Frequencies for first 10,000 rows of miacc dataset : by Jean Roth , jroth@nber.org , 22 Oct 2016 Frequencies for first 10,000 rows of st_case variable in miacc dataset : consecutive | number | Freq. Percent Cum. ------------+----------------------------------- 10001 | 1 0.01 0.01 10002 | 1 0.01 0.02 10003 | 1 0.01 0.03 10004 | 1 0.01 0.04 10005 | 1 0.01 0.05 10006 | 1 0.01 0.06 10007 | 1 0.01 0.07 10008 | 1 0.01 0.08 10009 | 1 0.01 0.09 10010 | 1 0.01 0.10 10011 | 1 0.01 0.11 10012 | 1 0.01 0.12 10013 | 1 0.01 0.13 10014 | 1 0.01 0.14 10015 | 1 0.01 0.15 10016 | 1 0.01 0.16 10017 | 1 0.01 0.17 10018 | 1 0.01 0.18 10019 | 1 0.01 0.19 10020 | 1 0.01 0.20 10021 | 1 0.01 0.21 10022 | 1 0.01 0.22 10023 | 1 0.01 0.23 10024 | 1 0.01 0.24 10025 | 1 0.01 0.25 10026 | 1 0.01 0.26 10027 | 1 0.01 0.27 10028 | 1 0.01 0.28 10029 | 1 0.01 0.29 10030 | 1 0.01 0.30 10031 | 1 0.01 0.31 10032 | 1 0.01 0.32 10033 | 1 0.01 0.33 10034 | 1 0.01 0.34 10035 | 1 0.01 0.35 10036 | 1 0.01 0.36 10037 | 1 0.01 0.37 10038 | 1 0.01 0.38 10039 | 1 0.01 0.39 10040 | 1 0.01 0.40 10041 | 1 0.01 0.41 10042 | 1 0.01 0.42 10043 | 1 0.01 0.43 10044 | 1 0.01 0.44 10045 | 1 0.01 0.45 10046 | 1 0.01 0.46 10047 | 1 0.01 0.47 10048 | 1 0.01 0.48 10049 | 1 0.01 0.49 10050 | 1 0.01 0.50 10051 | 1 0.01 0.51 10052 | 1 0.01 0.52 10053 | 1 0.01 0.53 10054 | 1 0.01 0.54 10055 | 1 0.01 0.55 10056 | 1 0.01 0.56 10057 | 1 0.01 0.57 10058 | 1 0.01 0.58 10059 | 1 0.01 0.59 10060 | 1 0.01 0.60 10061 | 1 0.01 0.61 10062 | 1 0.01 0.62 10063 | 1 0.01 0.63 10064 | 1 0.01 0.64 10065 | 1 0.01 0.65 10066 | 1 0.01 0.66 10067 | 1 0.01 0.67 10068 | 1 0.01 0.68 10069 | 1 0.01 0.69 10070 | 1 0.01 0.70 10071 | 1 0.01 0.71 10072 | 1 0.01 0.72 10073 | 1 0.01 0.73 10074 | 1 0.01 0.74 10075 | 1 0.01 0.75 10076 | 1 0.01 0.76 10077 | 1 0.01 0.77 10078 | 1 0.01 0.78 10079 | 1 0.01 0.79 10080 | 1 0.01 0.80 10081 | 1 0.01 0.81 10082 | 1 0.01 0.82 10083 | 1 0.01 0.83 10084 | 1 0.01 0.84 10085 | 1 0.01 0.85 10086 | 1 0.01 0.86 10087 | 1 0.01 0.87 10088 | 1 0.01 0.88 10089 | 1 0.01 0.89 10090 | 1 0.01 0.90 10091 | 1 0.01 0.91 10092 | 1 0.01 0.92 10093 | 1 0.01 0.93 10094 | 1 0.01 0.94 10095 | 1 0.01 0.95 10096 | 1 0.01 0.96 10097 | 1 0.01 0.97 10098 | 1 0.01 0.98 10099 | 1 0.01 0.99 10100 | 1 0.01 1.00 10101 | 1 0.01 1.01 10102 | 1 0.01 1.02 10103 | 1 0.01 1.03 10104 | 1 0.01 1.04 10105 | 1 0.01 1.05 10106 | 1 0.01 1.06 10107 | 1 0.01 1.07 10108 | 1 0.01 1.08 10109 | 1 0.01 1.09 10110 | 1 0.01 1.10 10111 | 1 0.01 1.11 10112 | 1 0.01 1.12 10113 | 1 0.01 1.13 10114 | 1 0.01 1.14 10115 | 1 0.01 1.15 10116 | 1 0.01 1.16 10117 | 1 0.01 1.17 10118 | 1 0.01 1.18 10119 | 1 0.01 1.19 10120 | 1 0.01 1.20 10121 | 1 0.01 1.21 10122 | 1 0.01 1.22 10123 | 1 0.01 1.23 10124 | 1 0.01 1.24 10125 | 1 0.01 1.25 10126 | 1 0.01 1.26 10127 | 1 0.01 1.27 10128 | 1 0.01 1.28 10129 | 1 0.01 1.29 10130 | 1 0.01 1.30 10131 | 1 0.01 1.31 10132 | 1 0.01 1.32 10133 | 1 0.01 1.33 10134 | 1 0.01 1.34 10135 | 1 0.01 1.35 10136 | 1 0.01 1.36 10137 | 1 0.01 1.37 10138 | 1 0.01 1.38 10139 | 1 0.01 1.39 10140 | 1 0.01 1.40 10141 | 1 0.01 1.41 10142 | 1 0.01 1.42 10143 | 1 0.01 1.43 10144 | 1 0.01 1.44 10145 | 1 0.01 1.45 10146 | 1 0.01 1.46 10147 | 1 0.01 1.47 10148 | 1 0.01 1.48 10149 | 1 0.01 1.49 10150 | 1 0.01 1.50 10151 | 1 0.01 1.51 10152 | 1 0.01 1.52 10153 | 1 0.01 1.53 10154 | 1 0.01 1.54 10155 | 1 0.01 1.55 10156 | 1 0.01 1.56 10157 | 1 0.01 1.57 10158 | 1 0.01 1.58 10159 | 1 0.01 1.59 10160 | 1 0.01 1.60 10161 | 1 0.01 1.61 10162 | 1 0.01 1.62 10163 | 1 0.01 1.63 10164 | 1 0.01 1.64 10165 | 1 0.01 1.65 10166 | 1 0.01 1.66 10167 | 1 0.01 1.67 10168 | 1 0.01 1.68 10169 | 1 0.01 1.69 10170 | 1 0.01 1.70 10171 | 1 0.01 1.71 10172 | 1 0.01 1.72 10173 | 1 0.01 1.73 10174 | 1 0.01 1.74 10175 | 1 0.01 1.75 10176 | 1 0.01 1.76 10177 | 1 0.01 1.77 10178 | 1 0.01 1.78 10179 | 1 0.01 1.79 10180 | 1 0.01 1.80 10181 | 1 0.01 1.81 10182 | 1 0.01 1.82 10183 | 1 0.01 1.83 10184 | 1 0.01 1.84 10185 | 1 0.01 1.85 10186 | 1 0.01 1.86 10187 | 1 0.01 1.87 10188 | 1 0.01 1.88 10189 | 1 0.01 1.89 10190 | 1 0.01 1.90 10191 | 1 0.01 1.91 10192 | 1 0.01 1.92 10193 | 1 0.01 1.93 10194 | 1 0.01 1.94 10195 | 1 0.01 1.95 10196 | 1 0.01 1.96 10197 | 1 0.01 1.97 10198 | 1 0.01 1.98 10199 | 1 0.01 1.99 10200 | 1 0.01 2.00 10201 | 1 0.01 2.01 10202 | 1 0.01 2.02 10203 | 1 0.01 2.03 10204 | 1 0.01 2.04 10205 | 1 0.01 2.05 10206 | 1 0.01 2.06 10207 | 1 0.01 2.07 10208 | 1 0.01 2.08 10209 | 1 0.01 2.09 10210 | 1 0.01 2.10 10211 | 1 0.01 2.11 10212 | 1 0.01 2.12 10213 | 1 0.01 2.13 10214 | 1 0.01 2.14 10215 | 1 0.01 2.15 10216 | 1 0.01 2.16 10217 | 1 0.01 2.17 10218 | 1 0.01 2.18 10219 | 1 0.01 2.19 10220 | 1 0.01 2.20 10221 | 1 0.01 2.21 10222 | 1 0.01 2.22 10223 | 1 0.01 2.23 10224 | 1 0.01 2.24 10225 | 1 0.01 2.25 10226 | 1 0.01 2.26 10227 | 1 0.01 2.27 10228 | 1 0.01 2.28 10229 | 1 0.01 2.29 10230 | 1 0.01 2.30 10231 | 1 0.01 2.31 10232 | 1 0.01 2.32 10233 | 1 0.01 2.33 10234 | 1 0.01 2.34 10235 | 1 0.01 2.35 10236 | 1 0.01 2.36 10237 | 1 0.01 2.37 10238 | 1 0.01 2.38 10239 | 1 0.01 2.39 10240 | 1 0.01 2.40 10241 | 1 0.01 2.41 10242 | 1 0.01 2.42 10243 | 1 0.01 2.43 10244 | 1 0.01 2.44 10245 | 1 0.01 2.45 10246 | 1 0.01 2.46 10247 | 1 0.01 2.47 10248 | 1 0.01 2.48 10249 | 1 0.01 2.49 10250 | 1 0.01 2.50 10251 | 1 0.01 2.51 10252 | 1 0.01 2.52 10253 | 1 0.01 2.53 10254 | 1 0.01 2.54 10255 | 1 0.01 2.55 10256 | 1 0.01 2.56 10257 | 1 0.01 2.57 10258 | 1 0.01 2.58 10259 | 1 0.01 2.59 10260 | 1 0.01 2.60 10261 | 1 0.01 2.61 10262 | 1 0.01 2.62 10263 | 1 0.01 2.63 10264 | 1 0.01 2.64 10265 | 1 0.01 2.65 10266 | 1 0.01 2.66 10267 | 1 0.01 2.67 10268 | 1 0.01 2.68 10269 | 1 0.01 2.69 10270 | 1 0.01 2.70 10271 | 1 0.01 2.71 10272 | 1 0.01 2.72 10273 | 1 0.01 2.73 10274 | 1 0.01 2.74 10275 | 1 0.01 2.75 10276 | 1 0.01 2.76 10277 | 1 0.01 2.77 10278 | 1 0.01 2.78 10279 | 1 0.01 2.79 10280 | 1 0.01 2.80 10281 | 1 0.01 2.81 10282 | 1 0.01 2.82 10283 | 1 0.01 2.83 10284 | 1 0.01 2.84 10285 | 1 0.01 2.85 10286 | 1 0.01 2.86 10287 | 1 0.01 2.87 10288 | 1 0.01 2.88 10289 | 1 0.01 2.89 10290 | 1 0.01 2.90 10291 | 1 0.01 2.91 10292 | 1 0.01 2.92 10293 | 1 0.01 2.93 10294 | 1 0.01 2.94 10295 | 1 0.01 2.95 10296 | 1 0.01 2.96 10297 | 1 0.01 2.97 10298 | 1 0.01 2.98 10299 | 1 0.01 2.99 10300 | 1 0.01 3.00 10301 | 1 0.01 3.01 10302 | 1 0.01 3.02 10303 | 1 0.01 3.03 10304 | 1 0.01 3.04 10305 | 1 0.01 3.05 10306 | 1 0.01 3.06 10307 | 1 0.01 3.07 10308 | 1 0.01 3.08 10309 | 1 0.01 3.09 10310 | 1 0.01 3.10 10311 | 1 0.01 3.11 10312 | 1 0.01 3.12 10313 | 1 0.01 3.13 10314 | 1 0.01 3.14 10315 | 1 0.01 3.15 10316 | 1 0.01 3.16 10317 | 1 0.01 3.17 10318 | 1 0.01 3.18 10319 | 1 0.01 3.19 10320 | 1 0.01 3.20 10321 | 1 0.01 3.21 10322 | 1 0.01 3.22 10323 | 1 0.01 3.23 10324 | 1 0.01 3.24 10325 | 1 0.01 3.25 10326 | 1 0.01 3.26 10327 | 1 0.01 3.27 10328 | 1 0.01 3.28 10329 | 1 0.01 3.29 10330 | 1 0.01 3.30 10331 | 1 0.01 3.31 10332 | 1 0.01 3.32 10333 | 1 0.01 3.33 10334 | 1 0.01 3.34 10335 | 1 0.01 3.35 10336 | 1 0.01 3.36 10337 | 1 0.01 3.37 10338 | 1 0.01 3.38 10339 | 1 0.01 3.39 10340 | 1 0.01 3.40 10341 | 1 0.01 3.41 10342 | 1 0.01 3.42 10343 | 1 0.01 3.43 10344 | 1 0.01 3.44 10345 | 1 0.01 3.45 10346 | 1 0.01 3.46 10347 | 1 0.01 3.47 10348 | 1 0.01 3.48 10349 | 1 0.01 3.49 10350 | 1 0.01 3.50 10351 | 1 0.01 3.51 10352 | 1 0.01 3.52 10353 | 1 0.01 3.53 10354 | 1 0.01 3.54 10355 | 1 0.01 3.55 10356 | 1 0.01 3.56 10357 | 1 0.01 3.57 10358 | 1 0.01 3.58 10359 | 1 0.01 3.59 10360 | 1 0.01 3.60 10361 | 1 0.01 3.61 10362 | 1 0.01 3.62 10363 | 1 0.01 3.63 10364 | 1 0.01 3.64 10365 | 1 0.01 3.65 10366 | 1 0.01 3.66 10367 | 1 0.01 3.67 10368 | 1 0.01 3.68 10369 | 1 0.01 3.69 10370 | 1 0.01 3.70 10371 | 1 0.01 3.71 10372 | 1 0.01 3.72 10373 | 1 0.01 3.73 10374 | 1 0.01 3.74 10375 | 1 0.01 3.75 10376 | 1 0.01 3.76 10377 | 1 0.01 3.77 10378 | 1 0.01 3.78 10379 | 1 0.01 3.79 10380 | 1 0.01 3.80 10381 | 1 0.01 3.81 10382 | 1 0.01 3.82 10383 | 1 0.01 3.83 10384 | 1 0.01 3.84 10385 | 1 0.01 3.85 10386 | 1 0.01 3.86 10387 | 1 0.01 3.87 10388 | 1 0.01 3.88 10389 | 1 0.01 3.89 10390 | 1 0.01 3.90 10391 | 1 0.01 3.91 10392 | 1 0.01 3.92 10393 | 1 0.01 3.93 10394 | 1 0.01 3.94 10395 | 1 0.01 3.95 10396 | 1 0.01 3.96 10397 | 1 0.01 3.97 10398 | 1 0.01 3.98 10399 | 1 0.01 3.99 10400 | 1 0.01 4.00 10401 | 1 0.01 4.01 10402 | 1 0.01 4.02 10403 | 1 0.01 4.03 10404 | 1 0.01 4.04 10405 | 1 0.01 4.05 10406 | 1 0.01 4.06 10407 | 1 0.01 4.07 10408 | 1 0.01 4.08 10409 | 1 0.01 4.09 10410 | 1 0.01 4.10 10411 | 1 0.01 4.11 10412 | 1 0.01 4.12 10413 | 1 0.01 4.13 10414 | 1 0.01 4.14 10415 | 1 0.01 4.15 10416 | 1 0.01 4.16 10417 | 1 0.01 4.17 10418 | 1 0.01 4.18 10419 | 1 0.01 4.19 10420 | 1 0.01 4.20 10421 | 1 0.01 4.21 10422 | 1 0.01 4.22 10423 | 1 0.01 4.23 10424 | 1 0.01 4.24 10425 | 1 0.01 4.25 10426 | 1 0.01 4.26 10427 | 1 0.01 4.27 10428 | 1 0.01 4.28 10429 | 1 0.01 4.29 10430 | 1 0.01 4.30 10431 | 1 0.01 4.31 10432 | 1 0.01 4.32 10433 | 1 0.01 4.33 10434 | 1 0.01 4.34 10435 | 1 0.01 4.35 10436 | 1 0.01 4.36 10437 | 1 0.01 4.37 10438 | 1 0.01 4.38 10439 | 1 0.01 4.39 10440 | 1 0.01 4.40 10441 | 1 0.01 4.41 10442 | 1 0.01 4.42 10443 | 1 0.01 4.43 10444 | 1 0.01 4.44 10445 | 1 0.01 4.45 10446 | 1 0.01 4.46 10447 | 1 0.01 4.47 10448 | 1 0.01 4.48 10449 | 1 0.01 4.49 10450 | 1 0.01 4.50 10451 | 1 0.01 4.51 10452 | 1 0.01 4.52 10453 | 1 0.01 4.53 10454 | 1 0.01 4.54 10455 | 1 0.01 4.55 10456 | 1 0.01 4.56 10457 | 1 0.01 4.57 10458 | 1 0.01 4.58 10459 | 1 0.01 4.59 10460 | 1 0.01 4.60 10461 | 1 0.01 4.61 10462 | 1 0.01 4.62 10463 | 1 0.01 4.63 10464 | 1 0.01 4.64 10465 | 1 0.01 4.65 10466 | 1 0.01 4.66 10467 | 1 0.01 4.67 10468 | 1 0.01 4.68 10469 | 1 0.01 4.69 10470 | 1 0.01 4.70 10471 | 1 0.01 4.71 10472 | 1 0.01 4.72 10473 | 1 0.01 4.73 10474 | 1 0.01 4.74 10475 | 1 0.01 4.75 10476 | 1 0.01 4.76 10477 | 1 0.01 4.77 10478 | 1 0.01 4.78 10479 | 1 0.01 4.79 10480 | 1 0.01 4.80 10481 | 1 0.01 4.81 10482 | 1 0.01 4.82 10483 | 1 0.01 4.83 10484 | 1 0.01 4.84 10485 | 1 0.01 4.85 10486 | 1 0.01 4.86 10487 | 1 0.01 4.87 10488 | 1 0.01 4.88 10489 | 1 0.01 4.89 10490 | 1 0.01 4.90 10491 | 1 0.01 4.91 10492 | 1 0.01 4.92 10493 | 1 0.01 4.93 10494 | 1 0.01 4.94 10495 | 1 0.01 4.95 10496 | 1 0.01 4.96 10497 | 1 0.01 4.97 10498 | 1 0.01 4.98 10499 | 1 0.01 4.99 10500 | 1 0.01 5.00 10501 | 1 0.01 5.01 10502 | 1 0.01 5.02 10503 | 1 0.01 5.03 10504 | 1 0.01 5.04 10505 | 1 0.01 5.05 10506 | 1 0.01 5.06 10507 | 1 0.01 5.07 10508 | 1 0.01 5.08 10509 | 1 0.01 5.09 10510 | 1 0.01 5.10 10511 | 1 0.01 5.11 10512 | 1 0.01 5.12 10513 | 1 0.01 5.13 10514 | 1 0.01 5.14 10515 | 1 0.01 5.15 10516 | 1 0.01 5.16 10517 | 1 0.01 5.17 10518 | 1 0.01 5.18 10519 | 1 0.01 5.19 10520 | 1 0.01 5.20 10521 | 1 0.01 5.21 10522 | 1 0.01 5.22 10523 | 1 0.01 5.23 10524 | 1 0.01 5.24 10525 | 1 0.01 5.25 10526 | 1 0.01 5.26 10527 | 1 0.01 5.27 10528 | 1 0.01 5.28 10529 | 1 0.01 5.29 10530 | 1 0.01 5.30 10531 | 1 0.01 5.31 10532 | 1 0.01 5.32 10533 | 1 0.01 5.33 10534 | 1 0.01 5.34 10535 | 1 0.01 5.35 10536 | 1 0.01 5.36 10537 | 1 0.01 5.37 10538 | 1 0.01 5.38 10539 | 1 0.01 5.39 10540 | 1 0.01 5.40 10541 | 1 0.01 5.41 10542 | 1 0.01 5.42 10543 | 1 0.01 5.43 10544 | 1 0.01 5.44 10545 | 1 0.01 5.45 10546 | 1 0.01 5.46 10547 | 1 0.01 5.47 10548 | 1 0.01 5.48 10549 | 1 0.01 5.49 10550 | 1 0.01 5.50 10551 | 1 0.01 5.51 10552 | 1 0.01 5.52 10553 | 1 0.01 5.53 10554 | 1 0.01 5.54 10555 | 1 0.01 5.55 10556 | 1 0.01 5.56 10557 | 1 0.01 5.57 10558 | 1 0.01 5.58 10559 | 1 0.01 5.59 10560 | 1 0.01 5.60 10561 | 1 0.01 5.61 10562 | 1 0.01 5.62 10563 | 1 0.01 5.63 10564 | 1 0.01 5.64 10565 | 1 0.01 5.65 10566 | 1 0.01 5.66 10567 | 1 0.01 5.67 10568 | 1 0.01 5.68 10569 | 1 0.01 5.69 10570 | 1 0.01 5.70 10571 | 1 0.01 5.71 10572 | 1 0.01 5.72 10573 | 1 0.01 5.73 10574 | 1 0.01 5.74 10575 | 1 0.01 5.75 10576 | 1 0.01 5.76 10577 | 1 0.01 5.77 10578 | 1 0.01 5.78 10579 | 1 0.01 5.79 10580 | 1 0.01 5.80 10581 | 1 0.01 5.81 10582 | 1 0.01 5.82 10583 | 1 0.01 5.83 10584 | 1 0.01 5.84 10585 | 1 0.01 5.85 10586 | 1 0.01 5.86 10587 | 1 0.01 5.87 10588 | 1 0.01 5.88 10589 | 1 0.01 5.89 10590 | 1 0.01 5.90 10591 | 1 0.01 5.91 10592 | 1 0.01 5.92 10593 | 1 0.01 5.93 10594 | 1 0.01 5.94 10595 | 1 0.01 5.95 10596 | 1 0.01 5.96 10597 | 1 0.01 5.97 10598 | 1 0.01 5.98 10599 | 1 0.01 5.99 10600 | 1 0.01 6.00 10601 | 1 0.01 6.01 10602 | 1 0.01 6.02 10603 | 1 0.01 6.03 10604 | 1 0.01 6.04 10605 | 1 0.01 6.05 10606 | 1 0.01 6.06 10607 | 1 0.01 6.07 10608 | 1 0.01 6.08 10609 | 1 0.01 6.09 10610 | 1 0.01 6.10 10611 | 1 0.01 6.11 10612 | 1 0.01 6.12 10613 | 1 0.01 6.13 10614 | 1 0.01 6.14 10615 | 1 0.01 6.15 10616 | 1 0.01 6.16 10617 | 1 0.01 6.17 10618 | 1 0.01 6.18 10619 | 1 0.01 6.19 10620 | 1 0.01 6.20 10621 | 1 0.01 6.21 10622 | 1 0.01 6.22 10623 | 1 0.01 6.23 10624 | 1 0.01 6.24 10625 | 1 0.01 6.25 10626 | 1 0.01 6.26 10627 | 1 0.01 6.27 10628 | 1 0.01 6.28 10629 | 1 0.01 6.29 10630 | 1 0.01 6.30 10631 | 1 0.01 6.31 10632 | 1 0.01 6.32 10633 | 1 0.01 6.33 10634 | 1 0.01 6.34 10635 | 1 0.01 6.35 10636 | 1 0.01 6.36 10637 | 1 0.01 6.37 10638 | 1 0.01 6.38 10639 | 1 0.01 6.39 10640 | 1 0.01 6.40 10641 | 1 0.01 6.41 10642 | 1 0.01 6.42 10643 | 1 0.01 6.43 10644 | 1 0.01 6.44 10645 | 1 0.01 6.45 10646 | 1 0.01 6.46 10647 | 1 0.01 6.47 10648 | 1 0.01 6.48 10649 | 1 0.01 6.49 10650 | 1 0.01 6.50 10651 | 1 0.01 6.51 10652 | 1 0.01 6.52 10653 | 1 0.01 6.53 10654 | 1 0.01 6.54 10655 | 1 0.01 6.55 10656 | 1 0.01 6.56 10657 | 1 0.01 6.57 10658 | 1 0.01 6.58 10659 | 1 0.01 6.59 10660 | 1 0.01 6.60 10661 | 1 0.01 6.61 10662 | 1 0.01 6.62 10663 | 1 0.01 6.63 10664 | 1 0.01 6.64 10665 | 1 0.01 6.65 10666 | 1 0.01 6.66 10667 | 1 0.01 6.67 10668 | 1 0.01 6.68 10669 | 1 0.01 6.69 10670 | 1 0.01 6.70 10671 | 1 0.01 6.71 10672 | 1 0.01 6.72 10673 | 1 0.01 6.73 10674 | 1 0.01 6.74 10675 | 1 0.01 6.75 10676 | 1 0.01 6.76 10677 | 1 0.01 6.77 10678 | 1 0.01 6.78 10679 | 1 0.01 6.79 10680 | 1 0.01 6.80 10681 | 1 0.01 6.81 10682 | 1 0.01 6.82 10683 | 1 0.01 6.83 10684 | 1 0.01 6.84 10685 | 1 0.01 6.85 10686 | 1 0.01 6.86 10687 | 1 0.01 6.87 10688 | 1 0.01 6.88 10689 | 1 0.01 6.89 10690 | 1 0.01 6.90 10691 | 1 0.01 6.91 10692 | 1 0.01 6.92 10693 | 1 0.01 6.93 10694 | 1 0.01 6.94 10695 | 1 0.01 6.95 10696 | 1 0.01 6.96 10697 | 1 0.01 6.97 10698 | 1 0.01 6.98 10699 | 1 0.01 6.99 10700 | 1 0.01 7.00 10701 | 1 0.01 7.01 10702 | 1 0.01 7.02 10703 | 1 0.01 7.03 10704 | 1 0.01 7.04 10705 | 1 0.01 7.05 10706 | 1 0.01 7.06 10707 | 1 0.01 7.07 10708 | 1 0.01 7.08 10709 | 1 0.01 7.09 10710 | 1 0.01 7.10 10711 | 1 0.01 7.11 10712 | 1 0.01 7.12 10713 | 1 0.01 7.13 10714 | 1 0.01 7.14 10715 | 1 0.01 7.15 10716 | 1 0.01 7.16 10717 | 1 0.01 7.17 10718 | 1 0.01 7.18 10719 | 1 0.01 7.19 10720 | 1 0.01 7.20 10721 | 1 0.01 7.21 10722 | 1 0.01 7.22 10723 | 1 0.01 7.23 10724 | 1 0.01 7.24 10725 | 1 0.01 7.25 10726 | 1 0.01 7.26 10727 | 1 0.01 7.27 10728 | 1 0.01 7.28 10729 | 1 0.01 7.29 10730 | 1 0.01 7.30 10731 | 1 0.01 7.31 10732 | 1 0.01 7.32 10733 | 1 0.01 7.33 10734 | 1 0.01 7.34 10735 | 1 0.01 7.35 10736 | 1 0.01 7.36 10737 | 1 0.01 7.37 10738 | 1 0.01 7.38 10739 | 1 0.01 7.39 10740 | 1 0.01 7.40 10741 | 1 0.01 7.41 10742 | 1 0.01 7.42 10743 | 1 0.01 7.43 10744 | 1 0.01 7.44 10745 | 1 0.01 7.45 10746 | 1 0.01 7.46 10747 | 1 0.01 7.47 10748 | 1 0.01 7.48 10749 | 1 0.01 7.49 10750 | 1 0.01 7.50 10751 | 1 0.01 7.51 10752 | 1 0.01 7.52 10753 | 1 0.01 7.53 10754 | 1 0.01 7.54 10755 | 1 0.01 7.55 10756 | 1 0.01 7.56 10757 | 1 0.01 7.57 10758 | 1 0.01 7.58 10759 | 1 0.01 7.59 10760 | 1 0.01 7.60 10761 | 1 0.01 7.61 10762 | 1 0.01 7.62 10763 | 1 0.01 7.63 10764 | 1 0.01 7.64 10765 | 1 0.01 7.65 10766 | 1 0.01 7.66 20001 | 1 0.01 7.67 20002 | 1 0.01 7.68 20003 | 1 0.01 7.69 20004 | 1 0.01 7.70 20005 | 1 0.01 7.71 20006 | 1 0.01 7.72 20007 | 1 0.01 7.73 20008 | 1 0.01 7.74 20009 | 1 0.01 7.75 20010 | 1 0.01 7.76 20011 | 1 0.01 7.77 20012 | 1 0.01 7.78 20013 | 1 0.01 7.79 20014 | 1 0.01 7.80 20015 | 1 0.01 7.81 20016 | 1 0.01 7.82 20017 | 1 0.01 7.83 20018 | 1 0.01 7.84 20019 | 1 0.01 7.85 20020 | 1 0.01 7.86 20021 | 1 0.01 7.87 20022 | 1 0.01 7.88 20023 | 1 0.01 7.89 20024 | 1 0.01 7.90 20025 | 1 0.01 7.91 20026 | 1 0.01 7.92 20027 | 1 0.01 7.93 20028 | 1 0.01 7.94 20029 | 1 0.01 7.95 20030 | 1 0.01 7.96 20031 | 1 0.01 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100009 | 1 0.01 55.10 100010 | 1 0.01 55.11 100011 | 1 0.01 55.12 100012 | 1 0.01 55.13 100013 | 1 0.01 55.14 100014 | 1 0.01 55.15 100015 | 1 0.01 55.16 100016 | 1 0.01 55.17 100017 | 1 0.01 55.18 100018 | 1 0.01 55.19 100019 | 1 0.01 55.20 100020 | 1 0.01 55.21 100021 | 1 0.01 55.22 100022 | 1 0.01 55.23 100023 | 1 0.01 55.24 100024 | 1 0.01 55.25 100025 | 1 0.01 55.26 100026 | 1 0.01 55.27 100027 | 1 0.01 55.28 100028 | 1 0.01 55.29 100029 | 1 0.01 55.30 100030 | 1 0.01 55.31 100031 | 1 0.01 55.32 100032 | 1 0.01 55.33 100033 | 1 0.01 55.34 100034 | 1 0.01 55.35 100035 | 1 0.01 55.36 100036 | 1 0.01 55.37 100037 | 1 0.01 55.38 100038 | 1 0.01 55.39 100039 | 1 0.01 55.40 100040 | 1 0.01 55.41 100041 | 1 0.01 55.42 100042 | 1 0.01 55.43 100043 | 1 0.01 55.44 100044 | 1 0.01 55.45 100045 | 1 0.01 55.46 100046 | 1 0.01 55.47 100047 | 1 0.01 55.48 100048 | 1 0.01 55.49 100049 | 1 0.01 55.50 100050 | 1 0.01 55.51 100051 | 1 0.01 55.52 100052 | 1 0.01 55.53 100053 | 1 0.01 55.54 100054 | 1 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110006 | 1 0.01 56.01 110007 | 1 0.01 56.02 110008 | 1 0.01 56.03 110009 | 1 0.01 56.04 110010 | 1 0.01 56.05 110011 | 1 0.01 56.06 110012 | 1 0.01 56.07 110013 | 1 0.01 56.08 110014 | 1 0.01 56.09 110015 | 1 0.01 56.10 110016 | 1 0.01 56.11 110017 | 1 0.01 56.12 110018 | 1 0.01 56.13 110019 | 1 0.01 56.14 110020 | 1 0.01 56.15 120001 | 1 0.01 56.16 120002 | 1 0.01 56.17 120003 | 1 0.01 56.18 120004 | 1 0.01 56.19 120005 | 1 0.01 56.20 120006 | 1 0.01 56.21 120007 | 1 0.01 56.22 120008 | 1 0.01 56.23 120009 | 1 0.01 56.24 120010 | 1 0.01 56.25 120011 | 1 0.01 56.26 120012 | 1 0.01 56.27 120013 | 1 0.01 56.28 120014 | 1 0.01 56.29 120015 | 1 0.01 56.30 120016 | 1 0.01 56.31 120017 | 1 0.01 56.32 120018 | 1 0.01 56.33 120019 | 1 0.01 56.34 120020 | 1 0.01 56.35 120021 | 1 0.01 56.36 120022 | 1 0.01 56.37 120023 | 1 0.01 56.38 120024 | 1 0.01 56.39 120025 | 1 0.01 56.40 120026 | 1 0.01 56.41 120027 | 1 0.01 56.42 120028 | 1 0.01 56.43 120029 | 1 0.01 56.44 120030 | 1 0.01 56.45 120031 | 1 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0.01 94.68 170258 | 1 0.01 94.69 170260 | 1 0.01 94.70 170261 | 1 0.01 94.71 170262 | 1 0.01 94.72 170263 | 1 0.01 94.73 170264 | 1 0.01 94.74 170265 | 1 0.01 94.75 170266 | 1 0.01 94.76 170267 | 1 0.01 94.77 170269 | 1 0.01 94.78 170270 | 1 0.01 94.79 170271 | 1 0.01 94.80 170272 | 1 0.01 94.81 170273 | 1 0.01 94.82 170275 | 1 0.01 94.83 170276 | 1 0.01 94.84 170277 | 1 0.01 94.85 170278 | 1 0.01 94.86 170279 | 1 0.01 94.87 170280 | 1 0.01 94.88 170281 | 1 0.01 94.89 170282 | 1 0.01 94.90 170283 | 1 0.01 94.91 170284 | 1 0.01 94.92 170285 | 1 0.01 94.93 170287 | 1 0.01 94.94 170288 | 1 0.01 94.95 170289 | 1 0.01 94.96 170290 | 1 0.01 94.97 170291 | 1 0.01 94.98 170292 | 1 0.01 94.99 170293 | 1 0.01 95.00 170294 | 1 0.01 95.01 170295 | 1 0.01 95.02 170296 | 1 0.01 95.03 170297 | 1 0.01 95.04 170298 | 1 0.01 95.05 170299 | 1 0.01 95.06 170300 | 1 0.01 95.07 170301 | 1 0.01 95.08 170302 | 1 0.01 95.09 170303 | 1 0.01 95.10 170304 | 1 0.01 95.11 170305 | 1 0.01 95.12 170306 | 1 0.01 95.13 170307 | 1 0.01 95.14 170308 | 1 0.01 95.15 170309 | 1 0.01 95.16 170311 | 1 0.01 95.17 170312 | 1 0.01 95.18 170313 | 1 0.01 95.19 170314 | 1 0.01 95.20 170315 | 1 0.01 95.21 170316 | 1 0.01 95.22 170317 | 1 0.01 95.23 170318 | 1 0.01 95.24 170319 | 1 0.01 95.25 170320 | 1 0.01 95.26 170321 | 1 0.01 95.27 170322 | 1 0.01 95.28 170323 | 1 0.01 95.29 170324 | 1 0.01 95.30 170325 | 1 0.01 95.31 170326 | 1 0.01 95.32 170327 | 1 0.01 95.33 170328 | 1 0.01 95.34 170329 | 1 0.01 95.35 170330 | 1 0.01 95.36 170331 | 1 0.01 95.37 170332 | 1 0.01 95.38 170333 | 1 0.01 95.39 170334 | 1 0.01 95.40 170335 | 1 0.01 95.41 170336 | 1 0.01 95.42 170337 | 1 0.01 95.43 170338 | 1 0.01 95.44 170340 | 1 0.01 95.45 170341 | 1 0.01 95.46 170342 | 1 0.01 95.47 170344 | 1 0.01 95.48 170345 | 1 0.01 95.49 170346 | 1 0.01 95.50 170347 | 1 0.01 95.51 170348 | 1 0.01 95.52 170349 | 1 0.01 95.53 170350 | 1 0.01 95.54 170351 | 1 0.01 95.55 170352 | 1 0.01 95.56 170353 | 1 0.01 95.57 170354 | 1 0.01 95.58 170355 | 1 0.01 95.59 170356 | 1 0.01 95.60 170358 | 1 0.01 95.61 170359 | 1 0.01 95.62 170360 | 1 0.01 95.63 170361 | 1 0.01 95.64 170362 | 1 0.01 95.65 170363 | 1 0.01 95.66 170364 | 1 0.01 95.67 170365 | 1 0.01 95.68 170366 | 1 0.01 95.69 170367 | 1 0.01 95.70 170368 | 1 0.01 95.71 170369 | 1 0.01 95.72 170370 | 1 0.01 95.73 170371 | 1 0.01 95.74 170372 | 1 0.01 95.75 170374 | 1 0.01 95.76 170375 | 1 0.01 95.77 170376 | 1 0.01 95.78 170377 | 1 0.01 95.79 170378 | 1 0.01 95.80 170379 | 1 0.01 95.81 170380 | 1 0.01 95.82 170381 | 1 0.01 95.83 170382 | 1 0.01 95.84 170383 | 1 0.01 95.85 170384 | 1 0.01 95.86 170385 | 1 0.01 95.87 170386 | 1 0.01 95.88 170387 | 1 0.01 95.89 170388 | 1 0.01 95.90 170389 | 1 0.01 95.91 170391 | 1 0.01 95.92 170392 | 1 0.01 95.93 170393 | 1 0.01 95.94 170394 | 1 0.01 95.95 170395 | 1 0.01 95.96 170396 | 1 0.01 95.97 170397 | 1 0.01 95.98 170398 | 1 0.01 95.99 170399 | 1 0.01 96.00 170400 | 1 0.01 96.01 170401 | 1 0.01 96.02 170402 | 1 0.01 96.03 170403 | 1 0.01 96.04 170404 | 1 0.01 96.05 170405 | 1 0.01 96.06 170406 | 1 0.01 96.07 170407 | 1 0.01 96.08 170408 | 1 0.01 96.09 170409 | 1 0.01 96.10 170410 | 1 0.01 96.11 170411 | 1 0.01 96.12 170412 | 1 0.01 96.13 170413 | 1 0.01 96.14 170414 | 1 0.01 96.15 170415 | 1 0.01 96.16 170416 | 1 0.01 96.17 170417 | 1 0.01 96.18 170418 | 1 0.01 96.19 170419 | 1 0.01 96.20 170420 | 1 0.01 96.21 170421 | 1 0.01 96.22 170422 | 1 0.01 96.23 170423 | 1 0.01 96.24 170424 | 1 0.01 96.25 170425 | 1 0.01 96.26 170426 | 1 0.01 96.27 170427 | 1 0.01 96.28 170428 | 1 0.01 96.29 170429 | 1 0.01 96.30 170430 | 1 0.01 96.31 170431 | 1 0.01 96.32 170432 | 1 0.01 96.33 170433 | 1 0.01 96.34 170434 | 1 0.01 96.35 170435 | 1 0.01 96.36 170436 | 1 0.01 96.37 170437 | 1 0.01 96.38 170438 | 1 0.01 96.39 170439 | 1 0.01 96.40 170440 | 1 0.01 96.41 170441 | 1 0.01 96.42 170442 | 1 0.01 96.43 170443 | 1 0.01 96.44 170444 | 1 0.01 96.45 170445 | 1 0.01 96.46 170446 | 1 0.01 96.47 170447 | 1 0.01 96.48 170448 | 1 0.01 96.49 170449 | 1 0.01 96.50 170450 | 1 0.01 96.51 170451 | 1 0.01 96.52 170452 | 1 0.01 96.53 170453 | 1 0.01 96.54 170454 | 1 0.01 96.55 170455 | 1 0.01 96.56 170456 | 1 0.01 96.57 170457 | 1 0.01 96.58 170458 | 1 0.01 96.59 170459 | 1 0.01 96.60 170460 | 1 0.01 96.61 170461 | 1 0.01 96.62 170462 | 1 0.01 96.63 170463 | 1 0.01 96.64 170464 | 1 0.01 96.65 170465 | 1 0.01 96.66 170466 | 1 0.01 96.67 170467 | 1 0.01 96.68 170468 | 1 0.01 96.69 170469 | 1 0.01 96.70 170470 | 1 0.01 96.71 170471 | 1 0.01 96.72 170472 | 1 0.01 96.73 170473 | 1 0.01 96.74 170474 | 1 0.01 96.75 170475 | 1 0.01 96.76 170476 | 1 0.01 96.77 170477 | 1 0.01 96.78 170478 | 1 0.01 96.79 170479 | 1 0.01 96.80 170480 | 1 0.01 96.81 170481 | 1 0.01 96.82 170482 | 1 0.01 96.83 170483 | 1 0.01 96.84 170484 | 1 0.01 96.85 170485 | 1 0.01 96.86 170486 | 1 0.01 96.87 170487 | 1 0.01 96.88 170488 | 1 0.01 96.89 170489 | 1 0.01 96.90 170490 | 1 0.01 96.91 170491 | 1 0.01 96.92 170492 | 1 0.01 96.93 170493 | 1 0.01 96.94 170494 | 1 0.01 96.95 170495 | 1 0.01 96.96 170496 | 1 0.01 96.97 170497 | 1 0.01 96.98 170498 | 1 0.01 96.99 170499 | 1 0.01 97.00 170500 | 1 0.01 97.01 170501 | 1 0.01 97.02 170502 | 1 0.01 97.03 170503 | 1 0.01 97.04 170504 | 1 0.01 97.05 170505 | 1 0.01 97.06 170506 | 1 0.01 97.07 170507 | 1 0.01 97.08 170508 | 1 0.01 97.09 170509 | 1 0.01 97.10 170510 | 1 0.01 97.11 170511 | 1 0.01 97.12 170512 | 1 0.01 97.13 170513 | 1 0.01 97.14 170514 | 1 0.01 97.15 170515 | 1 0.01 97.16 170516 | 1 0.01 97.17 170517 | 1 0.01 97.18 170518 | 1 0.01 97.19 170519 | 1 0.01 97.20 170520 | 1 0.01 97.21 170521 | 1 0.01 97.22 170522 | 1 0.01 97.23 170523 | 1 0.01 97.24 170524 | 1 0.01 97.25 170525 | 1 0.01 97.26 170526 | 1 0.01 97.27 170527 | 1 0.01 97.28 170528 | 1 0.01 97.29 170529 | 1 0.01 97.30 170530 | 1 0.01 97.31 170531 | 1 0.01 97.32 170532 | 1 0.01 97.33 170533 | 1 0.01 97.34 170534 | 1 0.01 97.35 170535 | 1 0.01 97.36 170536 | 1 0.01 97.37 170537 | 1 0.01 97.38 170538 | 1 0.01 97.39 170539 | 1 0.01 97.40 170540 | 1 0.01 97.41 170541 | 1 0.01 97.42 170542 | 1 0.01 97.43 170543 | 1 0.01 97.44 170544 | 1 0.01 97.45 170545 | 1 0.01 97.46 170546 | 1 0.01 97.47 170547 | 1 0.01 97.48 170548 | 1 0.01 97.49 170549 | 1 0.01 97.50 170550 | 1 0.01 97.51 170552 | 1 0.01 97.52 170553 | 1 0.01 97.53 170554 | 1 0.01 97.54 170555 | 1 0.01 97.55 170556 | 1 0.01 97.56 170557 | 1 0.01 97.57 170558 | 1 0.01 97.58 170559 | 1 0.01 97.59 170560 | 1 0.01 97.60 170561 | 1 0.01 97.61 170562 | 1 0.01 97.62 170563 | 1 0.01 97.63 170565 | 1 0.01 97.64 170566 | 1 0.01 97.65 170567 | 1 0.01 97.66 170568 | 1 0.01 97.67 170569 | 1 0.01 97.68 170570 | 1 0.01 97.69 170571 | 1 0.01 97.70 170572 | 1 0.01 97.71 170573 | 1 0.01 97.72 170574 | 1 0.01 97.73 170575 | 1 0.01 97.74 170576 | 1 0.01 97.75 170577 | 1 0.01 97.76 170578 | 1 0.01 97.77 170579 | 1 0.01 97.78 170580 | 1 0.01 97.79 170581 | 1 0.01 97.80 170582 | 1 0.01 97.81 170584 | 1 0.01 97.82 170585 | 1 0.01 97.83 170586 | 1 0.01 97.84 170587 | 1 0.01 97.85 170588 | 1 0.01 97.86 170589 | 1 0.01 97.87 170590 | 1 0.01 97.88 170591 | 1 0.01 97.89 170592 | 1 0.01 97.90 170593 | 1 0.01 97.91 170594 | 1 0.01 97.92 170595 | 1 0.01 97.93 170596 | 1 0.01 97.94 170597 | 1 0.01 97.95 170598 | 1 0.01 97.96 170599 | 1 0.01 97.97 170600 | 1 0.01 97.98 170601 | 1 0.01 97.99 170602 | 1 0.01 98.00 170603 | 1 0.01 98.01 170604 | 1 0.01 98.02 170605 | 1 0.01 98.03 170606 | 1 0.01 98.04 170607 | 1 0.01 98.05 170608 | 1 0.01 98.06 170609 | 1 0.01 98.07 170610 | 1 0.01 98.08 170611 | 1 0.01 98.09 170612 | 1 0.01 98.10 170613 | 1 0.01 98.11 170614 | 1 0.01 98.12 170615 | 1 0.01 98.13 170616 | 1 0.01 98.14 170617 | 1 0.01 98.15 170618 | 1 0.01 98.16 170619 | 1 0.01 98.17 170620 | 1 0.01 98.18 170621 | 1 0.01 98.19 170622 | 1 0.01 98.20 170623 | 1 0.01 98.21 170624 | 1 0.01 98.22 170625 | 1 0.01 98.23 170626 | 1 0.01 98.24 170627 | 1 0.01 98.25 170628 | 1 0.01 98.26 170629 | 1 0.01 98.27 170631 | 1 0.01 98.28 170632 | 1 0.01 98.29 170633 | 1 0.01 98.30 170634 | 1 0.01 98.31 170635 | 1 0.01 98.32 170636 | 1 0.01 98.33 170637 | 1 0.01 98.34 170638 | 1 0.01 98.35 170639 | 1 0.01 98.36 170640 | 1 0.01 98.37 170641 | 1 0.01 98.38 170642 | 1 0.01 98.39 170644 | 1 0.01 98.40 170645 | 1 0.01 98.41 170646 | 1 0.01 98.42 170647 | 1 0.01 98.43 170648 | 1 0.01 98.44 170649 | 1 0.01 98.45 170650 | 1 0.01 98.46 170651 | 1 0.01 98.47 170652 | 1 0.01 98.48 170653 | 1 0.01 98.49 170654 | 1 0.01 98.50 170655 | 1 0.01 98.51 170656 | 1 0.01 98.52 170657 | 1 0.01 98.53 170658 | 1 0.01 98.54 170659 | 1 0.01 98.55 170660 | 1 0.01 98.56 170661 | 1 0.01 98.57 170662 | 1 0.01 98.58 170663 | 1 0.01 98.59 170664 | 1 0.01 98.60 170665 | 1 0.01 98.61 170667 | 1 0.01 98.62 170668 | 1 0.01 98.63 170669 | 1 0.01 98.64 170670 | 1 0.01 98.65 170671 | 1 0.01 98.66 170672 | 1 0.01 98.67 170673 | 1 0.01 98.68 170674 | 1 0.01 98.69 170675 | 1 0.01 98.70 170676 | 1 0.01 98.71 170677 | 1 0.01 98.72 170678 | 1 0.01 98.73 170679 | 1 0.01 98.74 170680 | 1 0.01 98.75 170681 | 1 0.01 98.76 170683 | 1 0.01 98.77 170684 | 1 0.01 98.78 170685 | 1 0.01 98.79 170686 | 1 0.01 98.80 170687 | 1 0.01 98.81 170688 | 1 0.01 98.82 170689 | 1 0.01 98.83 170690 | 1 0.01 98.84 170691 | 1 0.01 98.85 170692 | 1 0.01 98.86 170693 | 1 0.01 98.87 170694 | 1 0.01 98.88 170695 | 1 0.01 98.89 170696 | 1 0.01 98.90 170697 | 1 0.01 98.91 170698 | 1 0.01 98.92 170699 | 1 0.01 98.93 170700 | 1 0.01 98.94 170701 | 1 0.01 98.95 170702 | 1 0.01 98.96 170703 | 1 0.01 98.97 170704 | 1 0.01 98.98 170705 | 1 0.01 98.99 170706 | 1 0.01 99.00 170707 | 1 0.01 99.01 170708 | 1 0.01 99.02 170709 | 1 0.01 99.03 170710 | 1 0.01 99.04 170711 | 1 0.01 99.05 170712 | 1 0.01 99.06 170713 | 1 0.01 99.07 170714 | 1 0.01 99.08 170715 | 1 0.01 99.09 170716 | 1 0.01 99.10 170717 | 1 0.01 99.11 170718 | 1 0.01 99.12 170719 | 1 0.01 99.13 170720 | 1 0.01 99.14 170721 | 1 0.01 99.15 170722 | 1 0.01 99.16 170723 | 1 0.01 99.17 170724 | 1 0.01 99.18 170725 | 1 0.01 99.19 170726 | 1 0.01 99.20 170727 | 1 0.01 99.21 170728 | 1 0.01 99.22 170729 | 1 0.01 99.23 170730 | 1 0.01 99.24 170731 | 1 0.01 99.25 170732 | 1 0.01 99.26 170733 | 1 0.01 99.27 170735 | 1 0.01 99.28 170736 | 1 0.01 99.29 170737 | 1 0.01 99.30 170738 | 1 0.01 99.31 170739 | 1 0.01 99.32 170740 | 1 0.01 99.33 170741 | 1 0.01 99.34 170742 | 1 0.01 99.35 170743 | 1 0.01 99.36 170744 | 1 0.01 99.37 170745 | 1 0.01 99.38 170746 | 1 0.01 99.39 170747 | 1 0.01 99.40 170749 | 1 0.01 99.41 170750 | 1 0.01 99.42 170751 | 1 0.01 99.43 170752 | 1 0.01 99.44 170753 | 1 0.01 99.45 170754 | 1 0.01 99.46 170755 | 1 0.01 99.47 170756 | 1 0.01 99.48 170757 | 1 0.01 99.49 170758 | 1 0.01 99.50 170759 | 1 0.01 99.51 170760 | 1 0.01 99.52 170761 | 1 0.01 99.53 170762 | 1 0.01 99.54 170763 | 1 0.01 99.55 170764 | 1 0.01 99.56 170765 | 1 0.01 99.57 170766 | 1 0.01 99.58 170767 | 1 0.01 99.59 170768 | 1 0.01 99.60 170769 | 1 0.01 99.61 170770 | 1 0.01 99.62 170771 | 1 0.01 99.63 170772 | 1 0.01 99.64 170773 | 1 0.01 99.65 170774 | 1 0.01 99.66 170775 | 1 0.01 99.67 170776 | 1 0.01 99.68 170777 | 1 0.01 99.69 170778 | 1 0.01 99.70 170779 | 1 0.01 99.71 170780 | 1 0.01 99.72 170781 | 1 0.01 99.73 170782 | 1 0.01 99.74 170783 | 1 0.01 99.75 170785 | 1 0.01 99.76 170786 | 1 0.01 99.77 170787 | 1 0.01 99.78 170789 | 1 0.01 99.79 170790 | 1 0.01 99.80 170791 | 1 0.01 99.81 170792 | 1 0.01 99.82 170793 | 1 0.01 99.83 170794 | 1 0.01 99.84 170795 | 1 0.01 99.85 170796 | 1 0.01 99.86 170797 | 1 0.01 99.87 170798 | 1 0.01 99.88 170799 | 1 0.01 99.89 170800 | 1 0.01 99.90 170801 | 1 0.01 99.91 170802 | 1 0.01 99.92 170803 | 1 0.01 99.93 170804 | 1 0.01 99.94 170805 | 1 0.01 99.95 170807 | 1 0.01 99.96 170808 | 1 0.01 99.97 170809 | 1 0.01 99.98 170810 | 1 0.01 99.99 170811 | 1 0.01 100.00 ------------+----------------------------------- Total | 10,000 100.00 Frequencies for first 10,000 rows of a1 variable in miacc dataset : a1 | Freq. Percent Cum. ------------+----------------------------------- 0 | 5,950 59.50 59.50 1 | 44 0.44 59.94 2 | 81 0.81 60.75 3 | 82 0.82 61.57 4 | 101 1.01 62.58 5 | 83 0.83 63.41 6 | 91 0.91 64.32 7 | 87 0.87 65.19 8 | 109 1.09 66.28 9 | 101 1.01 67.29 10 | 131 1.31 68.60 11 | 147 1.47 70.07 12 | 145 1.45 71.52 13 | 149 1.49 73.01 14 | 172 1.72 74.73 15 | 198 1.98 76.71 16 | 165 1.65 78.36 17 | 185 1.85 80.21 18 | 198 1.98 82.19 19 | 175 1.75 83.94 20 | 161 1.61 85.55 21 | 158 1.58 87.13 22 | 143 1.43 88.56 23 | 154 1.54 90.10 24 | 151 1.51 91.61 25 | 113 1.13 92.74 26 | 119 1.19 93.93 27 | 108 1.08 95.01 28 | 72 0.72 95.73 29 | 53 0.53 96.26 30 | 52 0.52 96.78 31 | 37 0.37 97.15 32 | 48 0.48 97.63 33 | 38 0.38 98.01 34 | 30 0.30 98.31 35 | 34 0.34 98.65 36 | 28 0.28 98.93 37 | 27 0.27 99.20 38 | 15 0.15 99.35 39 | 11 0.11 99.46 40 | 13 0.13 99.59 41 | 9 0.09 99.68 42 | 3 0.03 99.71 43 | 5 0.05 99.76 44 | 4 0.04 99.80 45 | 4 0.04 99.84 46 | 2 0.02 99.86 47 | 1 0.01 99.87 48 | 2 0.02 99.89 49 | 1 0.01 99.90 53 | 1 0.01 99.91 55 | 1 0.01 99.92 58 | 1 0.01 99.93 61 | 1 0.01 99.94 63 | 1 0.01 99.95 64 | 2 0.02 99.97 66 | 1 0.01 99.98 73 | 1 0.01 99.99 76 | 1 0.01 100.00 ------------+----------------------------------- Total | 10,000 100.00 Frequencies for first 10,000 rows of a2 variable in miacc dataset : a2 | Freq. Percent Cum. ------------+----------------------------------- 0 | 5,923 59.23 59.23 1 | 45 0.45 59.68 2 | 79 0.79 60.47 3 | 76 0.76 61.23 4 | 95 0.95 62.18 5 | 83 0.83 63.01 6 | 99 0.99 64.00 7 | 95 0.95 64.95 8 | 109 1.09 66.04 9 | 115 1.15 67.19 10 | 148 1.48 68.67 11 | 142 1.42 70.09 12 | 157 1.57 71.66 13 | 149 1.49 73.15 14 | 168 1.68 74.83 15 | 191 1.91 76.74 16 | 170 1.70 78.44 17 | 194 1.94 80.38 18 | 177 1.77 82.15 19 | 167 1.67 83.82 20 | 157 1.57 85.39 21 | 176 1.76 87.15 22 | 145 1.45 88.60 23 | 156 1.56 90.16 24 | 142 1.42 91.58 25 | 112 1.12 92.70 26 | 134 1.34 94.04 27 | 116 1.16 95.20 28 | 74 0.74 95.94 29 | 48 0.48 96.42 30 | 46 0.46 96.88 31 | 38 0.38 97.26 32 | 47 0.47 97.73 33 | 37 0.37 98.10 34 | 29 0.29 98.39 35 | 31 0.31 98.70 36 | 29 0.29 98.99 37 | 17 0.17 99.16 38 | 13 0.13 99.29 39 | 9 0.09 99.38 40 | 16 0.16 99.54 41 | 8 0.08 99.62 42 | 5 0.05 99.67 43 | 7 0.07 99.74 44 | 6 0.06 99.80 45 | 4 0.04 99.84 46 | 2 0.02 99.86 47 | 1 0.01 99.87 48 | 2 0.02 99.89 49 | 3 0.03 99.92 58 | 1 0.01 99.93 61 | 1 0.01 99.94 63 | 1 0.01 99.95 64 | 2 0.02 99.97 66 | 1 0.01 99.98 73 | 1 0.01 99.99 76 | 1 0.01 100.00 ------------+----------------------------------- Total | 10,000 100.00 Frequencies for first 10,000 rows of a3 variable in miacc dataset : a3 | Freq. Percent Cum. ------------+----------------------------------- 0 | 5,982 59.82 59.82 1 | 44 0.44 60.26 2 | 83 0.83 61.09 3 | 81 0.81 61.90 4 | 101 1.01 62.91 5 | 74 0.74 63.65 6 | 89 0.89 64.54 7 | 91 0.91 65.45 8 | 102 1.02 66.47 9 | 113 1.13 67.60 10 | 121 1.21 68.81 11 | 137 1.37 70.18 12 | 160 1.60 71.78 13 | 142 1.42 73.20 14 | 171 1.71 74.91 15 | 189 1.89 76.80 16 | 158 1.58 78.38 17 | 186 1.86 80.24 18 | 183 1.83 82.07 19 | 174 1.74 83.81 20 | 171 1.71 85.52 21 | 164 1.64 87.16 22 | 156 1.56 88.72 23 | 159 1.59 90.31 24 | 136 1.36 91.67 25 | 108 1.08 92.75 26 | 121 1.21 93.96 27 | 97 0.97 94.93 28 | 75 0.75 95.68 29 | 64 0.64 96.32 30 | 44 0.44 96.76 31 | 41 0.41 97.17 32 | 52 0.52 97.69 33 | 41 0.41 98.10 34 | 32 0.32 98.42 35 | 32 0.32 98.74 36 | 27 0.27 99.01 37 | 17 0.17 99.18 38 | 18 0.18 99.36 39 | 14 0.14 99.50 40 | 14 0.14 99.64 41 | 8 0.08 99.72 42 | 3 0.03 99.75 43 | 6 0.06 99.81 44 | 4 0.04 99.85 45 | 1 0.01 99.86 46 | 2 0.02 99.88 47 | 2 0.02 99.90 48 | 1 0.01 99.91 49 | 1 0.01 99.92 50 | 1 0.01 99.93 61 | 1 0.01 99.94 63 | 1 0.01 99.95 64 | 2 0.02 99.97 66 | 1 0.01 99.98 73 | 1 0.01 99.99 76 | 1 0.01 100.00 ------------+----------------------------------- Total | 10,000 100.00 Frequencies for first 10,000 rows of a4 variable in miacc dataset : a4 | Freq. Percent Cum. ------------+----------------------------------- 0 | 5,976 59.76 59.76 1 | 44 0.44 60.20 2 | 83 0.83 61.03 3 | 84 0.84 61.87 4 | 92 0.92 62.79 5 | 84 0.84 63.63 6 | 85 0.85 64.48 7 | 82 0.82 65.30 8 | 111 1.11 66.41 9 | 111 1.11 67.52 10 | 131 1.31 68.83 11 | 115 1.15 69.98 12 | 144 1.44 71.42 13 | 157 1.57 72.99 14 | 170 1.70 74.69 15 | 185 1.85 76.54 16 | 165 1.65 78.19 17 | 181 1.81 80.00 18 | 188 1.88 81.88 19 | 173 1.73 83.61 20 | 171 1.71 85.32 21 | 161 1.61 86.93 22 | 151 1.51 88.44 23 | 150 1.50 89.94 24 | 142 1.42 91.36 25 | 112 1.12 92.48 26 | 129 1.29 93.77 27 | 113 1.13 94.90 28 | 78 0.78 95.68 29 | 47 0.47 96.15 30 | 51 0.51 96.66 31 | 40 0.40 97.06 32 | 49 0.49 97.55 33 | 44 0.44 97.99 34 | 35 0.35 98.34 35 | 32 0.32 98.66 36 | 26 0.26 98.92 37 | 23 0.23 99.15 38 | 15 0.15 99.30 39 | 15 0.15 99.45 40 | 15 0.15 99.60 41 | 10 0.10 99.70 42 | 2 0.02 99.72 43 | 6 0.06 99.78 44 | 4 0.04 99.82 45 | 3 0.03 99.85 46 | 2 0.02 99.87 48 | 1 0.01 99.88 49 | 1 0.01 99.89 50 | 2 0.02 99.91 51 | 1 0.01 99.92 52 | 1 0.01 99.93 61 | 1 0.01 99.94 63 | 1 0.01 99.95 64 | 2 0.02 99.97 66 | 1 0.01 99.98 73 | 1 0.01 99.99 76 | 1 0.01 100.00 ------------+----------------------------------- Total | 10,000 100.00 Frequencies for first 10,000 rows of a5 variable in miacc dataset : a5 | Freq. Percent Cum. ------------+----------------------------------- 0 | 5,915 59.15 59.15 1 | 45 0.45 59.60 2 | 78 0.78 60.38 3 | 81 0.81 61.19 4 | 99 0.99 62.18 5 | 86 0.86 63.04 6 | 98 0.98 64.02 7 | 91 0.91 64.93 8 | 118 1.18 66.11 9 | 114 1.14 67.25 10 | 131 1.31 68.56 11 | 138 1.38 69.94 12 | 152 1.52 71.46 13 | 143 1.43 72.89 14 | 164 1.64 74.53 15 | 180 1.80 76.33 16 | 160 1.60 77.93 17 | 194 1.94 79.87 18 | 188 1.88 81.75 19 | 171 1.71 83.46 20 | 172 1.72 85.18 21 | 165 1.65 86.83 22 | 146 1.46 88.29 23 | 157 1.57 89.86 24 | 140 1.40 91.26 25 | 108 1.08 92.34 26 | 122 1.22 93.56 27 | 106 1.06 94.62 28 | 80 0.80 95.42 29 | 58 0.58 96.00 30 | 50 0.50 96.50 31 | 47 0.47 96.97 32 | 51 0.51 97.48 33 | 49 0.49 97.97 34 | 32 0.32 98.29 35 | 33 0.33 98.62 36 | 32 0.32 98.94 37 | 21 0.21 99.15 38 | 15 0.15 99.30 39 | 12 0.12 99.42 40 | 19 0.19 99.61 41 | 8 0.08 99.69 42 | 3 0.03 99.72 43 | 9 0.09 99.81 44 | 4 0.04 99.85 45 | 1 0.01 99.86 46 | 3 0.03 99.89 48 | 2 0.02 99.91 49 | 1 0.01 99.92 50 | 1 0.01 99.93 61 | 1 0.01 99.94 63 | 1 0.01 99.95 64 | 2 0.02 99.97 66 | 1 0.01 99.98 73 | 1 0.01 99.99 76 | 1 0.01 100.00 ------------+----------------------------------- Total | 10,000 100.00 Frequencies for first 10,000 rows of a6 variable in miacc dataset : a6 | Freq. Percent Cum. ------------+----------------------------------- 0 | 5,950 59.50 59.50 1 | 47 0.47 59.97 2 | 86 0.86 60.83 3 | 79 0.79 61.62 4 | 97 0.97 62.59 5 | 71 0.71 63.30 6 | 86 0.86 64.16 7 | 88 0.88 65.04 8 | 118 1.18 66.22 9 | 115 1.15 67.37 10 | 135 1.35 68.72 11 | 130 1.30 70.02 12 | 162 1.62 71.64 13 | 144 1.44 73.08 14 | 170 1.70 74.78 15 | 176 1.76 76.54 16 | 164 1.64 78.18 17 | 181 1.81 79.99 18 | 188 1.88 81.87 19 | 176 1.76 83.63 20 | 178 1.78 85.41 21 | 177 1.77 87.18 22 | 160 1.60 88.78 23 | 147 1.47 90.25 24 | 135 1.35 91.60 25 | 113 1.13 92.73 26 | 120 1.20 93.93 27 | 109 1.09 95.02 28 | 72 0.72 95.74 29 | 56 0.56 96.30 30 | 47 0.47 96.77 31 | 38 0.38 97.15 32 | 46 0.46 97.61 33 | 37 0.37 97.98 34 | 41 0.41 98.39 35 | 32 0.32 98.71 36 | 25 0.25 98.96 37 | 20 0.20 99.16 38 | 14 0.14 99.30 39 | 14 0.14 99.44 40 | 14 0.14 99.58 41 | 10 0.10 99.68 42 | 3 0.03 99.71 43 | 7 0.07 99.78 44 | 4 0.04 99.82 45 | 2 0.02 99.84 46 | 4 0.04 99.88 48 | 1 0.01 99.89 49 | 3 0.03 99.92 53 | 1 0.01 99.93 61 | 1 0.01 99.94 63 | 1 0.01 99.95 64 | 2 0.02 99.97 66 | 1 0.01 99.98 73 | 1 0.01 99.99 76 | 1 0.01 100.00 ------------+----------------------------------- Total | 10,000 100.00 Frequencies for first 10,000 rows of a7 variable in miacc dataset : a7 | Freq. Percent Cum. ------------+----------------------------------- 0 | 5,927 59.27 59.27 1 | 47 0.47 59.74 2 | 77 0.77 60.51 3 | 74 0.74 61.25 4 | 83 0.83 62.08 5 | 87 0.87 62.95 6 | 88 0.88 63.83 7 | 88 0.88 64.71 8 | 116 1.16 65.87 9 | 115 1.15 67.02 10 | 133 1.33 68.35 11 | 130 1.30 69.65 12 | 146 1.46 71.11 13 | 148 1.48 72.59 14 | 173 1.73 74.32 15 | 189 1.89 76.21 16 | 167 1.67 77.88 17 | 199 1.99 79.87 18 | 197 1.97 81.84 19 | 164 1.64 83.48 20 | 163 1.63 85.11 21 | 169 1.69 86.80 22 | 162 1.62 88.42 23 | 152 1.52 89.94 24 | 148 1.48 91.42 25 | 112 1.12 92.54 26 | 115 1.15 93.69 27 | 108 1.08 94.77 28 | 84 0.84 95.61 29 | 54 0.54 96.15 30 | 45 0.45 96.60 31 | 43 0.43 97.03 32 | 49 0.49 97.52 33 | 44 0.44 97.96 34 | 30 0.30 98.26 35 | 30 0.30 98.56 36 | 27 0.27 98.83 37 | 22 0.22 99.05 38 | 19 0.19 99.24 39 | 10 0.10 99.34 40 | 16 0.16 99.50 41 | 7 0.07 99.57 42 | 9 0.09 99.66 43 | 8 0.08 99.74 44 | 4 0.04 99.78 45 | 2 0.02 99.80 46 | 4 0.04 99.84 47 | 2 0.02 99.86 48 | 1 0.01 99.87 49 | 1 0.01 99.88 52 | 1 0.01 99.89 53 | 1 0.01 99.90 54 | 2 0.02 99.92 61 | 1 0.01 99.93 62 | 1 0.01 99.94 63 | 1 0.01 99.95 64 | 2 0.02 99.97 66 | 1 0.01 99.98 73 | 1 0.01 99.99 76 | 1 0.01 100.00 ------------+----------------------------------- Total | 10,000 100.00 Frequencies for first 10,000 rows of a8 variable in miacc dataset : a8 | Freq. Percent Cum. ------------+----------------------------------- 0 | 5,950 59.50 59.50 1 | 45 0.45 59.95 2 | 76 0.76 60.71 3 | 75 0.75 61.46 4 | 90 0.90 62.36 5 | 82 0.82 63.18 6 | 96 0.96 64.14 7 | 92 0.92 65.06 8 | 115 1.15 66.21 9 | 115 1.15 67.36 10 | 136 1.36 68.72 11 | 124 1.24 69.96 12 | 151 1.51 71.47 13 | 145 1.45 72.92 14 | 168 1.68 74.60 15 | 187 1.87 76.47 16 | 161 1.61 78.08 17 | 191 1.91 79.99 18 | 190 1.90 81.89 19 | 167 1.67 83.56 20 | 165 1.65 85.21 21 | 168 1.68 86.89 22 | 155 1.55 88.44 23 | 163 1.63 90.07 24 | 142 1.42 91.49 25 | 116 1.16 92.65 26 | 122 1.22 93.87 27 | 110 1.10 94.97 28 | 73 0.73 95.70 29 | 58 0.58 96.28 30 | 51 0.51 96.79 31 | 41 0.41 97.20 32 | 53 0.53 97.73 33 | 36 0.36 98.09 34 | 31 0.31 98.40 35 | 30 0.30 98.70 36 | 24 0.24 98.94 37 | 20 0.20 99.14 38 | 16 0.16 99.30 39 | 14 0.14 99.44 40 | 14 0.14 99.58 41 | 11 0.11 99.69 42 | 3 0.03 99.72 43 | 5 0.05 99.77 44 | 3 0.03 99.80 45 | 5 0.05 99.85 46 | 4 0.04 99.89 48 | 1 0.01 99.90 49 | 2 0.02 99.92 51 | 1 0.01 99.93 61 | 1 0.01 99.94 63 | 1 0.01 99.95 64 | 2 0.02 99.97 66 | 1 0.01 99.98 73 | 1 0.01 99.99 76 | 1 0.01 100.00 ------------+----------------------------------- Total | 10,000 100.00 Frequencies for first 10,000 rows of a9 variable in miacc dataset : a9 | Freq. Percent Cum. ------------+----------------------------------- 0 | 5,945 59.45 59.45 1 | 43 0.43 59.88 2 | 77 0.77 60.65 3 | 74 0.74 61.39 4 | 93 0.93 62.32 5 | 82 0.82 63.14 6 | 96 0.96 64.10 7 | 88 0.88 64.98 8 | 107 1.07 66.05 9 | 109 1.09 67.14 10 | 133 1.33 68.47 11 | 142 1.42 69.89 12 | 143 1.43 71.32 13 | 138 1.38 72.70 14 | 175 1.75 74.45 15 | 182 1.82 76.27 16 | 150 1.50 77.77 17 | 184 1.84 79.61 18 | 196 1.96 81.57 19 | 179 1.79 83.36 20 | 169 1.69 85.05 21 | 168 1.68 86.73 22 | 148 1.48 88.21 23 | 152 1.52 89.73 24 | 142 1.42 91.15 25 | 116 1.16 92.31 26 | 130 1.30 93.61 27 | 120 1.20 94.81 28 | 78 0.78 95.59 29 | 54 0.54 96.13 30 | 49 0.49 96.62 31 | 42 0.42 97.04 32 | 54 0.54 97.58 33 | 39 0.39 97.97 34 | 33 0.33 98.30 35 | 38 0.38 98.68 36 | 28 0.28 98.96 37 | 21 0.21 99.17 38 | 14 0.14 99.31 39 | 10 0.10 99.41 40 | 15 0.15 99.56 41 | 11 0.11 99.67 42 | 5 0.05 99.72 43 | 6 0.06 99.78 44 | 5 0.05 99.83 45 | 2 0.02 99.85 46 | 2 0.02 99.87 47 | 2 0.02 99.89 48 | 1 0.01 99.90 49 | 1 0.01 99.91 51 | 1 0.01 99.92 56 | 1 0.01 99.93 61 | 1 0.01 99.94 63 | 1 0.01 99.95 64 | 2 0.02 99.97 66 | 1 0.01 99.98 73 | 1 0.01 99.99 76 | 1 0.01 100.00 ------------+----------------------------------- Total | 10,000 100.00 Frequencies for first 10,000 rows of a10 variable in miacc dataset : a10 | Freq. Percent Cum. ------------+----------------------------------- 0 | 5,930 59.30 59.30 1 | 46 0.46 59.76 2 | 74 0.74 60.50 3 | 86 0.86 61.36 4 | 98 0.98 62.34 5 | 80 0.80 63.14 6 | 93 0.93 64.07 7 | 91 0.91 64.98 8 | 102 1.02 66.00 9 | 123 1.23 67.23 10 | 123 1.23 68.46 11 | 133 1.33 69.79 12 | 166 1.66 71.45 13 | 151 1.51 72.96 14 | 180 1.80 74.76 15 | 192 1.92 76.68 16 | 153 1.53 78.21 17 | 184 1.84 80.05 18 | 199 1.99 82.04 19 | 174 1.74 83.78 20 | 164 1.64 85.42 21 | 173 1.73 87.15 22 | 144 1.44 88.59 23 | 153 1.53 90.12 24 | 141 1.41 91.53 25 | 106 1.06 92.59 26 | 121 1.21 93.80 27 | 114 1.14 94.94 28 | 75 0.75 95.69 29 | 56 0.56 96.25 30 | 49 0.49 96.74 31 | 34 0.34 97.08 32 | 48 0.48 97.56 33 | 38 0.38 97.94 34 | 32 0.32 98.26 35 | 31 0.31 98.57 36 | 27 0.27 98.84 37 | 22 0.22 99.06 38 | 13 0.13 99.19 39 | 15 0.15 99.34 40 | 13 0.13 99.47 41 | 14 0.14 99.61 42 | 3 0.03 99.64 43 | 11 0.11 99.75 44 | 3 0.03 99.78 45 | 4 0.04 99.82 46 | 4 0.04 99.86 47 | 1 0.01 99.87 48 | 4 0.04 99.91 49 | 1 0.01 99.92 50 | 1 0.01 99.93 61 | 1 0.01 99.94 63 | 1 0.01 99.95 64 | 2 0.02 99.97 66 | 1 0.01 99.98 73 | 1 0.01 99.99 76 | 1 0.01 100.00 ------------+----------------------------------- Total | 10,000 100.00 by Jean Roth , jroth@nber.org , 22 Oct 2016