Frequencies for resbed variable in impact2011 dataset : Resident to | Bed Ratio | Resident to | Bed Ratio. | Used to | determine | IME factor | for | Freq. Percent Cum. ------------+----------------------------------- 0 | 2,493 70.21 70.21 .0001 | 4 0.11 70.32 .0007 | 1 0.03 70.35 .0008 | 1 0.03 70.37 .001 | 1 0.03 70.40 .0011 | 1 0.03 70.43 .0012 | 1 0.03 70.46 .0013 | 1 0.03 70.49 .0014 | 1 0.03 70.52 .0015 | 2 0.06 70.57 .0016 | 2 0.06 70.63 .0018 | 1 0.03 70.66 .0019 | 1 0.03 70.68 .002 | 2 0.06 70.74 .0021 | 2 0.06 70.80 .0022 | 2 0.06 70.85 .0023 | 2 0.06 70.91 .0024 | 1 0.03 70.94 .0025 | 3 0.08 71.02 .0026 | 1 0.03 71.05 .0028 | 2 0.06 71.11 .0029 | 3 0.08 71.19 .0032 | 2 0.06 71.25 .0033 | 2 0.06 71.30 .0035 | 1 0.03 71.33 .0037 | 1 0.03 71.36 .0038 | 2 0.06 71.42 .0039 | 1 0.03 71.44 .004 | 3 0.08 71.53 .0041 | 1 0.03 71.56 .0043 | 4 0.11 71.67 .0044 | 3 0.08 71.75 .0045 | 1 0.03 71.78 .0046 | 1 0.03 71.81 .0047 | 3 0.08 71.90 .0048 | 1 0.03 71.92 .0055 | 1 0.03 71.95 .0056 | 6 0.17 72.12 .0057 | 1 0.03 72.15 .0058 | 2 0.06 72.21 .0059 | 1 0.03 72.23 .006 | 3 0.08 72.32 .0061 | 4 0.11 72.43 .0063 | 2 0.06 72.49 .0067 | 3 0.08 72.57 .0069 | 2 0.06 72.63 .007 | 2 0.06 72.68 .0071 | 2 0.06 72.74 .0072 | 1 0.03 72.77 .0074 | 1 0.03 72.80 .0075 | 1 0.03 72.82 .0076 | 2 0.06 72.88 .0077 | 3 0.08 72.97 .0078 | 2 0.06 73.02 .0079 | 1 0.03 73.05 .008 | 1 0.03 73.08 .0081 | 4 0.11 73.19 .0087 | 1 0.03 73.22 .0088 | 2 0.06 73.28 .009 | 1 0.03 73.30 .0091 | 1 0.03 73.33 .0094 | 2 0.06 73.39 .0095 | 1 0.03 73.42 .0096 | 1 0.03 73.44 .0097 | 1 0.03 73.47 .0098 | 1 0.03 73.50 .0099 | 2 0.06 73.56 .01 | 2 0.06 73.61 .0101 | 1 0.03 73.64 .0102 | 2 0.06 73.70 .0103 | 1 0.03 73.73 .0105 | 2 0.06 73.78 .0106 | 2 0.06 73.84 .0107 | 1 0.03 73.87 .0108 | 1 0.03 73.89 .0109 | 1 0.03 73.92 .0111 | 1 0.03 73.95 .0112 | 1 0.03 73.98 .0113 | 1 0.03 74.01 .0116 | 2 0.06 74.06 .0119 | 2 0.06 74.12 .0121 | 1 0.03 74.15 .0124 | 1 0.03 74.18 .0125 | 1 0.03 74.20 .0127 | 1 0.03 74.23 .013 | 2 0.06 74.29 .0133 | 2 0.06 74.35 .0136 | 1 0.03 74.37 .0137 | 2 0.06 74.43 .0139 | 1 0.03 74.46 .014 | 3 0.08 74.54 .0142 | 1 0.03 74.57 .0143 | 1 0.03 74.60 .0147 | 1 0.03 74.63 .0148 | 1 0.03 74.66 .0153 | 2 0.06 74.71 .0154 | 1 0.03 74.74 .0155 | 1 0.03 74.77 .0156 | 1 0.03 74.80 .0157 | 2 0.06 74.85 .0158 | 2 0.06 74.91 .0159 | 3 0.08 74.99 .0161 | 1 0.03 75.02 .0162 | 1 0.03 75.05 .0165 | 1 0.03 75.08 .0171 | 2 0.06 75.13 .0172 | 1 0.03 75.16 .0173 | 2 0.06 75.22 .0176 | 1 0.03 75.25 .0179 | 1 0.03 75.27 .0183 | 2 0.06 75.33 .0185 | 1 0.03 75.36 .0186 | 1 0.03 75.39 .0188 | 1 0.03 75.42 .0189 | 3 0.08 75.50 .0192 | 1 0.03 75.53 .0197 | 1 0.03 75.56 .0199 | 1 0.03 75.58 .0204 | 1 0.03 75.61 .0211 | 1 0.03 75.64 .0214 | 1 0.03 75.67 .0215 | 1 0.03 75.70 .0216 | 1 0.03 75.73 .0218 | 2 0.06 75.78 .022 | 1 0.03 75.81 .0221 | 2 0.06 75.87 .0223 | 1 0.03 75.89 .0224 | 1 0.03 75.92 .0227 | 1 0.03 75.95 .023 | 2 0.06 76.01 .0235 | 1 0.03 76.03 .0236 | 2 0.06 76.09 .0237 | 3 0.08 76.18 .0241 | 1 0.03 76.20 .0242 | 2 0.06 76.26 .0245 | 1 0.03 76.29 .0247 | 1 0.03 76.32 .0248 | 4 0.11 76.43 .0254 | 1 0.03 76.46 .0256 | 1 0.03 76.49 .0257 | 2 0.06 76.54 .0258 | 2 0.06 76.60 .0259 | 1 0.03 76.63 .0261 | 1 0.03 76.65 .0265 | 1 0.03 76.68 .0269 | 1 0.03 76.71 .027 | 1 0.03 76.74 .0272 | 1 0.03 76.77 .0273 | 1 0.03 76.80 .0275 | 1 0.03 76.82 .0277 | 1 0.03 76.85 .0282 | 2 0.06 76.91 .0283 | 1 0.03 76.94 .0284 | 3 0.08 77.02 .0297 | 1 0.03 77.05 .0298 | 1 0.03 77.08 .0301 | 2 0.06 77.13 .0303 | 3 0.08 77.22 .0305 | 1 0.03 77.25 .0306 | 1 0.03 77.27 .0311 | 1 0.03 77.30 .0312 | 1 0.03 77.33 .0315 | 1 0.03 77.36 .0317 | 2 0.06 77.41 .0321 | 2 0.06 77.47 .0322 | 1 0.03 77.50 .0323 | 1 0.03 77.53 .0325 | 2 0.06 77.58 .0328 | 1 0.03 77.61 .033 | 1 0.03 77.64 .0331 | 1 0.03 77.67 .0333 | 1 0.03 77.70 .0334 | 2 0.06 77.75 .0338 | 1 0.03 77.78 .0339 | 2 0.06 77.84 .0346 | 1 0.03 77.87 .0347 | 2 0.06 77.92 .0351 | 2 0.06 77.98 .0355 | 1 0.03 78.01 .0356 | 1 0.03 78.03 .0359 | 1 0.03 78.06 .036 | 1 0.03 78.09 .0364 | 1 0.03 78.12 .0365 | 1 0.03 78.15 .0369 | 1 0.03 78.18 .0374 | 1 0.03 78.20 .0376 | 1 0.03 78.23 .0379 | 1 0.03 78.26 .0381 | 1 0.03 78.29 .0382 | 1 0.03 78.32 .0384 | 1 0.03 78.34 .0386 | 3 0.08 78.43 .0387 | 1 0.03 78.46 .0388 | 1 0.03 78.48 .0389 | 1 0.03 78.51 .0391 | 3 0.08 78.60 .0394 | 1 0.03 78.63 .0397 | 2 0.06 78.68 .0398 | 1 0.03 78.71 .0402 | 2 0.06 78.77 .0406 | 2 0.06 78.82 .0407 | 1 0.03 78.85 .0408 | 1 0.03 78.88 .041 | 1 0.03 78.91 .0419 | 1 0.03 78.94 .0421 | 2 0.06 78.99 .0422 | 1 0.03 79.02 .0423 | 1 0.03 79.05 .0427 | 1 0.03 79.08 .0432 | 2 0.06 79.13 .0437 | 1 0.03 79.16 .0438 | 1 0.03 79.19 .044 | 1 0.03 79.22 .0444 | 1 0.03 79.25 .0447 | 1 0.03 79.27 .0448 | 1 0.03 79.30 .0451 | 1 0.03 79.33 .0452 | 1 0.03 79.36 .0459 | 1 0.03 79.39 .0461 | 1 0.03 79.41 .0462 | 1 0.03 79.44 .0465 | 1 0.03 79.47 .0473 | 2 0.06 79.53 .0476 | 2 0.06 79.58 .0477 | 1 0.03 79.61 .0481 | 2 0.06 79.67 .0489 | 1 0.03 79.70 .0491 | 3 0.08 79.78 .0492 | 1 0.03 79.81 .0495 | 1 0.03 79.84 .0496 | 1 0.03 79.86 .0497 | 2 0.06 79.92 .05 | 1 0.03 79.95 .0501 | 1 0.03 79.98 .0502 | 1 0.03 80.01 .0504 | 1 0.03 80.03 .0505 | 1 0.03 80.06 .0506 | 2 0.06 80.12 .0507 | 1 0.03 80.15 .0508 | 1 0.03 80.17 .0509 | 1 0.03 80.20 .051 | 1 0.03 80.23 .0513 | 1 0.03 80.26 .0516 | 1 0.03 80.29 .0519 | 1 0.03 80.32 .0521 | 2 0.06 80.37 .0523 | 1 0.03 80.40 .0525 | 2 0.06 80.46 .0529 | 1 0.03 80.48 .0537 | 1 0.03 80.51 .0546 | 1 0.03 80.54 .055 | 1 0.03 80.57 .0551 | 1 0.03 80.60 .0552 | 1 0.03 80.63 .0553 | 1 0.03 80.65 .0555 | 2 0.06 80.71 .0556 | 1 0.03 80.74 .0557 | 1 0.03 80.77 .056 | 1 0.03 80.79 .0562 | 1 0.03 80.82 .0565 | 2 0.06 80.88 .0571 | 2 0.06 80.93 .0575 | 1 0.03 80.96 .0584 | 1 0.03 80.99 .0586 | 1 0.03 81.02 .0591 | 1 0.03 81.05 .0592 | 1 0.03 81.08 .0593 | 3 0.08 81.16 .0599 | 1 0.03 81.19 .0604 | 1 0.03 81.22 .0605 | 1 0.03 81.24 .0607 | 2 0.06 81.30 .061 | 2 0.06 81.36 .0611 | 1 0.03 81.39 .0612 | 1 0.03 81.41 .0613 | 1 0.03 81.44 .0614 | 1 0.03 81.47 .0615 | 2 0.06 81.53 .0618 | 2 0.06 81.58 .0623 | 1 0.03 81.61 .0626 | 2 0.06 81.67 .0628 | 1 0.03 81.70 .0631 | 1 0.03 81.72 .0635 | 1 0.03 81.75 .0641 | 1 0.03 81.78 .0645 | 1 0.03 81.81 .0646 | 1 0.03 81.84 .0648 | 1 0.03 81.86 .0649 | 1 0.03 81.89 .0652 | 1 0.03 81.92 .0653 | 1 0.03 81.95 .0654 | 1 0.03 81.98 .0658 | 1 0.03 82.01 .0659 | 3 0.08 82.09 .066 | 2 0.06 82.15 .0661 | 2 0.06 82.20 .0662 | 1 0.03 82.23 .0663 | 1 0.03 82.26 .0664 | 1 0.03 82.29 .0665 | 1 0.03 82.31 .0667 | 1 0.03 82.34 .067 | 1 0.03 82.37 .0673 | 1 0.03 82.40 .0675 | 1 0.03 82.43 .0676 | 1 0.03 82.46 .0679 | 1 0.03 82.48 .0686 | 2 0.06 82.54 .0687 | 2 0.06 82.60 .0694 | 1 0.03 82.62 .0695 | 1 0.03 82.65 .0697 | 2 0.06 82.71 .0703 | 1 0.03 82.74 .0707 | 1 0.03 82.77 .071 | 1 0.03 82.79 .0711 | 1 0.03 82.82 .0713 | 1 0.03 82.85 .0714 | 2 0.06 82.91 .0717 | 1 0.03 82.93 .0719 | 1 0.03 82.96 .072 | 1 0.03 82.99 .0725 | 1 0.03 83.02 .073 | 1 0.03 83.05 .0731 | 1 0.03 83.08 .0732 | 1 0.03 83.10 .0734 | 2 0.06 83.16 .0735 | 1 0.03 83.19 .0737 | 1 0.03 83.22 .074 | 1 0.03 83.24 .0743 | 1 0.03 83.27 .0749 | 1 0.03 83.30 .0754 | 2 0.06 83.36 .0759 | 1 0.03 83.38 .0761 | 1 0.03 83.41 .0766 | 1 0.03 83.44 .0769 | 1 0.03 83.47 .077 | 1 0.03 83.50 .0778 | 1 0.03 83.53 .0782 | 1 0.03 83.55 .079 | 1 0.03 83.58 .0792 | 2 0.06 83.64 .0796 | 1 0.03 83.67 .0803 | 1 0.03 83.69 .0805 | 1 0.03 83.72 .0808 | 2 0.06 83.78 .0809 | 1 0.03 83.81 .0817 | 1 0.03 83.84 .0819 | 2 0.06 83.89 .0822 | 2 0.06 83.95 .0827 | 2 0.06 84.00 .0828 | 1 0.03 84.03 .0831 | 1 0.03 84.06 .0834 | 1 0.03 84.09 .0838 | 1 0.03 84.12 .0842 | 1 0.03 84.15 .0843 | 1 0.03 84.17 .0844 | 1 0.03 84.20 .0852 | 1 0.03 84.23 .0861 | 1 0.03 84.26 .0868 | 2 0.06 84.31 .0871 | 1 0.03 84.34 .0878 | 1 0.03 84.37 .088 | 1 0.03 84.40 .0882 | 1 0.03 84.43 .0883 | 1 0.03 84.46 .0885 | 1 0.03 84.48 .0887 | 1 0.03 84.51 .0888 | 1 0.03 84.54 .0891 | 1 0.03 84.57 .0892 | 1 0.03 84.60 .0899 | 1 0.03 84.62 .0907 | 1 0.03 84.65 .0912 | 1 0.03 84.68 .0916 | 1 0.03 84.71 .0918 | 1 0.03 84.74 .0925 | 1 0.03 84.76 .0934 | 1 0.03 84.79 .0935 | 1 0.03 84.82 .0946 | 1 0.03 84.85 .0949 | 2 0.06 84.91 .095 | 2 0.06 84.96 .0951 | 2 0.06 85.02 .0967 | 1 0.03 85.05 .0968 | 2 0.06 85.10 .0969 | 1 0.03 85.13 .0972 | 2 0.06 85.19 .0974 | 1 0.03 85.22 .0976 | 1 0.03 85.24 .0978 | 1 0.03 85.27 .0982 | 1 0.03 85.30 .0983 | 1 0.03 85.33 .0984 | 1 0.03 85.36 .0985 | 1 0.03 85.38 .0987 | 1 0.03 85.41 .0988 | 1 0.03 85.44 .0989 | 1 0.03 85.47 .099 | 2 0.06 85.53 .0992 | 1 0.03 85.55 .0994 | 2 0.06 85.61 .0996 | 1 0.03 85.64 .0999 | 1 0.03 85.67 .1003 | 1 0.03 85.69 .1008 | 2 0.06 85.75 .1011 | 1 0.03 85.78 .1014 | 1 0.03 85.81 .1025 | 1 0.03 85.83 .1027 | 1 0.03 85.86 .103 | 1 0.03 85.89 .1035 | 1 0.03 85.92 .1036 | 1 0.03 85.95 .1057 | 1 0.03 85.98 .1058 | 2 0.06 86.03 .1059 | 1 0.03 86.06 .1061 | 2 0.06 86.12 .1064 | 1 0.03 86.14 .1066 | 2 0.06 86.20 .1072 | 1 0.03 86.23 .1075 | 1 0.03 86.26 .108 | 1 0.03 86.29 .1081 | 1 0.03 86.31 .1087 | 1 0.03 86.34 .1092 | 1 0.03 86.37 .1093 | 1 0.03 86.40 .1094 | 1 0.03 86.43 .1096 | 1 0.03 86.45 .1103 | 1 0.03 86.48 .1107 | 1 0.03 86.51 .1117 | 1 0.03 86.54 .1122 | 1 0.03 86.57 .1124 | 1 0.03 86.60 .1132 | 1 0.03 86.62 .1133 | 1 0.03 86.65 .1135 | 1 0.03 86.68 .1136 | 1 0.03 86.71 .1138 | 2 0.06 86.76 .1141 | 1 0.03 86.79 .1142 | 1 0.03 86.82 .1144 | 1 0.03 86.85 .1146 | 1 0.03 86.88 .1151 | 1 0.03 86.91 .1156 | 2 0.06 86.96 .1164 | 1 0.03 86.99 .1171 | 1 0.03 87.02 .1183 | 1 0.03 87.05 .1192 | 1 0.03 87.07 .1208 | 1 0.03 87.10 .1216 | 1 0.03 87.13 .1232 | 1 0.03 87.16 .1234 | 1 0.03 87.19 .1237 | 1 0.03 87.21 .1243 | 1 0.03 87.24 .1244 | 1 0.03 87.27 .1247 | 1 0.03 87.30 .1249 | 1 0.03 87.33 .1264 | 2 0.06 87.38 .1275 | 1 0.03 87.41 .1285 | 1 0.03 87.44 .1291 | 1 0.03 87.47 .1304 | 1 0.03 87.50 .1307 | 1 0.03 87.52 .1329 | 2 0.06 87.58 .1331 | 1 0.03 87.61 .1334 | 1 0.03 87.64 .1352 | 1 0.03 87.67 .1362 | 1 0.03 87.69 .1373 | 1 0.03 87.72 .138 | 1 0.03 87.75 .1382 | 1 0.03 87.78 .1389 | 1 0.03 87.81 .1394 | 1 0.03 87.83 .14 | 1 0.03 87.86 .1412 | 1 0.03 87.89 .1415 | 1 0.03 87.92 .1421 | 2 0.06 87.98 .1423 | 1 0.03 88.00 .1427 | 1 0.03 88.03 .1443 | 1 0.03 88.06 .1445 | 1 0.03 88.09 .1448 | 1 0.03 88.12 .145 | 1 0.03 88.14 .146 | 1 0.03 88.17 .1465 | 1 0.03 88.20 .1466 | 1 0.03 88.23 .1469 | 1 0.03 88.26 .1479 | 1 0.03 88.28 .148 | 1 0.03 88.31 .1492 | 1 0.03 88.34 .15 | 1 0.03 88.37 .1502 | 1 0.03 88.40 .1504 | 1 0.03 88.43 .1507 | 1 0.03 88.45 .1541 | 1 0.03 88.48 .1542 | 1 0.03 88.51 .1547 | 1 0.03 88.54 .1552 | 1 0.03 88.57 .1555 | 1 0.03 88.59 .1559 | 1 0.03 88.62 .1573 | 1 0.03 88.65 .1583 | 1 0.03 88.68 .1587 | 1 0.03 88.71 .1594 | 1 0.03 88.74 .1595 | 1 0.03 88.76 .16 | 1 0.03 88.79 .1602 | 1 0.03 88.82 .1603 | 1 0.03 88.85 .1613 | 1 0.03 88.88 .1621 | 1 0.03 88.90 .1641 | 1 0.03 88.93 .168 | 1 0.03 88.96 .1685 | 1 0.03 88.99 .1687 | 1 0.03 89.02 .1689 | 1 0.03 89.05 .1692 | 1 0.03 89.07 .1709 | 1 0.03 89.10 .1712 | 1 0.03 89.13 .1713 | 1 0.03 89.16 .1719 | 1 0.03 89.19 .1721 | 1 0.03 89.21 .1731 | 1 0.03 89.24 .1736 | 1 0.03 89.27 .1741 | 1 0.03 89.30 .1744 | 1 0.03 89.33 .1746 | 1 0.03 89.36 .1753 | 1 0.03 89.38 .176 | 1 0.03 89.41 .1762 | 1 0.03 89.44 .1763 | 1 0.03 89.47 .1782 | 1 0.03 89.50 .1803 | 1 0.03 89.52 .1804 | 1 0.03 89.55 .1812 | 1 0.03 89.58 .1817 | 1 0.03 89.61 .1818 | 1 0.03 89.64 .182 | 1 0.03 89.66 .1826 | 2 0.06 89.72 .1828 | 1 0.03 89.75 .1834 | 1 0.03 89.78 .1836 | 1 0.03 89.81 .1838 | 1 0.03 89.83 .1861 | 1 0.03 89.86 .1876 | 1 0.03 89.89 .1877 | 1 0.03 89.92 .1881 | 1 0.03 89.95 .1884 | 1 0.03 89.97 .1888 | 1 0.03 90.00 .189 | 1 0.03 90.03 .1895 | 1 0.03 90.06 .1902 | 1 0.03 90.09 .1905 | 1 0.03 90.12 .1908 | 1 0.03 90.14 .1933 | 2 0.06 90.20 .1934 | 1 0.03 90.23 .1961 | 1 0.03 90.26 .1964 | 1 0.03 90.28 .1965 | 1 0.03 90.31 .1966 | 1 0.03 90.34 .1975 | 1 0.03 90.37 .1977 | 1 0.03 90.40 .1981 | 1 0.03 90.43 .2012 | 1 0.03 90.45 .2033 | 1 0.03 90.48 .2038 | 1 0.03 90.51 .2046 | 1 0.03 90.54 .2047 | 1 0.03 90.57 .205 | 1 0.03 90.59 .2055 | 1 0.03 90.62 .2056 | 1 0.03 90.65 .2058 | 1 0.03 90.68 .2062 | 1 0.03 90.71 .2065 | 1 0.03 90.74 .2066 | 1 0.03 90.76 .2069 | 1 0.03 90.79 .2076 | 1 0.03 90.82 .2094 | 1 0.03 90.85 .2097 | 1 0.03 90.88 .2121 | 1 0.03 90.90 .2136 | 1 0.03 90.93 .2137 | 1 0.03 90.96 .2138 | 1 0.03 90.99 .2161 | 2 0.06 91.04 .2166 | 1 0.03 91.07 .2175 | 1 0.03 91.10 .2176 | 1 0.03 91.13 .2187 | 1 0.03 91.16 .219 | 1 0.03 91.19 .2211 | 1 0.03 91.21 .2212 | 1 0.03 91.24 .2213 | 1 0.03 91.27 .223 | 1 0.03 91.30 .2253 | 1 0.03 91.33 .2275 | 1 0.03 91.35 .2277 | 1 0.03 91.38 .2289 | 1 0.03 91.41 .2299 | 1 0.03 91.44 .2306 | 1 0.03 91.47 .2308 | 1 0.03 91.50 .2315 | 1 0.03 91.52 .2323 | 1 0.03 91.55 .2327 | 1 0.03 91.58 .2329 | 1 0.03 91.61 .234 | 1 0.03 91.64 .2341 | 1 0.03 91.66 .2342 | 1 0.03 91.69 .2349 | 1 0.03 91.72 .2355 | 2 0.06 91.78 .2357 | 2 0.06 91.83 .236 | 2 0.06 91.89 .2392 | 1 0.03 91.92 .2394 | 1 0.03 91.95 .2404 | 1 0.03 91.97 .2415 | 1 0.03 92.00 .2425 | 1 0.03 92.03 .2441 | 1 0.03 92.06 .2456 | 1 0.03 92.09 .2464 | 1 0.03 92.11 .247 | 1 0.03 92.14 .248 | 1 0.03 92.17 .2484 | 1 0.03 92.20 .2487 | 1 0.03 92.23 .2493 | 1 0.03 92.26 .2499 | 1 0.03 92.28 .25 | 1 0.03 92.31 .2518 | 1 0.03 92.34 .2537 | 1 0.03 92.37 .2539 | 1 0.03 92.40 .2542 | 1 0.03 92.42 .2553 | 1 0.03 92.45 .2556 | 1 0.03 92.48 .256 | 1 0.03 92.51 .2564 | 1 0.03 92.54 .2568 | 1 0.03 92.57 .2594 | 1 0.03 92.59 .2618 | 1 0.03 92.62 .2629 | 1 0.03 92.65 .2654 | 1 0.03 92.68 .2662 | 1 0.03 92.71 .2665 | 1 0.03 92.73 .2666 | 1 0.03 92.76 .2673 | 1 0.03 92.79 .2674 | 1 0.03 92.82 .2686 | 1 0.03 92.85 .269 | 1 0.03 92.88 .2698 | 1 0.03 92.90 .2712 | 1 0.03 92.93 .2719 | 1 0.03 92.96 .2734 | 1 0.03 92.99 .2744 | 1 0.03 93.02 .2746 | 1 0.03 93.04 .2765 | 2 0.06 93.10 .2785 | 1 0.03 93.13 .2792 | 1 0.03 93.16 .2812 | 1 0.03 93.19 .2828 | 1 0.03 93.21 .2841 | 1 0.03 93.24 .285 | 1 0.03 93.27 .2881 | 1 0.03 93.30 .2882 | 1 0.03 93.33 .2892 | 1 0.03 93.35 .2905 | 1 0.03 93.38 .2911 | 1 0.03 93.41 .2915 | 1 0.03 93.44 .2918 | 1 0.03 93.47 .2925 | 1 0.03 93.49 .2926 | 2 0.06 93.55 .2959 | 1 0.03 93.58 .2964 | 1 0.03 93.61 .2972 | 1 0.03 93.64 .3028 | 1 0.03 93.66 .3064 | 1 0.03 93.69 .3084 | 1 0.03 93.72 .3089 | 1 0.03 93.75 .3114 | 1 0.03 93.78 .3137 | 1 0.03 93.80 .3138 | 1 0.03 93.83 .3197 | 1 0.03 93.86 .3237 | 1 0.03 93.89 .3255 | 1 0.03 93.92 .326 | 1 0.03 93.95 .3271 | 1 0.03 93.97 .3305 | 1 0.03 94.00 .3306 | 1 0.03 94.03 .3308 | 1 0.03 94.06 .3368 | 1 0.03 94.09 .3404 | 1 0.03 94.11 .341 | 1 0.03 94.14 .3427 | 1 0.03 94.17 .3447 | 1 0.03 94.20 .3481 | 1 0.03 94.23 .3485 | 1 0.03 94.26 .3496 | 1 0.03 94.28 .3518 | 1 0.03 94.31 .3519 | 1 0.03 94.34 .3545 | 1 0.03 94.37 .3548 | 1 0.03 94.40 .3554 | 1 0.03 94.42 .3559 | 1 0.03 94.45 .3563 | 1 0.03 94.48 .3566 | 1 0.03 94.51 .3709 | 1 0.03 94.54 .3725 | 1 0.03 94.56 .3739 | 1 0.03 94.59 .3743 | 1 0.03 94.62 .3745 | 1 0.03 94.65 .3755 | 1 0.03 94.68 .3765 | 1 0.03 94.71 .3767 | 1 0.03 94.73 .3794 | 1 0.03 94.76 .3808 | 1 0.03 94.79 .3819 | 1 0.03 94.82 .3853 | 1 0.03 94.85 .3859 | 1 0.03 94.87 .386 | 1 0.03 94.90 .3878 | 1 0.03 94.93 .3889 | 1 0.03 94.96 .3894 | 1 0.03 94.99 .3896 | 1 0.03 95.02 .39 | 1 0.03 95.04 .3924 | 1 0.03 95.07 .3986 | 1 0.03 95.10 .3992 | 1 0.03 95.13 .402 | 1 0.03 95.16 .4027 | 1 0.03 95.18 .4033 | 1 0.03 95.21 .4042 | 1 0.03 95.24 .4043 | 1 0.03 95.27 .4056 | 1 0.03 95.30 .4067 | 1 0.03 95.33 .4105 | 1 0.03 95.35 .4121 | 1 0.03 95.38 .4146 | 1 0.03 95.41 .4171 | 1 0.03 95.44 .4181 | 1 0.03 95.47 .4185 | 1 0.03 95.49 .4191 | 2 0.06 95.55 .4251 | 1 0.03 95.58 .4271 | 1 0.03 95.61 .431 | 1 0.03 95.64 .4382 | 1 0.03 95.66 .4397 | 1 0.03 95.69 .4409 | 1 0.03 95.72 .4416 | 1 0.03 95.75 .443 | 1 0.03 95.78 .4451 | 1 0.03 95.80 .4483 | 1 0.03 95.83 .4492 | 1 0.03 95.86 .4505 | 1 0.03 95.89 .4508 | 1 0.03 95.92 .4512 | 1 0.03 95.94 .4566 | 1 0.03 95.97 .4589 | 1 0.03 96.00 .4604 | 1 0.03 96.03 .4629 | 1 0.03 96.06 .4675 | 1 0.03 96.09 .4735 | 1 0.03 96.11 .4765 | 1 0.03 96.14 .4777 | 1 0.03 96.17 .4788 | 1 0.03 96.20 .4874 | 1 0.03 96.23 .4896 | 1 0.03 96.25 .4936 | 1 0.03 96.28 .4938 | 1 0.03 96.31 .4955 | 1 0.03 96.34 .4969 | 1 0.03 96.37 .4982 | 1 0.03 96.40 .5043 | 1 0.03 96.42 .507 | 1 0.03 96.45 .5077 | 1 0.03 96.48 .5109 | 1 0.03 96.51 .5163 | 1 0.03 96.54 .517 | 1 0.03 96.56 .5192 | 1 0.03 96.59 .5196 | 1 0.03 96.62 .5205 | 1 0.03 96.65 .5286 | 1 0.03 96.68 .5296 | 1 0.03 96.71 .53 | 2 0.06 96.76 .5322 | 1 0.03 96.79 .5346 | 1 0.03 96.82 .5348 | 1 0.03 96.85 .5358 | 1 0.03 96.87 .5402 | 1 0.03 96.90 .5453 | 1 0.03 96.93 .5474 | 1 0.03 96.96 .551 | 1 0.03 96.99 .5521 | 1 0.03 97.01 .5605 | 1 0.03 97.04 .5606 | 1 0.03 97.07 .5625 | 1 0.03 97.10 .5632 | 1 0.03 97.13 .5668 | 1 0.03 97.16 .5731 | 1 0.03 97.18 .5765 | 1 0.03 97.21 .5929 | 1 0.03 97.24 .5962 | 2 0.06 97.30 .5991 | 2 0.06 97.35 .6067 | 1 0.03 97.38 .6155 | 1 0.03 97.41 .6184 | 1 0.03 97.44 .6191 | 1 0.03 97.47 .6193 | 1 0.03 97.49 .6229 | 1 0.03 97.52 .6233 | 1 0.03 97.55 .6237 | 1 0.03 97.58 .6258 | 1 0.03 97.61 .6273 | 1 0.03 97.63 .6275 | 1 0.03 97.66 .6278 | 1 0.03 97.69 .6295 | 1 0.03 97.72 .6307 | 1 0.03 97.75 .6349 | 1 0.03 97.78 .6352 | 1 0.03 97.80 .6383 | 1 0.03 97.83 .6386 | 1 0.03 97.86 .6402 | 1 0.03 97.89 .644 | 1 0.03 97.92 .6449 | 1 0.03 97.94 .6458 | 1 0.03 97.97 .6463 | 1 0.03 98.00 .6474 | 1 0.03 98.03 .6516 | 1 0.03 98.06 .6521 | 1 0.03 98.09 .6522 | 1 0.03 98.11 .6525 | 1 0.03 98.14 .6558 | 1 0.03 98.17 .658 | 1 0.03 98.20 .6592 | 1 0.03 98.23 .6632 | 1 0.03 98.25 .6642 | 1 0.03 98.28 .6681 | 1 0.03 98.31 .6702 | 1 0.03 98.34 .672 | 1 0.03 98.37 .6723 | 1 0.03 98.39 .679 | 1 0.03 98.42 .6799 | 1 0.03 98.45 .6833 | 1 0.03 98.48 .6853 | 1 0.03 98.51 .686 | 1 0.03 98.54 .687 | 1 0.03 98.56 .6897 | 1 0.03 98.59 .6912 | 1 0.03 98.62 .695 | 1 0.03 98.65 .6969 | 1 0.03 98.68 .7044 | 1 0.03 98.70 .7048 | 1 0.03 98.73 .71 | 1 0.03 98.76 .7177 | 1 0.03 98.79 .7189 | 1 0.03 98.82 .7247 | 1 0.03 98.85 .7264 | 1 0.03 98.87 .7265 | 1 0.03 98.90 .7316 | 1 0.03 98.93 .7463 | 1 0.03 98.96 .7476 | 1 0.03 98.99 .7503 | 1 0.03 99.01 .7505 | 1 0.03 99.04 .7518 | 1 0.03 99.07 .755 | 1 0.03 99.10 .7608 | 1 0.03 99.13 .7643 | 1 0.03 99.16 .7688 | 1 0.03 99.18 .769 | 1 0.03 99.21 .7745 | 1 0.03 99.24 .7793 | 1 0.03 99.27 .7802 | 1 0.03 99.30 .7804 | 1 0.03 99.32 .781 | 1 0.03 99.35 .7822 | 1 0.03 99.38 .7879 | 1 0.03 99.41 .7916 | 1 0.03 99.44 .7956 | 1 0.03 99.46 .8074 | 1 0.03 99.49 .8079 | 1 0.03 99.52 .8097 | 1 0.03 99.55 .8167 | 1 0.03 99.58 .8379 | 1 0.03 99.61 .8385 | 1 0.03 99.63 .8604 | 1 0.03 99.66 .8654 | 1 0.03 99.69 .8693 | 1 0.03 99.72 .8702 | 1 0.03 99.75 .8894 | 1 0.03 99.77 .8967 | 1 0.03 99.80 .9003 | 1 0.03 99.83 .9226 | 1 0.03 99.86 .9458 | 1 0.03 99.89 .9684 | 1 0.03 99.92 1 | 1 0.03 99.94 1.073 | 1 0.03 99.97 1.0751 | 1 0.03 100.00 ------------+----------------------------------- Total | 3,551 100.00 by Jean Roth , jroth@nber.org , 16 Dec 2016