82.07 .0298 | 1 0.02 82.09 .0299 | 1 0.02 82.11 .0302 | 1 0.02 82.13 .0304 | 2 0.04 82.17 .0307 | 1 0.02 82.19 .0308 | 1 0.02 82.21 .031 | 2 0.04 82.26 .0311 | 2 0.04 82.30 .0314 | 1 0.02 82.32 .0318 | 1 0.02 82.34 .032 | 2 0.04 82.38 .0323 | 2 0.04 82.42 .0324 | 1 0.02 82.44 .0325 | 2 0.04 82.48 .0327 | 1 0.02 82.50 .0328 | 1 0.02 82.52 .0333 | 1 0.02 82.54 .0334 | 1 0.02 82.56 .0335 | 2 0.04 82.60 .034 | 1 0.02 82.62 .0344 | 2 0.04 82.66 .035 | 1 0.02 82.69 .0351 | 1 0.02 82.71 .0355 | 1 0.02 82.73 .036 | 1 0.02 82.75 .0364 | 2 0.04 82.79 .0368 | 1 0.02 82.81 .037 | 1 0.02 82.83 .0374 | 3 0.06 82.89 .0378 | 1 0.02 82.91 .0379 | 1 0.02 82.93 .0381 | 1 0.02 82.95 .0382 | 1 0.02 82.97 .0384 | 1 0.02 82.99 .0385 | 1 0.02 83.01 .0388 | 1 0.02 83.03 .0389 | 1 0.02 83.05 .039 | 1 0.02 83.07 .0391 | 1 0.02 83.09 .0393 | 1 0.02 83.12 .0394 | 1 0.02 83.14 .0395 | 1 0.02 83.16 .0396 | 1 0.02 83.18 .0398 | 1 0.02 83.20 .04 | 2 0.04 83.24 .0401 | 1 0.02 83.26 .0402 | 1 0.02 83.28 .0403 | 2 0.04 83.32 .0408 | 1 0.02 83.34 .0409 | 1 0.02 83.36 .0411 | 1 0.02 83.38 .0414 | 1 0.02 83.40 .0415 | 1 0.02 83.42 .0419 | 1 0.02 83.44 .042 | 1 0.02 83.46 .0425 | 1 0.02 83.48 .043 | 1 0.02 83.50 .0434 | 1 0.02 83.52 .0438 | 1 0.02 83.54 .044 | 1 0.02 83.57 .0441 | 2 0.04 83.61 .0444 | 1 0.02 83.63 .0445 | 1 0.02 83.65 .0446 | 1 0.02 83.67 .0447 | 1 0.02 83.69 .0453 | 1 0.02 83.71 .0454 | 1 0.02 83.73 .0458 | 2 0.04 83.77 .0462 | 1 0.02 83.79 .0465 | 2 0.04 83.83 .0466 | 1 0.02 83.85 .047 | 1 0.02 83.87 .0474 | 1 0.02 83.89 .0475 | 1 0.02 83.91 .0476 | 2 0.04 83.95 .0477 | 1 0.02 83.97 .048 | 1 0.02 84.00 .0482 | 1 0.02 84.02 .049 | 1 0.02 84.04 .0492 | 1 0.02 84.06 .0496 | 2 0.04 84.10 .05 | 1 0.02 84.12 .0502 | 1 0.02 84.14 .0503 | 1 0.02 84.16 .0504 | 1 0.02 84.18 .0505 | 1 0.02 84.20 .0507 | 1 0.02 84.22 .0508 | 2 0.04 84.26 .0509 | 1 0.02 84.28 .051 | 1 0.02 84.30 .0511 | 1 0.02 84.32 .0512 | 1 0.02 84.34 .0513 | 1 0.02 84.36 .0514 | 1 0.02 84.38 .0519 | 1 0.02 84.40 .0523 | 1 0.02 84.42 .0525 | 1 0.02 84.45 .0528 | 1 0.02 84.47 .0529 | 1 0.02 84.49 .053 | 2 0.04 84.53 .0531 | 1 0.02 84.55 .0533 | 1 0.02 84.57 .0535 | 1 0.02 84.59 .0538 | 1 0.02 84.61 .0539 | 2 0.04 84.65 .054 | 1 0.02 84.67 .0542 | 1 0.02 84.69 .0543 | 1 0.02 84.71 .0544 | 1 0.02 84.73 .0545 | 1 0.02 84.75 .0546 | 2 0.04 84.79 .0547 | 1 0.02 84.81 .0548 | 1 0.02 84.83 .055 | 2 0.04 84.88 .0551 | 1 0.02 84.90 .0556 | 1 0.02 84.92 .056 | 3 0.06 84.98 .0563 | 1 0.02 85.00 .0568 | 1 0.02 85.02 .057 | 1 0.02 85.04 .0572 | 1 0.02 85.06 .0573 | 2 0.04 85.10 .0577 | 1 0.02 85.12 .0586 | 1 0.02 85.14 .0592 | 1 0.02 85.16 .0595 | 1 0.02 85.18 .0596 | 1 0.02 85.20 .0598 | 2 0.04 85.24 .06 | 1 0.02 85.26 .0611 | 1 0.02 85.28 .0612 | 1 0.02 85.30 .062 | 1 0.02 85.33 .0621 | 1 0.02 85.35 .0623 | 2 0.04 85.39 .0624 | 1 0.02 85.41 .0626 | 3 0.06 85.47 .0632 | 2 0.04 85.51 .0634 | 1 0.02 85.53 .0636 | 1 0.02 85.55 .0637 | 1 0.02 85.57 .0638 | 1 0.02 85.59 .0639 | 1 0.02 85.61 .064 | 1 0.02 85.63 .0641 | 1 0.02 85.65 .0643 | 2 0.04 85.69 .0647 | 1 0.02 85.71 .0648 | 1 0.02 85.73 .0655 | 1 0.02 85.76 .0656 | 1 0.02 85.78 .066 | 1 0.02 85.80 .0663 | 1 0.02 85.82 .0669 | 1 0.02 85.84 .0672 | 1 0.02 85.86 .0677 | 1 0.02 85.88 .0679 | 2 0.04 85.92 .0682 | 2 0.04 85.96 .0683 | 2 0.04 86.00 .0684 | 1 0.02 86.02 .0685 | 2 0.04 86.06 .069 | 1 0.02 86.08 .0691 | 1 0.02 86.10 .0693 | 1 0.02 86.12 .0695 | 1 0.02 86.14 .0696 | 1 0.02 86.16 .07 | 2 0.04 86.21 .0702 | 1 0.02 86.23 .0703 | 3 0.06 86.29 .0707 | 1 0.02 86.31 .0708 | 1 0.02 86.33 .0709 | 1 0.02 86.35 .0711 | 1 0.02 86.37 .0718 | 1 0.02 86.39 .0721 | 1 0.02 86.41 .0726 | 1 0.02 86.43 .0729 | 1 0.02 86.45 .0732 | 1 0.02 86.47 .074 | 1 0.02 86.49 .0744 | 1 0.02 86.51 .0745 | 1 0.02 86.53 .075 | 2 0.04 86.57 .0755 | 1 0.02 86.59 .0758 | 1 0.02 86.61 .0759 | 2 0.04 86.66 .076 | 1 0.02 86.68 .0768 | 1 0.02 86.70 .0769 | 1 0.02 86.72 .0772 | 1 0.02 86.74 .0777 | 1 0.02 86.76 .0781 | 1 0.02 86.78 .0782 | 2 0.04 86.82 .0784 | 1 0.02 86.84 .0785 | 1 0.02 86.86 .0787 | 1 0.02 86.88 .0788 | 1 0.02 86.90 .0792 | 1 0.02 86.92 .0793 | 1 0.02 86.94 .0797 | 1 0.02 86.96 .0799 | 1 0.02 86.98 .0803 | 1 0.02 87.00 .0804 | 1 0.02 87.02 .0808 | 1 0.02 87.04 .0809 | 1 0.02 87.07 .0815 | 1 0.02 87.09 .082 | 3 0.06 87.15 .0832 | 1 0.02 87.17 .0834 | 2 0.04 87.21 .0838 | 1 0.02 87.23 .084 | 1 0.02 87.25 .0845 | 2 0.04 87.29 .0849 | 2 0.04 87.33 .085 | 1 0.02 87.35 .0854 | 2 0.04 87.39 .086 | 1 0.02 87.41 .0861 | 1 0.02 87.43 .0862 | 2 0.04 87.47 .087 | 1 0.02 87.49 .0872 | 1 0.02 87.52 .0874 | 1 0.02 87.54 .0885 | 1 0.02 87.56 .0887 | 1 0.02 87.58 .0889 | 1 0.02 87.60 .0898 | 1 0.02 87.62 .0905 | 1 0.02 87.64 .091 | 1 0.02 87.66 .0913 | 1 0.02 87.68 .0914 | 1 0.02 87.70 .0926 | 1 0.02 87.72 .0931 | 1 0.02 87.74 .0933 | 1 0.02 87.76 .0936 | 1 0.02 87.78 .0938 | 1 0.02 87.80 .0939 | 1 0.02 87.82 .0943 | 1 0.02 87.84 .0947 | 1 0.02 87.86 .0948 | 1 0.02 87.88 .0955 | 1 0.02 87.90 .096 | 1 0.02 87.92 .0962 | 2 0.04 87.97 .0963 | 1 0.02 87.99 .0964 | 1 0.02 88.01 .0968 | 1 0.02 88.03 .0969 | 1 0.02 88.05 .0972 | 1 0.02 88.07 .0973 | 2 0.04 88.11 .0978 | 1 0.02 88.13 .098 | 1 0.02 88.15 .0981 | 1 0.02 88.17 .0982 | 1 0.02 88.19 .0983 | 1 0.02 88.21 .0988 | 1 0.02 88.23 .099 | 1 0.02 88.25 .1 | 2 0.04 88.29 .1003 | 1 0.02 88.31 .1009 | 1 0.02 88.33 .1013 | 1 0.02 88.35 .1014 | 1 0.02 88.37 .1016 | 1 0.02 88.40 .1018 | 2 0.04 88.44 .1028 | 1 0.02 88.46 .103 | 1 0.02 88.48 .104 | 1 0.02 88.50 .1041 | 1 0.02 88.52 .1042 | 1 0.02 88.54 .1044 | 2 0.04 88.58 .1053 | 1 0.02 88.60 .1057 | 1 0.02 88.62 .106 | 1 0.02 88.64 .1062 | 1 0.02 88.66 .1073 | 2 0.04 88.70 .1075 | 1 0.02 88.72 .1076 | 1 0.02 88.74 .1077 | 1 0.02 88.76 .1082 | 1 0.02 88.78 .1085 | 1 0.02 88.80 .1087 | 1 0.02 88.83 .1088 | 1 0.02 88.85 .1089 | 1 0.02 88.87 .1094 | 1 0.02 88.89 .1106 | 1 0.02 88.91 .1109 | 1 0.02 88.93 .1111 | 1 0.02 88.95 .1112 | 1 0.02 88.97 .1113 | 1 0.02 88.99 .1117 | 1 0.02 89.01 .1122 | 1 0.02 89.03 .1125 | 1 0.02 89.05 .1128 | 1 0.02 89.07 .1136 | 1 0.02 89.09 .1138 | 1 0.02 89.11 .1145 | 1 0.02 89.13 .116 | 1 0.02 89.15 .1163 | 1 0.02 89.17 .1164 | 2 0.04 89.21 .117 | 1 0.02 89.23 .1176 | 2 0.04 89.28 .1177 | 1 0.02 89.30 .118 | 1 0.02 89.32 .1183 | 1 0.02 89.34 .1193 | 1 0.02 89.36 .1197 | 1 0.02 89.38 .1211 | 1 0.02 89.40 .1214 | 1 0.02 89.42 .1216 | 1 0.02 89.44 .122 | 1 0.02 89.46 .1221 | 1 0.02 89.48 .1222 | 1 0.02 89.50 .1224 | 1 0.02 89.52 .1228 | 1 0.02 89.54 .1248 | 1 0.02 89.56 .125 | 1 0.02 89.58 .1251 | 1 0.02 89.60 .1258 | 1 0.02 89.62 .126 | 1 0.02 89.64 .1261 | 1 0.02 89.66 .1265 | 1 0.02 89.68 .127 | 1 0.02 89.71 .1272 | 1 0.02 89.73 .1281 | 2 0.04 89.77 .1282 | 1 0.02 89.79 .1285 | 1 0.02 89.81 .1299 | 1 0.02 89.83 .1304 | 1 0.02 89.85 .1313 | 1 0.02 89.87 .1322 | 1 0.02 89.89 .1324 | 1 0.02 89.91 .1336 | 1 0.02 89.93 .1337 | 1 0.02 89.95 .1343 | 1 0.02 89.97 .1344 | 2 0.04 90.01 .1356 | 1 0.02 90.03 .1358 | 2 0.04 90.07 .1359 | 1 0.02 90.09 .138 | 1 0.02 90.11 .1381 | 1 0.02 90.14 .1385 | 2 0.04 90.18 .1391 | 1 0.02 90.20 .1393 | 1 0.02 90.22 .1397 | 1 0.02 90.24 .1399 | 1 0.02 90.26 .1407 | 1 0.02 90.28 .1409 | 1 0.02 90.30 .1416 | 1 0.02 90.32 .142 | 1 0.02 90.34 .1425 | 1 0.02 90.36 .1426 | 1 0.02 90.38 .1438 | 1 0.02 90.40 .1445 | 1 0.02 90.42 .1454 | 1 0.02 90.44 .146 | 1 0.02 90.46 .1463 | 1 0.02 90.48 .1464 | 1 0.02 90.50 .1467 | 1 0.02 90.52 .1471 | 1 0.02 90.54 .1477 | 1 0.02 90.56 .1483 | 1 0.02 90.59 .1494 | 1 0.02 90.61 .1498 | 1 0.02 90.63 .1501 | 1 0.02 90.65 .1511 | 1 0.02 90.67 .1512 | 1 0.02 90.69 .1513 | 1 0.02 90.71 .1514 | 1 0.02 90.73 .1527 | 1 0.02 90.75 .153 | 1 0.02 90.77 .1534 | 1 0.02 90.79 .1541 | 1 0.02 90.81 .1543 | 1 0.02 90.83 .1552 | 1 0.02 90.85 .1566 | 1 0.02 90.87 .1567 | 1 0.02 90.89 .157 | 1 0.02 90.91 .1571 | 1 0.02 90.93 .1574 | 1 0.02 90.95 .1575 | 1 0.02 90.97 .1577 | 1 0.02 90.99 .1583 | 1 0.02 91.02 .1586 | 2 0.04 91.06 .1588 | 2 0.04 91.10 .1593 | 1 0.02 91.12 .1598 | 1 0.02 91.14 .1604 | 1 0.02 91.16 .161 | 1 0.02 91.18 .1616 | 1 0.02 91.20 .1617 | 1 0.02 91.22 .1618 | 1 0.02 91.24 .1626 | 2 0.04 91.28 .1629 | 1 0.02 91.30 .1646 | 1 0.02 91.32 .1673 | 1 0.02 91.34 .1676 | 1 0.02 91.36 .1677 | 1 0.02 91.38 .1687 | 1 0.02 91.40 .1689 | 1 0.02 91.42 .1701 | 1 0.02 91.44 .1702 | 1 0.02 91.47 .1705 | 1 0.02 91.49 .1724 | 1 0.02 91.51 .1741 | 1 0.02 91.53 .1749 | 1 0.02 91.55 .1759 | 1 0.02 91.57 .1761 | 1 0.02 91.59 .1765 | 1 0.02 91.61 .1772 | 1 0.02 91.63 .1775 | 1 0.02 91.65 .1781 | 1 0.02 91.67 .1795 | 1 0.02 91.69 .1804 | 1 0.02 91.71 .1807 | 1 0.02 91.73 .181 | 1 0.02 91.75 .1823 | 1 0.02 91.77 .1824 | 1 0.02 91.79 .1844 | 1 0.02 91.81 .1845 | 1 0.02 91.83 .1849 | 1 0.02 91.85 .1854 | 1 0.02 91.87 .1864 | 1 0.02 91.90 .1884 | 1 0.02 91.92 .1892 | 1 0.02 91.94 .1896 | 2 0.04 91.98 .1901 | 1 0.02 92.00 .1917 | 1 0.02 92.02 .1929 | 1 0.02 92.04 .193 | 1 0.02 92.06 .1932 | 1 0.02 92.08 .1934 | 1 0.02 92.10 .1944 | 2 0.04 92.14 .1947 | 1 0.02 92.16 .1948 | 1 0.02 92.18 .1949 | 1 0.02 92.20 .1957 | 1 0.02 92.22 .1958 | 1 0.02 92.24 .196 | 1 0.02 92.26 .1974 | 1 0.02 92.28 .199 | 1 0.02 92.30 .1999 | 1 0.02 92.33 .2032 | 1 0.02 92.35 .2036 | 1 0.02 92.37 .2039 | 1 0.02 92.39 .2045 | 1 0.02 92.41 .2046 | 1 0.02 92.43 .2048 | 1 0.02 92.45 .2049 | 1 0.02 92.47 .2061 | 1 0.02 92.49 .2062 | 1 0.02 92.51 .2069 | 2 0.04 92.55 .2082 | 1 0.02 92.57 .2083 | 1 0.02 92.59 .2087 | 1 0.02 92.61 .2094 | 1 0.02 92.63 .2097 | 1 0.02 92.65 .2099 | 1 0.02 92.67 .2103 | 1 0.02 92.69 .2107 | 1 0.02 92.71 .2109 | 1 0.02 92.73 .2124 | 1 0.02 92.75 .2128 | 1 0.02 92.78 .2133 | 1 0.02 92.80 .2151 | 1 0.02 92.82 .2152 | 1 0.02 92.84 .2154 | 1 0.02 92.86 .2159 | 1 0.02 92.88 .2161 | 1 0.02 92.90 .218 | 1 0.02 92.92 .2181 | 1 0.02 92.94 .2206 | 2 0.04 92.98 .2207 | 1 0.02 93.00 .2211 | 1 0.02 93.02 .2221 | 1 0.02 93.04 .2222 | 1 0.02 93.06 .2227 | 2 0.04 93.10 .2229 | 1 0.02 93.12 .223 | 1 0.02 93.14 .2241 | 1 0.02 93.16 .2271 | 1 0.02 93.18 .2274 | 1 0.02 93.21 .2279 | 1 0.02 93.23 .2286 | 1 0.02 93.25 .2292 | 1 0.02 93.27 .2296 | 1 0.02 93.29 .2319 | 2 0.04 93.33 .2332 | 1 0.02 93.35 .2334 | 2 0.04 93.39 .2341 | 1 0.02 93.41 .2348 | 1 0.02 93.43 .2352 | 1 0.02 93.45 .2353 | 1 0.02 93.47 .2357 | 1 0.02 93.49 .236 | 1 0.02 93.51 .2368 | 1 0.02 93.53 .2378 | 1 0.02 93.55 .2388 | 1 0.02 93.57 .2397 | 1 0.02 93.59 .2398 | 1 0.02 93.61 .2401 | 1 0.02 93.63 .2414 | 1 0.02 93.66 .2416 | 1 0.02 93.68 .2419 | 1 0.02 93.70 .2422 | 1 0.02 93.72 .2429 | 1 0.02 93.74 .2435 | 1 0.02 93.76 .2439 | 1 0.02 93.78 .244 | 1 0.02 93.80 .245 | 1 0.02 93.82 .247 | 1 0.02 93.84 .252 | 1 0.02 93.86 .2526 | 1 0.02 93.88 .253 | 1 0.02 93.90 .2538 | 1 0.02 93.92 .2554 | 1 0.02 93.94 .2563 | 1 0.02 93.96 .2564 | 1 0.02 93.98 .2567 | 1 0.02 94.00 .2578 | 1 0.02 94.02 .2582 | 2 0.04 94.06 .2584 | 1 0.02 94.09 .2585 | 1 0.02 94.11 .2589 | 1 0.02 94.13 .2592 | 1 0.02 94.15 .2595 | 1 0.02 94.17 .2597 | 1 0.02 94.19 .2598 | 1 0.02 94.21 .2615 | 1 0.02 94.23 .2616 | 1 0.02 94.25 .2618 | 1 0.02 94.27 .2621 | 1 0.02 94.29 .2622 | 1 0.02 94.31 .2642 | 1 0.02 94.33 .2656 | 1 0.02 94.35 .2664 | 1 0.02 94.37 .268 | 1 0.02 94.39 .2687 | 1 0.02 94.41 .2709 | 1 0.02 94.43 .2715 | 1 0.02 94.45 .2723 | 1 0.02 94.47 .2728 | 1 0.02 94.49 .2732 | 1 0.02 94.51 .2742 | 1 0.02 94.54 .2768 | 1 0.02 94.56 .2774 | 1 0.02 94.58 .2783 | 1 0.02 94.60 .2812 | 1 0.02 94.62 .2815 | 1 0.02 94.64 .2818 | 1 0.02 94.66 .2826 | 1 0.02 94.68 .2905 | 1 0.02 94.70 .2916 | 1 0.02 94.72 .2925 | 1 0.02 94.74 .293 | 1 0.02 94.76 .2939 | 1 0.02 94.78 .2941 | 1 0.02 94.80 .2943 | 1 0.02 94.82 .296 | 1 0.02 94.84 .2962 | 1 0.02 94.86 .2967 | 1 0.02 94.88 .2982 | 2 0.04 94.92 .2992 | 1 0.02 94.94 .2993 | 1 0.02 94.97 .3032 | 1 0.02 94.99 .3045 | 2 0.04 95.03 .3055 | 1 0.02 95.05 .3081 | 1 0.02 95.07 .3083 | 1 0.02 95.09 .3085 | 1 0.02 95.11 .3088 | 1 0.02 95.13 .3093 | 1 0.02 95.15 .3101 | 1 0.02 95.17 .3125 | 1 0.02 95.19 .313 | 1 0.02 95.21 .3146 | 1 0.02 95.23 .3156 | 1 0.02 95.25 .3158 | 1 0.02 95.27 .3159 | 1 0.02 95.29 .3174 | 1 0.02 95.31 .3185 | 1 0.02 95.33 .3194 | 1 0.02 95.35 .3196 | 1 0.02 95.37 .32 | 1 0.02 95.40 .3208 | 1 0.02 95.42 .3229 | 1 0.02 95.44 .3248 | 1 0.02 95.46 .3256 | 1 0.02 95.48 .3259 | 1 0.02 95.50 .326 | 1 0.02 95.52 .3314 | 1 0.02 95.54 .3322 | 1 0.02 95.56 .3333 | 1 0.02 95.58 .3351 | 1 0.02 95.60 .3356 | 1 0.02 95.62 .3373 | 1 0.02 95.64 .3376 | 1 0.02 95.66 .3433 | 1 0.02 95.68 .3441 | 1 0.02 95.70 .3447 | 1 0.02 95.72 .345 | 1 0.02 95.74 .3459 | 1 0.02 95.76 .3482 | 1 0.02 95.78 .3485 | 1 0.02 95.80 .3489 | 1 0.02 95.82 .3517 | 1 0.02 95.85 .353 | 1 0.02 95.87 .3533 | 1 0.02 95.89 .3541 | 1 0.02 95.91 .3554 | 1 0.02 95.93 .3595 | 1 0.02 95.95 .3604 | 1 0.02 95.97 .3667 | 1 0.02 95.99 .3682 | 1 0.02 96.01 .3685 | 1 0.02 96.03 .3725 | 1 0.02 96.05 .375 | 1 0.02 96.07 .376 | 1 0.02 96.09 .3766 | 1 0.02 96.11 .3788 | 1 0.02 96.13 .3789 | 1 0.02 96.15 .379 | 1 0.02 96.17 .3794 | 1 0.02 96.19 .3797 | 1 0.02 96.21 .3824 | 1 0.02 96.23 .3844 | 1 0.02 96.25 .3847 | 1 0.02 96.28 .3878 | 2 0.04 96.32 .3909 | 1 0.02 96.34 .3911 | 1 0.02 96.36 .394 | 1 0.02 96.38 .3942 | 1 0.02 96.40 .3955 | 1 0.02 96.42 .3965 | 1 0.02 96.44 .398 | 1 0.02 96.46 .3999 | 1 0.02 96.48 .4002 | 1 0.02 96.50 .4012 | 1 0.02 96.52 .4019 | 1 0.02 96.54 .4032 | 1 0.02 96.56 .4033 | 1 0.02 96.58 .4128 | 1 0.02 96.60 .4153 | 1 0.02 96.62 .4181 | 1 0.02 96.64 .4192 | 1 0.02 96.66 .4217 | 1 0.02 96.68 .4224 | 1 0.02 96.70 .4246 | 1 0.02 96.73 .4303 | 1 0.02 96.75 .4337 | 1 0.02 96.77 .4342 | 1 0.02 96.79 .4357 | 1 0.02 96.81 .437 | 1 0.02 96.83 .4411 | 1 0.02 96.85 .4441 | 1 0.02 96.87 .4468 | 1 0.02 96.89 .4501 | 1 0.02 96.91 .4509 | 1 0.02 96.93 .4522 | 1 0.02 96.95 .4565 | 1 0.02 96.97 .457 | 1 0.02 96.99 .4571 | 1 0.02 97.01 .4606 | 1 0.02 97.03 .4665 | 1 0.02 97.05 .4689 | 1 0.02 97.07 .4693 | 1 0.02 97.09 .4699 | 1 0.02 97.11 .4726 | 1 0.02 97.13 .475 | 1 0.02 97.16 .4771 | 1 0.02 97.18 .4772 | 1 0.02 97.20 .4799 | 1 0.02 97.22 .4816 | 1 0.02 97.24 .4817 | 1 0.02 97.26 .4854 | 1 0.02 97.28 .4934 | 1 0.02 97.30 .4936 | 1 0.02 97.32 .4953 | 1 0.02 97.34 .4964 | 1 0.02 97.36 .5109 | 1 0.02 97.38 .5134 | 1 0.02 97.40 .5164 | 1 0.02 97.42 .5172 | 1 0.02 97.44 .5227 | 1 0.02 97.46 .5244 | 1 0.02 97.48 .5304 | 1 0.02 97.50 .532 | 1 0.02 97.52 .5365 | 1 0.02 97.54 .5447 | 2 0.04 97.58 .5487 | 1 0.02 97.61 .55 | 1 0.02 97.63 .5529 | 1 0.02 97.65 .5544 | 1 0.02 97.67 .5567 | 1 0.02 97.69 .5595 | 1 0.02 97.71 .5603 | 1 0.02 97.73 .5604 | 1 0.02 97.75 .5625 | 1 0.02 97.77 .5628 | 1 0.02 97.79 .5629 | 1 0.02 97.81 .563 | 1 0.02 97.83 .5643 | 1 0.02 97.85 .5645 | 1 0.02 97.87 .5663 | 1 0.02 97.89 .5673 | 1 0.02 97.91 .5701 | 1 0.02 97.93 .5743 | 2 0.04 97.97 .5755 | 1 0.02 97.99 .5767 | 1 0.02 98.01 .578 | 2 0.04 98.06 .579 | 1 0.02 98.08 .5794 | 1 0.02 98.10 .5796 | 1 0.02 98.12 .5801 | 1 0.02 98.14 .5815 | 1 0.02 98.16 .5847 | 1 0.02 98.18 .585 | 1 0.02 98.20 .5857 | 1 0.02 98.22 .5869 | 1 0.02 98.24 .5875 | 1 0.02 98.26 .592 | 1 0.02 98.28 .5957 | 1 0.02 98.30 .5962 | 1 0.02 98.32 .5965 | 1 0.02 98.34 .5993 | 1 0.02 98.36 .6022 | 1 0.02 98.38 .6067 | 1 0.02 98.40 .6087 | 1 0.02 98.42 .6133 | 1 0.02 98.44 .614 | 1 0.02 98.47 .6156 | 1 0.02 98.49 .618 | 1 0.02 98.51 .6265 | 1 0.02 98.53 .6281 | 1 0.02 98.55 .6296 | 1 0.02 98.57 .6344 | 1 0.02 98.59 .6362 | 1 0.02 98.61 .637 | 1 0.02 98.63 .6378 | 1 0.02 98.65 .6433 | 1 0.02 98.67 .6467 | 1 0.02 98.69 .6477 | 1 0.02 98.71 .6481 | 1 0.02 98.73 .6489 | 1 0.02 98.75 .6499 | 1 0.02 98.77 .6594 | 1 0.02 98.79 .6631 | 1 0.02 98.81 .6707 | 1 0.02 98.83 .6713 | 1 0.02 98.85 .6763 | 1 0.02 98.87 .6772 | 1 0.02 98.89 .6782 | 1 0.02 98.92 .6837 | 1 0.02 98.94 .6876 | 1 0.02 98.96 .6885 | 1 0.02 98.98 .6908 | 1 0.02 99.00 .6932 | 1 0.02 99.02 .6983 | 1 0.02 99.04 .7017 | 1 0.02 99.06 .7062 | 1 0.02 99.08 .7097 | 1 0.02 99.10 .7105 | 1 0.02 99.12 .7154 | 1 0.02 99.14 .716 | 1 0.02 99.16 .7161 | 1 0.02 99.18 .7192 | 1 0.02 99.20 .7264 | 1 0.02 99.22 .7278 | 1 0.02 99.24 .728 | 1 0.02 99.26 .7324 | 1 0.02 99.28 .7362 | 1 0.02 99.30 .7386 | 1 0.02 99.32 .7532 | 1 0.02 99.35 .7594 | 1 0.02 99.37 .7629 | 1 0.02 99.39 .763 | 1 0.02 99.41 .7664 | 1 0.02 99.43 .7674 | 1 0.02 99.45 .7695 | 1 0.02 99.47 .7714 | 1 0.02 99.49 .7715 | 1 0.02 99.51 .7746 | 1 0.02 99.53 .7833 | 1 0.02 99.55 .79 | 1 0.02 99.57 .7972 | 1 0.02 99.59 .8087 | 1 0.02 99.61 .8133 | 1 0.02 99.63 .8164 | 1 0.02 99.65 .8174 | 1 0.02 99.67 .8222 | 1 0.02 99.69 .8453 | 1 0.02 99.71 .8485 | 1 0.02 99.73 .8513 | 1 0.02 99.75 .8534 | 1 0.02 99.77 .8547 | 1 0.02 99.80 .8583 | 1 0.02 99.82 .8632 | 1 0.02 99.84 .8695 | 1 0.02 99.86 .8894 | 1 0.02 99.88 .9146 | 1 0.02 99.90 .9322 | 1 0.02 99.92 .9422 | 1 0.02 99.94 .9716 | 1 0.02 99.96 1.0132 | 1 0.02 99.98 1.063 | 1 0.02 100.00 ------------+----------------------------------- Total | 4,886 100.00 by Jean Roth , jroth@nber.org , 17 Mar 2016