Mercurial > repos > cristian > rbgoa
comparison test-data/heats.csv @ 0:91261b42c07e draft
"planemo upload commit 25eebba0c98dd7a5a703412be90e97f13f66b5bc"
| author | cristian |
|---|---|
| date | Thu, 14 Apr 2022 13:28:05 +0000 |
| parents | |
| children | f7287f82602f |
comparison
equal
deleted
inserted
replaced
| -1:000000000000 | 0:91261b42c07e |
|---|---|
| 1 gene,logP | |
| 2 isogroup0,0.6 | |
| 3 isogroup1,3.5 | |
| 4 isogroup10,6.8 | |
| 5 isogroup100,6.4 | |
| 6 isogroup1000,1.7 | |
| 7 isogroup10000,0.1 | |
| 8 isogroup10001,-0.2 | |
| 9 isogroup10002,0.6 | |
| 10 isogroup10003,-0.4 | |
| 11 isogroup10004,0.7 | |
| 12 isogroup10006,-9.2 | |
| 13 isogroup10007,-2 | |
| 14 isogroup10008,-9.9 | |
| 15 isogroup10009,1 | |
| 16 isogroup1001,4.5 | |
| 17 isogroup10010,-1.2 | |
| 18 isogroup10011,-2.4 | |
| 19 isogroup10012,0.8 | |
| 20 isogroup10013,1.8 | |
| 21 isogroup10014,-0.5 | |
| 22 isogroup10015,1.6 | |
| 23 isogroup10016,0.6 | |
| 24 isogroup10017,-0.3 | |
| 25 isogroup10018,-0.1 | |
| 26 isogroup10019,-9.9 | |
| 27 isogroup1002,0.6 | |
| 28 isogroup10020,-1 | |
| 29 isogroup10021,-5.1 | |
| 30 isogroup10022,-1.9 | |
| 31 isogroup10023,-1.6 | |
| 32 isogroup10024,2.1 | |
| 33 isogroup10025,1.8 | |
| 34 isogroup10026,0.1 | |
| 35 isogroup10027,-0.6 | |
| 36 isogroup10028,0.5 | |
| 37 isogroup10029,-0.1 | |
| 38 isogroup1003,3.6 | |
| 39 isogroup10030,-0.6 | |
| 40 isogroup10031,-0.8 | |
| 41 isogroup10032,0.3 | |
| 42 isogroup10033,0.4 | |
| 43 isogroup10034,0.3 | |
| 44 isogroup10035,-0.2 | |
| 45 isogroup10036,0.3 | |
| 46 isogroup10037,2.1 | |
| 47 isogroup10038,0.2 | |
| 48 isogroup10039,1.4 | |
| 49 isogroup1004,0.2 | |
| 50 isogroup10040,-2.2 | |
| 51 isogroup10041,-0.2 | |
| 52 isogroup10042,0.3 | |
| 53 isogroup10043,-0.7 | |
| 54 isogroup10044,0.1 | |
| 55 isogroup10045,1.2 | |
| 56 isogroup10046,-0.3 | |
| 57 isogroup10047,-0.1 | |
| 58 isogroup10048,1.6 | |
| 59 isogroup10049,-7.7 | |
| 60 isogroup1005,1.3 | |
| 61 isogroup10050,-8 | |
| 62 isogroup10051,0 | |
| 63 isogroup10052,-0.2 | |
| 64 isogroup10053,-0.9 | |
| 65 isogroup10054,-0.3 | |
| 66 isogroup10055,1.7 | |
| 67 isogroup10056,0 | |
| 68 isogroup10056.1,-0.6 | |
| 69 isogroup10056.2,-0.7 | |
| 70 isogroup10057,-4.2 | |
| 71 isogroup10058,1 | |
| 72 isogroup10059,0.3 | |
| 73 isogroup1006,2.2 | |
| 74 isogroup10060,0.6 | |
| 75 isogroup10061,-0.2 | |
| 76 isogroup10062,-1.2 | |
| 77 isogroup10063,2.2 | |
| 78 isogroup10064,1 | |
| 79 isogroup10065,-2 | |
| 80 isogroup10066,1.6 | |
| 81 isogroup10067,-0.4 | |
| 82 isogroup10067.1,-0.2 | |
| 83 isogroup10068,1.1 | |
| 84 isogroup10069,0.1 | |
| 85 isogroup1007,1 | |
| 86 isogroup10070,0.3 | |
| 87 isogroup10071,0.4 | |
| 88 isogroup10072,2.7 | |
| 89 isogroup10073,0.2 | |
| 90 isogroup10074,0.5 | |
| 91 isogroup10075,0.8 | |
| 92 isogroup10076,2.5 | |
| 93 isogroup10077,0.2 | |
| 94 isogroup10078,-10 | |
| 95 isogroup10079,-0.2 | |
| 96 isogroup1008,0 | |
| 97 isogroup10080,2.3 | |
| 98 isogroup10081,0.5 | |
| 99 isogroup10082,-1.6 | |
| 100 isogroup10083,-1.8 | |
| 101 isogroup10084,0 | |
| 102 isogroup10084.1,-0.6 | |
| 103 isogroup10085,1.5 | |
| 104 isogroup10086,0.7 | |
| 105 isogroup10087,8.5 | |
| 106 isogroup10088,-3.8 | |
| 107 isogroup10089,0.3 | |
| 108 isogroup1009,0.3 | |
| 109 isogroup10090,0.3 | |
| 110 isogroup10091,2.7 | |
| 111 isogroup10092,0.4 | |
| 112 isogroup10093,0.6 | |
| 113 isogroup10094,-0.3 | |
| 114 isogroup10095,0.1 | |
| 115 isogroup10096,-0.1 | |
| 116 isogroup10097,0.9 | |
| 117 isogroup10098,-9.8 | |
| 118 isogroup10099,1.6 | |
| 119 isogroup101,5.6 | |
| 120 isogroup1010,1.7 | |
| 121 isogroup10100,0 | |
| 122 isogroup10101,-2.6 | |
| 123 isogroup10102,-1.6 | |
| 124 isogroup10103,-0.8 | |
| 125 isogroup10104,0.8 | |
| 126 isogroup10105,0.6 | |
| 127 isogroup10106,-0.2 | |
| 128 isogroup10107,0.1 | |
| 129 isogroup10108,0 | |
| 130 isogroup10109,0.1 | |
| 131 isogroup1011,0.7 | |
| 132 isogroup10110,-0.1 | |
| 133 isogroup10111,-0.3 | |
| 134 isogroup10113,-3.4 | |
| 135 isogroup10114,0.1 | |
| 136 isogroup10115,-0.1 | |
| 137 isogroup10116,-4.3 | |
| 138 isogroup10117,-0.1 | |
| 139 isogroup10118,0.4 | |
| 140 isogroup10119,0.9 | |
| 141 isogroup1012,-4.9 | |
| 142 isogroup10120,-0.1 | |
| 143 isogroup10121,0.1 | |
| 144 isogroup10122,-0.3 | |
| 145 isogroup10123,0.2 | |
| 146 isogroup10124,1.5 | |
| 147 isogroup10125,-2.4 | |
| 148 isogroup10126,0.3 | |
| 149 isogroup10127,-0.3 | |
| 150 isogroup10128,-0.4 | |
| 151 isogroup10129,0.1 | |
| 152 isogroup10130,-5.4 | |
| 153 isogroup10132,1.5 | |
| 154 isogroup10133,-0.1 | |
| 155 isogroup10134,4.5 | |
| 156 isogroup10135,0.2 | |
| 157 isogroup10136,-0.2 | |
| 158 isogroup10137,-1.6 | |
| 159 isogroup10138,-2.3 | |
| 160 isogroup10139,0.1 | |
| 161 isogroup1014,1.3 | |
| 162 isogroup10140,-0.1 | |
| 163 isogroup10140.1,0 | |
| 164 isogroup10141,-0.4 | |
| 165 isogroup10142,0 | |
| 166 isogroup10143,-1.5 | |
| 167 isogroup10144,0.2 | |
| 168 isogroup10145,3.4 | |
| 169 isogroup10146,-0.2 | |
| 170 isogroup10147,0.6 | |
| 171 isogroup10148,-0.4 | |
| 172 isogroup10149,2 | |
| 173 isogroup1015,-1.6 | |
| 174 isogroup10151,0.1 | |
| 175 isogroup10152,-0.4 | |
| 176 isogroup10153,0.6 | |
| 177 isogroup10154,0.3 | |
| 178 isogroup10155,1.4 | |
| 179 isogroup10156,0.3 | |
| 180 isogroup10157,0.6 | |
| 181 isogroup10158,0.1 | |
| 182 isogroup10159,2.1 | |
| 183 isogroup1016,-0.1 | |
| 184 isogroup10160,0 | |
| 185 isogroup10161,0.4 | |
| 186 isogroup10162,-1.1 | |
| 187 isogroup10163,0.6 | |
| 188 isogroup10164,1.1 | |
| 189 isogroup10165,0.3 | |
| 190 isogroup10166,-0.4 | |
| 191 isogroup10167,0.7 | |
| 192 isogroup10168,-0.2 | |
| 193 isogroup10169,-3.7 | |
| 194 isogroup1017,0 | |
| 195 isogroup10170,0.4 | |
| 196 isogroup10171,-8.7 | |
| 197 isogroup10172,0.4 | |
| 198 isogroup10173,0.3 | |
| 199 isogroup10174,-6.4 | |
| 200 isogroup10176,0.2 | |
| 201 isogroup10177,0.4 | |
| 202 isogroup10178,-0.2 | |
| 203 isogroup10179,0.2 | |
| 204 isogroup1018,1.9 | |
| 205 isogroup10180,-0.9 | |
| 206 isogroup10181,0.3 | |
| 207 isogroup10183,-0.6 | |
| 208 isogroup10184,1.1 | |
| 209 isogroup10185,0 | |
| 210 isogroup10186,1.8 | |
| 211 isogroup10187,3.1 | |
| 212 isogroup10188,0 | |
| 213 isogroup10189,-0.1 | |
| 214 isogroup1019,1.6 | |
| 215 isogroup10190,-3.8 | |
| 216 isogroup10191,0.4 | |
| 217 isogroup10192,0.3 | |
| 218 isogroup10193,0.9 | |
| 219 isogroup10194,-0.2 | |
| 220 isogroup10195,0.7 | |
| 221 isogroup10196,0.4 | |
| 222 isogroup10197,0 | |
| 223 isogroup10198,0.5 | |
| 224 isogroup10199,0.9 | |
| 225 isogroup102,9.7 | |
| 226 isogroup1020,0.3 | |
| 227 isogroup10200,-0.3 | |
| 228 isogroup10201,0 | |
| 229 isogroup10202,1.3 | |
| 230 isogroup10203,0.2 | |
| 231 isogroup10204,0.4 | |
| 232 isogroup10205,-0.5 | |
| 233 isogroup10206,-2.1 | |
| 234 isogroup10207,-0.1 | |
| 235 isogroup10208,0.3 | |
| 236 isogroup10209,1.5 | |
| 237 isogroup1021,2.9 | |
| 238 isogroup10210,-0.6 | |
| 239 isogroup10211,0 | |
| 240 isogroup10212,-0.3 | |
| 241 isogroup10213,2.7 | |
| 242 isogroup10214,3.6 | |
| 243 isogroup10215,0.3 | |
| 244 isogroup10216,-0.5 | |
| 245 isogroup10217,0.5 | |
| 246 isogroup10218,0.2 | |
| 247 isogroup10219,-0.3 | |
| 248 isogroup1022,-0.1 | |
| 249 isogroup10220,0.3 | |
| 250 isogroup10221,0.2 | |
| 251 isogroup10222,0 | |
| 252 isogroup10223,0 | |
| 253 isogroup10224,-10 | |
| 254 isogroup10225,-0.9 | |
| 255 isogroup10226,-8.2 | |
| 256 isogroup10227,-0.4 | |
| 257 isogroup10228,3.8 | |
| 258 isogroup10229,0.1 | |
| 259 isogroup1023,-0.4 | |
| 260 isogroup10230,4.7 | |
| 261 isogroup10231,-0.7 | |
| 262 isogroup10232,0 | |
| 263 isogroup10233,-0.4 | |
| 264 isogroup10234,0.6 | |
| 265 isogroup10235,1 | |
| 266 isogroup10236,-0.6 | |
| 267 isogroup10237,-0.8 | |
| 268 isogroup10238,0.6 | |
| 269 isogroup10239,0.1 | |
| 270 isogroup1024,0.4 | |
| 271 isogroup10240,0.1 | |
| 272 isogroup10241,0.2 | |
| 273 isogroup10242,-2.3 | |
| 274 isogroup10243,-1 | |
| 275 isogroup10244,-0.1 | |
| 276 isogroup10245,-0.6 | |
| 277 isogroup10246,0.1 | |
| 278 isogroup10247,-1.8 | |
| 279 isogroup10248,-0.2 | |
| 280 isogroup10249,-0.7 | |
| 281 isogroup1025,0 | |
| 282 isogroup10250,0.6 | |
| 283 isogroup10251,-0.5 | |
| 284 isogroup10252,-1.7 | |
| 285 isogroup10253,0 | |
| 286 isogroup10254,-0.8 | |
| 287 isogroup10255,3 | |
| 288 isogroup10256,1.1 | |
| 289 isogroup10257,0.5 | |
| 290 isogroup10258,-3.3 | |
| 291 isogroup10259,-0.2 | |
| 292 isogroup1026,2.4 | |
| 293 isogroup10260,-0.6 | |
| 294 isogroup10261,1.1 | |
| 295 isogroup10262,0.4 | |
| 296 isogroup10263,-1 | |
| 297 isogroup10264,-0.2 | |
| 298 isogroup10265,0 | |
| 299 isogroup10266,-1.1 | |
| 300 isogroup10267,-2 | |
| 301 isogroup10268,0.6 | |
| 302 isogroup10269,1.3 | |
| 303 isogroup10269.1,-0.1 | |
| 304 isogroup1027,0.3 | |
| 305 isogroup10270,1.5 | |
| 306 isogroup10271,0.9 | |
| 307 isogroup10272,1.7 | |
| 308 isogroup10273,-10 | |
| 309 isogroup10274,1.7 | |
| 310 isogroup10275,2.1 | |
| 311 isogroup10276,2.4 | |
| 312 isogroup10277,-0.6 | |
| 313 isogroup10278,0.1 | |
| 314 isogroup10279,1.5 | |
| 315 isogroup1028,0.2 | |
| 316 isogroup1028.1,0 | |
| 317 isogroup10280,0.4 | |
| 318 isogroup10281,-0.3 | |
| 319 isogroup10282,-3.5 | |
| 320 isogroup10283,0.1 | |
| 321 isogroup10284,-0.7 | |
| 322 isogroup10285,0 | |
| 323 isogroup10286,0.3 | |
| 324 isogroup10287,2.4 | |
| 325 isogroup10288,-0.3 | |
| 326 isogroup10289,0.1 | |
| 327 isogroup1029,0.2 | |
| 328 isogroup10290,2.5 | |
| 329 isogroup10291,-2.9 | |
| 330 isogroup10292,0.3 | |
| 331 isogroup10293,0.7 | |
| 332 isogroup10294,-2.8 | |
| 333 isogroup10295,-0.2 | |
| 334 isogroup10296,1.4 | |
| 335 isogroup10297,0.4 | |
| 336 isogroup10298,1.2 | |
| 337 isogroup10299,-10 | |
| 338 isogroup103,4.3 | |
| 339 isogroup1030,0.5 | |
| 340 isogroup10300,1.7 | |
| 341 isogroup10301,-0.2 | |
| 342 isogroup10302,-2.9 | |
| 343 isogroup10303,-0.3 | |
| 344 isogroup10304,0.2 | |
| 345 isogroup10305,-0.4 | |
| 346 isogroup10306,-0.2 | |
| 347 isogroup10307,0.9 | |
| 348 isogroup10308,-1 | |
| 349 isogroup10309,1.3 | |
| 350 isogroup1031,0.3 | |
| 351 isogroup10310,1.1 | |
| 352 isogroup10311,-4.4 | |
| 353 isogroup10312,-3.2 | |
| 354 isogroup10313,-0.1 | |
| 355 isogroup10314,1 | |
| 356 isogroup10315,-3.1 | |
| 357 isogroup10316,-1.4 | |
| 358 isogroup10317,-2.8 | |
| 359 isogroup10318,-0.1 | |
| 360 isogroup10319,-0.4 | |
| 361 isogroup1032,1.4 | |
| 362 isogroup10320,4.4 | |
| 363 isogroup10321,-1.1 | |
| 364 isogroup10322,0.4 | |
| 365 isogroup10323,-2.3 | |
| 366 isogroup10324,0.8 | |
| 367 isogroup10325,0.1 | |
| 368 isogroup10326,0.3 | |
| 369 isogroup10327,2 | |
| 370 isogroup10328,-0.1 | |
| 371 isogroup10329,-0.9 | |
| 372 isogroup1033,2.7 | |
| 373 isogroup10330,0.9 | |
| 374 isogroup10331,0.1 | |
| 375 isogroup10332,0 | |
| 376 isogroup10333,-0.6 | |
| 377 isogroup10334,-0.4 | |
| 378 isogroup10335,0 | |
| 379 isogroup10336,-0.1 | |
| 380 isogroup10337,-0.3 | |
| 381 isogroup10338,2.6 | |
| 382 isogroup10339,0 | |
| 383 isogroup1034,0.2 | |
| 384 isogroup10340,0 | |
| 385 isogroup10340.1,0 | |
| 386 isogroup10341,2 | |
| 387 isogroup10342,-1.3 | |
| 388 isogroup10343,-1.8 | |
| 389 isogroup10344,2 | |
| 390 isogroup10345,0.2 | |
| 391 isogroup10346,0.5 | |
| 392 isogroup10347,-0.4 | |
| 393 isogroup10348,-0.5 | |
| 394 isogroup10349,0.2 | |
| 395 isogroup1035,2.6 | |
| 396 isogroup10350,-0.9 | |
| 397 isogroup10351,-3.9 | |
| 398 isogroup10352,2.5 | |
| 399 isogroup10353,-0.2 | |
| 400 isogroup10354,0 | |
| 401 isogroup10355,1.8 | |
| 402 isogroup10356,0.5 | |
| 403 isogroup10357,-1.7 | |
| 404 isogroup10358,-0.2 | |
| 405 isogroup10359,-3.3 | |
| 406 isogroup1036,0.3 | |
| 407 isogroup10360,-0.1 | |
| 408 isogroup10361,-0.1 | |
| 409 isogroup10362,0.1 | |
| 410 isogroup10363,-0.9 | |
| 411 isogroup10364,-0.1 | |
| 412 isogroup10365,0.4 | |
| 413 isogroup10366,0 | |
| 414 isogroup10367,-3.7 | |
| 415 isogroup10368,0.4 | |
| 416 isogroup10369,0.7 | |
| 417 isogroup1037,-1.6 | |
| 418 isogroup10370,-0.4 | |
| 419 isogroup10371,0.3 | |
| 420 isogroup10372,-0.9 | |
| 421 isogroup10373,-0.4 | |
| 422 isogroup10374,-0.1 | |
| 423 isogroup10375,-1.7 | |
| 424 isogroup10376,-0.4 | |
| 425 isogroup10377,-6 | |
| 426 isogroup10378,0.4 | |
| 427 isogroup10379,2.8 | |
| 428 isogroup1038,0.8 | |
| 429 isogroup10380,3.4 | |
| 430 isogroup10381,0.3 | |
| 431 isogroup10382,2.3 | |
| 432 isogroup10383,0.5 | |
| 433 isogroup10384,-0.4 | |
| 434 isogroup10385,-2.7 | |
| 435 isogroup10386,-2.1 | |
| 436 isogroup10387,0.7 | |
| 437 isogroup10388,0.3 | |
| 438 isogroup10389,0.6 | |
| 439 isogroup1039,-0.1 | |
| 440 isogroup10390,-0.2 | |
| 441 isogroup10391,0.2 | |
| 442 isogroup10392,-1.4 | |
| 443 isogroup10393,0.1 | |
| 444 isogroup10394,1.1 | |
| 445 isogroup10395,-0.7 | |
| 446 isogroup10396,-0.3 | |
| 447 isogroup10397,1.2 | |
| 448 isogroup10398,0.1 | |
| 449 isogroup10399,-0.5 | |
| 450 isogroup104,4.9 | |
| 451 isogroup1040,0.6 | |
| 452 isogroup10400,-1.3 | |
| 453 isogroup10401,0.4 | |
| 454 isogroup10402,0.4 | |
| 455 isogroup10403,0.3 | |
| 456 isogroup10404,1.1 | |
| 457 isogroup10405,0.3 | |
| 458 isogroup10406,-0.2 | |
| 459 isogroup10407,0.3 | |
| 460 isogroup10408,0.5 | |
| 461 isogroup10409,-4.1 | |
| 462 isogroup1041,1 | |
| 463 isogroup10410,0 | |
| 464 isogroup10411,0.6 | |
| 465 isogroup10412,3.2 | |
| 466 isogroup10413,-0.4 | |
| 467 isogroup10414,0.6 | |
| 468 isogroup10414.1,0.2 | |
| 469 isogroup10415,-0.2 | |
| 470 isogroup10416,0.5 | |
| 471 isogroup10417,-2.7 | |
| 472 isogroup10418,-3.9 | |
| 473 isogroup10419,0.1 | |
| 474 isogroup1042,-0.5 | |
| 475 isogroup10420,0.1 | |
| 476 isogroup10421,1.4 | |
| 477 isogroup10422,3.3 | |
| 478 isogroup10423,-0.8 | |
| 479 isogroup10424,0 | |
| 480 isogroup10425,-2.6 | |
| 481 isogroup10426,2.4 | |
| 482 isogroup10427,-1.1 | |
| 483 isogroup10428,1.6 | |
| 484 isogroup10429,-1.3 | |
| 485 isogroup1043,1 | |
| 486 isogroup10430,0.4 | |
| 487 isogroup10431,0.7 | |
| 488 isogroup10432,-2.2 | |
| 489 isogroup10433,-1.6 | |
| 490 isogroup10434,1.5 | |
| 491 isogroup10435,-4.4 | |
| 492 isogroup10436,-1.7 | |
| 493 isogroup10437,0 | |
| 494 isogroup10438,0.2 | |
| 495 isogroup10439,1.6 | |
| 496 isogroup1044,4.2 | |
| 497 isogroup10440,-4.7 | |
| 498 isogroup10441,-2.6 | |
| 499 isogroup10442,-0.3 | |
| 500 isogroup10443,-0.8 | |
| 501 isogroup10444,0.1 | |
| 502 isogroup10445,-1.2 | |
| 503 isogroup10446,0.1 | |
| 504 isogroup10447,0.4 | |
| 505 isogroup10448,-2.5 | |
| 506 isogroup10449,-0.5 | |
| 507 isogroup1045,6.1 | |
| 508 isogroup10450,0 | |
| 509 isogroup10451,0 | |
| 510 isogroup10452,0.6 | |
| 511 isogroup10453,-0.2 | |
| 512 isogroup10454,0.3 | |
| 513 isogroup10455,-0.6 | |
| 514 isogroup10456,2.1 | |
| 515 isogroup10457,0 | |
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| 517 isogroup10459,2.3 | |
| 518 isogroup1046,3.4 | |
| 519 isogroup10460,1.8 | |
| 520 isogroup10461,0 | |
| 521 isogroup10462,-1.6 | |
| 522 isogroup10463,0.1 | |
| 523 isogroup10464,-0.4 | |
| 524 isogroup10465,0.2 | |
| 525 isogroup10466,-10 | |
| 526 isogroup10467,0 | |
| 527 isogroup10468,1.5 | |
| 528 isogroup10469,0.4 | |
| 529 isogroup1047,0 | |
| 530 isogroup10470,-0.4 | |
| 531 isogroup10471,-1 | |
| 532 isogroup10472,1.6 | |
| 533 isogroup10473,-3.3 | |
| 534 isogroup10474,1.9 | |
| 535 isogroup10475,-0.5 | |
| 536 isogroup10476,0.9 | |
| 537 isogroup10477,1.8 | |
| 538 isogroup10477.1,0.7 | |
| 539 isogroup10478,-0.2 | |
| 540 isogroup10479,0 | |
| 541 isogroup1048,0.3 | |
| 542 isogroup10480,-1 | |
| 543 isogroup10481,-0.2 | |
| 544 isogroup10482,-0.2 | |
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| 800 isogroup10716,-1.3 | |
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| 1066 isogroup10961,0.1 | |
| 1067 isogroup10962,1.4 | |
| 1068 isogroup10963,-0.4 | |
| 1069 isogroup10964,-0.7 | |
| 1070 isogroup10965,0.5 | |
| 1071 isogroup10966,-1.9 | |
| 1072 isogroup10967,0.4 | |
| 1073 isogroup10968,0 | |
| 1074 isogroup10969,0 | |
| 1075 isogroup1097,1.6 | |
| 1076 isogroup10970,-3.5 | |
| 1077 isogroup10971,0.7 | |
| 1078 isogroup10972,0.1 | |
| 1079 isogroup10973,-0.7 | |
| 1080 isogroup10974,-2.8 | |
| 1081 isogroup10975,0.2 | |
| 1082 isogroup10976,0.4 | |
| 1083 isogroup10977,0.4 | |
| 1084 isogroup10978,-1.1 | |
| 1085 isogroup10979,-10 | |
| 1086 isogroup1098,2.2 | |
| 1087 isogroup10980,-0.6 | |
| 1088 isogroup10981,0.1 | |
| 1089 isogroup10982,-0.2 | |
| 1090 isogroup10983,2.7 | |
| 1091 isogroup10984,0.1 | |
| 1092 isogroup10985,-10 | |
| 1093 isogroup10986,-0.7 | |
| 1094 isogroup10987,-0.3 | |
| 1095 isogroup10988,2.9 | |
| 1096 isogroup10989,1.4 | |
| 1097 isogroup10990,-9.8 | |
| 1098 isogroup10991,0 | |
| 1099 isogroup10992,0.8 | |
| 1100 isogroup10993,0.4 | |
| 1101 isogroup10994,-2.3 | |
| 1102 isogroup10995,-0.1 | |
| 1103 isogroup10996,0.6 | |
| 1104 isogroup10997,-0.1 | |
| 1105 isogroup10998,1.1 | |
| 1106 isogroup10999,1 | |
| 1107 isogroup11,0.5 | |
| 1108 isogroup110,4.3 | |
| 1109 isogroup1100,1.7 | |
| 1110 isogroup11000,0.3 | |
| 1111 isogroup11001,-1.8 | |
| 1112 isogroup11002,-0.9 | |
| 1113 isogroup11003,-0.3 | |
| 1114 isogroup11004,-2.6 | |
| 1115 isogroup11005,-8.4 | |
| 1116 isogroup11006,0.8 | |
| 1117 isogroup11007,-1.4 | |
| 1118 isogroup11008,0.1 | |
| 1119 isogroup11009,0.3 | |
| 1120 isogroup1101,0.5 | |
| 1121 isogroup11010,-0.2 | |
| 1122 isogroup11011,0 | |
| 1123 isogroup11012,0.6 | |
| 1124 isogroup11013,-0.5 | |
| 1125 isogroup11014,-1.3 | |
| 1126 isogroup11015,2.2 | |
| 1127 isogroup11016,-0.2 | |
| 1128 isogroup11017,0.1 | |
| 1129 isogroup11018,0.5 | |
| 1130 isogroup11019,1 | |
| 1131 isogroup1102,0.2 | |
| 1132 isogroup11020,-0.6 | |
| 1133 isogroup11021,1.1 | |
| 1134 isogroup11022,-0.5 | |
| 1135 isogroup11023,0.2 | |
| 1136 isogroup11024,0 | |
| 1137 isogroup11025,-2.8 | |
| 1138 isogroup11026,0 | |
| 1139 isogroup11027,1.2 | |
| 1140 isogroup11028,2.2 | |
| 1141 isogroup11029,-10 | |
| 1142 isogroup1103,-1.5 | |
| 1143 isogroup11030,1.2 | |
| 1144 isogroup11031,-1.2 | |
| 1145 isogroup11032,0.6 | |
| 1146 isogroup11033,1.6 | |
| 1147 isogroup11034,-0.4 | |
| 1148 isogroup11035,0.3 | |
| 1149 isogroup11036,0.8 | |
| 1150 isogroup11037,-0.3 | |
| 1151 isogroup11038,0.2 | |
| 1152 isogroup11039,-1 | |
| 1153 isogroup1104,4.6 | |
| 1154 isogroup11040,0.8 | |
| 1155 isogroup11041,-0.1 | |
| 1156 isogroup11041.1,-0.8 | |
| 1157 isogroup11042,0.2 | |
| 1158 isogroup11043,0 | |
| 1159 isogroup11044,0.5 | |
| 1160 isogroup11045,-1.9 | |
| 1161 isogroup11046,-0.5 | |
| 1162 isogroup11047,-3.4 | |
| 1163 isogroup11048,0.6 | |
| 1164 isogroup11049,0.1 | |
| 1165 isogroup1105,-2.7 | |
| 1166 isogroup11050,-0.4 | |
| 1167 isogroup11051,-3.5 | |
| 1168 isogroup11052,-1.5 | |
| 1169 isogroup11053,-2.4 | |
| 1170 isogroup11054,-0.6 | |
| 1171 isogroup11055,0.9 | |
| 1172 isogroup11056,-1.8 | |
| 1173 isogroup11057,1.4 | |
| 1174 isogroup11058,-1.7 | |
| 1175 isogroup11059,-0.2 | |
| 1176 isogroup1106,-0.8 | |
| 1177 isogroup11060,0 | |
| 1178 isogroup11061,1.4 | |
| 1179 isogroup11063,1.5 | |
| 1180 isogroup11064,0.6 | |
| 1181 isogroup11065,-0.3 | |
| 1182 isogroup11066,-0.5 | |
| 1183 isogroup11067,-0.7 | |
| 1184 isogroup11068,-8.9 | |
| 1185 isogroup11069,-0.1 | |
| 1186 isogroup1107,0.2 | |
| 1187 isogroup1107.1,0.2 | |
| 1188 isogroup1107.2,2.7 | |
| 1189 isogroup11070,-1.4 | |
| 1190 isogroup11071,0.4 | |
| 1191 isogroup11072,1.8 | |
| 1192 isogroup11073,0.5 | |
| 1193 isogroup11074,0.2 | |
| 1194 isogroup11075,1 | |
| 1195 isogroup11076,2.1 | |
| 1196 isogroup11077,1.2 | |
| 1197 isogroup11078,-1.5 | |
| 1198 isogroup11079,-0.7 | |
| 1199 isogroup1108,1 | |
| 1200 isogroup11080,-0.2 | |
| 1201 isogroup11081,-3.1 | |
| 1202 isogroup11082,0.3 | |
| 1203 isogroup11083,0 | |
| 1204 isogroup11084,0.1 | |
| 1205 isogroup11085,-0.4 | |
| 1206 isogroup11085.1,0.2 | |
| 1207 isogroup11086,0.8 | |
| 1208 isogroup11087,0 | |
| 1209 isogroup11088,-3.5 | |
| 1210 isogroup11089,1.7 | |
| 1211 isogroup1109,3 | |
| 1212 isogroup11090,-0.2 | |
| 1213 isogroup11091,0.4 | |
| 1214 isogroup11092,-1.2 | |
| 1215 isogroup11093,-0.2 | |
| 1216 isogroup11094,-1.3 | |
| 1217 isogroup11095,0.9 | |
| 1218 isogroup11096,-1 | |
| 1219 isogroup11097,0.5 | |
| 1220 isogroup11098,-5.5 | |
| 1221 isogroup11099,0.6 | |
| 1222 isogroup111,1.8 | |
| 1223 isogroup1110,0.7 | |
| 1224 isogroup11100,0 | |
| 1225 isogroup11101,9.2 | |
| 1226 isogroup11102,9.6 | |
| 1227 isogroup11103,0.6 | |
| 1228 isogroup11104,-0.2 | |
| 1229 isogroup11105,0.3 | |
| 1230 isogroup11106,-2.9 | |
| 1231 isogroup11107,-0.6 | |
| 1232 isogroup11108,-0.2 | |
| 1233 isogroup11109,0.4 | |
| 1234 isogroup1111,0.5 | |
| 1235 isogroup11110,2.5 | |
| 1236 isogroup11111,-1.5 | |
| 1237 isogroup11112,1 | |
| 1238 isogroup11113,0.2 | |
| 1239 isogroup11114,-1.3 | |
| 1240 isogroup11115,0.4 | |
| 1241 isogroup11116,2.1 | |
| 1242 isogroup11117,0.2 | |
| 1243 isogroup11118,-0.4 | |
| 1244 isogroup11119,-0.4 | |
| 1245 isogroup1112,-0.1 | |
| 1246 isogroup11120,0.8 | |
| 1247 isogroup11121,0.4 | |
| 1248 isogroup11122,0.1 | |
| 1249 isogroup11123,0.4 | |
| 1250 isogroup11124,0.5 | |
| 1251 isogroup11125,0 | |
| 1252 isogroup11126,1.1 | |
| 1253 isogroup11127,-2 | |
| 1254 isogroup11128,-1.4 | |
| 1255 isogroup1113,0.4 | |
| 1256 isogroup11130,-0.7 | |
| 1257 isogroup11131,-0.8 | |
| 1258 isogroup11132,1.1 | |
| 1259 isogroup11133,-0.4 | |
| 1260 isogroup11134,0 | |
| 1261 isogroup11135,0.4 | |
| 1262 isogroup11136,1.9 | |
| 1263 isogroup11137,0.3 | |
| 1264 isogroup11138,0.5 | |
| 1265 isogroup11139,1.2 | |
| 1266 isogroup1114,0.7 | |
| 1267 isogroup11140,0.7 | |
| 1268 isogroup11141,0.9 | |
| 1269 isogroup11142,-0.9 | |
| 1270 isogroup11143,0.4 | |
| 1271 isogroup11144,-0.5 | |
| 1272 isogroup11145,-0.3 | |
| 1273 isogroup11146,-0.2 | |
| 1274 isogroup11147,-0.1 | |
| 1275 isogroup11148,1.3 | |
| 1276 isogroup11149,0 | |
| 1277 isogroup1115,0.2 | |
| 1278 isogroup11150,0.2 | |
| 1279 isogroup11151,0.4 | |
| 1280 isogroup11152,-0.4 | |
| 1281 isogroup11153,-0.2 | |
| 1282 isogroup11154,0.3 | |
| 1283 isogroup11155,0.2 | |
| 1284 isogroup11156,1.8 | |
| 1285 isogroup11157,3.2 | |
| 1286 isogroup11158,0 | |
| 1287 isogroup11159,4.9 | |
| 1288 isogroup1116,0.2 | |
| 1289 isogroup11160,0.2 | |
| 1290 isogroup11161,0.2 | |
| 1291 isogroup11162,-0.7 | |
| 1292 isogroup11163,-6.1 | |
| 1293 isogroup11164,0.2 | |
| 1294 isogroup11165,-0.4 | |
| 1295 isogroup11166,0.3 | |
| 1296 isogroup11167,-0.3 | |
| 1297 isogroup11168,-0.1 | |
| 1298 isogroup11169,1.6 | |
| 1299 isogroup1117,-1 | |
| 1300 isogroup11170,1.2 | |
| 1301 isogroup11171,0 | |
| 1302 isogroup11172,-0.7 | |
| 1303 isogroup11173,-0.4 | |
| 1304 isogroup11174,0.7 | |
| 1305 isogroup11175,-0.5 | |
| 1306 isogroup11176,0.6 | |
| 1307 isogroup11177,-2.7 | |
| 1308 isogroup11178,0.4 | |
| 1309 isogroup11179,0.3 | |
| 1310 isogroup1118,1.9 | |
| 1311 isogroup11180,0.2 | |
| 1312 isogroup11181,0.4 | |
| 1313 isogroup11182,0.6 | |
| 1314 isogroup11183,0.3 | |
| 1315 isogroup11184,-2 | |
| 1316 isogroup11185,-0.1 | |
| 1317 isogroup11186,2.7 | |
| 1318 isogroup11187,0.5 | |
| 1319 isogroup11188,0 | |
| 1320 isogroup11189,1 | |
| 1321 isogroup1119,10 | |
| 1322 isogroup11190,1.3 | |
| 1323 isogroup11191,1.2 | |
| 1324 isogroup11192,-0.2 | |
| 1325 isogroup11193,1.6 | |
| 1326 isogroup11195,-0.2 | |
| 1327 isogroup11196,-0.2 | |
| 1328 isogroup11197,-0.1 | |
| 1329 isogroup11198,0.3 | |
| 1330 isogroup11199,0.3 | |
| 1331 isogroup112,8 | |
| 1332 isogroup1120,-0.2 | |
| 1333 isogroup11200,-0.2 | |
| 1334 isogroup11201,-1.8 | |
| 1335 isogroup11202,0.8 | |
| 1336 isogroup11203,0 | |
| 1337 isogroup11204,-3.1 | |
| 1338 isogroup11205,-0.4 | |
| 1339 isogroup11206,1.5 | |
| 1340 isogroup11207,0 | |
| 1341 isogroup11208,-0.6 | |
| 1342 isogroup11208.1,-0.1 | |
| 1343 isogroup11209,1.3 | |
| 1344 isogroup1121,3.6 | |
| 1345 isogroup11210,0.2 | |
| 1346 isogroup11211,-0.9 | |
| 1347 isogroup11212,0 | |
| 1348 isogroup11213,0.5 | |
| 1349 isogroup11214,0.6 | |
| 1350 isogroup11215,-0.9 | |
| 1351 isogroup11216,1.2 | |
| 1352 isogroup11217,0.8 | |
| 1353 isogroup11218,-0.1 | |
| 1354 isogroup11219,1.4 | |
| 1355 isogroup1122,-1 | |
| 1356 isogroup11220,-8.2 | |
| 1357 isogroup11221,-10 | |
| 1358 isogroup11222,-10 | |
| 1359 isogroup11223,-10 | |
| 1360 isogroup11224,1.1 | |
| 1361 isogroup11225,-10 | |
| 1362 isogroup11226,0.6 | |
| 1363 isogroup11227,0.2 | |
| 1364 isogroup11228,0.7 | |
| 1365 isogroup11229,0.4 | |
| 1366 isogroup1123,2.4 | |
| 1367 isogroup11230,0 | |
| 1368 isogroup11231,0.1 | |
| 1369 isogroup11232,-0.1 | |
| 1370 isogroup11233,-0.3 | |
| 1371 isogroup11234,0.2 | |
| 1372 isogroup11235,0.4 | |
| 1373 isogroup11236,-0.6 | |
| 1374 isogroup11237,0 | |
| 1375 isogroup11238,0.4 | |
| 1376 isogroup11239,0.6 | |
| 1377 isogroup1124,-0.6 | |
| 1378 isogroup11240,0.8 | |
| 1379 isogroup11241,1.1 | |
| 1380 isogroup11242,-2 | |
| 1381 isogroup11243,1.5 | |
| 1382 isogroup11244,1.5 | |
| 1383 isogroup11245,0.5 | |
| 1384 isogroup11246,0.7 | |
| 1385 isogroup11247,0.6 | |
| 1386 isogroup11248,0.4 | |
| 1387 isogroup11249,-1 | |
| 1388 isogroup1125,-0.1 | |
| 1389 isogroup11250,0.7 | |
| 1390 isogroup11251,-0.2 | |
| 1391 isogroup11252,-1 | |
| 1392 isogroup11253,-0.3 | |
| 1393 isogroup11254,-0.8 | |
| 1394 isogroup11255,-6.1 | |
| 1395 isogroup11256,-0.2 | |
| 1396 isogroup11257,0 | |
| 1397 isogroup11258,-7.6 | |
| 1398 isogroup11259,0.2 | |
| 1399 isogroup1126,1 | |
| 1400 isogroup11260,-0.3 | |
| 1401 isogroup11261,0.7 | |
| 1402 isogroup11262,1 | |
| 1403 isogroup11263,0.2 | |
| 1404 isogroup11264,0.4 | |
| 1405 isogroup11265,0 | |
| 1406 isogroup11266,1.4 | |
| 1407 isogroup11267,-10 | |
| 1408 isogroup11268,5.2 | |
| 1409 isogroup11269,-0.6 | |
| 1410 isogroup1127,3.7 | |
| 1411 isogroup11270,-0.8 | |
| 1412 isogroup11271,-0.3 | |
| 1413 isogroup11272,0.7 | |
| 1414 isogroup11273,-0.1 | |
| 1415 isogroup11274,-0.1 | |
| 1416 isogroup11275,0 | |
| 1417 isogroup11276,-2.9 | |
| 1418 isogroup11277,1.2 | |
| 1419 isogroup11278,0.7 | |
| 1420 isogroup11279,-1.6 | |
| 1421 isogroup1128,0.5 | |
| 1422 isogroup11280,-0.5 | |
| 1423 isogroup11281,-1.1 | |
| 1424 isogroup11282,-0.2 | |
| 1425 isogroup11283,-3.7 | |
| 1426 isogroup11284,-1.7 | |
| 1427 isogroup11285,-0.6 | |
| 1428 isogroup11286,0.1 | |
| 1429 isogroup11287,-0.1 | |
| 1430 isogroup11288,1.3 | |
| 1431 isogroup11289,-0.7 | |
| 1432 isogroup1129,-0.6 | |
| 1433 isogroup11290,0.1 | |
| 1434 isogroup11291,1.2 | |
| 1435 isogroup11292,0.5 | |
| 1436 isogroup11293,0.4 | |
| 1437 isogroup11294,0.1 | |
| 1438 isogroup11295,1.5 | |
| 1439 isogroup11296,0.6 | |
| 1440 isogroup11297,0.8 | |
| 1441 isogroup11298,-0.3 | |
| 1442 isogroup11299,0.9 | |
| 1443 isogroup113,0.1 | |
| 1444 isogroup1130,1.2 | |
| 1445 isogroup11300,-0.6 | |
| 1446 isogroup11301,0.6 | |
| 1447 isogroup11302,0.2 | |
| 1448 isogroup11303,1.9 | |
| 1449 isogroup11304,2 | |
| 1450 isogroup11305,-2.5 | |
| 1451 isogroup11306,0.5 | |
| 1452 isogroup11307,1.3 | |
| 1453 isogroup11308,0.6 | |
| 1454 isogroup11309,0.5 | |
| 1455 isogroup1131,0.6 | |
| 1456 isogroup11310,3.1 | |
| 1457 isogroup11311,-10 | |
| 1458 isogroup11312,0.3 | |
| 1459 isogroup11313,-0.2 | |
| 1460 isogroup11314,1.6 | |
| 1461 isogroup11315,-4.4 | |
| 1462 isogroup11316,0.4 | |
| 1463 isogroup11317,0.8 | |
| 1464 isogroup11318,0.6 | |
| 1465 isogroup11319,-0.5 | |
| 1466 isogroup1132,0.2 | |
| 1467 isogroup11320,3.2 | |
| 1468 isogroup11321,2.1 | |
| 1469 isogroup11322,-6.5 | |
| 1470 isogroup11323,-3.1 | |
| 1471 isogroup11324,-0.5 | |
| 1472 isogroup11325,-0.4 | |
| 1473 isogroup11326,-0.4 | |
| 1474 isogroup11327,-0.1 | |
| 1475 isogroup11328,1.2 | |
| 1476 isogroup11329,-0.1 | |
| 1477 isogroup1133,0.9 | |
| 1478 isogroup11330,0 | |
| 1479 isogroup11331,0.4 | |
| 1480 isogroup11332,0.1 | |
| 1481 isogroup11333,0.7 | |
| 1482 isogroup11334,4.2 | |
| 1483 isogroup11335,1.2 | |
| 1484 isogroup11336,-0.3 | |
| 1485 isogroup11337,0.5 | |
| 1486 isogroup11338,-0.1 | |
| 1487 isogroup11339,0.9 | |
| 1488 isogroup1134,-0.7 | |
| 1489 isogroup11340,-0.8 | |
| 1490 isogroup11341,-0.6 | |
| 1491 isogroup11342,-1.2 | |
| 1492 isogroup11343,10 | |
| 1493 isogroup11344,-0.4 | |
| 1494 isogroup11345,0.7 | |
| 1495 isogroup11346,-0.1 | |
| 1496 isogroup11347,-2.2 | |
| 1497 isogroup11348,3.5 | |
| 1498 isogroup11349,0.1 | |
| 1499 isogroup1135,0 | |
| 1500 isogroup11350,-1 | |
| 1501 isogroup11351,-0.1 | |
| 1502 isogroup11352,-0.3 | |
| 1503 isogroup11353,0.3 | |
| 1504 isogroup11354,5 | |
| 1505 isogroup11355,0.9 | |
| 1506 isogroup11356,0 | |
| 1507 isogroup11357,1.9 | |
| 1508 isogroup11358,0 | |
| 1509 isogroup11359,-1.6 | |
| 1510 isogroup1136,1.4 | |
| 1511 isogroup11360,1.3 | |
| 1512 isogroup11361,-0.1 | |
| 1513 isogroup11362,2.7 | |
| 1514 isogroup11363,-0.1 | |
| 1515 isogroup11364,0.8 | |
| 1516 isogroup11365,0 | |
| 1517 isogroup11366,1.1 | |
| 1518 isogroup11367,-10 | |
| 1519 isogroup11368,-1.6 | |
| 1520 isogroup11369,1.5 | |
| 1521 isogroup1137,1.5 | |
| 1522 isogroup11370,0.2 | |
| 1523 isogroup11371,0.4 | |
| 1524 isogroup11372,1.4 | |
| 1525 isogroup11373,0 | |
| 1526 isogroup11374,-0.2 | |
| 1527 isogroup11374.1,0 | |
| 1528 isogroup11375,1.4 | |
| 1529 isogroup11376,0.2 | |
| 1530 isogroup11377,-0.5 | |
| 1531 isogroup11378,-0.1 | |
| 1532 isogroup11379,0.1 | |
| 1533 isogroup1138,0.7 | |
| 1534 isogroup11380,0.9 | |
| 1535 isogroup11381,0 | |
| 1536 isogroup11382,-1.4 | |
| 1537 isogroup11383,-0.9 | |
| 1538 isogroup11384,3.5 | |
| 1539 isogroup11385,0.8 | |
| 1540 isogroup11386,1.6 | |
| 1541 isogroup11387,1.5 | |
| 1542 isogroup11388,-0.8 | |
| 1543 isogroup11389,0.4 | |
| 1544 isogroup1139,0.3 | |
| 1545 isogroup11390,0.1 | |
| 1546 isogroup11391,-1.3 | |
| 1547 isogroup11392,1.4 | |
| 1548 isogroup11393,-1.5 | |
| 1549 isogroup11394,0.3 | |
| 1550 isogroup11395,0.8 | |
| 1551 isogroup11396,-0.8 | |
| 1552 isogroup11397,-0.1 | |
| 1553 isogroup11398,0.3 | |
| 1554 isogroup11399,0.4 | |
| 1555 isogroup114,2.5 | |
| 1556 isogroup1140,0.2 | |
| 1557 isogroup11400,0.1 | |
| 1558 isogroup11401,-0.8 | |
| 1559 isogroup11402,0.2 | |
| 1560 isogroup11403,-1.8 | |
| 1561 isogroup11404,2.3 | |
| 1562 isogroup11405,0.5 | |
| 1563 isogroup11406,0.5 | |
| 1564 isogroup11407,-0.4 | |
| 1565 isogroup11408,0.9 | |
| 1566 isogroup11409,-1.8 | |
| 1567 isogroup1141,1.4 | |
| 1568 isogroup1141.1,-0.2 | |
| 1569 isogroup11410,-2 | |
| 1570 isogroup11411,-2.8 | |
| 1571 isogroup11412,-5.6 | |
| 1572 isogroup11413,0.6 | |
| 1573 isogroup11414,-0.3 | |
| 1574 isogroup11415,-0.1 | |
| 1575 isogroup11416,10 | |
| 1576 isogroup11417,-0.4 | |
| 1577 isogroup11418,0 | |
| 1578 isogroup11419,-0.2 | |
| 1579 isogroup1142,3.9 | |
| 1580 isogroup11420,-3.2 | |
| 1581 isogroup11421,-0.6 | |
| 1582 isogroup11422,-3.1 | |
| 1583 isogroup11423,-0.5 | |
| 1584 isogroup11424,0.8 | |
| 1585 isogroup11425,9.9 | |
| 1586 isogroup11426,-0.2 | |
| 1587 isogroup11427,1.7 | |
| 1588 isogroup11428,0 | |
| 1589 isogroup11429,-8.3 | |
| 1590 isogroup1143,0.6 | |
| 1591 isogroup11430,1.4 | |
| 1592 isogroup11431,0.1 | |
| 1593 isogroup11432,-4.7 | |
| 1594 isogroup11433,-0.5 | |
| 1595 isogroup11434,1.9 | |
| 1596 isogroup11435,0.1 | |
| 1597 isogroup11436,-3.1 | |
| 1598 isogroup11437,-0.5 | |
| 1599 isogroup11438,-0.1 | |
| 1600 isogroup11439,-4 | |
| 1601 isogroup1144,0.4 | |
| 1602 isogroup11440,2.2 | |
| 1603 isogroup11441,-0.1 | |
| 1604 isogroup11442,0.2 | |
| 1605 isogroup11443,-0.1 | |
| 1606 isogroup11444,0.3 | |
| 1607 isogroup11445,-0.5 | |
| 1608 isogroup11446,-1 | |
| 1609 isogroup11447,1.6 | |
| 1610 isogroup11448,-0.2 | |
| 1611 isogroup11449,-0.9 | |
| 1612 isogroup1145,1.7 | |
| 1613 isogroup11450,0.4 | |
| 1614 isogroup11451,-0.2 | |
| 1615 isogroup11452,1 | |
| 1616 isogroup11453,0.1 | |
| 1617 isogroup11454,0.5 | |
| 1618 isogroup11455,-6.3 | |
| 1619 isogroup11456,0.5 | |
| 1620 isogroup11457,0.8 | |
| 1621 isogroup11458,-0.2 | |
| 1622 isogroup11459,-0.3 | |
| 1623 isogroup1146,0.3 | |
| 1624 isogroup11460,1 | |
| 1625 isogroup11461,-1.6 | |
| 1626 isogroup11462,0.6 | |
| 1627 isogroup11463,0 | |
| 1628 isogroup11464,-0.3 | |
| 1629 isogroup11465,-4.2 | |
| 1630 isogroup11466,1.3 | |
| 1631 isogroup11467,0 | |
| 1632 isogroup11468,6.7 | |
| 1633 isogroup11469,2.4 | |
| 1634 isogroup1147,1.8 | |
| 1635 isogroup11470,0.4 | |
| 1636 isogroup11471,-3.1 | |
| 1637 isogroup11472,-0.3 | |
| 1638 isogroup11473,0.4 | |
| 1639 isogroup11474,-0.1 | |
| 1640 isogroup11475,3.1 | |
| 1641 isogroup11476,-0.9 | |
| 1642 isogroup11477,0.3 | |
| 1643 isogroup11478,-0.4 | |
| 1644 isogroup11479,-0.9 | |
| 1645 isogroup1148,-1.2 | |
| 1646 isogroup11480,-0.2 | |
| 1647 isogroup11481,0.7 | |
| 1648 isogroup11482,-2.6 | |
| 1649 isogroup11483,-0.1 | |
| 1650 isogroup11484,0.4 | |
| 1651 isogroup11485,-4.3 | |
| 1652 isogroup11486,-0.6 | |
| 1653 isogroup11487,0.5 | |
| 1654 isogroup11488,-0.2 | |
| 1655 isogroup11489,-2.3 | |
| 1656 isogroup1149,1.8 | |
| 1657 isogroup11490,-2.3 | |
| 1658 isogroup11492,0.4 | |
| 1659 isogroup11493,-10 | |
| 1660 isogroup11494,-1.1 | |
| 1661 isogroup11495,-4.1 | |
| 1662 isogroup11496,1.6 | |
| 1663 isogroup11497,2.1 | |
| 1664 isogroup11498,-0.2 | |
| 1665 isogroup11499,-0.5 | |
| 1666 isogroup115,-2.1 | |
| 1667 isogroup1150,0 | |
| 1668 isogroup11500,0.1 | |
| 1669 isogroup11501,0.3 | |
| 1670 isogroup11502,-0.1 | |
| 1671 isogroup11503,0.3 | |
| 1672 isogroup11504,-0.1 | |
| 1673 isogroup11505,-0.8 | |
| 1674 isogroup11506,0.4 | |
| 1675 isogroup11507,-0.1 | |
| 1676 isogroup11508,0.2 | |
| 1677 isogroup11509,-4.7 | |
| 1678 isogroup11510,1.2 | |
| 1679 isogroup11511,-1.9 | |
| 1680 isogroup11512,0.1 | |
| 1681 isogroup11513,-2.4 | |
| 1682 isogroup11514,2.9 | |
| 1683 isogroup11515,1.3 | |
| 1684 isogroup11516,-1.7 | |
| 1685 isogroup11517,1.4 | |
| 1686 isogroup11518,-0.2 | |
| 1687 isogroup11519,-7.1 | |
| 1688 isogroup1152,5.3 | |
| 1689 isogroup11520,-0.7 | |
| 1690 isogroup11521,-0.3 | |
| 1691 isogroup11522,-0.6 | |
| 1692 isogroup11523,0.5 | |
| 1693 isogroup11524,0 | |
| 1694 isogroup11525,-1.4 | |
| 1695 isogroup11526,0.1 | |
| 1696 isogroup11527,7.5 | |
| 1697 isogroup11528,-0.1 | |
| 1698 isogroup11529,0.1 | |
| 1699 isogroup1153,1.4 | |
| 1700 isogroup11530,0.5 | |
| 1701 isogroup11531,-0.9 | |
| 1702 isogroup11532,-3.1 | |
| 1703 isogroup11533,-0.3 | |
| 1704 isogroup11534,0.1 | |
| 1705 isogroup11535,1.9 | |
| 1706 isogroup11536,-3.4 | |
| 1707 isogroup11537,-0.2 | |
| 1708 isogroup11538,-0.9 | |
| 1709 isogroup11539,-0.1 | |
| 1710 isogroup1154,-6.3 | |
| 1711 isogroup11540,-0.2 | |
| 1712 isogroup11541,1 | |
| 1713 isogroup11542,-0.4 | |
| 1714 isogroup11543,1.3 | |
| 1715 isogroup11544,0.8 | |
| 1716 isogroup11545,0.2 | |
| 1717 isogroup11546,1.2 | |
| 1718 isogroup11547,0.2 | |
| 1719 isogroup11548,-0.5 | |
| 1720 isogroup11549,-0.7 | |
| 1721 isogroup1155,0.7 | |
| 1722 isogroup11550,0.7 | |
| 1723 isogroup11551,-0.4 | |
| 1724 isogroup11552,-1.5 | |
| 1725 isogroup11553,-0.6 | |
| 1726 isogroup11554,0.4 | |
| 1727 isogroup11555,-0.3 | |
| 1728 isogroup11556,0.7 | |
| 1729 isogroup11557,0 | |
| 1730 isogroup11558,-0.3 | |
| 1731 isogroup11559,0.1 | |
| 1732 isogroup1156,-0.2 | |
| 1733 isogroup11560,3.1 | |
| 1734 isogroup11561,-0.3 | |
| 1735 isogroup11562,0.8 | |
| 1736 isogroup11564,2.7 | |
| 1737 isogroup11565,-1.6 | |
| 1738 isogroup11566,0 | |
| 1739 isogroup11567,0.1 | |
| 1740 isogroup11568,2.7 | |
| 1741 isogroup11569,-0.3 | |
| 1742 isogroup1157,-0.2 | |
| 1743 isogroup11570,-2.3 | |
| 1744 isogroup11571,-0.4 | |
| 1745 isogroup11572,0 | |
| 1746 isogroup11573,-3.7 | |
| 1747 isogroup11574,0 | |
| 1748 isogroup11575,-0.4 | |
| 1749 isogroup11576,-0.1 | |
| 1750 isogroup11577,1.4 | |
| 1751 isogroup11578,1 | |
| 1752 isogroup11579,1.6 | |
| 1753 isogroup1158,-0.5 | |
| 1754 isogroup11580,1 | |
| 1755 isogroup11581,-1.3 | |
| 1756 isogroup11582,2.9 | |
| 1757 isogroup11583,-1 | |
| 1758 isogroup11584,0.7 | |
| 1759 isogroup11585,-0.5 | |
| 1760 isogroup11586,-0.3 | |
| 1761 isogroup11587,0.4 | |
| 1762 isogroup11588,-0.5 | |
| 1763 isogroup11589,-0.1 | |
| 1764 isogroup1159,0.2 | |
| 1765 isogroup11590,0.3 | |
| 1766 isogroup11591,-3 | |
| 1767 isogroup11592,0.2 | |
| 1768 isogroup11593,-0.6 | |
| 1769 isogroup11594,-3.1 | |
| 1770 isogroup11595,0.2 | |
| 1771 isogroup11596,-0.1 | |
| 1772 isogroup11599,1.2 | |
| 1773 isogroup116,1.1 | |
| 1774 isogroup1160,-1.4 | |
| 1775 isogroup11600,-0.1 | |
| 1776 isogroup11601,-2.1 | |
| 1777 isogroup11602,-0.2 | |
| 1778 isogroup11603,-1.3 | |
| 1779 isogroup11604,-0.8 | |
| 1780 isogroup11605,-4.2 | |
| 1781 isogroup11606,-7.3 | |
| 1782 isogroup11607,1.1 | |
| 1783 isogroup11608,0.2 | |
| 1784 isogroup11609,0.2 | |
| 1785 isogroup1161,0.8 | |
| 1786 isogroup11610,0 | |
| 1787 isogroup11611,1.6 | |
| 1788 isogroup11612,1.7 | |
| 1789 isogroup11613,2.2 | |
| 1790 isogroup11614,0.5 | |
| 1791 isogroup11615,-0.3 | |
| 1792 isogroup11616,0.6 | |
| 1793 isogroup11617,-1.8 | |
| 1794 isogroup11618,1.8 | |
| 1795 isogroup11619,1.3 | |
| 1796 isogroup1162,3.2 | |
| 1797 isogroup11620,0.2 | |
| 1798 isogroup11621,-1.3 | |
| 1799 isogroup11622,0.7 | |
| 1800 isogroup11623,1.2 | |
| 1801 isogroup11624,0.2 | |
| 1802 isogroup11624.1,-1.8 | |
| 1803 isogroup11625,-9.3 | |
| 1804 isogroup11626,-1.5 | |
| 1805 isogroup11627,0.5 | |
| 1806 isogroup11628,-4.4 | |
| 1807 isogroup11629,0.5 | |
| 1808 isogroup1163,-0.1 | |
| 1809 isogroup11630,7.5 | |
| 1810 isogroup11631,0.3 | |
| 1811 isogroup11632,1.5 | |
| 1812 isogroup11633,-1.4 | |
| 1813 isogroup11634,1.2 | |
| 1814 isogroup11635,0.7 | |
| 1815 isogroup11635.1,-0.6 | |
| 1816 isogroup11636,-0.1 | |
| 1817 isogroup11637,0 | |
| 1818 isogroup11638,1.3 | |
| 1819 isogroup11639,0.4 | |
| 1820 isogroup1164,0.6 | |
| 1821 isogroup11640,-10 | |
| 1822 isogroup11641,-4.2 | |
| 1823 isogroup11642,-0.4 | |
| 1824 isogroup11643,-0.3 | |
| 1825 isogroup11644,-0.3 | |
| 1826 isogroup11645,1.4 | |
| 1827 isogroup11646,0.2 | |
| 1828 isogroup11647,-0.3 | |
| 1829 isogroup11648,0.3 | |
| 1830 isogroup11649,1.6 | |
| 1831 isogroup1165,1.3 | |
| 1832 isogroup11650,0.4 | |
| 1833 isogroup11651,-0.1 | |
| 1834 isogroup11652,-0.5 | |
| 1835 isogroup11653,0 | |
| 1836 isogroup11654,1.1 | |
| 1837 isogroup11655,-1.1 | |
| 1838 isogroup11656,1.7 | |
| 1839 isogroup11657,0 | |
| 1840 isogroup11658,0.1 | |
| 1841 isogroup11659,0.8 | |
| 1842 isogroup1166,0.2 | |
| 1843 isogroup11660,-1.5 | |
| 1844 isogroup11661,4 | |
| 1845 isogroup11662,-0.2 | |
| 1846 isogroup11663,0.5 | |
| 1847 isogroup11664,-0.6 | |
| 1848 isogroup11665,-0.4 | |
| 1849 isogroup11666,0.8 | |
| 1850 isogroup11667,2.6 | |
| 1851 isogroup11668,-0.2 | |
| 1852 isogroup11669,-0.3 | |
| 1853 isogroup1167,0.6 | |
| 1854 isogroup11670,-0.8 | |
| 1855 isogroup11671,0.3 | |
| 1856 isogroup11672,-10 | |
| 1857 isogroup11673,1.3 | |
| 1858 isogroup11674,-0.5 | |
| 1859 isogroup11675,-0.3 | |
| 1860 isogroup11676,0.6 | |
| 1861 isogroup11677,-1.4 | |
| 1862 isogroup11678,-0.4 | |
| 1863 isogroup11679,6.2 | |
| 1864 isogroup1168,-3.2 | |
| 1865 isogroup11680,1.3 | |
| 1866 isogroup11681,0.8 | |
| 1867 isogroup11682,0.9 | |
| 1868 isogroup11683,-6.4 | |
| 1869 isogroup11684,0.3 | |
| 1870 isogroup11685,-0.1 | |
| 1871 isogroup11686,-0.7 | |
| 1872 isogroup11687,-0.3 | |
| 1873 isogroup11688,-10 | |
| 1874 isogroup11689,0.4 | |
| 1875 isogroup1169,2.7 | |
| 1876 isogroup11690,0 | |
| 1877 isogroup11691,-0.3 | |
| 1878 isogroup11692,0.3 | |
| 1879 isogroup11693,-2.5 | |
| 1880 isogroup11694,-0.1 | |
| 1881 isogroup11695,1.7 | |
| 1882 isogroup11696,0 | |
| 1883 isogroup11697,-0.9 | |
| 1884 isogroup11698,0.9 | |
| 1885 isogroup11699,1.9 | |
| 1886 isogroup117,2.5 | |
| 1887 isogroup11700,-1.2 | |
| 1888 isogroup11701,0.1 | |
| 1889 isogroup11702,-0.5 | |
| 1890 isogroup11703,0.7 | |
| 1891 isogroup11704,1 | |
| 1892 isogroup11705,-0.5 | |
| 1893 isogroup11706,1.3 | |
| 1894 isogroup11707,0.3 | |
| 1895 isogroup11708,0 | |
| 1896 isogroup11709,3.1 | |
| 1897 isogroup1171,-1 | |
| 1898 isogroup11710,1.2 | |
| 1899 isogroup11711,0.9 | |
| 1900 isogroup11712,-1 | |
| 1901 isogroup11713,0 | |
| 1902 isogroup11714,-0.2 | |
| 1903 isogroup11715,0.1 | |
| 1904 isogroup11716,0.9 | |
| 1905 isogroup11717,0.2 | |
| 1906 isogroup11718,-0.3 | |
| 1907 isogroup11719,0.2 | |
| 1908 isogroup1172,4.5 | |
| 1909 isogroup11720,1.2 | |
| 1910 isogroup11721,0 | |
| 1911 isogroup11722,-0.5 | |
| 1912 isogroup11723,-0.2 | |
| 1913 isogroup11724,-0.7 | |
| 1914 isogroup11725,-3.9 | |
| 1915 isogroup11726,0.4 | |
| 1916 isogroup11727,-1.5 | |
| 1917 isogroup11728,0.6 | |
| 1918 isogroup11728.1,1.2 | |
| 1919 isogroup11729,-9.3 | |
| 1920 isogroup1173,0.6 | |
| 1921 isogroup11730,-0.7 | |
| 1922 isogroup11731,-0.8 | |
| 1923 isogroup11732,2.3 | |
| 1924 isogroup11734,-2.3 | |
| 1925 isogroup11735,0.4 | |
| 1926 isogroup11736,-0.7 | |
| 1927 isogroup11737,0.9 | |
| 1928 isogroup11738,-1 | |
| 1929 isogroup11739,0.7 | |
| 1930 isogroup1174,-1.2 | |
| 1931 isogroup11740,7.2 | |
| 1932 isogroup11741,0.3 | |
| 1933 isogroup11742,0.3 | |
| 1934 isogroup11743,-1.2 | |
| 1935 isogroup11744,-2 | |
| 1936 isogroup11745,-0.2 | |
| 1937 isogroup11746,0 | |
| 1938 isogroup11747,0.1 | |
| 1939 isogroup11748,0 | |
| 1940 isogroup11749,-0.1 | |
| 1941 isogroup1175,0.2 | |
| 1942 isogroup11750,1.2 | |
| 1943 isogroup11751,-1 | |
| 1944 isogroup11752,0.3 | |
| 1945 isogroup11753,0.3 | |
| 1946 isogroup11754,-3.8 | |
| 1947 isogroup11755,-0.3 | |
| 1948 isogroup11756,-4 | |
| 1949 isogroup11757,0.1 | |
| 1950 isogroup11758,-0.1 | |
| 1951 isogroup11759,10 | |
| 1952 isogroup1176,1.2 | |
| 1953 isogroup11760,0.4 | |
| 1954 isogroup11761,-1.5 | |
| 1955 isogroup11762,-0.2 | |
| 1956 isogroup11763,0.1 | |
| 1957 isogroup11764,-0.1 | |
| 1958 isogroup11765,0.1 | |
| 1959 isogroup11766,0.2 | |
| 1960 isogroup11766.1,3.3 | |
| 1961 isogroup11767,0.5 | |
| 1962 isogroup11768,0 | |
| 1963 isogroup11769,-0.1 | |
| 1964 isogroup1177,1.7 | |
| 1965 isogroup11770,-0.9 | |
| 1966 isogroup11771,1.5 | |
| 1967 isogroup11772,-0.9 | |
| 1968 isogroup11773,0 | |
| 1969 isogroup11774,-0.1 | |
| 1970 isogroup11775,1.1 | |
| 1971 isogroup11776,0.2 | |
| 1972 isogroup11777,0.5 | |
| 1973 isogroup11778,1.4 | |
| 1974 isogroup11779,0.3 | |
| 1975 isogroup1178,0 | |
| 1976 isogroup11780,0.8 | |
| 1977 isogroup11781,2.6 | |
| 1978 isogroup11782,-10 | |
| 1979 isogroup11783,-0.4 | |
| 1980 isogroup11784,0.4 | |
| 1981 isogroup11785,1.8 | |
| 1982 isogroup11786,0.1 | |
| 1983 isogroup11787,0.9 | |
| 1984 isogroup11789,-0.1 | |
| 1985 isogroup1179,1.6 | |
| 1986 isogroup11790,-0.3 | |
| 1987 isogroup11791,-10 | |
| 1988 isogroup11792,-0.5 | |
| 1989 isogroup11793,-0.1 | |
| 1990 isogroup11794,0.1 | |
| 1991 isogroup11795,0.4 | |
| 1992 isogroup11796,-1.1 | |
| 1993 isogroup11797,-0.1 | |
| 1994 isogroup11798,0.6 | |
| 1995 isogroup11799,0 | |
| 1996 isogroup118,-10 | |
| 1997 isogroup1180,-0.3 | |
| 1998 isogroup11800,0.3 | |
| 1999 isogroup11801,-0.7 | |
| 2000 isogroup11802,1.7 | |
| 2001 isogroup11803,1.3 | |
| 2002 isogroup11804,0.4 | |
| 2003 isogroup11805,0.3 | |
| 2004 isogroup11806,-2.2 | |
| 2005 isogroup11807,0.9 | |
| 2006 isogroup11808,1 | |
| 2007 isogroup11809,-8 | |
| 2008 isogroup1181,-0.1 | |
| 2009 isogroup11810,2.9 | |
| 2010 isogroup11811,0.1 | |
| 2011 isogroup11812,-5.5 | |
| 2012 isogroup11813,-0.2 | |
| 2013 isogroup11814,-1.2 | |
| 2014 isogroup11815,0.2 | |
| 2015 isogroup11816,-1.6 | |
| 2016 isogroup11817,-0.1 | |
| 2017 isogroup11818,0.2 | |
| 2018 isogroup11819,0.9 | |
| 2019 isogroup1182,3.2 | |
| 2020 isogroup11820,0.3 | |
| 2021 isogroup11821,-0.5 | |
| 2022 isogroup11822,0.4 | |
| 2023 isogroup11823,-0.2 | |
| 2024 isogroup11824,2.4 | |
| 2025 isogroup11825,1.2 | |
| 2026 isogroup11826,-10 | |
| 2027 isogroup11827,0.8 | |
| 2028 isogroup11828,0.4 | |
| 2029 isogroup11829,0.7 | |
| 2030 isogroup1183,-5.6 | |
| 2031 isogroup11830,0.1 | |
| 2032 isogroup11832,-0.2 | |
| 2033 isogroup11833,-0.5 | |
| 2034 isogroup11834,-0.2 | |
| 2035 isogroup11836,-2.1 | |
| 2036 isogroup11837,0.8 | |
| 2037 isogroup11838,-0.7 | |
| 2038 isogroup11839,-0.6 | |
| 2039 isogroup1184,3.6 | |
| 2040 isogroup11840,-0.4 | |
| 2041 isogroup11841,0.6 | |
| 2042 isogroup11842,0.4 | |
| 2043 isogroup11843,0.1 | |
| 2044 isogroup11844,0 | |
| 2045 isogroup11845,1.3 | |
| 2046 isogroup11845.1,0.1 | |
| 2047 isogroup11847,0.1 | |
| 2048 isogroup11848,-0.2 | |
| 2049 isogroup11849,-2.5 | |
| 2050 isogroup1185,3.5 | |
| 2051 isogroup11850,-0.1 | |
| 2052 isogroup11851,0.7 | |
| 2053 isogroup11852,-0.2 | |
| 2054 isogroup11853,1 | |
| 2055 isogroup11854,-10 | |
| 2056 isogroup11855,-0.5 | |
| 2057 isogroup11856,0.2 | |
| 2058 isogroup11857,-0.2 | |
| 2059 isogroup11858,-0.3 | |
| 2060 isogroup11859,-0.3 | |
| 2061 isogroup1186,0.7 | |
| 2062 isogroup11860,0.1 | |
| 2063 isogroup11861,-0.2 | |
| 2064 isogroup11862,-4.3 | |
| 2065 isogroup11863,0.1 | |
| 2066 isogroup11864,-1.5 | |
| 2067 isogroup11865,0.4 | |
| 2068 isogroup11866,0.1 | |
| 2069 isogroup11867,0.2 | |
| 2070 isogroup11868,1 | |
| 2071 isogroup11869,0 | |
| 2072 isogroup1187,-2.9 | |
| 2073 isogroup11870,-0.9 | |
| 2074 isogroup11872,0.4 | |
| 2075 isogroup11873,0.8 | |
| 2076 isogroup11874,-7 | |
| 2077 isogroup11875,3.8 | |
| 2078 isogroup11876,1.7 | |
| 2079 isogroup11877,0.2 | |
| 2080 isogroup11878,-9.6 | |
| 2081 isogroup11879,1.2 | |
| 2082 isogroup1188,2.8 | |
| 2083 isogroup11880,-0.8 | |
| 2084 isogroup11881,-0.4 | |
| 2085 isogroup11882,-1.9 | |
| 2086 isogroup11883,0.2 | |
| 2087 isogroup11884,-0.2 | |
| 2088 isogroup11885,-0.3 | |
| 2089 isogroup11886,0 | |
| 2090 isogroup11887,2.7 | |
| 2091 isogroup11888,2 | |
| 2092 isogroup11889,-0.7 | |
| 2093 isogroup1189,0.3 | |
| 2094 isogroup11890,0 | |
| 2095 isogroup11891,-3.3 | |
| 2096 isogroup11892,0.2 | |
| 2097 isogroup11894,-0.4 | |
| 2098 isogroup11895,-0.8 | |
| 2099 isogroup11896,0 | |
| 2100 isogroup11897,-0.6 | |
| 2101 isogroup11898,0.1 | |
| 2102 isogroup11899,1.1 | |
| 2103 isogroup119,2.4 | |
| 2104 isogroup1190,-0.1 | |
| 2105 isogroup11900,0.1 | |
| 2106 isogroup11901,0 | |
| 2107 isogroup11902,0 | |
| 2108 isogroup11903,0.2 | |
| 2109 isogroup11904,3.5 | |
| 2110 isogroup11905,1.1 | |
| 2111 isogroup11906,-0.9 | |
| 2112 isogroup11907,0.6 | |
| 2113 isogroup11908,0.4 | |
| 2114 isogroup11909,-2.4 | |
| 2115 isogroup1191,1.4 | |
| 2116 isogroup11910,2.2 | |
| 2117 isogroup11911,-1 | |
| 2118 isogroup11912,0.1 | |
| 2119 isogroup11913,0 | |
| 2120 isogroup11914,-0.4 | |
| 2121 isogroup11915,0.2 | |
| 2122 isogroup11917,0.4 | |
| 2123 isogroup11918,0.1 | |
| 2124 isogroup11919,0 | |
| 2125 isogroup1192,1.4 | |
| 2126 isogroup11920,0.5 | |
| 2127 isogroup11921,0.4 | |
| 2128 isogroup11922,0.3 | |
| 2129 isogroup11923,-0.9 | |
| 2130 isogroup11924,-0.3 | |
| 2131 isogroup11925,1.8 | |
| 2132 isogroup11926,0 | |
| 2133 isogroup11927,-0.1 | |
| 2134 isogroup11928,-0.1 | |
| 2135 isogroup11929,-1.6 | |
| 2136 isogroup1193,0.5 | |
| 2137 isogroup11930,1.1 | |
| 2138 isogroup11931,0.9 | |
| 2139 isogroup11932,-0.8 | |
| 2140 isogroup11933,1 | |
| 2141 isogroup11934,0 | |
| 2142 isogroup11935,-2.4 | |
| 2143 isogroup11936,0.2 | |
| 2144 isogroup11937,-0.9 | |
| 2145 isogroup11938,0.1 | |
| 2146 isogroup11939,0.4 | |
| 2147 isogroup1194,1 | |
| 2148 isogroup11940,3.4 | |
| 2149 isogroup11941,-0.5 | |
| 2150 isogroup11942,0.1 | |
| 2151 isogroup11943,0.4 | |
| 2152 isogroup11944,0.7 | |
| 2153 isogroup11945,-0.9 | |
| 2154 isogroup11946,1.9 | |
| 2155 isogroup11947,-0.1 | |
| 2156 isogroup11948,0.8 | |
| 2157 isogroup11949,0 | |
| 2158 isogroup1195,0 | |
| 2159 isogroup11950,4.2 | |
| 2160 isogroup11951,0.9 | |
| 2161 isogroup11952,1.1 | |
| 2162 isogroup11953,0.2 | |
| 2163 isogroup11954,0.3 | |
| 2164 isogroup11955,-4.1 | |
| 2165 isogroup11956,0.2 | |
| 2166 isogroup11957,-0.3 | |
| 2167 isogroup11958,-0.3 | |
| 2168 isogroup11959,0.2 | |
| 2169 isogroup1196,-0.3 | |
| 2170 isogroup11960,0.3 | |
| 2171 isogroup11961,-10 | |
| 2172 isogroup11962,0 | |
| 2173 isogroup11963,-6.4 | |
| 2174 isogroup11964,0 | |
| 2175 isogroup11966,-1 | |
| 2176 isogroup11967,-0.1 | |
| 2177 isogroup11968,0.3 | |
| 2178 isogroup11968.1,1.2 | |
| 2179 isogroup11969,0.6 | |
| 2180 isogroup1197,-0.4 | |
| 2181 isogroup1197.1,-0.5 | |
| 2182 isogroup11970,-0.7 | |
| 2183 isogroup11971,0.4 | |
| 2184 isogroup11972,0 | |
| 2185 isogroup11973,-0.4 | |
| 2186 isogroup11974,-10 | |
| 2187 isogroup11975,0.8 | |
| 2188 isogroup11976,0.2 | |
| 2189 isogroup11977,-0.1 | |
| 2190 isogroup11978,1 | |
| 2191 isogroup11979,-10 | |
| 2192 isogroup1198,0.2 | |
| 2193 isogroup11980,0.7 | |
| 2194 isogroup11981,0.8 | |
| 2195 isogroup11982,-0.5 | |
| 2196 isogroup11983,0.8 | |
| 2197 isogroup11984,-7.5 | |
| 2198 isogroup11985,-0.1 | |
| 2199 isogroup11986,1.9 | |
| 2200 isogroup11987,0.9 | |
| 2201 isogroup11988,-6.2 | |
| 2202 isogroup11989,0.1 | |
| 2203 isogroup1199,1.3 | |
| 2204 isogroup11990,-0.2 | |
| 2205 isogroup11991,-1.9 | |
| 2206 isogroup11992,-1.6 | |
| 2207 isogroup11993,0.1 | |
| 2208 isogroup11994,0.5 | |
| 2209 isogroup11995,0.3 | |
| 2210 isogroup11996,0.6 | |
| 2211 isogroup11997,-1.2 | |
| 2212 isogroup11998,1.5 | |
| 2213 isogroup11999,0.2 | |
| 2214 isogroup12,4.6 | |
| 2215 isogroup120,7.5 | |
| 2216 isogroup1200,1.9 | |
| 2217 isogroup12000,0.9 | |
| 2218 isogroup12001,1.6 | |
| 2219 isogroup12002,1 | |
| 2220 isogroup12003,-5.3 | |
| 2221 isogroup12004,1.1 | |
| 2222 isogroup12005,-10 | |
| 2223 isogroup12006,2 | |
| 2224 isogroup12007,-1.6 | |
| 2225 isogroup12008,-1.3 | |
| 2226 isogroup12009,1.8 | |
| 2227 isogroup1201,0.7 | |
| 2228 isogroup12010,-0.3 | |
| 2229 isogroup12011,0.4 | |
| 2230 isogroup12012,-1.5 | |
| 2231 isogroup12013,0.7 | |
| 2232 isogroup12014,-0.7 | |
| 2233 isogroup12015,-7 | |
| 2234 isogroup12016,0.4 | |
| 2235 isogroup12017,-0.4 | |
| 2236 isogroup12018,0.6 | |
| 2237 isogroup12019,0.4 | |
| 2238 isogroup1202,-4.1 | |
| 2239 isogroup12020,0.6 | |
| 2240 isogroup12021,0 | |
| 2241 isogroup12022,0.3 | |
| 2242 isogroup12023,0 | |
| 2243 isogroup12024,-0.4 | |
| 2244 isogroup12025,0.5 | |
| 2245 isogroup12026,-0.3 | |
| 2246 isogroup12027,-0.1 | |
| 2247 isogroup12028,-4.3 | |
| 2248 isogroup12029,-3.4 | |
| 2249 isogroup1203,0.5 | |
| 2250 isogroup12030,-0.2 | |
| 2251 isogroup12031,0.3 | |
| 2252 isogroup12032,0.8 | |
| 2253 isogroup12033,0.2 | |
| 2254 isogroup12034,-0.2 | |
| 2255 isogroup12035,4.8 | |
| 2256 isogroup12036,0.5 | |
| 2257 isogroup12037,0.3 | |
| 2258 isogroup12038,0.9 | |
| 2259 isogroup12039,0.1 | |
| 2260 isogroup1204,-0.6 | |
| 2261 isogroup12040,-0.4 | |
| 2262 isogroup12041,0.1 | |
| 2263 isogroup12042,0.1 | |
| 2264 isogroup12043,-4.1 | |
| 2265 isogroup12044,-0.2 | |
| 2266 isogroup12045,2.1 | |
| 2267 isogroup12046,1.7 | |
| 2268 isogroup12047,-1.2 | |
| 2269 isogroup12047.1,-0.1 | |
| 2270 isogroup12048,0.6 | |
| 2271 isogroup12049,0.4 | |
| 2272 isogroup1205,3.5 | |
| 2273 isogroup12050,0.3 | |
| 2274 isogroup12051,-3.6 | |
| 2275 isogroup12052,0.4 | |
| 2276 isogroup12053,0.9 | |
| 2277 isogroup12054,1.5 | |
| 2278 isogroup12055,-3.3 | |
| 2279 isogroup12056,1.1 | |
| 2280 isogroup12057,-8.8 | |
| 2281 isogroup12058,1.8 | |
| 2282 isogroup12059,0.4 | |
| 2283 isogroup1206,0.7 | |
| 2284 isogroup12060,0.7 | |
| 2285 isogroup12061,0.4 | |
| 2286 isogroup12062,-0.1 | |
| 2287 isogroup12063,-0.2 | |
| 2288 isogroup12064,-0.4 | |
| 2289 isogroup12065,-0.4 | |
| 2290 isogroup12066,0.1 | |
| 2291 isogroup12067,0.7 | |
| 2292 isogroup12068,0.6 | |
| 2293 isogroup12069,-0.2 | |
| 2294 isogroup1207,1 | |
| 2295 isogroup12070,-0.3 | |
| 2296 isogroup12071,4.4 | |
| 2297 isogroup12072,3 | |
| 2298 isogroup12073,-0.1 | |
| 2299 isogroup12074,-0.1 | |
| 2300 isogroup12075,0.8 | |
| 2301 isogroup12076,1 | |
| 2302 isogroup12077,0.1 | |
| 2303 isogroup12078,-6 | |
| 2304 isogroup12079,-1.9 | |
| 2305 isogroup1208,0.4 | |
| 2306 isogroup12080,-7.7 | |
| 2307 isogroup12081,2.5 | |
| 2308 isogroup12082,0.5 | |
| 2309 isogroup12083,1.8 | |
| 2310 isogroup12084,1.3 | |
| 2311 isogroup12085,0.6 | |
| 2312 isogroup12086,0.3 | |
| 2313 isogroup12087,-0.1 | |
| 2314 isogroup12088,-1.5 | |
| 2315 isogroup12089,0.3 | |
| 2316 isogroup1209,1.5 | |
| 2317 isogroup12090,-1.7 | |
| 2318 isogroup12091,-0.4 | |
| 2319 isogroup12092,-0.3 | |
| 2320 isogroup12093,-10 | |
| 2321 isogroup12094,1.9 | |
| 2322 isogroup12095,-2 | |
| 2323 isogroup12096,-1 | |
| 2324 isogroup12097,0.5 | |
| 2325 isogroup12098,-0.1 | |
| 2326 isogroup12099,-0.7 | |
| 2327 isogroup121,2.5 | |
| 2328 isogroup1210,7.7 | |
| 2329 isogroup12100,1.9 | |
| 2330 isogroup12101,-2.1 | |
| 2331 isogroup12102,0.1 | |
| 2332 isogroup12103,-0.3 | |
| 2333 isogroup12104,-0.8 | |
| 2334 isogroup12105,-0.2 | |
| 2335 isogroup12106,8.8 | |
| 2336 isogroup12107,-0.2 | |
| 2337 isogroup12108,-6 | |
| 2338 isogroup12109,0.1 | |
| 2339 isogroup1211,0.2 | |
| 2340 isogroup12110,0.1 | |
| 2341 isogroup12111,0.4 | |
| 2342 isogroup12112,0.7 | |
| 2343 isogroup12113,-2.7 | |
| 2344 isogroup12114,6.3 | |
| 2345 isogroup12115,0.3 | |
| 2346 isogroup12116,-0.2 | |
| 2347 isogroup12117,0 | |
| 2348 isogroup12118,0 | |
| 2349 isogroup12119,0.1 | |
| 2350 isogroup1212,3.1 | |
| 2351 isogroup12120,-0.4 | |
| 2352 isogroup12121,0 | |
| 2353 isogroup12122,1.1 | |
| 2354 isogroup12123,-0.5 | |
| 2355 isogroup12124,2.1 | |
| 2356 isogroup12125,-0.3 | |
| 2357 isogroup12126,0.3 | |
| 2358 isogroup12127,-0.3 | |
| 2359 isogroup12128,2.2 | |
| 2360 isogroup12129,0.6 | |
| 2361 isogroup1213,-0.1 | |
| 2362 isogroup12130,-0.4 | |
| 2363 isogroup12132,0.4 | |
| 2364 isogroup12133,0.2 | |
| 2365 isogroup12134,0.2 | |
| 2366 isogroup12135,0.1 | |
| 2367 isogroup12136,-0.1 | |
| 2368 isogroup12137,-2.2 | |
| 2369 isogroup12138,-10 | |
| 2370 isogroup12139,0 | |
| 2371 isogroup1214,0.5 | |
| 2372 isogroup12140,0.1 | |
| 2373 isogroup12141,0.1 | |
| 2374 isogroup12142,-0.2 | |
| 2375 isogroup12143,0 | |
| 2376 isogroup12144,0.4 | |
| 2377 isogroup12145,0.5 | |
| 2378 isogroup12146,1.7 | |
| 2379 isogroup12147,-1.5 | |
| 2380 isogroup12148,-3 | |
| 2381 isogroup12149,0 | |
| 2382 isogroup1215,0.5 | |
| 2383 isogroup12150,0.6 | |
| 2384 isogroup12151,-0.1 | |
| 2385 isogroup12152,2 | |
| 2386 isogroup12153,0.1 | |
| 2387 isogroup12154,-0.4 | |
| 2388 isogroup12155,0.2 | |
| 2389 isogroup12156,-10 | |
| 2390 isogroup12156.1,-0.7 | |
| 2391 isogroup12157,5.1 | |
| 2392 isogroup12158,1 | |
| 2393 isogroup12159,-0.6 | |
| 2394 isogroup1216,-0.2 | |
| 2395 isogroup12160,-10 | |
| 2396 isogroup12160.1,-2.7 | |
| 2397 isogroup12161,-0.1 | |
| 2398 isogroup12162,-0.2 | |
| 2399 isogroup12163,0.3 | |
| 2400 isogroup12164,0.1 | |
| 2401 isogroup12165,2.1 | |
| 2402 isogroup12166,-0.4 | |
| 2403 isogroup12167,-0.2 | |
| 2404 isogroup12168,-0.4 | |
| 2405 isogroup12169,-0.2 | |
| 2406 isogroup1217,0.8 | |
| 2407 isogroup12170,1.2 | |
| 2408 isogroup12171,0.8 | |
| 2409 isogroup12172,-1.9 | |
| 2410 isogroup12173,-7.3 | |
| 2411 isogroup12174,1.2 | |
| 2412 isogroup12175,0.2 | |
| 2413 isogroup12176,-0.5 | |
| 2414 isogroup12177,0.5 | |
| 2415 isogroup12178,0.1 | |
| 2416 isogroup12179,-0.6 | |
| 2417 isogroup1218,0.9 | |
| 2418 isogroup12180,0.8 | |
| 2419 isogroup12181,0 | |
| 2420 isogroup12182,-2.8 | |
| 2421 isogroup12183,0.6 | |
| 2422 isogroup12184,0.9 | |
| 2423 isogroup12186,3.1 | |
| 2424 isogroup12187,3.1 | |
| 2425 isogroup12188,-1 | |
| 2426 isogroup12189,3.9 | |
| 2427 isogroup1219,1.1 | |
| 2428 isogroup12190,-0.3 | |
| 2429 isogroup12191,0.6 | |
| 2430 isogroup12192,-1.2 | |
| 2431 isogroup12193,-0.9 | |
| 2432 isogroup12194,-2.2 | |
| 2433 isogroup12195,1.5 | |
| 2434 isogroup12196,1.2 | |
| 2435 isogroup12197,0 | |
| 2436 isogroup12198,0.3 | |
| 2437 isogroup12199,-2.6 | |
| 2438 isogroup122,0.5 | |
| 2439 isogroup1220,0.9 | |
| 2440 isogroup12200,1 | |
| 2441 isogroup12201,-0.3 | |
| 2442 isogroup12202,-0.3 | |
| 2443 isogroup12203,-6 | |
| 2444 isogroup12204,-1.4 | |
| 2445 isogroup12205,0.5 | |
| 2446 isogroup12206,-3.1 | |
| 2447 isogroup12207,-0.7 | |
| 2448 isogroup12208,-0.5 | |
| 2449 isogroup12209,-0.5 | |
| 2450 isogroup1221,0.2 | |
| 2451 isogroup12210,-0.7 | |
| 2452 isogroup12211,0.5 | |
| 2453 isogroup12212,1.5 | |
| 2454 isogroup12213,0.5 | |
| 2455 isogroup12214,0.5 | |
| 2456 isogroup12215,-0.1 | |
| 2457 isogroup12216,-0.8 | |
| 2458 isogroup12217,0.1 | |
| 2459 isogroup12218,1.2 | |
| 2460 isogroup12219,-2.1 | |
| 2461 isogroup1222,1.4 | |
| 2462 isogroup12220,0.3 | |
| 2463 isogroup12221,-10 | |
| 2464 isogroup12222,1.1 | |
| 2465 isogroup12223,1.3 | |
| 2466 isogroup12224,-4.1 | |
| 2467 isogroup12225,0.6 | |
| 2468 isogroup12225.1,-0.2 | |
| 2469 isogroup12226,0.1 | |
| 2470 isogroup12227,0.9 | |
| 2471 isogroup12228,0.1 | |
| 2472 isogroup1223,0.1 | |
| 2473 isogroup12230,1 | |
| 2474 isogroup12231,-0.9 | |
| 2475 isogroup12232,0.5 | |
| 2476 isogroup12233,1.2 | |
| 2477 isogroup12234,-0.2 | |
| 2478 isogroup12235,-0.3 | |
| 2479 isogroup12236,0 | |
| 2480 isogroup12237,0.8 | |
| 2481 isogroup12238,-0.1 | |
| 2482 isogroup12239,0.6 | |
| 2483 isogroup1224,0 | |
| 2484 isogroup12240,1.2 | |
| 2485 isogroup12241,0 | |
| 2486 isogroup12242,0.3 | |
| 2487 isogroup12243,1.4 | |
| 2488 isogroup12244,-0.8 | |
| 2489 isogroup12245,-0.9 | |
| 2490 isogroup12246,0.2 | |
| 2491 isogroup12247,-0.8 | |
| 2492 isogroup12248,1.7 | |
| 2493 isogroup12249,0.4 | |
| 2494 isogroup1225,0.1 | |
| 2495 isogroup12250,-0.3 | |
| 2496 isogroup12251,-0.3 | |
| 2497 isogroup12252,0.7 | |
| 2498 isogroup12253,0.7 | |
| 2499 isogroup12254,-0.9 | |
| 2500 isogroup12255,0.2 | |
| 2501 isogroup12256,0.3 | |
| 2502 isogroup12257,0.1 | |
| 2503 isogroup12258,-10 | |
| 2504 isogroup12259,0 | |
| 2505 isogroup1226,4.6 | |
| 2506 isogroup12260,-1.1 | |
| 2507 isogroup12261,-1.5 | |
| 2508 isogroup12262,1.6 | |
| 2509 isogroup12263,0.5 | |
| 2510 isogroup12264,0 | |
| 2511 isogroup12265,-3.1 | |
| 2512 isogroup12266,0.2 | |
| 2513 isogroup12267,0.1 | |
| 2514 isogroup12268,0.6 | |
| 2515 isogroup12269,1.6 | |
| 2516 isogroup1227,6 | |
| 2517 isogroup12270,-4.3 | |
| 2518 isogroup12271,0.3 | |
| 2519 isogroup12272,-0.1 | |
| 2520 isogroup12273,0.3 | |
| 2521 isogroup12274,0.1 | |
| 2522 isogroup12275,1.3 | |
| 2523 isogroup12276,0.7 | |
| 2524 isogroup12277,2.2 | |
| 2525 isogroup12278,-0.1 | |
| 2526 isogroup12279,0 | |
| 2527 isogroup1228,0.8 | |
| 2528 isogroup12280,0.6 | |
| 2529 isogroup12281,3.9 | |
| 2530 isogroup12282,-0.2 | |
| 2531 isogroup12283,-0.3 | |
| 2532 isogroup12284,-1.4 | |
| 2533 isogroup12285,1.5 | |
| 2534 isogroup12286,-3 | |
| 2535 isogroup12287,-0.2 | |
| 2536 isogroup12288,-0.4 | |
| 2537 isogroup12289,-0.1 | |
| 2538 isogroup1229,2.4 | |
| 2539 isogroup12290,1.3 | |
| 2540 isogroup12291,-2.3 | |
| 2541 isogroup12292,-9.2 | |
| 2542 isogroup12293,0.2 | |
| 2543 isogroup12294,0.1 | |
| 2544 isogroup12296,0.8 | |
| 2545 isogroup12297,-1.4 | |
| 2546 isogroup12298,0.5 | |
| 2547 isogroup12299,2.7 | |
| 2548 isogroup123,8.4 | |
| 2549 isogroup1230,-0.2 | |
| 2550 isogroup12300,0.1 | |
| 2551 isogroup12301,0.5 | |
| 2552 isogroup12302,-0.4 | |
| 2553 isogroup12303,-0.7 | |
| 2554 isogroup12304,0 | |
| 2555 isogroup12305,0.4 | |
| 2556 isogroup12306,-0.6 | |
| 2557 isogroup12307,1.5 | |
| 2558 isogroup12308,0.2 | |
| 2559 isogroup12309,-0.7 | |
| 2560 isogroup1231,0.3 | |
| 2561 isogroup12310,0.1 | |
| 2562 isogroup12311,0.1 | |
| 2563 isogroup12312,-5.2 | |
| 2564 isogroup12313,3 | |
| 2565 isogroup12314,0.7 | |
| 2566 isogroup12315,0.2 | |
| 2567 isogroup12316,0.1 | |
| 2568 isogroup12317,0.1 | |
| 2569 isogroup12318,7.6 | |
| 2570 isogroup12319,0.3 | |
| 2571 isogroup1232,2.2 | |
| 2572 isogroup12320,-1.1 | |
| 2573 isogroup12321,1.4 | |
| 2574 isogroup12322,-0.7 | |
| 2575 isogroup12323,-0.1 | |
| 2576 isogroup12324,0.9 | |
| 2577 isogroup12325,-0.4 | |
| 2578 isogroup12326,1.1 | |
| 2579 isogroup12327,-2.3 | |
| 2580 isogroup12328,0.2 | |
| 2581 isogroup12329,-0.3 | |
| 2582 isogroup1233,0.2 | |
| 2583 isogroup12330,-1.3 | |
| 2584 isogroup12331,-0.9 | |
| 2585 isogroup12332,0.1 | |
| 2586 isogroup12333,0.2 | |
| 2587 isogroup12334,1.2 | |
| 2588 isogroup12335,-6.2 | |
| 2589 isogroup12336,0.1 | |
| 2590 isogroup12337,-1.7 | |
| 2591 isogroup12338,0 | |
| 2592 isogroup12339,-2.1 | |
| 2593 isogroup1234,1.1 | |
| 2594 isogroup12340,1.1 | |
| 2595 isogroup12341,2.9 | |
| 2596 isogroup12342,-0.2 | |
| 2597 isogroup12343,0.1 | |
| 2598 isogroup12344,0.2 | |
| 2599 isogroup12345,0.9 | |
| 2600 isogroup12346,-9.8 | |
| 2601 isogroup12347,0.5 | |
| 2602 isogroup12348,-0.1 | |
| 2603 isogroup12349,0.2 | |
| 2604 isogroup1235,0.1 | |
| 2605 isogroup12350,5.2 | |
| 2606 isogroup12351,-0.7 | |
| 2607 isogroup12352,1.8 | |
| 2608 isogroup12353,-0.8 | |
| 2609 isogroup12354,2.5 | |
| 2610 isogroup12355,2.2 | |
| 2611 isogroup12356,0.1 | |
| 2612 isogroup12357,0.6 | |
| 2613 isogroup12358,1.9 | |
| 2614 isogroup12359,3.3 | |
| 2615 isogroup1236,0 | |
| 2616 isogroup12360,0.1 | |
| 2617 isogroup12361,-1.2 | |
| 2618 isogroup12362,0.6 | |
| 2619 isogroup12363,1.5 | |
| 2620 isogroup12364,-0.2 | |
| 2621 isogroup12365,-0.9 | |
| 2622 isogroup12366,0 | |
| 2623 isogroup12367,-0.5 | |
| 2624 isogroup12368,-3.6 | |
| 2625 isogroup12369,1.2 | |
| 2626 isogroup1237,0.2 | |
| 2627 isogroup12370,-1.2 | |
| 2628 isogroup12371,-1.2 | |
| 2629 isogroup12372,-1.6 | |
| 2630 isogroup12373,0.7 | |
| 2631 isogroup12374,0.5 | |
| 2632 isogroup12375,0.6 | |
| 2633 isogroup12376,0.1 | |
| 2634 isogroup12377,0.3 | |
| 2635 isogroup12378,0.4 | |
| 2636 isogroup12379,-0.1 | |
| 2637 isogroup1238,-3.8 | |
| 2638 isogroup12380,0.3 | |
| 2639 isogroup12381,0.5 | |
| 2640 isogroup12382,1.4 | |
| 2641 isogroup12383,0.6 | |
| 2642 isogroup12384,-1.2 | |
| 2643 isogroup12385,0 | |
| 2644 isogroup12386,-0.7 | |
| 2645 isogroup12387,0.2 | |
| 2646 isogroup12388,0.1 | |
| 2647 isogroup12389,0.4 | |
| 2648 isogroup1239,1.5 | |
| 2649 isogroup12390,0.8 | |
| 2650 isogroup12391,0.6 | |
| 2651 isogroup12392,0 | |
| 2652 isogroup12394,0.5 | |
| 2653 isogroup12395,-1.8 | |
| 2654 isogroup12396,-0.1 | |
| 2655 isogroup12397,1.8 | |
| 2656 isogroup12398,-0.2 | |
| 2657 isogroup12399,-6.3 | |
| 2658 isogroup124,5 | |
| 2659 isogroup1240,3 | |
| 2660 isogroup12400,-7.3 | |
| 2661 isogroup12401,0.5 | |
| 2662 isogroup12402,0.3 | |
| 2663 isogroup12403,0.9 | |
| 2664 isogroup12404,-0.2 | |
| 2665 isogroup12405,1 | |
| 2666 isogroup12406,0.3 | |
| 2667 isogroup12407,0.7 | |
| 2668 isogroup12408,-0.6 | |
| 2669 isogroup12409,0.4 | |
| 2670 isogroup1241,-0.1 | |
| 2671 isogroup12410,-0.2 | |
| 2672 isogroup12411,2.9 | |
| 2673 isogroup12412,-1.3 | |
| 2674 isogroup12413,-1.1 | |
| 2675 isogroup12414,0 | |
| 2676 isogroup12415,1.7 | |
| 2677 isogroup12416,-0.1 | |
| 2678 isogroup12417,1.1 | |
| 2679 isogroup12418,0.4 | |
| 2680 isogroup12419,1.2 | |
| 2681 isogroup1242,-0.5 | |
| 2682 isogroup12420,-0.3 | |
| 2683 isogroup12421,-0.5 | |
| 2684 isogroup12421.1,-2.6 | |
| 2685 isogroup12422,0.5 | |
| 2686 isogroup12423,-2.2 | |
| 2687 isogroup12424,-0.6 | |
| 2688 isogroup12425,0.1 | |
| 2689 isogroup12426,0.9 | |
| 2690 isogroup12427,0 | |
| 2691 isogroup12428,-0.9 | |
| 2692 isogroup12429,-0.8 | |
| 2693 isogroup1243,1 | |
| 2694 isogroup12430,-1 | |
| 2695 isogroup12431,-0.2 | |
| 2696 isogroup12432,0 | |
| 2697 isogroup12433,2 | |
| 2698 isogroup12434,0.3 | |
| 2699 isogroup12435,-10 | |
| 2700 isogroup12436,-1.8 | |
| 2701 isogroup12437,-1 | |
| 2702 isogroup12438,0.2 | |
| 2703 isogroup12439,0 | |
| 2704 isogroup1244,4.7 | |
| 2705 isogroup12440,0.1 | |
| 2706 isogroup12441,-0.6 | |
| 2707 isogroup12442,0.9 | |
| 2708 isogroup12443,0.1 | |
| 2709 isogroup12444,-2.3 | |
| 2710 isogroup12445,-0.4 | |
| 2711 isogroup12446,0 | |
| 2712 isogroup12447,-0.1 | |
| 2713 isogroup12448,0.5 | |
| 2714 isogroup12449,0.1 | |
| 2715 isogroup1245,0.6 | |
| 2716 isogroup12450,0.6 | |
| 2717 isogroup12451,-3.1 | |
| 2718 isogroup12452,-1.7 | |
| 2719 isogroup12453,0.1 | |
| 2720 isogroup12454,-0.4 | |
| 2721 isogroup12455,-8.2 | |
| 2722 isogroup12456,-0.4 | |
| 2723 isogroup12457,-0.1 | |
| 2724 isogroup12458,0.6 | |
| 2725 isogroup12459,6 | |
| 2726 isogroup1246,-0.4 | |
| 2727 isogroup12460,-0.1 | |
| 2728 isogroup12461,-0.6 | |
| 2729 isogroup12462,-0.1 | |
| 2730 isogroup12463,-0.3 | |
| 2731 isogroup12464,1.2 | |
| 2732 isogroup12465,0.2 | |
| 2733 isogroup12466,0.1 | |
| 2734 isogroup12467,-0.3 | |
| 2735 isogroup12468,-10 | |
| 2736 isogroup12469,-0.3 | |
| 2737 isogroup1247,-0.1 | |
| 2738 isogroup12470,-4 | |
| 2739 isogroup12471,-0.2 | |
| 2740 isogroup12472,0.1 | |
| 2741 isogroup12473,-0.3 | |
| 2742 isogroup12474,0.1 | |
| 2743 isogroup12475,0.3 | |
| 2744 isogroup12476,-0.5 | |
| 2745 isogroup12477,0 | |
| 2746 isogroup12478,2.9 | |
| 2747 isogroup12479,-1.9 | |
| 2748 isogroup1248,2.3 | |
| 2749 isogroup1248.1,-0.1 | |
| 2750 isogroup12480,1.7 | |
| 2751 isogroup12481,-0.2 | |
| 2752 isogroup12482,2.5 | |
| 2753 isogroup12483,-0.1 | |
| 2754 isogroup12484,0.6 | |
| 2755 isogroup12485,-0.2 | |
| 2756 isogroup12486,3.8 | |
| 2757 isogroup12487,0.6 | |
| 2758 isogroup12488,-0.2 | |
| 2759 isogroup12489,-1 | |
| 2760 isogroup1249,-0.7 | |
| 2761 isogroup12490,0.1 | |
| 2762 isogroup12491,1.6 | |
| 2763 isogroup12492,2 | |
| 2764 isogroup12493,1.3 | |
| 2765 isogroup12494,0.2 | |
| 2766 isogroup12495,1.9 | |
| 2767 isogroup12496,0.4 | |
| 2768 isogroup12497,-0.1 | |
| 2769 isogroup12498,0 | |
| 2770 isogroup12499,-0.3 | |
| 2771 isogroup125,1.4 | |
| 2772 isogroup1250,3.9 | |
| 2773 isogroup12500,0 | |
| 2774 isogroup12501,-0.4 | |
| 2775 isogroup12502,-2.2 | |
| 2776 isogroup12503,0 | |
| 2777 isogroup12504,0 | |
| 2778 isogroup12505,-3.6 | |
| 2779 isogroup12506,-5.5 | |
| 2780 isogroup12507,-0.1 | |
| 2781 isogroup12508,-1 | |
| 2782 isogroup12509,-0.1 | |
| 2783 isogroup1251,2.4 | |
| 2784 isogroup12510,-0.1 | |
| 2785 isogroup12511,-3.6 | |
| 2786 isogroup12512,0.4 | |
| 2787 isogroup12513,-0.2 | |
| 2788 isogroup12514,-0.1 | |
| 2789 isogroup12515,1 | |
| 2790 isogroup12516,-1.1 | |
| 2791 isogroup12517,2.5 | |
| 2792 isogroup12518,0 | |
| 2793 isogroup12519,-0.4 | |
| 2794 isogroup1252,-1.3 | |
| 2795 isogroup12520,0.5 | |
| 2796 isogroup12521,0 | |
| 2797 isogroup12522,-0.8 | |
| 2798 isogroup12523,-0.6 | |
| 2799 isogroup12524,0.9 | |
| 2800 isogroup12525,0.5 | |
| 2801 isogroup12526,1.1 | |
| 2802 isogroup12527,0.6 | |
| 2803 isogroup12528,0.2 | |
| 2804 isogroup12529,-0.8 | |
| 2805 isogroup1253,3.4 | |
| 2806 isogroup12530,-0.8 | |
| 2807 isogroup12531,-0.1 | |
| 2808 isogroup12532,-0.9 | |
| 2809 isogroup12533,0.7 | |
| 2810 isogroup12534,-2.6 | |
| 2811 isogroup12535,0.1 | |
| 2812 isogroup12536,-0.7 | |
| 2813 isogroup12537,0.1 | |
| 2814 isogroup12538,1.1 | |
| 2815 isogroup12539,-1.5 | |
| 2816 isogroup1254,0.5 | |
| 2817 isogroup12540,0 | |
| 2818 isogroup12541,4.2 | |
| 2819 isogroup12542,-0.7 | |
| 2820 isogroup12543,1 | |
| 2821 isogroup12544,0.4 | |
| 2822 isogroup12545,0.4 | |
| 2823 isogroup12546,-1 | |
| 2824 isogroup12547,-0.9 | |
| 2825 isogroup12548,0 | |
| 2826 isogroup12549,0.3 | |
| 2827 isogroup1255,3.5 | |
| 2828 isogroup12550,1.1 | |
| 2829 isogroup12551,-2.4 | |
| 2830 isogroup12552,-1.2 | |
| 2831 isogroup12553,0.8 | |
| 2832 isogroup12554,0.2 | |
| 2833 isogroup12555,0 | |
| 2834 isogroup12556,1 | |
| 2835 isogroup12557,0 | |
| 2836 isogroup12558,-0.1 | |
| 2837 isogroup12559,0.1 | |
| 2838 isogroup1256,-3.6 | |
| 2839 isogroup1256.1,-0.3 | |
| 2840 isogroup12561,1 | |
| 2841 isogroup12562,-8.3 | |
| 2842 isogroup12563,0.7 | |
| 2843 isogroup12564,1 | |
| 2844 isogroup12565,0.3 | |
| 2845 isogroup12566,-0.1 | |
| 2846 isogroup12567,1 | |
| 2847 isogroup12568,1.5 | |
| 2848 isogroup12569,2.7 | |
| 2849 isogroup1257,1.2 | |
| 2850 isogroup12570,1.1 | |
| 2851 isogroup12571,-3.7 | |
| 2852 isogroup12572,0.1 | |
| 2853 isogroup12573,0 | |
| 2854 isogroup12574,-0.6 | |
| 2855 isogroup12575,-0.3 | |
| 2856 isogroup12576,-0.8 | |
| 2857 isogroup12576.1,-1.7 | |
| 2858 isogroup12578,0.1 | |
| 2859 isogroup12579,0.2 | |
| 2860 isogroup1258,0.3 | |
| 2861 isogroup12580,-0.2 | |
| 2862 isogroup12581,-0.5 | |
| 2863 isogroup12582,1.6 | |
| 2864 isogroup12583,-0.6 | |
| 2865 isogroup12584,1.2 | |
| 2866 isogroup12585,-0.9 | |
| 2867 isogroup12586,0.6 | |
| 2868 isogroup12587,0.1 | |
| 2869 isogroup12588,-0.1 | |
| 2870 isogroup12589,0.2 | |
| 2871 isogroup1259,1.8 | |
| 2872 isogroup12590,-0.8 | |
| 2873 isogroup12591,0.3 | |
| 2874 isogroup12592,-2.7 | |
| 2875 isogroup12593,-2.6 | |
| 2876 isogroup12594,1.4 | |
| 2877 isogroup12595,0.3 | |
| 2878 isogroup12596,-1.1 | |
| 2879 isogroup12597,-0.9 | |
| 2880 isogroup12598,-0.2 | |
| 2881 isogroup12599,-0.1 | |
| 2882 isogroup126,-0.1 | |
| 2883 isogroup1260,0.6 | |
| 2884 isogroup12600,1.4 | |
| 2885 isogroup12601,-6.7 | |
| 2886 isogroup12602,0.1 | |
| 2887 isogroup12603,0 | |
| 2888 isogroup12604,1.8 | |
| 2889 isogroup12605,2.9 | |
| 2890 isogroup12606,4.8 | |
| 2891 isogroup12607,0 | |
| 2892 isogroup12608,-0.3 | |
| 2893 isogroup12609,-0.3 | |
| 2894 isogroup1261,1.7 | |
| 2895 isogroup12610,-0.3 | |
| 2896 isogroup12611,1.9 | |
| 2897 isogroup12612,-0.2 | |
| 2898 isogroup12613,-2.2 | |
| 2899 isogroup12614,-0.3 | |
| 2900 isogroup12615,0.4 | |
| 2901 isogroup12616,-10 | |
| 2902 isogroup12617,-2.7 | |
| 2903 isogroup12618,0.5 | |
| 2904 isogroup12619,1.4 | |
| 2905 isogroup1262,1.5 | |
| 2906 isogroup12620,-0.1 | |
| 2907 isogroup12621,2.7 | |
| 2908 isogroup12622,0 | |
| 2909 isogroup12623,0.1 | |
| 2910 isogroup12624,0.5 | |
| 2911 isogroup12625,0 | |
| 2912 isogroup12626,4.1 | |
| 2913 isogroup12627,-1 | |
| 2914 isogroup12628,0.4 | |
| 2915 isogroup12629,0.1 | |
| 2916 isogroup1263,-0.1 | |
| 2917 isogroup12630,1.4 | |
| 2918 isogroup12631,0.5 | |
| 2919 isogroup12632,2.1 | |
| 2920 isogroup12633,-0.3 | |
| 2921 isogroup12634,-3.7 | |
| 2922 isogroup12635,-10 | |
| 2923 isogroup12636,-0.6 | |
| 2924 isogroup12637,-0.2 | |
| 2925 isogroup12638,-0.1 | |
| 2926 isogroup12639,0 | |
| 2927 isogroup1264,0.4 | |
| 2928 isogroup12640,2.6 | |
| 2929 isogroup12641,-0.6 | |
| 2930 isogroup12642,-0.1 | |
| 2931 isogroup12643,-0.3 | |
| 2932 isogroup12644,-0.2 | |
| 2933 isogroup12646,0.1 | |
| 2934 isogroup12647,3.3 | |
| 2935 isogroup12648,-2.2 | |
| 2936 isogroup12649,-2 | |
| 2937 isogroup1265,0.4 | |
| 2938 isogroup12650,0.5 | |
| 2939 isogroup12651,-0.9 | |
| 2940 isogroup12652,0.1 | |
| 2941 isogroup12653,1.9 | |
| 2942 isogroup12654,1.4 | |
| 2943 isogroup12655,-0.1 | |
| 2944 isogroup12656,0 | |
| 2945 isogroup12657,0 | |
| 2946 isogroup12658,-0.8 | |
| 2947 isogroup12659,-1.6 | |
| 2948 isogroup1266,0.3 | |
| 2949 isogroup12660,1.4 | |
| 2950 isogroup12661,-0.6 | |
| 2951 isogroup12662,-3.7 | |
| 2952 isogroup12663,-0.3 | |
| 2953 isogroup12664,-1.3 | |
| 2954 isogroup12665,0.2 | |
| 2955 isogroup12666,-0.2 | |
| 2956 isogroup12667,-1.3 | |
| 2957 isogroup12668,2.6 | |
| 2958 isogroup12669,0.3 | |
| 2959 isogroup1267,2 | |
| 2960 isogroup12670,0.9 | |
| 2961 isogroup12671,-0.3 | |
| 2962 isogroup12672,2.5 | |
| 2963 isogroup12673,-1.4 | |
| 2964 isogroup12674,0.1 | |
| 2965 isogroup12675,1.5 | |
| 2966 isogroup12676,-0.8 | |
| 2967 isogroup12677,1.5 | |
| 2968 isogroup12678,0.9 | |
| 2969 isogroup12679,2.1 | |
| 2970 isogroup1268,5.9 | |
| 2971 isogroup12680,-0.6 | |
| 2972 isogroup12681,-0.2 | |
| 2973 isogroup12682,3.6 | |
| 2974 isogroup12683,0.2 | |
| 2975 isogroup12684,0.4 | |
| 2976 isogroup12685,0.2 | |
| 2977 isogroup12686,0.4 | |
| 2978 isogroup12687,0.7 | |
| 2979 isogroup12688,0.2 | |
| 2980 isogroup12689,1.2 | |
| 2981 isogroup1269,9.8 | |
| 2982 isogroup12690,-0.5 | |
| 2983 isogroup12691,1.4 | |
| 2984 isogroup12692,0.1 | |
| 2985 isogroup12693,3.3 | |
| 2986 isogroup12694,2.2 | |
| 2987 isogroup12695,-9.9 | |
| 2988 isogroup12696,-0.4 | |
| 2989 isogroup12697,-0.1 | |
| 2990 isogroup12698,0 | |
| 2991 isogroup12699,-0.7 | |
| 2992 isogroup127,-0.1 | |
| 2993 isogroup1270,-1 | |
| 2994 isogroup12700,-0.2 | |
| 2995 isogroup12701,-1 | |
| 2996 isogroup12702,-0.2 | |
| 2997 isogroup12703,1.3 | |
| 2998 isogroup12704,-0.1 | |
| 2999 isogroup12705,0.3 | |
| 3000 isogroup12706,1.2 | |
| 3001 isogroup12707,0.1 | |
| 3002 isogroup12708,-1.2 | |
| 3003 isogroup12709,0.3 | |
| 3004 isogroup1271,0.8 | |
| 3005 isogroup12710,1.3 | |
| 3006 isogroup12711,-0.2 | |
| 3007 isogroup12712,0.1 | |
| 3008 isogroup12713,1.1 | |
| 3009 isogroup12714,0.4 | |
| 3010 isogroup12715,-0.1 | |
| 3011 isogroup12716,0.8 | |
| 3012 isogroup12717,-1.2 | |
| 3013 isogroup12718,0.3 | |
| 3014 isogroup12719,0.6 | |
| 3015 isogroup1272,2.9 | |
| 3016 isogroup12721,-8 | |
| 3017 isogroup12722,0.2 | |
| 3018 isogroup12723,-6.4 | |
| 3019 isogroup12724,0.2 | |
| 3020 isogroup12725,-0.2 | |
| 3021 isogroup12726,-0.1 | |
| 3022 isogroup12727,-6.5 | |
| 3023 isogroup12728,-0.8 | |
| 3024 isogroup12729,-6.4 | |
| 3025 isogroup1273,0.2 | |
| 3026 isogroup12730,0.3 | |
| 3027 isogroup12731,-2.4 | |
| 3028 isogroup12732,-4 | |
| 3029 isogroup12733,0.3 | |
| 3030 isogroup12734,1.1 | |
| 3031 isogroup12735,0.3 | |
| 3032 isogroup12737,0.2 | |
| 3033 isogroup12738,-0.3 | |
| 3034 isogroup12739,1.9 | |
| 3035 isogroup1274,1.1 | |
| 3036 isogroup12740,-10 | |
| 3037 isogroup12741,0.1 | |
| 3038 isogroup12742,-0.1 | |
| 3039 isogroup12743,-0.1 | |
| 3040 isogroup12744,0.9 | |
| 3041 isogroup12745,0.1 | |
| 3042 isogroup12746,0.7 | |
| 3043 isogroup12747,3.2 | |
| 3044 isogroup12749,1.1 | |
| 3045 isogroup1275,0.8 | |
| 3046 isogroup12750,-0.6 | |
| 3047 isogroup12751,-5.1 | |
| 3048 isogroup12752,0.1 | |
| 3049 isogroup12753,-1.4 | |
| 3050 isogroup12754,0.9 | |
| 3051 isogroup12755,0.9 | |
| 3052 isogroup12756,-0.5 | |
| 3053 isogroup12757,0.7 | |
| 3054 isogroup12758,1 | |
| 3055 isogroup12759,-0.6 | |
| 3056 isogroup1276,-3 | |
| 3057 isogroup12760,0.1 | |
| 3058 isogroup12761,-0.1 | |
| 3059 isogroup12762,-1.7 | |
| 3060 isogroup12763,-0.1 | |
| 3061 isogroup12764,-0.2 | |
| 3062 isogroup12765,0.6 | |
| 3063 isogroup12766,-2.3 | |
| 3064 isogroup12767,-9.7 | |
| 3065 isogroup12768,-1.9 | |
| 3066 isogroup12769,0.3 | |
| 3067 isogroup1277,0.4 | |
| 3068 isogroup12770,10 | |
| 3069 isogroup12771,0 | |
| 3070 isogroup12772,3 | |
| 3071 isogroup12773,-0.5 | |
| 3072 isogroup12774,1 | |
| 3073 isogroup12775,0.5 | |
| 3074 isogroup12776,0.4 | |
| 3075 isogroup12777,0.3 | |
| 3076 isogroup12778,-0.7 | |
| 3077 isogroup12779,1 | |
| 3078 isogroup1278,4.1 | |
| 3079 isogroup12780,-0.6 | |
| 3080 isogroup12781,-0.5 | |
| 3081 isogroup12782,0.2 | |
| 3082 isogroup12783,2.4 | |
| 3083 isogroup12784,0.2 | |
| 3084 isogroup12785,0.7 | |
| 3085 isogroup12786,-0.3 | |
| 3086 isogroup12787,-0.2 | |
| 3087 isogroup12788,2.4 | |
| 3088 isogroup12789,0.3 | |
| 3089 isogroup1279,-0.3 | |
| 3090 isogroup12790,0.4 | |
| 3091 isogroup12791,0.1 | |
| 3092 isogroup12792,0.5 | |
| 3093 isogroup12793,0.5 | |
| 3094 isogroup12794,-0.6 | |
| 3095 isogroup12795,0.4 | |
| 3096 isogroup12796,0 | |
| 3097 isogroup12797,0 | |
| 3098 isogroup12797.1,0.2 | |
| 3099 isogroup12799,2.3 | |
| 3100 isogroup128,4.2 | |
| 3101 isogroup1280,0.3 | |
| 3102 isogroup12800,0.8 | |
| 3103 isogroup12801,-0.2 | |
| 3104 isogroup12802,0.1 | |
| 3105 isogroup12803,0.3 | |
| 3106 isogroup12804,-0.1 | |
| 3107 isogroup12805,0.1 | |
| 3108 isogroup12806,0.1 | |
| 3109 isogroup12807,0.4 | |
| 3110 isogroup12808,0.3 | |
| 3111 isogroup12809,0.2 | |
| 3112 isogroup1281,0.8 | |
| 3113 isogroup12810,-2.2 | |
| 3114 isogroup12811,-0.2 | |
| 3115 isogroup12812,0.5 | |
| 3116 isogroup12813,2.6 | |
| 3117 isogroup12814,0.5 | |
| 3118 isogroup12815,-7.7 | |
| 3119 isogroup12816,-0.5 | |
| 3120 isogroup12817,0.2 | |
| 3121 isogroup12818,-10 | |
| 3122 isogroup12819,-3.2 | |
| 3123 isogroup1282,-1.2 | |
| 3124 isogroup12820,-0.1 | |
| 3125 isogroup12821,-0.2 | |
| 3126 isogroup12822,-0.1 | |
| 3127 isogroup12823,0 | |
| 3128 isogroup12824,0.2 | |
| 3129 isogroup12825,-6.5 | |
| 3130 isogroup12826,1.1 | |
| 3131 isogroup12827,1.3 | |
| 3132 isogroup12828,-0.6 | |
| 3133 isogroup12829,-1.8 | |
| 3134 isogroup1283,-0.4 | |
| 3135 isogroup12830,-2.2 | |
| 3136 isogroup12831,0.6 | |
| 3137 isogroup12832,-1.1 | |
| 3138 isogroup12833,-10 | |
| 3139 isogroup12834,0 | |
| 3140 isogroup12835,1.7 | |
| 3141 isogroup12836,2.9 | |
| 3142 isogroup12837,-0.2 | |
| 3143 isogroup12838,-0.3 | |
| 3144 isogroup12839,0 | |
| 3145 isogroup1284,0.8 | |
| 3146 isogroup12840,0.6 | |
| 3147 isogroup12841,-0.3 | |
| 3148 isogroup12842,-0.4 | |
| 3149 isogroup12843,0 | |
| 3150 isogroup12844,0.2 | |
| 3151 isogroup12845,0.7 | |
| 3152 isogroup12846,0.2 | |
| 3153 isogroup12847,-1.1 | |
| 3154 isogroup12848,0.3 | |
| 3155 isogroup12849,1.3 | |
| 3156 isogroup1285,1.6 | |
| 3157 isogroup12850,-9.4 | |
| 3158 isogroup12851,0 | |
| 3159 isogroup12852,-10 | |
| 3160 isogroup12853,0.1 | |
| 3161 isogroup12854,-0.5 | |
| 3162 isogroup12855,0.2 | |
| 3163 isogroup12856,-1.3 | |
| 3164 isogroup12857,0 | |
| 3165 isogroup12858,0.6 | |
| 3166 isogroup12859,0.5 | |
| 3167 isogroup1286,-3.6 | |
| 3168 isogroup12860,-3.3 | |
| 3169 isogroup12861,0.2 | |
| 3170 isogroup12862,-0.7 | |
| 3171 isogroup12863,0.5 | |
| 3172 isogroup12864,-0.2 | |
| 3173 isogroup12865,0.8 | |
| 3174 isogroup12866,0.8 | |
| 3175 isogroup12867,0.1 | |
| 3176 isogroup12869,-1.4 | |
| 3177 isogroup1287,0.1 | |
| 3178 isogroup12870,-4.5 | |
| 3179 isogroup12871,0.3 | |
| 3180 isogroup12872,-0.5 | |
| 3181 isogroup12873,0.8 | |
| 3182 isogroup12874,1 | |
| 3183 isogroup12875,0.2 | |
| 3184 isogroup12876,0.4 | |
| 3185 isogroup12877,1.4 | |
| 3186 isogroup12878,2.3 | |
| 3187 isogroup12879,-0.1 | |
| 3188 isogroup1288,0.2 | |
| 3189 isogroup12880,-0.1 | |
| 3190 isogroup12881,2.1 | |
| 3191 isogroup12882,1 | |
| 3192 isogroup12883,0.1 | |
| 3193 isogroup12884,0.2 | |
| 3194 isogroup12885,0.8 | |
| 3195 isogroup12886,0 | |
| 3196 isogroup12887,0.5 | |
| 3197 isogroup12888,-1.6 | |
| 3198 isogroup12889,-2.2 | |
| 3199 isogroup1289,0 | |
| 3200 isogroup12890,-10 | |
| 3201 isogroup12891,-0.4 | |
| 3202 isogroup12892,-6.8 | |
| 3203 isogroup12893,-0.4 | |
| 3204 isogroup12894,5.2 | |
| 3205 isogroup12895,0.1 | |
| 3206 isogroup12896,-0.2 | |
| 3207 isogroup12897,-2 | |
| 3208 isogroup12899,1.7 | |
| 3209 isogroup129,0.4 | |
| 3210 isogroup1290,0.6 | |
| 3211 isogroup12900,1 | |
| 3212 isogroup12901,1.2 | |
| 3213 isogroup12902,0 | |
| 3214 isogroup12903,-1.4 | |
| 3215 isogroup12904,-3.1 | |
| 3216 isogroup12905,10 | |
| 3217 isogroup12906,2.1 | |
| 3218 isogroup12907,-2.6 | |
| 3219 isogroup12908,0.1 | |
| 3220 isogroup12909,-6.9 | |
| 3221 isogroup1291,0.3 | |
| 3222 isogroup12910,-5.2 | |
| 3223 isogroup12911,-0.7 | |
| 3224 isogroup12912,0.1 | |
| 3225 isogroup12913,0.5 | |
| 3226 isogroup12914,1.4 | |
| 3227 isogroup12915,0.2 | |
| 3228 isogroup12916,0 | |
| 3229 isogroup12917,-0.4 | |
| 3230 isogroup12918,0.5 | |
| 3231 isogroup12919,0.4 | |
| 3232 isogroup1292,0.3 | |
| 3233 isogroup12920,-8.5 | |
| 3234 isogroup12921,-1.8 | |
| 3235 isogroup12922,1.1 | |
| 3236 isogroup12923,1.6 | |
| 3237 isogroup12924,0.4 | |
| 3238 isogroup12925,0.5 | |
| 3239 isogroup12926,0 | |
| 3240 isogroup12927,0.5 | |
| 3241 isogroup12928,0.6 | |
| 3242 isogroup12929,1.4 | |
| 3243 isogroup1293,4 | |
| 3244 isogroup12930,0.7 | |
| 3245 isogroup12931,-1.9 | |
| 3246 isogroup12932,-2.2 | |
| 3247 isogroup12933,0.6 | |
| 3248 isogroup12934,-0.1 | |
| 3249 isogroup12935,0.8 | |
| 3250 isogroup12936,-0.2 | |
| 3251 isogroup12937,-0.1 | |
| 3252 isogroup12938,-1.2 | |
| 3253 isogroup12939,-1.9 | |
| 3254 isogroup1294,0 | |
| 3255 isogroup12940,0.2 | |
| 3256 isogroup12941,0.7 | |
| 3257 isogroup12942,-0.1 | |
| 3258 isogroup12943,-0.1 | |
| 3259 isogroup12944,2.3 | |
| 3260 isogroup12945,0 | |
| 3261 isogroup12946,-0.3 | |
| 3262 isogroup12947,0.3 | |
| 3263 isogroup12948,0.4 | |
| 3264 isogroup12949,-0.7 | |
| 3265 isogroup1295,-4.2 | |
| 3266 isogroup12950,1.3 | |
| 3267 isogroup12951,-0.5 | |
| 3268 isogroup12952,-0.1 | |
| 3269 isogroup12953,0.2 | |
| 3270 isogroup12954,-0.4 | |
| 3271 isogroup12955,-0.6 | |
| 3272 isogroup12956,-0.4 | |
| 3273 isogroup12957,-0.8 | |
| 3274 isogroup12958,-0.2 | |
| 3275 isogroup12959,-0.5 | |
| 3276 isogroup1296,1.2 | |
| 3277 isogroup12960,-0.8 | |
| 3278 isogroup12961,-4.5 | |
| 3279 isogroup12962,1.1 | |
| 3280 isogroup12963,-10 | |
| 3281 isogroup12964,-3.1 | |
| 3282 isogroup12965,-6.9 | |
| 3283 isogroup12966,-0.1 | |
| 3284 isogroup12967,-4.3 | |
| 3285 isogroup12968,0.5 | |
| 3286 isogroup12969,0.1 | |
| 3287 isogroup1297,4.8 | |
| 3288 isogroup12970,0.8 | |
| 3289 isogroup12971,-2.7 | |
| 3290 isogroup12972,-1 | |
| 3291 isogroup12973,1 | |
| 3292 isogroup12974,0.7 | |
| 3293 isogroup12975,-3.2 | |
| 3294 isogroup12976,1.6 | |
| 3295 isogroup12977,-0.3 | |
| 3296 isogroup12978,0.1 | |
| 3297 isogroup12979,-2 | |
| 3298 isogroup1298,0.2 | |
| 3299 isogroup12980,-0.4 | |
| 3300 isogroup12981,-0.4 | |
| 3301 isogroup12982,1.7 | |
| 3302 isogroup12983,0.5 | |
| 3303 isogroup12984,0.2 | |
| 3304 isogroup12985,0.2 | |
| 3305 isogroup12986,0.7 | |
| 3306 isogroup12987,0.3 | |
| 3307 isogroup12988,-3.1 | |
| 3308 isogroup12989,1 | |
| 3309 isogroup1299,0.2 | |
| 3310 isogroup12990,5.8 | |
| 3311 isogroup12991,0 | |
| 3312 isogroup12992,-0.6 | |
| 3313 isogroup12993,-0.2 | |
| 3314 isogroup12994,-0.1 | |
| 3315 isogroup12995,-0.1 | |
| 3316 isogroup12996,-0.1 | |
| 3317 isogroup12997,0 | |
| 3318 isogroup12998,0.1 | |
| 3319 isogroup12999,-0.2 | |
| 3320 isogroup13,5.6 | |
| 3321 isogroup130,0.1 | |
| 3322 isogroup1300,0.6 | |
| 3323 isogroup13000,0.8 | |
| 3324 isogroup13002,-0.6 | |
| 3325 isogroup13003,-1.4 | |
| 3326 isogroup13004,-1 | |
| 3327 isogroup13005,0.4 | |
| 3328 isogroup13006,0.1 | |
| 3329 isogroup13007,-1.1 | |
| 3330 isogroup13008,0 | |
| 3331 isogroup13009,-0.1 | |
| 3332 isogroup1301,4.9 | |
| 3333 isogroup13010,0.4 | |
| 3334 isogroup13011,2.2 | |
| 3335 isogroup13012,0.2 | |
| 3336 isogroup13013,1.7 | |
| 3337 isogroup13014,0 | |
| 3338 isogroup13015,0.2 | |
| 3339 isogroup13016,0.4 | |
| 3340 isogroup13017,0.2 | |
| 3341 isogroup13018,0.5 | |
| 3342 isogroup13019,-0.5 | |
| 3343 isogroup1302,1 | |
| 3344 isogroup13020,1.8 | |
| 3345 isogroup13021,-0.6 | |
| 3346 isogroup13022,0 | |
| 3347 isogroup13023,0 | |
| 3348 isogroup13024,-0.7 | |
| 3349 isogroup13025,-4.1 | |
| 3350 isogroup13026,0.1 | |
| 3351 isogroup13027,2.3 | |
| 3352 isogroup13028,0.9 | |
| 3353 isogroup13029,-1.6 | |
| 3354 isogroup1303,-0.5 | |
| 3355 isogroup13030,-0.2 | |
| 3356 isogroup13031,-0.4 | |
| 3357 isogroup13032,-0.3 | |
| 3358 isogroup13033,0.8 | |
| 3359 isogroup13034,0 | |
| 3360 isogroup13035,0.8 | |
| 3361 isogroup13036,0 | |
| 3362 isogroup13037,0.1 | |
| 3363 isogroup13038,-0.1 | |
| 3364 isogroup13039,10 | |
| 3365 isogroup1304,0.2 | |
| 3366 isogroup13040,-0.2 | |
| 3367 isogroup13041,-10 | |
| 3368 isogroup13042,-0.3 | |
| 3369 isogroup13043,-0.1 | |
| 3370 isogroup13044,0 | |
| 3371 isogroup13045,0 | |
| 3372 isogroup13046,0 | |
| 3373 isogroup13047,-0.2 | |
| 3374 isogroup13048,-0.7 | |
| 3375 isogroup13049,0.2 | |
| 3376 isogroup1305,0 | |
| 3377 isogroup13050,-0.1 | |
| 3378 isogroup13051,1.3 | |
| 3379 isogroup13052,0 | |
| 3380 isogroup13053,0.7 | |
| 3381 isogroup13054,0.8 | |
| 3382 isogroup13055,-0.9 | |
| 3383 isogroup13056,0.9 | |
| 3384 isogroup13056.1,2.2 | |
| 3385 isogroup13057,-0.5 | |
| 3386 isogroup13058,0.3 | |
| 3387 isogroup13059,-1 | |
| 3388 isogroup1306,2.6 | |
| 3389 isogroup13061,2.6 | |
| 3390 isogroup13062,0.5 | |
| 3391 isogroup13063,-5.2 | |
| 3392 isogroup13064,-1.4 | |
| 3393 isogroup13065,-0.9 | |
| 3394 isogroup13066,0.4 | |
| 3395 isogroup13067,0.6 | |
| 3396 isogroup13068,0.7 | |
| 3397 isogroup13069,-1.3 | |
| 3398 isogroup1307,2.6 | |
| 3399 isogroup13070,0.6 | |
| 3400 isogroup13071,-0.6 | |
| 3401 isogroup13072,0.9 | |
| 3402 isogroup13073,-0.5 | |
| 3403 isogroup13074,0.2 | |
| 3404 isogroup13075,0.1 | |
| 3405 isogroup13076,0.9 | |
| 3406 isogroup13077,-8.8 | |
| 3407 isogroup13078,-2.5 | |
| 3408 isogroup13079,-8 | |
| 3409 isogroup1308,-0.1 | |
| 3410 isogroup13080,-2.3 | |
| 3411 isogroup13081,1 | |
| 3412 isogroup13082,0 | |
| 3413 isogroup13083,0.7 | |
| 3414 isogroup13084,0.1 | |
| 3415 isogroup13085,0.6 | |
| 3416 isogroup13086,-0.4 | |
| 3417 isogroup13087,1.3 | |
| 3418 isogroup13088,-7.5 | |
| 3419 isogroup13089,-4.7 | |
| 3420 isogroup1309,1.3 | |
| 3421 isogroup13090,3.4 | |
| 3422 isogroup13091,-0.2 | |
| 3423 isogroup13092,-0.6 | |
| 3424 isogroup13093,-0.1 | |
| 3425 isogroup13094,0.4 | |
| 3426 isogroup13095,-0.3 | |
| 3427 isogroup13096,-1 | |
| 3428 isogroup13097,1.2 | |
| 3429 isogroup13098,-1.9 | |
| 3430 isogroup13099,0.8 | |
| 3431 isogroup131,0 | |
| 3432 isogroup1310,-0.1 | |
| 3433 isogroup13100,1.6 | |
| 3434 isogroup13101,1.3 | |
| 3435 isogroup13102,-0.8 | |
| 3436 isogroup13103,0.1 | |
| 3437 isogroup13104,0.3 | |
| 3438 isogroup13105,0.4 | |
| 3439 isogroup13106,-0.5 | |
| 3440 isogroup13107,-5.1 | |
| 3441 isogroup13108,-0.1 | |
| 3442 isogroup13109,-2.7 | |
| 3443 isogroup1311,1.5 | |
| 3444 isogroup13110,0.6 | |
| 3445 isogroup13112,0.2 | |
| 3446 isogroup13113,0.1 | |
| 3447 isogroup13114,-0.7 | |
| 3448 isogroup13115,1.7 | |
| 3449 isogroup13116,1.1 | |
| 3450 isogroup13117,0.4 | |
| 3451 isogroup13118,2.8 | |
| 3452 isogroup13119,-3.2 | |
| 3453 isogroup1312,0.2 | |
| 3454 isogroup13120,0.1 | |
| 3455 isogroup13121,0.1 | |
| 3456 isogroup13122,0.1 | |
| 3457 isogroup13123,0.3 | |
| 3458 isogroup13124,-0.5 | |
| 3459 isogroup13125,2.2 | |
| 3460 isogroup13126,0.7 | |
| 3461 isogroup13127,1.3 | |
| 3462 isogroup13128,0.9 | |
| 3463 isogroup13129,0.5 | |
| 3464 isogroup1313,1.1 | |
| 3465 isogroup1313.1,-0.6 | |
| 3466 isogroup13130,-0.3 | |
| 3467 isogroup13131,0.7 | |
| 3468 isogroup13132,1.4 | |
| 3469 isogroup13133,-10 | |
| 3470 isogroup13134,-0.1 | |
| 3471 isogroup13135,0.4 | |
| 3472 isogroup13136,-0.2 | |
| 3473 isogroup13137,2.4 | |
| 3474 isogroup13138,-0.3 | |
| 3475 isogroup13139,1 | |
| 3476 isogroup1314,0.3 | |
| 3477 isogroup13140,0.3 | |
| 3478 isogroup13141,3 | |
| 3479 isogroup13142,-0.4 | |
| 3480 isogroup13143,0.7 | |
| 3481 isogroup13144,-4 | |
| 3482 isogroup13145,-0.2 | |
| 3483 isogroup13146,1.1 | |
| 3484 isogroup13147,1.8 | |
| 3485 isogroup13148,0 | |
| 3486 isogroup13149,-0.9 | |
| 3487 isogroup1315,0.3 | |
| 3488 isogroup13150,-4.1 | |
| 3489 isogroup13151,0.1 | |
| 3490 isogroup13152,0.5 | |
| 3491 isogroup13153,-0.1 | |
| 3492 isogroup13154,0.3 | |
| 3493 isogroup13155,-10 | |
| 3494 isogroup13156,-1.3 | |
| 3495 isogroup13157,-0.9 | |
| 3496 isogroup13158,-1.4 | |
| 3497 isogroup13159,0.4 | |
| 3498 isogroup1316,0 | |
| 3499 isogroup13160,0 | |
| 3500 isogroup13161,-6.7 | |
| 3501 isogroup13162,1.1 | |
| 3502 isogroup13163,1.7 | |
| 3503 isogroup13164,-0.3 | |
| 3504 isogroup13165,-0.5 | |
| 3505 isogroup13166,-0.1 | |
| 3506 isogroup13167,0 | |
| 3507 isogroup13168,0.9 | |
| 3508 isogroup13169,-0.2 | |
| 3509 isogroup1317,-0.7 | |
| 3510 isogroup13170,-0.5 | |
| 3511 isogroup13171,-0.1 | |
| 3512 isogroup13172,-1.8 | |
| 3513 isogroup13173,0 | |
| 3514 isogroup13174,0.9 | |
| 3515 isogroup13175,0.1 | |
| 3516 isogroup13176,0.7 | |
| 3517 isogroup13177,0.2 | |
| 3518 isogroup13178,-5.1 | |
| 3519 isogroup13179,1.1 | |
| 3520 isogroup1318,1.1 | |
| 3521 isogroup13180,0.6 | |
| 3522 isogroup13181,-0.1 | |
| 3523 isogroup13182,-0.4 | |
| 3524 isogroup13183,0.3 | |
| 3525 isogroup13184,0 | |
| 3526 isogroup13185,0.5 | |
| 3527 isogroup13186,-0.4 | |
| 3528 isogroup13187,0.3 | |
| 3529 isogroup13188,0.8 | |
| 3530 isogroup13189,-1.6 | |
| 3531 isogroup1319,0.1 | |
| 3532 isogroup13190,-3.5 | |
| 3533 isogroup13191,6.3 | |
| 3534 isogroup13192,0.3 | |
| 3535 isogroup13193,-0.2 | |
| 3536 isogroup13194,-1.9 | |
| 3537 isogroup13195,1.3 | |
| 3538 isogroup13196,-2.9 | |
| 3539 isogroup13197,-0.1 | |
| 3540 isogroup13198,0.2 | |
| 3541 isogroup13199,-1.7 | |
| 3542 isogroup132,0.4 | |
| 3543 isogroup1320,1.9 | |
| 3544 isogroup13200,6.9 | |
| 3545 isogroup13201,3.9 | |
| 3546 isogroup13202,-0.1 | |
| 3547 isogroup13203,0.6 | |
| 3548 isogroup13204,-0.4 | |
| 3549 isogroup13205,0.3 | |
| 3550 isogroup13206,1.2 | |
| 3551 isogroup13207,-0.4 | |
| 3552 isogroup13208,-0.1 | |
| 3553 isogroup13209,0.2 | |
| 3554 isogroup1321,3.4 | |
| 3555 isogroup13210,0.5 | |
| 3556 isogroup13211,0 | |
| 3557 isogroup13212,2.9 | |
| 3558 isogroup13213,0.1 | |
| 3559 isogroup13214,-0.1 | |
| 3560 isogroup13215,0.3 | |
| 3561 isogroup13216,0.1 | |
| 3562 isogroup13217,5.8 | |
| 3563 isogroup13218,-0.3 | |
| 3564 isogroup13219,2.9 | |
| 3565 isogroup1322,4.2 | |
| 3566 isogroup13220,0.4 | |
| 3567 isogroup13221,2.5 | |
| 3568 isogroup13222,4.3 | |
| 3569 isogroup13223,0.4 | |
| 3570 isogroup13224,-7.9 | |
| 3571 isogroup13225,1.2 | |
| 3572 isogroup13226,1.2 | |
| 3573 isogroup13227,-1.1 | |
| 3574 isogroup13228,1 | |
| 3575 isogroup13229,4.1 | |
| 3576 isogroup1323,0.4 | |
| 3577 isogroup13230,-2.3 | |
| 3578 isogroup13231,2 | |
| 3579 isogroup13232,-0.1 | |
| 3580 isogroup13233,-0.3 | |
| 3581 isogroup13234,0 | |
| 3582 isogroup13235,-1.4 | |
| 3583 isogroup13236,0.1 | |
| 3584 isogroup13237,3.3 | |
| 3585 isogroup13238,-0.1 | |
| 3586 isogroup13239,-0.3 | |
| 3587 isogroup1324,0.5 | |
| 3588 isogroup13240,0.4 | |
| 3589 isogroup13241,0.2 | |
| 3590 isogroup13242,-0.9 | |
| 3591 isogroup13243,1.1 | |
| 3592 isogroup13244,-10 | |
| 3593 isogroup13245,0.4 | |
| 3594 isogroup13246,0.1 | |
| 3595 isogroup13248,-2.6 | |
| 3596 isogroup13249,0.2 | |
| 3597 isogroup1325,0.2 | |
| 3598 isogroup13250,1 | |
| 3599 isogroup13251,-3.4 | |
| 3600 isogroup13252,0.2 | |
| 3601 isogroup13253,-10 | |
| 3602 isogroup13254,-0.4 | |
| 3603 isogroup13255,-0.6 | |
| 3604 isogroup13256,0.7 | |
| 3605 isogroup13257,0 | |
| 3606 isogroup13258,1.1 | |
| 3607 isogroup13259,-0.5 | |
| 3608 isogroup1326,-0.6 | |
| 3609 isogroup13260,-1.8 | |
| 3610 isogroup13261,-10 | |
| 3611 isogroup13262,0 | |
| 3612 isogroup13263,-2.3 | |
| 3613 isogroup13264,0.4 | |
| 3614 isogroup13265,4.6 | |
| 3615 isogroup13266,-2.6 | |
| 3616 isogroup13267,0.2 | |
| 3617 isogroup13268,-0.2 | |
| 3618 isogroup13269,0.1 | |
| 3619 isogroup1327,0.9 | |
| 3620 isogroup13270,0 | |
| 3621 isogroup13271,-0.2 | |
| 3622 isogroup13272,0.1 | |
| 3623 isogroup13273,-0.5 | |
| 3624 isogroup13274,0.2 | |
| 3625 isogroup13275,0.2 | |
| 3626 isogroup13276,0.2 | |
| 3627 isogroup13277,0.4 | |
| 3628 isogroup13278,0 | |
| 3629 isogroup13279,-0.2 | |
| 3630 isogroup1328,0.7 | |
| 3631 isogroup13280,-0.7 | |
| 3632 isogroup13281,0 | |
| 3633 isogroup13283,-5.2 | |
| 3634 isogroup13284,-0.8 | |
| 3635 isogroup13285,10 | |
| 3636 isogroup13286,2.1 | |
| 3637 isogroup13287,-0.2 | |
| 3638 isogroup13288,-3.2 | |
| 3639 isogroup13289,-0.6 | |
| 3640 isogroup1329,-1.3 | |
| 3641 isogroup13290,0.5 | |
| 3642 isogroup13291,0.1 | |
| 3643 isogroup13292,4.8 | |
| 3644 isogroup13293,0.6 | |
| 3645 isogroup13294,0.8 | |
| 3646 isogroup13295,1 | |
| 3647 isogroup13296,-0.4 | |
| 3648 isogroup13297,0.6 | |
| 3649 isogroup13298,0.3 | |
| 3650 isogroup13299,-2.3 | |
| 3651 isogroup133,0.8 | |
| 3652 isogroup1330,5.5 | |
| 3653 isogroup13300,2.4 | |
| 3654 isogroup13301,-0.7 | |
| 3655 isogroup13302,0.6 | |
| 3656 isogroup13303,-1.2 | |
| 3657 isogroup13304,0.2 | |
| 3658 isogroup13305,-0.2 | |
| 3659 isogroup13306,0.4 | |
| 3660 isogroup13307,-4.1 | |
| 3661 isogroup13308,1 | |
| 3662 isogroup13309,-0.6 | |
| 3663 isogroup1331,0.4 | |
| 3664 isogroup13310,-0.4 | |
| 3665 isogroup13311,-0.1 | |
| 3666 isogroup13312,0.6 | |
| 3667 isogroup13313,1.3 | |
| 3668 isogroup13314,-0.1 | |
| 3669 isogroup13315,2.1 | |
| 3670 isogroup13316,-10 | |
| 3671 isogroup13317,-0.4 | |
| 3672 isogroup13318,-0.4 | |
| 3673 isogroup13319,0 | |
| 3674 isogroup1332,1.7 | |
| 3675 isogroup13320,0.9 | |
| 3676 isogroup13321,-2.4 | |
| 3677 isogroup13322,-0.8 | |
| 3678 isogroup13323,0 | |
| 3679 isogroup13324,0.1 | |
| 3680 isogroup13325,-0.2 | |
| 3681 isogroup13326,0 | |
| 3682 isogroup13327,0.5 | |
| 3683 isogroup13328,1 | |
| 3684 isogroup13329,0.6 | |
| 3685 isogroup1333,0 | |
| 3686 isogroup13330,-0.7 | |
| 3687 isogroup13331,1.6 | |
| 3688 isogroup13332,0.9 | |
| 3689 isogroup13333,-0.7 | |
| 3690 isogroup13334,0.7 | |
| 3691 isogroup13335,0.2 | |
| 3692 isogroup13337,-0.8 | |
| 3693 isogroup13338,-7.9 | |
| 3694 isogroup13339,-0.4 | |
| 3695 isogroup1334,2 | |
| 3696 isogroup13340,-0.1 | |
| 3697 isogroup13341,0.3 | |
| 3698 isogroup13342,0 | |
| 3699 isogroup13343,0.7 | |
| 3700 isogroup13344,1.3 | |
| 3701 isogroup13345,0 | |
| 3702 isogroup13346,0.5 | |
| 3703 isogroup13347,-0.4 | |
| 3704 isogroup13348,0.4 | |
| 3705 isogroup13349,0.2 | |
| 3706 isogroup13349.2,-0.4 | |
| 3707 isogroup1335,-5.6 | |
| 3708 isogroup13350,0.4 | |
| 3709 isogroup13351,0.2 | |
| 3710 isogroup13352,-0.4 | |
| 3711 isogroup13353,1.3 | |
| 3712 isogroup13354,-0.2 | |
| 3713 isogroup13355,0.2 | |
| 3714 isogroup13356,0.6 | |
| 3715 isogroup13357,0.7 | |
| 3716 isogroup13358,-0.1 | |
| 3717 isogroup13359,-0.7 | |
| 3718 isogroup1336,0.1 | |
| 3719 isogroup13360,0 | |
| 3720 isogroup13361,1.7 | |
| 3721 isogroup13362,0.5 | |
| 3722 isogroup13363,-8.4 | |
| 3723 isogroup13364,-0.9 | |
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| 3725 isogroup13366,0.3 | |
| 3726 isogroup13367,2 | |
| 3727 isogroup13368,0.5 | |
| 3728 isogroup13369,0 | |
| 3729 isogroup1337,5.7 | |
| 3730 isogroup13370,-0.4 | |
| 3731 isogroup13371,0.6 | |
| 3732 isogroup13372,0.4 | |
| 3733 isogroup13373,0.1 | |
| 3734 isogroup13374,-0.2 | |
| 3735 isogroup13375,-0.7 | |
| 3736 isogroup13376,-1.7 | |
| 3737 isogroup13378,-0.8 | |
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| 3739 isogroup1338,0.1 | |
| 3740 isogroup13380,0 | |
| 3741 isogroup13381,0.1 | |
| 3742 isogroup13382,0.3 | |
| 3743 isogroup13383,0.3 | |
| 3744 isogroup13384,1.1 | |
| 3745 isogroup13385,0.8 | |
| 3746 isogroup13387,0.2 | |
| 3747 isogroup13388,1.5 | |
| 3748 isogroup13389,-1 | |
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| 3750 isogroup13390,1.1 | |
| 3751 isogroup13391,-1.9 | |
| 3752 isogroup13392,-0.4 | |
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| 3754 isogroup13394,0.7 | |
| 3755 isogroup13395,0.1 | |
| 3756 isogroup13396,-1.1 | |
| 3757 isogroup13397,0.7 | |
| 3758 isogroup13398,0.4 | |
| 3759 isogroup13399,2.6 | |
| 3760 isogroup134,-0.1 | |
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| 3762 isogroup1340,0.7 | |
| 3763 isogroup13400,0 | |
| 3764 isogroup13401,1.4 | |
| 3765 isogroup13402,-0.2 | |
| 3766 isogroup13403,3.4 | |
| 3767 isogroup13404,1.3 | |
| 3768 isogroup13405,0.5 | |
| 3769 isogroup13406,-0.1 | |
| 3770 isogroup13407,1.5 | |
| 3771 isogroup13408,0.8 | |
| 3772 isogroup13409,-0.1 | |
| 3773 isogroup1341,0 | |
| 3774 isogroup13410,0.5 | |
| 3775 isogroup13411.1,4.7 | |
| 3776 isogroup13412,-0.1 | |
| 3777 isogroup13413,9.9 | |
| 3778 isogroup13415,-0.3 | |
| 3779 isogroup13416,0 | |
| 3780 isogroup13417,0.7 | |
| 3781 isogroup13418,0.6 | |
| 3782 isogroup13419,-1.6 | |
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| 3784 isogroup13420,0.2 | |
| 3785 isogroup13421,0 | |
| 3786 isogroup13422,-0.5 | |
| 3787 isogroup13423,-6.1 | |
| 3788 isogroup13424,0 | |
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| 3790 isogroup13427,1.5 | |
| 3791 isogroup13428,-0.1 | |
| 3792 isogroup13429,0.8 | |
| 3793 isogroup1343,-0.8 | |
| 3794 isogroup13430,-1.3 | |
| 3795 isogroup13431,-0.1 | |
| 3796 isogroup13432,-0.8 | |
| 3797 isogroup13433,1.3 | |
| 3798 isogroup13434,-0.8 | |
| 3799 isogroup13435,0.5 | |
| 3800 isogroup13436,-0.1 | |
| 3801 isogroup13437,-5.7 | |
| 3802 isogroup13438,0 | |
| 3803 isogroup13439,0.5 | |
| 3804 isogroup1344,1.2 | |
| 3805 isogroup13440,0.1 | |
| 3806 isogroup13441,0.5 | |
| 3807 isogroup13442,-0.2 | |
| 3808 isogroup13443,0.1 | |
| 3809 isogroup13444,-0.1 | |
| 3810 isogroup13445,-0.1 | |
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| 3812 isogroup13447,-6.2 | |
| 3813 isogroup13448,-0.8 | |
| 3814 isogroup13449,0.9 | |
| 3815 isogroup1345,0.2 | |
| 3816 isogroup13450,0.7 | |
| 3817 isogroup13451,0.9 | |
| 3818 isogroup13452,0 | |
| 3819 isogroup13453,3 | |
| 3820 isogroup13454,0.2 | |
| 3821 isogroup13455,-0.1 | |
| 3822 isogroup13456,1.5 | |
| 3823 isogroup13457,-0.2 | |
| 3824 isogroup13458,0.5 | |
| 3825 isogroup13459,0.4 | |
| 3826 isogroup1346,1.8 | |
| 3827 isogroup13460,-0.9 | |
| 3828 isogroup13461,1.1 | |
| 3829 isogroup13462,1.3 | |
| 3830 isogroup13463,-1.1 | |
| 3831 isogroup13464,0.1 | |
| 3832 isogroup13465,0.6 | |
| 3833 isogroup13466,0.2 | |
| 3834 isogroup13467,1.5 | |
| 3835 isogroup13468,-0.2 | |
| 3836 isogroup13469,1.3 | |
| 3837 isogroup1347,1.7 | |
| 3838 isogroup13470,0.6 | |
| 3839 isogroup13471,-0.8 | |
| 3840 isogroup13472,-0.9 | |
| 3841 isogroup13473,-0.3 | |
| 3842 isogroup13474,-0.9 | |
| 3843 isogroup13475,0.1 | |
| 3844 isogroup13476,0.3 | |
| 3845 isogroup13477,0.2 | |
| 3846 isogroup13478,0.5 | |
| 3847 isogroup13479,-0.2 | |
| 3848 isogroup1348,-1.4 | |
| 3849 isogroup13480,0.3 | |
| 3850 isogroup13481,-0.2 | |
| 3851 isogroup13482,-1.9 | |
| 3852 isogroup13483,0.2 | |
| 3853 isogroup13484,-5.3 | |
| 3854 isogroup13485,1.8 | |
| 3855 isogroup13486,-1 | |
| 3856 isogroup13487,-1.1 | |
| 3857 isogroup13488,-4.3 | |
| 3858 isogroup13489,0.3 | |
| 3859 isogroup1349,-0.1 | |
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| 3861 isogroup13491,0 | |
| 3862 isogroup13492,0.2 | |
| 3863 isogroup13493,0.4 | |
| 3864 isogroup13494,-1.9 | |
| 3865 isogroup13495,1.4 | |
| 3866 isogroup13496,0.9 | |
| 3867 isogroup13497,-0.4 | |
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| 3869 isogroup13499,0.1 | |
| 3870 isogroup135,5.9 | |
| 3871 isogroup1350,0.5 | |
| 3872 isogroup13500,0 | |
| 3873 isogroup13501,0.3 | |
| 3874 isogroup13502,0.5 | |
| 3875 isogroup13503,0.6 | |
| 3876 isogroup13504,-9.7 | |
| 3877 isogroup13505,-0.2 | |
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| 3879 isogroup13507,1 | |
| 3880 isogroup13508,1.3 | |
| 3881 isogroup13509,-3.3 | |
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| 3883 isogroup13510,-0.2 | |
| 3884 isogroup13511,-0.2 | |
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| 3886 isogroup13513,0.4 | |
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| 3888 isogroup13515,0.3 | |
| 3889 isogroup13516,-0.4 | |
| 3890 isogroup13517,-0.1 | |
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| 3892 isogroup13519,1.6 | |
| 3893 isogroup1352,-0.5 | |
| 3894 isogroup13520,-0.3 | |
| 3895 isogroup13521,0.2 | |
| 3896 isogroup13522,-1.2 | |
| 3897 isogroup13523,0.3 | |
| 3898 isogroup13525,0.4 | |
| 3899 isogroup13526,0.1 | |
| 3900 isogroup13527,0.6 | |
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| 3902 isogroup13529,-2.3 | |
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| 3904 isogroup13530,-4.3 | |
| 3905 isogroup13531,0.6 | |
| 3906 isogroup13532,0.4 | |
| 3907 isogroup13533,0.8 | |
| 3908 isogroup13534,0.9 | |
| 3909 isogroup13535,0.4 | |
| 3910 isogroup13536,7.5 | |
| 3911 isogroup13537,-0.3 | |
| 3912 isogroup13538,1.6 | |
| 3913 isogroup13539,0.3 | |
| 3914 isogroup1354,1.1 | |
| 3915 isogroup13540,-5.6 | |
| 3916 isogroup13541,0.7 | |
| 3917 isogroup13542,-0.9 | |
| 3918 isogroup13543,0.9 | |
| 3919 isogroup13544,-0.2 | |
| 3920 isogroup13545,0.4 | |
| 3921 isogroup13546,-3.6 | |
| 3922 isogroup13547,4.4 | |
| 3923 isogroup13548,-0.2 | |
| 3924 isogroup13549,2.5 | |
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| 3926 isogroup13550,0.2 | |
| 3927 isogroup13551,-0.4 | |
| 3928 isogroup13552,-3.4 | |
| 3929 isogroup13553,0.1 | |
| 3930 isogroup13554,-0.4 | |
| 3931 isogroup13555,1.1 | |
| 3932 isogroup13556,0.2 | |
| 3933 isogroup13557,0.1 | |
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| 3935 isogroup1356,1.6 | |
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| 3937 isogroup13561,-0.4 | |
| 3938 isogroup13562,-0.3 | |
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| 3940 isogroup13563,-0.9 | |
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| 3942 isogroup13565,-8.2 | |
| 3943 isogroup13566,0.1 | |
| 3944 isogroup13567,-3 | |
| 3945 isogroup13568,0.5 | |
| 3946 isogroup13569,-1.1 | |
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| 3948 isogroup13570,5.3 | |
| 3949 isogroup13571,-0.7 | |
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| 3952 isogroup13574,-0.4 | |
| 3953 isogroup13575,0.5 | |
| 3954 isogroup13576,0.5 | |
| 3955 isogroup13577,0.3 | |
| 3956 isogroup13578,1.5 | |
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| 3959 isogroup13580,-4 | |
| 3960 isogroup13581,0.3 | |
| 3961 isogroup13582,-7.2 | |
| 3962 isogroup13583,1.9 | |
| 3963 isogroup13584,-0.4 | |
| 3964 isogroup13585,2.5 | |
| 3965 isogroup13586,1.3 | |
| 3966 isogroup13587,-5.2 | |
| 3967 isogroup13588,0.1 | |
| 3968 isogroup13589,-2.1 | |
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| 3970 isogroup13590,0.3 | |
| 3971 isogroup13591,0 | |
| 3972 isogroup13592,0.3 | |
| 3973 isogroup13593,1.4 | |
| 3974 isogroup13594,0.2 | |
| 3975 isogroup13595,-0.2 | |
| 3976 isogroup13596,0.5 | |
| 3977 isogroup13597,-1.1 | |
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| 3980 isogroup136,-0.1 | |
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| 3984 isogroup13602,3.9 | |
| 3985 isogroup13603,0.2 | |
| 3986 isogroup13604,0.7 | |
| 3987 isogroup13605,-1.2 | |
| 3988 isogroup13606,-1.8 | |
| 3989 isogroup13607,0.4 | |
| 3990 isogroup13608,-1.2 | |
| 3991 isogroup13609,0.3 | |
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| 3993 isogroup13610,0.4 | |
| 3994 isogroup13611,0.3 | |
| 3995 isogroup13612,-0.1 | |
| 3996 isogroup13613,0.6 | |
| 3997 isogroup13614,1 | |
| 3998 isogroup13615,-0.5 | |
| 3999 isogroup13616,-2.5 | |
| 4000 isogroup13617,1.3 | |
| 4001 isogroup13618,-0.2 | |
| 4002 isogroup13619,0.5 | |
| 4003 isogroup1362,1.5 | |
| 4004 isogroup13620,0 | |
| 4005 isogroup13621,1.1 | |
| 4006 isogroup13622,5.7 | |
| 4007 isogroup13623,0.3 | |
| 4008 isogroup13624,-0.8 | |
| 4009 isogroup13625,1 | |
| 4010 isogroup13626,-0.9 | |
| 4011 isogroup13627,-1.3 | |
| 4012 isogroup13628,0.7 | |
| 4013 isogroup13629,-9.9 | |
| 4014 isogroup1363,1 | |
| 4015 isogroup13630,3.1 | |
| 4016 isogroup13631,-0.8 | |
| 4017 isogroup13632,-0.4 | |
| 4018 isogroup13633,1.3 | |
| 4019 isogroup13634,-2.3 | |
| 4020 isogroup13635,0.3 | |
| 4021 isogroup13636,0.8 | |
| 4022 isogroup13637,-0.8 | |
| 4023 isogroup13638,0.4 | |
| 4024 isogroup13639,1.3 | |
| 4025 isogroup1364,1.2 | |
| 4026 isogroup13640,-0.3 | |
| 4027 isogroup13641,0.3 | |
| 4028 isogroup13642,0.3 | |
| 4029 isogroup13643,-1.4 | |
| 4030 isogroup13644,0.5 | |
| 4031 isogroup13645,-0.2 | |
| 4032 isogroup13646,-0.8 | |
| 4033 isogroup13647,-0.4 | |
| 4034 isogroup13648,-2 | |
| 4035 isogroup13649,-1.4 | |
| 4036 isogroup1365,0.4 | |
| 4037 isogroup13650,-1 | |
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| 4039 isogroup13652,-0.3 | |
| 4040 isogroup13653,0.3 | |
| 4041 isogroup13654,0.3 | |
| 4042 isogroup13655,-0.3 | |
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| 4044 isogroup13657,-0.5 | |
| 4045 isogroup13659,0.1 | |
| 4046 isogroup1366,0.7 | |
| 4047 isogroup13660,0.7 | |
| 4048 isogroup13661,0 | |
| 4049 isogroup13662,0.2 | |
| 4050 isogroup13663,0.2 | |
| 4051 isogroup13664,-0.2 | |
| 4052 isogroup13665,-0.9 | |
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| 4055 isogroup13668,0.5 | |
| 4056 isogroup13669,-10 | |
| 4057 isogroup1367,1.5 | |
| 4058 isogroup13670,1.8 | |
| 4059 isogroup13671,-0.1 | |
| 4060 isogroup13672,0.5 | |
| 4061 isogroup13674,-0.7 | |
| 4062 isogroup13675,2.9 | |
| 4063 isogroup13676,0.9 | |
| 4064 isogroup13677,-2.1 | |
| 4065 isogroup13678,0.2 | |
| 4066 isogroup13679,-0.1 | |
| 4067 isogroup1368,0.7 | |
| 4068 isogroup13680,-0.2 | |
| 4069 isogroup13681,0.1 | |
| 4070 isogroup13682,0 | |
| 4071 isogroup13683,-0.5 | |
| 4072 isogroup13684,-1.5 | |
| 4073 isogroup13685,-1.8 | |
| 4074 isogroup13686,-3 | |
| 4075 isogroup13687,0.2 | |
| 4076 isogroup13688,0.3 | |
| 4077 isogroup13689,-0.6 | |
| 4078 isogroup1369,0.6 | |
| 4079 isogroup13690,0.7 | |
| 4080 isogroup13691,0.9 | |
| 4081 isogroup13692,0 | |
| 4082 isogroup13693,0 | |
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| 4086 isogroup13697,0.2 | |
| 4087 isogroup13698,0.6 | |
| 4088 isogroup13699,0.7 | |
| 4089 isogroup137,-0.7 | |
| 4090 isogroup1370,-0.6 | |
| 4091 isogroup13700,-0.1 | |
| 4092 isogroup13701,0.6 | |
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| 4095 isogroup13704,-0.8 | |
| 4096 isogroup13705,0.2 | |
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| 4103 isogroup13711,0.8 | |
| 4104 isogroup13713,-0.7 | |
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| 4107 isogroup13715,0.1 | |
| 4108 isogroup13716,-10 | |
| 4109 isogroup13717,-0.7 | |
| 4110 isogroup13718,-7.4 | |
| 4111 isogroup13719,0.1 | |
| 4112 isogroup1372,2.7 | |
| 4113 isogroup13720,0 | |
| 4114 isogroup13721,0.2 | |
| 4115 isogroup13722,-1.5 | |
| 4116 isogroup13723,0.1 | |
| 4117 isogroup13724,-0.4 | |
| 4118 isogroup13725,1.3 | |
| 4119 isogroup13726,0.2 | |
| 4120 isogroup13727,-0.8 | |
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| 4124 isogroup13730,-0.3 | |
| 4125 isogroup13731,2.7 | |
| 4126 isogroup13732,0.2 | |
| 4127 isogroup13733,-0.5 | |
| 4128 isogroup13734,0 | |
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| 4130 isogroup13736,0.8 | |
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| 4133 isogroup13739,-1.1 | |
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| 4135 isogroup13740,-0.4 | |
| 4136 isogroup13741,0.8 | |
| 4137 isogroup13742,0.4 | |
| 4138 isogroup13743,0.2 | |
| 4139 isogroup13744,-0.4 | |
| 4140 isogroup13745,-1.9 | |
| 4141 isogroup13746,-0.1 | |
| 4142 isogroup13747,0 | |
| 4143 isogroup13748,0.1 | |
| 4144 isogroup13749,0 | |
| 4145 isogroup1375,3.6 | |
| 4146 isogroup13750,-1.7 | |
| 4147 isogroup13751,-0.7 | |
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| 4149 isogroup13753,1 | |
| 4150 isogroup13754,5.6 | |
| 4151 isogroup13755,0.1 | |
| 4152 isogroup13756,1.4 | |
| 4153 isogroup13757,0 | |
| 4154 isogroup13758,0.3 | |
| 4155 isogroup13759,-0.2 | |
| 4156 isogroup1376,0 | |
| 4157 isogroup13761,0.2 | |
| 4158 isogroup13762,0.4 | |
| 4159 isogroup13763,-0.4 | |
| 4160 isogroup13764,-0.1 | |
| 4161 isogroup13765,0.3 | |
| 4162 isogroup13766,-0.5 | |
| 4163 isogroup13767,2 | |
| 4164 isogroup13768,0 | |
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| 4167 isogroup13770,1.5 | |
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| 4176 isogroup13779,-0.4 | |
| 4177 isogroup1378,-0.1 | |
| 4178 isogroup13780,0.6 | |
| 4179 isogroup13781,-0.5 | |
| 4180 isogroup13782,0.3 | |
| 4181 isogroup13783,-0.5 | |
| 4182 isogroup13784,0.7 | |
| 4183 isogroup13785,0.4 | |
| 4184 isogroup13786,2.5 | |
| 4185 isogroup13787,-0.1 | |
| 4186 isogroup13788,1.1 | |
| 4187 isogroup13789,-0.3 | |
| 4188 isogroup1379,1.3 | |
| 4189 isogroup13790,-3.5 | |
| 4190 isogroup13791,0.3 | |
| 4191 isogroup13792,1.6 | |
| 4192 isogroup13793,1.2 | |
| 4193 isogroup13794,-0.1 | |
| 4194 isogroup13795,1.4 | |
| 4195 isogroup13796,0 | |
| 4196 isogroup13797,0.6 | |
| 4197 isogroup13798,0.3 | |
| 4198 isogroup13799,1.7 | |
| 4199 isogroup138,2.5 | |
| 4200 isogroup1380,0 | |
| 4201 isogroup13800,1.5 | |
| 4202 isogroup13801,-5 | |
| 4203 isogroup13802,0.1 | |
| 4204 isogroup13803,1.5 | |
| 4205 isogroup13804,0 | |
| 4206 isogroup13805,-0.3 | |
| 4207 isogroup13806,1.7 | |
| 4208 isogroup13807,0.1 | |
| 4209 isogroup13808,0 | |
| 4210 isogroup13809,0.3 | |
| 4211 isogroup1381,-0.5 | |
| 4212 isogroup13810,0.9 | |
| 4213 isogroup13811,0.2 | |
| 4214 isogroup13812,-2.8 | |
| 4215 isogroup13813,0.1 | |
| 4216 isogroup13814,-1 | |
| 4217 isogroup13815,0.4 | |
| 4218 isogroup13816,1.1 | |
| 4219 isogroup13817,1.3 | |
| 4220 isogroup13818,0.8 | |
| 4221 isogroup13819,1.1 | |
| 4222 isogroup1382,2.9 | |
| 4223 isogroup13820,1.1 | |
| 4224 isogroup13821,-0.4 | |
| 4225 isogroup13822,0.3 | |
| 4226 isogroup13823,-1.7 | |
| 4227 isogroup13824,2.1 | |
| 4228 isogroup13825,-6.4 | |
| 4229 isogroup13826,1.1 | |
| 4230 isogroup13827,1.5 | |
| 4231 isogroup13828,-0.3 | |
| 4232 isogroup13829,0.2 | |
| 4233 isogroup1383,0.3 | |
| 4234 isogroup1383.1,0.1 | |
| 4235 isogroup13831,0 | |
| 4236 isogroup13832,0.3 | |
| 4237 isogroup13833,-0.3 | |
| 4238 isogroup13834,-0.1 | |
| 4239 isogroup13835,0.1 | |
| 4240 isogroup13836,0.9 | |
| 4241 isogroup13837,-3.8 | |
| 4242 isogroup13838,-0.6 | |
| 4243 isogroup13839,-0.8 | |
| 4244 isogroup1384,1.2 | |
| 4245 isogroup13840,0.1 | |
| 4246 isogroup13841,0.6 | |
| 4247 isogroup13842,10 | |
| 4248 isogroup13843,-0.6 | |
| 4249 isogroup13844,-5.6 | |
| 4250 isogroup13845,-2.3 | |
| 4251 isogroup13846,-3.4 | |
| 4252 isogroup13847,0.4 | |
| 4253 isogroup13848.1,1 | |
| 4254 isogroup13849,-0.4 | |
| 4255 isogroup1385,1.8 | |
| 4256 isogroup13850,0.6 | |
| 4257 isogroup13851,0.4 | |
| 4258 isogroup13852,0.3 | |
| 4259 isogroup13853,-0.3 | |
| 4260 isogroup13854,0 | |
| 4261 isogroup13855,-2 | |
| 4262 isogroup13856,1.5 | |
| 4263 isogroup13858,-1.7 | |
| 4264 isogroup13859,1 | |
| 4265 isogroup1386,1 | |
| 4266 isogroup13860,0.1 | |
| 4267 isogroup13861,-0.2 | |
| 4268 isogroup13862,0.2 | |
| 4269 isogroup13863,0.5 | |
| 4270 isogroup13864,0.4 | |
| 4271 isogroup13865,0.4 | |
| 4272 isogroup13866,0.3 | |
| 4273 isogroup13867,0.6 | |
| 4274 isogroup13868,0.7 | |
| 4275 isogroup13869,0.7 | |
| 4276 isogroup1387,0.1 | |
| 4277 isogroup13870,0.7 | |
| 4278 isogroup13871,-10 | |
| 4279 isogroup13872,-1.2 | |
| 4280 isogroup13873,-0.3 | |
| 4281 isogroup13874,-0.2 | |
| 4282 isogroup13875,-0.5 | |
| 4283 isogroup13876,-0.3 | |
| 4284 isogroup13877,-0.7 | |
| 4285 isogroup13878,0.5 | |
| 4286 isogroup13879,-2.5 | |
| 4287 isogroup1388,1 | |
| 4288 isogroup13880,0.8 | |
| 4289 isogroup13881,-4.7 | |
| 4290 isogroup13882,3.9 | |
| 4291 isogroup13883,0 | |
| 4292 isogroup13884,-1.5 | |
| 4293 isogroup13885,10 | |
| 4294 isogroup13886,0.3 | |
| 4295 isogroup13887,-0.3 | |
| 4296 isogroup13888,-0.2 | |
| 4297 isogroup13889,0 | |
| 4298 isogroup1389,0 | |
| 4299 isogroup13890,0.8 | |
| 4300 isogroup13891,0.3 | |
| 4301 isogroup13892,-0.5 | |
| 4302 isogroup13893,1.5 | |
| 4303 isogroup13894,-0.8 | |
| 4304 isogroup13895,1.2 | |
| 4305 isogroup13896,3.9 | |
| 4306 isogroup13897,2.2 | |
| 4307 isogroup13898,0.6 | |
| 4308 isogroup13899,0.7 | |
| 4309 isogroup139,0.1 | |
| 4310 isogroup1390,2.2 | |
| 4311 isogroup13900,-0.5 | |
| 4312 isogroup13901,0 | |
| 4313 isogroup13903,1.2 | |
| 4314 isogroup13904,-0.5 | |
| 4315 isogroup13905,-3.4 | |
| 4316 isogroup13906,-0.4 | |
| 4317 isogroup13907,-0.4 | |
| 4318 isogroup13908,0.1 | |
| 4319 isogroup13909,1.1 | |
| 4320 isogroup1391,3.3 | |
| 4321 isogroup13910,0.5 | |
| 4322 isogroup13911,1.3 | |
| 4323 isogroup13912,0 | |
| 4324 isogroup13913,0.4 | |
| 4325 isogroup13914,3.6 | |
| 4326 isogroup13915,-10 | |
| 4327 isogroup13916,0.8 | |
| 4328 isogroup13917,0 | |
| 4329 isogroup13918,-0.2 | |
| 4330 isogroup13919,-0.5 | |
| 4331 isogroup1392,0.8 | |
| 4332 isogroup1392.1,0.2 | |
| 4333 isogroup13920,-0.4 | |
| 4334 isogroup13921,0.6 | |
| 4335 isogroup13922,-0.6 | |
| 4336 isogroup13923,-6.2 | |
| 4337 isogroup13924,0.4 | |
| 4338 isogroup13925,0.4 | |
| 4339 isogroup13926,0.1 | |
| 4340 isogroup13927,0 | |
| 4341 isogroup13928,0.1 | |
| 4342 isogroup13929,-0.3 | |
| 4343 isogroup1393,0.4 | |
| 4344 isogroup13930,0.3 | |
| 4345 isogroup13931,0 | |
| 4346 isogroup13932,-0.6 | |
| 4347 isogroup13933,1.1 | |
| 4348 isogroup13934,0.3 | |
| 4349 isogroup13935,0.8 | |
| 4350 isogroup13936,0 | |
| 4351 isogroup13937,1 | |
| 4352 isogroup13938,-0.4 | |
| 4353 isogroup13939,-0.1 | |
| 4354 isogroup1394,0.7 | |
| 4355 isogroup13940,-0.1 | |
| 4356 isogroup13941,0.5 | |
| 4357 isogroup13943,-6.4 | |
| 4358 isogroup13944,0.1 | |
| 4359 isogroup13945,-1.1 | |
| 4360 isogroup13946,0.2 | |
| 4361 isogroup13947,0.1 | |
| 4362 isogroup13948,5 | |
| 4363 isogroup13949,-5.2 | |
| 4364 isogroup1395,1.7 | |
| 4365 isogroup13950,2.1 | |
| 4366 isogroup13951,-0.7 | |
| 4367 isogroup13952,0.2 | |
| 4368 isogroup13953,0.9 | |
| 4369 isogroup13954,1.2 | |
| 4370 isogroup13955,0.2 | |
| 4371 isogroup13956,0.4 | |
| 4372 isogroup13957,-0.2 | |
| 4373 isogroup13958,-0.4 | |
| 4374 isogroup13959,0.2 | |
| 4375 isogroup1396,3.3 | |
| 4376 isogroup13960,-0.8 | |
| 4377 isogroup13961,-0.1 | |
| 4378 isogroup13962,-4.8 | |
| 4379 isogroup13963,1 | |
| 4380 isogroup13964,0.2 | |
| 4381 isogroup13965,0 | |
| 4382 isogroup13966,-0.6 | |
| 4383 isogroup13967,-9.3 | |
| 4384 isogroup13968,0.3 | |
| 4385 isogroup13969,-0.4 | |
| 4386 isogroup1397,0.6 | |
| 4387 isogroup13970,0.1 | |
| 4388 isogroup13971,10 | |
| 4389 isogroup13972,0 | |
| 4390 isogroup13973,0.1 | |
| 4391 isogroup13974,1.1 | |
| 4392 isogroup13975,0.3 | |
| 4393 isogroup13976,-0.9 | |
| 4394 isogroup13976.1,0.3 | |
| 4395 isogroup13977,-0.4 | |
| 4396 isogroup13978,1 | |
| 4397 isogroup13979,-2.4 | |
| 4398 isogroup13980,0.8 | |
| 4399 isogroup13981,0.3 | |
| 4400 isogroup13982,-1.2 | |
| 4401 isogroup13983,-1.6 | |
| 4402 isogroup13984,0.3 | |
| 4403 isogroup13985,0 | |
| 4404 isogroup13986,0.9 | |
| 4405 isogroup13988,0.3 | |
| 4406 isogroup13989,-0.6 | |
| 4407 isogroup1399,-0.2 | |
| 4408 isogroup13990,0.6 | |
| 4409 isogroup13991,-0.2 | |
| 4410 isogroup13992,0.2 | |
| 4411 isogroup13993,-0.3 | |
| 4412 isogroup13994,-10 | |
| 4413 isogroup13995,0.4 | |
| 4414 isogroup13996,1.1 | |
| 4415 isogroup13997,-0.3 | |
| 4416 isogroup13998,-1.6 | |
| 4417 isogroup13999,9.2 | |
| 4418 isogroup14,0 | |
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| 4420 isogroup140,1.2 | |
| 4421 isogroup1400,3.8 | |
| 4422 isogroup14000,0.3 | |
| 4423 isogroup14001,0.2 | |
| 4424 isogroup14002,-1.5 | |
| 4425 isogroup14003,-0.1 | |
| 4426 isogroup14004,-8.4 | |
| 4427 isogroup14005,0.3 | |
| 4428 isogroup14006,0 | |
| 4429 isogroup14007,-8.7 | |
| 4430 isogroup14008,-0.2 | |
| 4431 isogroup14009,-0.3 | |
| 4432 isogroup1401,0.2 | |
| 4433 isogroup14010,0.3 | |
| 4434 isogroup14011,-0.1 | |
| 4435 isogroup14012,-0.3 | |
| 4436 isogroup14013,0 | |
| 4437 isogroup14014,-0.5 | |
| 4438 isogroup14015,-0.3 | |
| 4439 isogroup14016,0.4 | |
| 4440 isogroup14017,0.9 | |
| 4441 isogroup14018,0.7 | |
| 4442 isogroup14019,0.1 | |
| 4443 isogroup1402,0.3 | |
| 4444 isogroup14020,-0.2 | |
| 4445 isogroup14021,0.1 | |
| 4446 isogroup14022,1.5 | |
| 4447 isogroup14022.1,-0.6 | |
| 4448 isogroup14023,-0.9 | |
| 4449 isogroup14024,0.3 | |
| 4450 isogroup14025,-0.2 | |
| 4451 isogroup14026,1.1 | |
| 4452 isogroup14027,0 | |
| 4453 isogroup14028,0.3 | |
| 4454 isogroup14029,-0.1 | |
| 4455 isogroup1403,0.3 | |
| 4456 isogroup14030,3.5 | |
| 4457 isogroup14031,0.4 | |
| 4458 isogroup14032,-0.8 | |
| 4459 isogroup14033,-0.4 | |
| 4460 isogroup14034,0.1 | |
| 4461 isogroup14035,0.7 | |
| 4462 isogroup14036,-0.1 | |
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| 4464 isogroup14038,-1.5 | |
| 4465 isogroup14039,0 | |
| 4466 isogroup14040,0 | |
| 4467 isogroup14041,-0.4 | |
| 4468 isogroup14042,2.9 | |
| 4469 isogroup14043,-0.1 | |
| 4470 isogroup14044,0.7 | |
| 4471 isogroup14045,0.6 | |
| 4472 isogroup14047,-0.3 | |
| 4473 isogroup14048,-0.9 | |
| 4474 isogroup14049,0.4 | |
| 4475 isogroup1405,0.1 | |
| 4476 isogroup14050,1.3 | |
| 4477 isogroup14051,-1.8 | |
| 4478 isogroup14052,-0.6 | |
| 4479 isogroup14052.1,0.5 | |
| 4480 isogroup14053,-0.7 | |
| 4481 isogroup14054,0.5 | |
| 4482 isogroup14055,0.5 | |
| 4483 isogroup14056,-0.1 | |
| 4484 isogroup14057,3.2 | |
| 4485 isogroup14058,-0.6 | |
| 4486 isogroup14059,-0.2 | |
| 4487 isogroup1406,0.1 | |
| 4488 isogroup14060,0.3 | |
| 4489 isogroup14061,-0.6 | |
| 4490 isogroup14062,0.4 | |
| 4491 isogroup14063,-0.4 | |
| 4492 isogroup14064,2 | |
| 4493 isogroup14065,-0.9 | |
| 4494 isogroup14066,-4.3 | |
| 4495 isogroup14067,0.5 | |
| 4496 isogroup14068,-0.3 | |
| 4497 isogroup14069,0.7 | |
| 4498 isogroup1407,1 | |
| 4499 isogroup14070,0.3 | |
| 4500 isogroup14072,1.1 | |
| 4501 isogroup14073,0.2 | |
| 4502 isogroup14074,0.1 | |
| 4503 isogroup14075,-0.5 | |
| 4504 isogroup14076,0.5 | |
| 4505 isogroup14077,-0.2 | |
| 4506 isogroup14078,1.9 | |
| 4507 isogroup14079,1.9 | |
| 4508 isogroup1408,0 | |
| 4509 isogroup14080,-1.6 | |
| 4510 isogroup14081,3.1 | |
| 4511 isogroup14082,0.8 | |
| 4512 isogroup14083,0.5 | |
| 4513 isogroup14084,-0.2 | |
| 4514 isogroup14085,1.2 | |
| 4515 isogroup14086,1 | |
| 4516 isogroup14087,0.6 | |
| 4517 isogroup14088,-0.1 | |
| 4518 isogroup14089,1.7 | |
| 4519 isogroup1409,0.9 | |
| 4520 isogroup14090,-0.3 | |
| 4521 isogroup14091,0.2 | |
| 4522 isogroup14092,1.9 | |
| 4523 isogroup14093,0.6 | |
| 4524 isogroup14094,-1.2 | |
| 4525 isogroup14095,0.3 | |
| 4526 isogroup14096,1.5 | |
| 4527 isogroup14097,-1.8 | |
| 4528 isogroup14098,-7 | |
| 4529 isogroup14099,1.6 | |
| 4530 isogroup141,0.8 | |
| 4531 isogroup1410,1 | |
| 4532 isogroup14100,-1.7 | |
| 4533 isogroup14101,0.2 | |
| 4534 isogroup14102,0.5 | |
| 4535 isogroup14103,0.2 | |
| 4536 isogroup14104,-0.6 | |
| 4537 isogroup14105,0.4 | |
| 4538 isogroup14106,4.4 | |
| 4539 isogroup14107,-8.7 | |
| 4540 isogroup14108,0.8 | |
| 4541 isogroup14109,0.6 | |
| 4542 isogroup1411,0.6 | |
| 4543 isogroup14110,-2.6 | |
| 4544 isogroup14111,-0.5 | |
| 4545 isogroup14112,1.7 | |
| 4546 isogroup14113,2 | |
| 4547 isogroup14114,-1.7 | |
| 4548 isogroup14115,0.8 | |
| 4549 isogroup14116,-2.3 | |
| 4550 isogroup14117,-1.7 | |
| 4551 isogroup14119,0.3 | |
| 4552 isogroup1412,6.3 | |
| 4553 isogroup14120,-0.4 | |
| 4554 isogroup14121,1 | |
| 4555 isogroup14122,0.5 | |
| 4556 isogroup14123,0 | |
| 4557 isogroup14124,-0.5 | |
| 4558 isogroup14125,1 | |
| 4559 isogroup14126,0.2 | |
| 4560 isogroup14127,0 | |
| 4561 isogroup14128,0.2 | |
| 4562 isogroup14129,0.8 | |
| 4563 isogroup1413,1 | |
| 4564 isogroup14130,-0.2 | |
| 4565 isogroup14132,0.8 | |
| 4566 isogroup14133,-0.1 | |
| 4567 isogroup14134,0.9 | |
| 4568 isogroup14135,3.4 | |
| 4569 isogroup14136,1.2 | |
| 4570 isogroup14137,0.3 | |
| 4571 isogroup14138,1.3 | |
| 4572 isogroup14139,0 | |
| 4573 isogroup1414,4.2 | |
| 4574 isogroup14140,1.7 | |
| 4575 isogroup14141,0.1 | |
| 4576 isogroup14142,-1.1 | |
| 4577 isogroup14143,0.3 | |
| 4578 isogroup14144,0.4 | |
| 4579 isogroup14145,-10 | |
| 4580 isogroup14146,-1.6 | |
| 4581 isogroup14147,0 | |
| 4582 isogroup14148,-0.4 | |
| 4583 isogroup14149,-0.7 | |
| 4584 isogroup1415,0.9 | |
| 4585 isogroup14150,-1.5 | |
| 4586 isogroup14151,-0.3 | |
| 4587 isogroup14152,-0.6 | |
| 4588 isogroup14153,1.2 | |
| 4589 isogroup14154,-0.5 | |
| 4590 isogroup14155,0.4 | |
| 4591 isogroup14156,-0.8 | |
| 4592 isogroup14158,1.1 | |
| 4593 isogroup14159,-10 | |
| 4594 isogroup1416,1.2 | |
| 4595 isogroup14160,0 | |
| 4596 isogroup14161,-0.1 | |
| 4597 isogroup14162,0.3 | |
| 4598 isogroup14164,0.2 | |
| 4599 isogroup14165,0.7 | |
| 4600 isogroup14166,7.9 | |
| 4601 isogroup14167,1.5 | |
| 4602 isogroup14168,0.3 | |
| 4603 isogroup14169,0.9 | |
| 4604 isogroup1417,1.3 | |
| 4605 isogroup14170,-0.2 | |
| 4606 isogroup14172,-3.6 | |
| 4607 isogroup14173,0.8 | |
| 4608 isogroup14174,0.1 | |
| 4609 isogroup14175,-2.5 | |
| 4610 isogroup14176,0.5 | |
| 4611 isogroup14177,0.9 | |
| 4612 isogroup14178,0.7 | |
| 4613 isogroup14179,0 | |
| 4614 isogroup1418,0.6 | |
| 4615 isogroup14180,-4.7 | |
| 4616 isogroup14181,-0.5 | |
| 4617 isogroup14182,-0.7 | |
| 4618 isogroup14183,-0.4 | |
| 4619 isogroup14184,0.9 | |
| 4620 isogroup14185,0.2 | |
| 4621 isogroup14186,-7.6 | |
| 4622 isogroup14187,0.5 | |
| 4623 isogroup14188,0.1 | |
| 4624 isogroup14189,-3.3 | |
| 4625 isogroup1419,2.2 | |
| 4626 isogroup14190,0.3 | |
| 4627 isogroup14191,-2 | |
| 4628 isogroup14192,-10 | |
| 4629 isogroup14193,0.2 | |
| 4630 isogroup14194,-0.4 | |
| 4631 isogroup14195,-0.4 | |
| 4632 isogroup14196,-6.1 | |
| 4633 isogroup14197,1.5 | |
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| 4635 isogroup14199,-1 | |
| 4636 isogroup142,2 | |
| 4637 isogroup1420,-0.2 | |
| 4638 isogroup14200,0.2 | |
| 4639 isogroup14201,0.5 | |
| 4640 isogroup14202,-0.4 | |
| 4641 isogroup14203,0.4 | |
| 4642 isogroup14204,0.2 | |
| 4643 isogroup14205,0.5 | |
| 4644 isogroup14206,-1.4 | |
| 4645 isogroup14207,0.5 | |
| 4646 isogroup14208,0.3 | |
| 4647 isogroup14209,1.1 | |
| 4648 isogroup1421,-0.8 | |
| 4649 isogroup14210,0.5 | |
| 4650 isogroup14211,-10 | |
| 4651 isogroup14212,0.1 | |
| 4652 isogroup14213,-10 | |
| 4653 isogroup14214,-0.3 | |
| 4654 isogroup14215,-1 | |
| 4655 isogroup14216,-0.2 | |
| 4656 isogroup14218,-0.5 | |
| 4657 isogroup14219,-0.8 | |
| 4658 isogroup1422,-5 | |
| 4659 isogroup14220,0 | |
| 4660 isogroup14221,1 | |
| 4661 isogroup14222,0 | |
| 4662 isogroup14223,-10 | |
| 4663 isogroup14224,0.2 | |
| 4664 isogroup14225,-0.6 | |
| 4665 isogroup14226,0.3 | |
| 4666 isogroup14227,0.6 | |
| 4667 isogroup14228,0.6 | |
| 4668 isogroup14229,0.2 | |
| 4669 isogroup1423,-0.2 | |
| 4670 isogroup14231,-0.3 | |
| 4671 isogroup14232,-0.9 | |
| 4672 isogroup14233,3.4 | |
| 4673 isogroup14235,-0.7 | |
| 4674 isogroup14236,0.4 | |
| 4675 isogroup14237,2.3 | |
| 4676 isogroup14238,-0.1 | |
| 4677 isogroup14239,0.2 | |
| 4678 isogroup1424,-0.5 | |
| 4679 isogroup14241,0.9 | |
| 4680 isogroup14242,-9.6 | |
| 4681 isogroup14243,-0.5 | |
| 4682 isogroup14244,-1.7 | |
| 4683 isogroup14245,0 | |
| 4684 isogroup14246,0.8 | |
| 4685 isogroup14247,-0.1 | |
| 4686 isogroup14248,0.2 | |
| 4687 isogroup14249,0.4 | |
| 4688 isogroup1425,0.3 | |
| 4689 isogroup14250,2.8 | |
| 4690 isogroup14251,-0.2 | |
| 4691 isogroup14252,0.5 | |
| 4692 isogroup14253,0 | |
| 4693 isogroup14254,1 | |
| 4694 isogroup14255,0.5 | |
| 4695 isogroup14256,-3.8 | |
| 4696 isogroup14257,-0.6 | |
| 4697 isogroup14258,-0.3 | |
| 4698 isogroup14259,-2.7 | |
| 4699 isogroup1426,2.1 | |
| 4700 isogroup14260,-0.1 | |
| 4701 isogroup14261,0 | |
| 4702 isogroup14262,-1.5 | |
| 4703 isogroup14263,0.6 | |
| 4704 isogroup14264,0.6 | |
| 4705 isogroup14265,0.8 | |
| 4706 isogroup14266,-0.9 | |
| 4707 isogroup14267,1.3 | |
| 4708 isogroup14268,-1 | |
| 4709 isogroup14269,-0.4 | |
| 4710 isogroup1427,1.3 | |
| 4711 isogroup14270,-0.7 | |
| 4712 isogroup14271,-0.6 | |
| 4713 isogroup14272,0.1 | |
| 4714 isogroup14273,0.3 | |
| 4715 isogroup14274,0.2 | |
| 4716 isogroup14275,1.8 | |
| 4717 isogroup14276,2.4 | |
| 4718 isogroup14277,0 | |
| 4719 isogroup14278,0.2 | |
| 4720 isogroup14279,-0.3 | |
| 4721 isogroup1428,0.2 | |
| 4722 isogroup14280,-5.7 | |
| 4723 isogroup14281,-0.8 | |
| 4724 isogroup14282,3.3 | |
| 4725 isogroup14283,0.1 | |
| 4726 isogroup14284,0.1 | |
| 4727 isogroup14285,0.1 | |
| 4728 isogroup14286,0.4 | |
| 4729 isogroup14287,-2.6 | |
| 4730 isogroup14288,0.1 | |
| 4731 isogroup14289,-0.9 | |
| 4732 isogroup1429,2.8 | |
| 4733 isogroup14290,-2.1 | |
| 4734 isogroup14291,-6.4 | |
| 4735 isogroup14292,-0.6 | |
| 4736 isogroup14293,0.3 | |
| 4737 isogroup14294,0 | |
| 4738 isogroup14295,1.3 | |
| 4739 isogroup14296,-3 | |
| 4740 isogroup14297,0.4 | |
| 4741 isogroup14298,0.5 | |
| 4742 isogroup14299,-1 | |
| 4743 isogroup143,5.2 | |
| 4744 isogroup1430,1.7 | |
| 4745 isogroup14300,-3.4 | |
| 4746 isogroup14301,0.6 | |
| 4747 isogroup14303,0.6 | |
| 4748 isogroup14304,-0.2 | |
| 4749 isogroup14305,0 | |
| 4750 isogroup14306,-10 | |
| 4751 isogroup14307,-2.9 | |
| 4752 isogroup14308,-1.5 | |
| 4753 isogroup14309,-4.5 | |
| 4754 isogroup1431,0 | |
| 4755 isogroup14310,-3.9 | |
| 4756 isogroup14311,-0.4 | |
| 4757 isogroup14312,-10 | |
| 4758 isogroup14313,0.2 | |
| 4759 isogroup14314,-0.4 | |
| 4760 isogroup14315,-1.1 | |
| 4761 isogroup14316,0.8 | |
| 4762 isogroup14317,1.5 | |
| 4763 isogroup14318,1.4 | |
| 4764 isogroup14319,0.7 | |
| 4765 isogroup1432,0.2 | |
| 4766 isogroup14320,-2.5 | |
| 4767 isogroup14321,-0.1 | |
| 4768 isogroup14322,1 | |
| 4769 isogroup14323,0.1 | |
| 4770 isogroup14324,6 | |
| 4771 isogroup14325,-0.6 | |
| 4772 isogroup14326,-0.5 | |
| 4773 isogroup14327,0.1 | |
| 4774 isogroup14328,0 | |
| 4775 isogroup14329,-0.6 | |
| 4776 isogroup1433,0 | |
| 4777 isogroup14330,-1 | |
| 4778 isogroup14331,0.7 | |
| 4779 isogroup14332,0.5 | |
| 4780 isogroup14333,0.7 | |
| 4781 isogroup14334,-0.7 | |
| 4782 isogroup14335,-0.1 | |
| 4783 isogroup14336,5.5 | |
| 4784 isogroup14337,-0.9 | |
| 4785 isogroup14338,-0.2 | |
| 4786 isogroup1434,1.1 | |
| 4787 isogroup14340,-8.1 | |
| 4788 isogroup14341,-4.2 | |
| 4789 isogroup14342,-1 | |
| 4790 isogroup14343,1.1 | |
| 4791 isogroup14344,2 | |
| 4792 isogroup14345,1.4 | |
| 4793 isogroup14346,-1.6 | |
| 4794 isogroup14347,0.3 | |
| 4795 isogroup14348,-5.8 | |
| 4796 isogroup14349,-5.9 | |
| 4797 isogroup1435,3.3 | |
| 4798 isogroup14350,-0.9 | |
| 4799 isogroup14351,1.5 | |
| 4800 isogroup14352,-0.3 | |
| 4801 isogroup14353,3 | |
| 4802 isogroup14354,1.8 | |
| 4803 isogroup14355,0.1 | |
| 4804 isogroup14356,0.5 | |
| 4805 isogroup14357,-0.2 | |
| 4806 isogroup14358,0.2 | |
| 4807 isogroup14359,10 | |
| 4808 isogroup1436,0.1 | |
| 4809 isogroup1436.1,-3 | |
| 4810 isogroup14360,0.7 | |
| 4811 isogroup14361,-0.3 | |
| 4812 isogroup14362,-0.4 | |
| 4813 isogroup14363,-0.5 | |
| 4814 isogroup14364,-0.4 | |
| 4815 isogroup14365,0.1 | |
| 4816 isogroup14366,2.5 | |
| 4817 isogroup14367,-0.3 | |
| 4818 isogroup14368,-2 | |
| 4819 isogroup14369,0 | |
| 4820 isogroup1437,0.2 | |
| 4821 isogroup14370,0 | |
| 4822 isogroup14372,2.4 | |
| 4823 isogroup14373,1.5 | |
| 4824 isogroup14374,0.6 | |
| 4825 isogroup14375,2.7 | |
| 4826 isogroup14376,-2.4 | |
| 4827 isogroup14377,1.4 | |
| 4828 isogroup14378,-2.3 | |
| 4829 isogroup14379,-2.8 | |
| 4830 isogroup1438,1.1 | |
| 4831 isogroup14380,-10 | |
| 4832 isogroup14381,1.4 | |
| 4833 isogroup14382,-1.1 | |
| 4834 isogroup14383,-0.4 | |
| 4835 isogroup14384,1.5 | |
| 4836 isogroup14385,0.4 | |
| 4837 isogroup14386,2.5 | |
| 4838 isogroup14387,-3.2 | |
| 4839 isogroup14388,-0.6 | |
| 4840 isogroup14389,-0.5 | |
| 4841 isogroup1439,-3.9 | |
| 4842 isogroup14390,0.3 | |
| 4843 isogroup14391,-1.4 | |
| 4844 isogroup14392,0.6 | |
| 4845 isogroup14393,-0.4 | |
| 4846 isogroup14394,0.1 | |
| 4847 isogroup14395,-0.4 | |
| 4848 isogroup14396,0 | |
| 4849 isogroup14397,0.1 | |
| 4850 isogroup14398,-2.1 | |
| 4851 isogroup14399,1.1 | |
| 4852 isogroup144,0 | |
| 4853 isogroup1440,-7 | |
| 4854 isogroup14400,0.7 | |
| 4855 isogroup14401,-1.4 | |
| 4856 isogroup14402,-0.4 | |
| 4857 isogroup14403,-0.4 | |
| 4858 isogroup14404,0.6 | |
| 4859 isogroup14407,-1.2 | |
| 4860 isogroup14408,-1.7 | |
| 4861 isogroup14409,1.7 | |
| 4862 isogroup1441,0.1 | |
| 4863 isogroup14410,1.4 | |
| 4864 isogroup14411,1.4 | |
| 4865 isogroup14412,1.7 | |
| 4866 isogroup14413,0.3 | |
| 4867 isogroup14414,0 | |
| 4868 isogroup14415,-0.7 | |
| 4869 isogroup14416,3 | |
| 4870 isogroup14417,-0.3 | |
| 4871 isogroup14418,0.2 | |
| 4872 isogroup14419,0.1 | |
| 4873 isogroup1442,0.5 | |
| 4874 isogroup14420,-0.3 | |
| 4875 isogroup14421,-1.1 | |
| 4876 isogroup14422,0.4 | |
| 4877 isogroup14423,1.7 | |
| 4878 isogroup14424,0.1 | |
| 4879 isogroup14425,0.3 | |
| 4880 isogroup14426,2.5 | |
| 4881 isogroup14427,-0.3 | |
| 4882 isogroup14428,0.5 | |
| 4883 isogroup14429,-0.1 | |
| 4884 isogroup1443,-0.4 | |
| 4885 isogroup14430,-1.7 | |
| 4886 isogroup14431,-0.8 | |
| 4887 isogroup14432,0 | |
| 4888 isogroup14433,0.4 | |
| 4889 isogroup14434,-0.1 | |
| 4890 isogroup14435,1 | |
| 4891 isogroup14436,2.6 | |
| 4892 isogroup14437,1.2 | |
| 4893 isogroup14439,0.6 | |
| 4894 isogroup1444,0 | |
| 4895 isogroup14440,0.5 | |
| 4896 isogroup14441,-1.8 | |
| 4897 isogroup14442,-0.2 | |
| 4898 isogroup14443,0.2 | |
| 4899 isogroup14444,0.8 | |
| 4900 isogroup14445,0.4 | |
| 4901 isogroup14446,-0.7 | |
| 4902 isogroup14447,0.2 | |
| 4903 isogroup14448,-0.6 | |
| 4904 isogroup14449,-0.6 | |
| 4905 isogroup1445,1.5 | |
| 4906 isogroup14450,0.1 | |
| 4907 isogroup14451,-0.2 | |
| 4908 isogroup14452,1 | |
| 4909 isogroup14453,-2.4 | |
| 4910 isogroup14454,0.4 | |
| 4911 isogroup14455,0 | |
| 4912 isogroup14456,0 | |
| 4913 isogroup14457,0 | |
| 4914 isogroup14458,0.5 | |
| 4915 isogroup14459,1.6 | |
| 4916 isogroup1446,0.4 | |
| 4917 isogroup14460,4.1 | |
| 4918 isogroup14461,-7.3 | |
| 4919 isogroup14462,-0.1 | |
| 4920 isogroup14463,1.2 | |
| 4921 isogroup14464,-0.4 | |
| 4922 isogroup14465,-2.1 | |
| 4923 isogroup14466,1 | |
| 4924 isogroup14467,0.5 | |
| 4925 isogroup14468,0.3 | |
| 4926 isogroup14469,-0.4 | |
| 4927 isogroup1447,-0.2 | |
| 4928 isogroup14470,0.2 | |
| 4929 isogroup14471,0.3 | |
| 4930 isogroup14472,-0.8 | |
| 4931 isogroup14473,2.5 | |
| 4932 isogroup14474,-0.6 | |
| 4933 isogroup14475,0.1 | |
| 4934 isogroup14476,0 | |
| 4935 isogroup14477,0.2 | |
| 4936 isogroup14478,0 | |
| 4937 isogroup14479,0.6 | |
| 4938 isogroup1448,0.2 | |
| 4939 isogroup14480,0.5 | |
| 4940 isogroup14481,3.3 | |
| 4941 isogroup14482,-0.1 | |
| 4942 isogroup14483,-6.3 | |
| 4943 isogroup14484,0.8 | |
| 4944 isogroup14485,0.2 | |
| 4945 isogroup14486,-0.6 | |
| 4946 isogroup14487,0.6 | |
| 4947 isogroup14488,2.1 | |
| 4948 isogroup14489,-0.7 | |
| 4949 isogroup1449,-0.1 | |
| 4950 isogroup14490,0 | |
| 4951 isogroup14491,7.5 | |
| 4952 isogroup14492,-1.4 | |
| 4953 isogroup14493,1.5 | |
| 4954 isogroup14494,0.2 | |
| 4955 isogroup14495,0.1 | |
| 4956 isogroup14496,-0.2 | |
| 4957 isogroup14497,1.6 | |
| 4958 isogroup14498,0.5 | |
| 4959 isogroup14499,0.1 | |
| 4960 isogroup145,2.1 | |
| 4961 isogroup1450,0 | |
| 4962 isogroup14500,-8.8 | |
| 4963 isogroup14501,-0.5 | |
| 4964 isogroup14502,1.2 | |
| 4965 isogroup14503,1.1 | |
| 4966 isogroup14504,1.3 | |
| 4967 isogroup14505,0.1 | |
| 4968 isogroup14506,-0.3 | |
| 4969 isogroup14507,6.5 | |
| 4970 isogroup14508,2.7 | |
| 4971 isogroup14509,0.1 | |
| 4972 isogroup1451,-0.4 | |
| 4973 isogroup14510,0.4 | |
| 4974 isogroup14511,0.6 | |
| 4975 isogroup14512,-8.5 | |
| 4976 isogroup14513,-0.9 | |
| 4977 isogroup14514,0.2 | |
| 4978 isogroup14515,2.2 | |
| 4979 isogroup14516,2.8 | |
| 4980 isogroup14517,0 | |
| 4981 isogroup14518,0.5 | |
| 4982 isogroup14519,0.4 | |
| 4983 isogroup1452,0.5 | |
| 4984 isogroup14520,2.6 | |
| 4985 isogroup14521,0 | |
| 4986 isogroup14522,0 | |
| 4987 isogroup14523,0.2 | |
| 4988 isogroup14524,-1.7 | |
| 4989 isogroup14525,-0.6 | |
| 4990 isogroup14526,-0.8 | |
| 4991 isogroup14527,0.4 | |
| 4992 isogroup14528,-4.3 | |
| 4993 isogroup14529,-3.4 | |
| 4994 isogroup1453,-0.3 | |
| 4995 isogroup14530,0.6 | |
| 4996 isogroup14531,0 | |
| 4997 isogroup14532,0 | |
| 4998 isogroup14533,-1.2 | |
| 4999 isogroup14534,-0.3 | |
| 5000 isogroup14535,1.3 | |
| 5001 isogroup14536,-0.5 | |
| 5002 isogroup14537,0.7 | |
| 5003 isogroup14538,-0.2 | |
| 5004 isogroup14539,0.1 | |
| 5005 isogroup14540,0.9 | |
| 5006 isogroup14541,0.5 | |
| 5007 isogroup14542,0.2 | |
| 5008 isogroup14543,0 | |
| 5009 isogroup14544,3.5 | |
| 5010 isogroup14545,0.3 | |
| 5011 isogroup14547,0.7 | |
| 5012 isogroup14548,0 | |
| 5013 isogroup14549,0.5 | |
| 5014 isogroup1455,-0.7 | |
| 5015 isogroup14550,3.8 | |
| 5016 isogroup14551,2.7 | |
| 5017 isogroup14552,0.1 | |
| 5018 isogroup14553,2.8 | |
| 5019 isogroup14554,0 | |
| 5020 isogroup14555,-0.8 | |
| 5021 isogroup14556,0 | |
| 5022 isogroup14557,0.3 | |
| 5023 isogroup14558,-0.3 | |
| 5024 isogroup14559,-0.4 | |
| 5025 isogroup1456,0.7 | |
| 5026 isogroup14560,0.2 | |
| 5027 isogroup14561,-7.7 | |
| 5028 isogroup14562,-1.9 | |
| 5029 isogroup14563,-0.7 | |
| 5030 isogroup14564,0.6 | |
| 5031 isogroup14565,2.1 | |
| 5032 isogroup14566,0.5 | |
| 5033 isogroup14567,0 | |
| 5034 isogroup14568,-1.9 | |
| 5035 isogroup14569,-0.6 | |
| 5036 isogroup1457,0 | |
| 5037 isogroup14570,0 | |
| 5038 isogroup14571,1.6 | |
| 5039 isogroup14572,3.3 | |
| 5040 isogroup14573,-2.2 | |
| 5041 isogroup14574,0.1 | |
| 5042 isogroup14575,-1.5 | |
| 5043 isogroup14576,1.7 | |
| 5044 isogroup14577,0.4 | |
| 5045 isogroup14578,-0.3 | |
| 5046 isogroup14579,0 | |
| 5047 isogroup1458,0.7 | |
| 5048 isogroup14580,-0.3 | |
| 5049 isogroup14581,0.3 | |
| 5050 isogroup14582,-1.2 | |
| 5051 isogroup14583,-0.2 | |
| 5052 isogroup14584,-3.9 | |
| 5053 isogroup14585,0.5 | |
| 5054 isogroup14586,1.3 | |
| 5055 isogroup14587,0.3 | |
| 5056 isogroup14588,1.1 | |
| 5057 isogroup14589,-0.1 | |
| 5058 isogroup1459,3.1 | |
| 5059 isogroup14590,0.6 | |
| 5060 isogroup14591,-0.5 | |
| 5061 isogroup14592,3.4 | |
| 5062 isogroup14593,0 | |
| 5063 isogroup14594,0.6 | |
| 5064 isogroup14595,-0.6 | |
| 5065 isogroup14596,-0.1 | |
| 5066 isogroup14597,0 | |
| 5067 isogroup14598,2 | |
| 5068 isogroup14599,-0.2 | |
| 5069 isogroup146,1.8 | |
| 5070 isogroup1460,2.8 | |
| 5071 isogroup14600,0.3 | |
| 5072 isogroup14601,0.1 | |
| 5073 isogroup14602,0 | |
| 5074 isogroup14603,2.4 | |
| 5075 isogroup14604,-2.7 | |
| 5076 isogroup14605,0.4 | |
| 5077 isogroup14606,-1.9 | |
| 5078 isogroup14607,2.6 | |
| 5079 isogroup14608,1.4 | |
| 5080 isogroup14609,0.7 | |
| 5081 isogroup1461,-8.4 | |
| 5082 isogroup14610,0.3 | |
| 5083 isogroup14611,-1.7 | |
| 5084 isogroup14612,0.4 | |
| 5085 isogroup14613,0.9 | |
| 5086 isogroup14614,-1.1 | |
| 5087 isogroup14615,-0.4 | |
| 5088 isogroup14616,1.4 | |
| 5089 isogroup14617,0.3 | |
| 5090 isogroup14618,-3.5 | |
| 5091 isogroup14619,0.2 | |
| 5092 isogroup1462,0.2 | |
| 5093 isogroup14620,0.7 | |
| 5094 isogroup14621,-0.3 | |
| 5095 isogroup14622,0.4 | |
| 5096 isogroup14623,0.1 | |
| 5097 isogroup14624,-0.1 | |
| 5098 isogroup14625,-9.5 | |
| 5099 isogroup14626,-0.4 | |
| 5100 isogroup14627,-0.1 | |
| 5101 isogroup14628,1 | |
| 5102 isogroup14629,2.1 | |
| 5103 isogroup1463,-0.3 | |
| 5104 isogroup14630,-0.7 | |
| 5105 isogroup14631,-1.9 | |
| 5106 isogroup14632,-1.5 | |
| 5107 isogroup14633,-0.5 | |
| 5108 isogroup14634,-0.1 | |
| 5109 isogroup14636,0.5 | |
| 5110 isogroup14637,0.5 | |
| 5111 isogroup14638,-3.3 | |
| 5112 isogroup14639,-0.6 | |
| 5113 isogroup1464,2.4 | |
| 5114 isogroup14640,-0.1 | |
| 5115 isogroup14641,-0.3 | |
| 5116 isogroup14642,1.1 | |
| 5117 isogroup14643,-0.1 | |
| 5118 isogroup14644,-0.1 | |
| 5119 isogroup14645,-0.3 | |
| 5120 isogroup14646,0.4 | |
| 5121 isogroup14647,-0.9 | |
| 5122 isogroup14648,-0.3 | |
| 5123 isogroup14649,0.9 | |
| 5124 isogroup1465,3.3 | |
| 5125 isogroup14650,-0.2 | |
| 5126 isogroup14652,-7.6 | |
| 5127 isogroup14653,0.8 | |
| 5128 isogroup14654,-1.7 | |
| 5129 isogroup14655,3.3 | |
| 5130 isogroup14656,0.3 | |
| 5131 isogroup14657,1.2 | |
| 5132 isogroup14658,1.1 | |
| 5133 isogroup14659,0.5 | |
| 5134 isogroup1466,-0.7 | |
| 5135 isogroup1466.1,-0.2 | |
| 5136 isogroup1466.2,3.8 | |
| 5137 isogroup14660,1.3 | |
| 5138 isogroup14661,-7.4 | |
| 5139 isogroup14662,0.3 | |
| 5140 isogroup14663,0.1 | |
| 5141 isogroup14664,1.5 | |
| 5142 isogroup14665,-0.9 | |
| 5143 isogroup14666,-0.2 | |
| 5144 isogroup14667,0.1 | |
| 5145 isogroup14668,1 | |
| 5146 isogroup14669,1.5 | |
| 5147 isogroup1467,-0.4 | |
| 5148 isogroup14670,0.2 | |
| 5149 isogroup14671,1.9 | |
| 5150 isogroup14672,-0.9 | |
| 5151 isogroup14673,1.4 | |
| 5152 isogroup14674,-1.4 | |
| 5153 isogroup14675,-0.5 | |
| 5154 isogroup14676,-0.8 | |
| 5155 isogroup14677,6.7 | |
| 5156 isogroup14678,-0.8 | |
| 5157 isogroup14679,0 | |
| 5158 isogroup1468,2.7 | |
| 5159 isogroup14680,-0.1 | |
| 5160 isogroup14681,0.5 | |
| 5161 isogroup14682,0.5 | |
| 5162 isogroup14683,-0.7 | |
| 5163 isogroup14684,7.2 | |
| 5164 isogroup14685,0.8 | |
| 5165 isogroup14686,0.4 | |
| 5166 isogroup14687,0.7 | |
| 5167 isogroup14688,-2.7 | |
| 5168 isogroup14689,-0.5 | |
| 5169 isogroup1469,0.3 | |
| 5170 isogroup14690,2.8 | |
| 5171 isogroup14691,0 | |
| 5172 isogroup14692,0.4 | |
| 5173 isogroup14693,0.2 | |
| 5174 isogroup14694,-0.1 | |
| 5175 isogroup14695,-0.1 | |
| 5176 isogroup14696,4.8 | |
| 5177 isogroup14697,-3.3 | |
| 5178 isogroup14698,-0.7 | |
| 5179 isogroup14699,-1.2 | |
| 5180 isogroup147,1 | |
| 5181 isogroup1470,0 | |
| 5182 isogroup14700,0 | |
| 5183 isogroup14703,-5.2 | |
| 5184 isogroup14704,2 | |
| 5185 isogroup14705,-4.6 | |
| 5186 isogroup14706,1.2 | |
| 5187 isogroup14707,0.6 | |
| 5188 isogroup14708,-0.2 | |
| 5189 isogroup14709,0.3 | |
| 5190 isogroup1471,0.2 | |
| 5191 isogroup14710,-0.4 | |
| 5192 isogroup14711,-0.2 | |
| 5193 isogroup14712,-4 | |
| 5194 isogroup14713,1.2 | |
| 5195 isogroup14714,-5.7 | |
| 5196 isogroup14715,1.6 | |
| 5197 isogroup14716,0 | |
| 5198 isogroup14717,0.5 | |
| 5199 isogroup14718,-8.1 | |
| 5200 isogroup14719,1.3 | |
| 5201 isogroup1472,1.1 | |
| 5202 isogroup14720,-1.5 | |
| 5203 isogroup14721,0.9 | |
| 5204 isogroup14722,0 | |
| 5205 isogroup14723,-0.6 | |
| 5206 isogroup14724,0.9 | |
| 5207 isogroup14725,-0.7 | |
| 5208 isogroup14726,0.5 | |
| 5209 isogroup14727,0.6 | |
| 5210 isogroup14728,0 | |
| 5211 isogroup14729,-2.2 | |
| 5212 isogroup1473,0.9 | |
| 5213 isogroup14730,1.3 | |
| 5214 isogroup14731,0.3 | |
| 5215 isogroup14732,0.2 | |
| 5216 isogroup14733,0.2 | |
| 5217 isogroup14734,-1 | |
| 5218 isogroup14735,1.6 | |
| 5219 isogroup14736,-0.2 | |
| 5220 isogroup14737,-0.6 | |
| 5221 isogroup14738,0.5 | |
| 5222 isogroup14739,0.3 | |
| 5223 isogroup1474,3.8 | |
| 5224 isogroup14740,-0.1 | |
| 5225 isogroup14741,-0.8 | |
| 5226 isogroup14742,-1.6 | |
| 5227 isogroup14743,0 | |
| 5228 isogroup14744,-0.5 | |
| 5229 isogroup14745,5 | |
| 5230 isogroup14746,0.7 | |
| 5231 isogroup14747,-0.1 | |
| 5232 isogroup14748,1 | |
| 5233 isogroup14749,-0.7 | |
| 5234 isogroup1475,0.6 | |
| 5235 isogroup14750,-0.5 | |
| 5236 isogroup14751,0.2 | |
| 5237 isogroup14752,-6.6 | |
| 5238 isogroup14753,0.2 | |
| 5239 isogroup14754,1.1 | |
| 5240 isogroup14755,0.5 | |
| 5241 isogroup14756,0 | |
| 5242 isogroup14757,0.2 | |
| 5243 isogroup14758,-0.1 | |
| 5244 isogroup14759,-1.3 | |
| 5245 isogroup1476,1.4 | |
| 5246 isogroup14760,0.2 | |
| 5247 isogroup14761,0.5 | |
| 5248 isogroup14762,1.2 | |
| 5249 isogroup14763,-1 | |
| 5250 isogroup14764,-10 | |
| 5251 isogroup14765,-0.5 | |
| 5252 isogroup14766,0.1 | |
| 5253 isogroup14767,0 | |
| 5254 isogroup14768,0.2 | |
| 5255 isogroup14769,0.3 | |
| 5256 isogroup1477,1.6 | |
| 5257 isogroup14770,1 | |
| 5258 isogroup14771,0 | |
| 5259 isogroup14772,-0.2 | |
| 5260 isogroup14773,0.2 | |
| 5261 isogroup14774,0 | |
| 5262 isogroup14775,1.7 | |
| 5263 isogroup14776,0.3 | |
| 5264 isogroup14777,-0.1 | |
| 5265 isogroup14778,-0.3 | |
| 5266 isogroup14779,10 | |
| 5267 isogroup1478,0.5 | |
| 5268 isogroup14780,-0.6 | |
| 5269 isogroup14781,-10 | |
| 5270 isogroup14782,-0.4 | |
| 5271 isogroup14783,1.1 | |
| 5272 isogroup14784,1.2 | |
| 5273 isogroup14785,-0.1 | |
| 5274 isogroup14786,0.3 | |
| 5275 isogroup14787,1.2 | |
| 5276 isogroup14788,-0.7 | |
| 5277 isogroup14789,2.1 | |
| 5278 isogroup1479,2.7 | |
| 5279 isogroup14790,0.5 | |
| 5280 isogroup14791,0.7 | |
| 5281 isogroup14792,-0.5 | |
| 5282 isogroup14793,-8 | |
| 5283 isogroup14794,0.7 | |
| 5284 isogroup14795,0.3 | |
| 5285 isogroup14796,-1 | |
| 5286 isogroup14797,-0.3 | |
| 5287 isogroup14798,3.1 | |
| 5288 isogroup14799,-1.1 | |
| 5289 isogroup148,3.4 | |
| 5290 isogroup1480,1.7 | |
| 5291 isogroup14800,0.1 | |
| 5292 isogroup14801,1.3 | |
| 5293 isogroup14802,-0.2 | |
| 5294 isogroup14803,-0.2 | |
| 5295 isogroup14804,-1.1 | |
| 5296 isogroup14805,0 | |
| 5297 isogroup14806,-0.3 | |
| 5298 isogroup14807,-0.3 | |
| 5299 isogroup14808,0.9 | |
| 5300 isogroup14809,-0.5 | |
| 5301 isogroup1481,0.6 | |
| 5302 isogroup14810,-0.8 | |
| 5303 isogroup14811,0 | |
| 5304 isogroup14812,-3.5 | |
| 5305 isogroup14813,0.3 | |
| 5306 isogroup14814,0.4 | |
| 5307 isogroup14815,0.7 | |
| 5308 isogroup14816,0.2 | |
| 5309 isogroup14817,0.8 | |
| 5310 isogroup14818,1.6 | |
| 5311 isogroup14819,1.3 | |
| 5312 isogroup1482,0 | |
| 5313 isogroup14820,0.2 | |
| 5314 isogroup14820.1,0.3 | |
| 5315 isogroup14821,-0.6 | |
| 5316 isogroup14822,1.1 | |
| 5317 isogroup14823,0 | |
| 5318 isogroup14824,-0.1 | |
| 5319 isogroup14825,0.5 | |
| 5320 isogroup14826,0.3 | |
| 5321 isogroup14827,0.1 | |
| 5322 isogroup14828,0.5 | |
| 5323 isogroup14829,-7.6 | |
| 5324 isogroup1483,-2.6 | |
| 5325 isogroup14830,0.1 | |
| 5326 isogroup14831,-0.5 | |
| 5327 isogroup14832,1.2 | |
| 5328 isogroup14833,-1.4 | |
| 5329 isogroup14834,1.1 | |
| 5330 isogroup14835,-0.3 | |
| 5331 isogroup14836,0.2 | |
| 5332 isogroup14837,-0.1 | |
| 5333 isogroup14838,0.3 | |
| 5334 isogroup14839,-0.3 | |
| 5335 isogroup1484,0.4 | |
| 5336 isogroup14840,0 | |
| 5337 isogroup14841,0.4 | |
| 5338 isogroup14842,0.4 | |
| 5339 isogroup14843,0.7 | |
| 5340 isogroup14844,1.3 | |
| 5341 isogroup14845,4.2 | |
| 5342 isogroup14846,0.3 | |
| 5343 isogroup14847,1.1 | |
| 5344 isogroup14848,0.4 | |
| 5345 isogroup14849,1.5 | |
| 5346 isogroup1485,0.2 | |
| 5347 isogroup14850,0 | |
| 5348 isogroup14851,2.4 | |
| 5349 isogroup14852,-10 | |
| 5350 isogroup14853,-10 | |
| 5351 isogroup14854,0.2 | |
| 5352 isogroup14855,0 | |
| 5353 isogroup14856,1.1 | |
| 5354 isogroup14857,0 | |
| 5355 isogroup14858,0.2 | |
| 5356 isogroup1486,1.8 | |
| 5357 isogroup14860,-9 | |
| 5358 isogroup14861,-0.3 | |
| 5359 isogroup14862,0.6 | |
| 5360 isogroup14863,0.1 | |
| 5361 isogroup14864,0.7 | |
| 5362 isogroup14865,-1.2 | |
| 5363 isogroup14866,-2 | |
| 5364 isogroup14868,0.3 | |
| 5365 isogroup14869,-0.5 | |
| 5366 isogroup1487,0.6 | |
| 5367 isogroup14870,0.9 | |
| 5368 isogroup14871,0.7 | |
| 5369 isogroup14872,0.6 | |
| 5370 isogroup14873,0.1 | |
| 5371 isogroup14874,-2.4 | |
| 5372 isogroup14875,1.7 | |
| 5373 isogroup14877,0.7 | |
| 5374 isogroup14878,-0.1 | |
| 5375 isogroup1488,1.6 | |
| 5376 isogroup14880,-0.2 | |
| 5377 isogroup14881,-2.2 | |
| 5378 isogroup14882,0.4 | |
| 5379 isogroup14883,-5.8 | |
| 5380 isogroup14885,-0.1 | |
| 5381 isogroup14886,0.1 | |
| 5382 isogroup14887,8.9 | |
| 5383 isogroup14888,1.9 | |
| 5384 isogroup14889,0.2 | |
| 5385 isogroup1489,0.3 | |
| 5386 isogroup14890,-0.1 | |
| 5387 isogroup14891,-0.7 | |
| 5388 isogroup14892,0.1 | |
| 5389 isogroup14893,-0.2 | |
| 5390 isogroup14894,0.9 | |
| 5391 isogroup14895,0.1 | |
| 5392 isogroup14896,1.3 | |
| 5393 isogroup14897,2.1 | |
| 5394 isogroup14898,1.3 | |
| 5395 isogroup14899,0.1 | |
| 5396 isogroup149,0.6 | |
| 5397 isogroup1490,0.4 | |
| 5398 isogroup14900,4.9 | |
| 5399 isogroup14901,-0.2 | |
| 5400 isogroup14902,0.6 | |
| 5401 isogroup14903,-0.4 | |
| 5402 isogroup14904,-0.2 | |
| 5403 isogroup14905,0.5 | |
| 5404 isogroup14906,0.8 | |
| 5405 isogroup14907,0.3 | |
| 5406 isogroup14908,0.6 | |
| 5407 isogroup14909,0.2 | |
| 5408 isogroup1491,-0.1 | |
| 5409 isogroup14910,-0.2 | |
| 5410 isogroup14911,-0.2 | |
| 5411 isogroup14912,-1 | |
| 5412 isogroup14913,-1.5 | |
| 5413 isogroup14914,-0.8 | |
| 5414 isogroup14915,1.8 | |
| 5415 isogroup14916,-0.2 | |
| 5416 isogroup14917,-8.9 | |
| 5417 isogroup14918,2.2 | |
| 5418 isogroup14919,-0.4 | |
| 5419 isogroup1492,0.3 | |
| 5420 isogroup14920,0.6 | |
| 5421 isogroup14921,-0.8 | |
| 5422 isogroup14922,0.1 | |
| 5423 isogroup14923,1.6 | |
| 5424 isogroup14924,-0.9 | |
| 5425 isogroup14925,0.5 | |
| 5426 isogroup14926,0.2 | |
| 5427 isogroup14927,-0.8 | |
| 5428 isogroup14928,0.1 | |
| 5429 isogroup14929,3.2 | |
| 5430 isogroup1493,0.7 | |
| 5431 isogroup14930,0.3 | |
| 5432 isogroup14931,1.3 | |
| 5433 isogroup14932,0.5 | |
| 5434 isogroup14933,-0.3 | |
| 5435 isogroup14934,-2 | |
| 5436 isogroup14935,0.1 | |
| 5437 isogroup14936,0.7 | |
| 5438 isogroup14937,0.3 | |
| 5439 isogroup14938,0.5 | |
| 5440 isogroup14939,-0.7 | |
| 5441 isogroup1494,3 | |
| 5442 isogroup14940,0.1 | |
| 5443 isogroup14942,0 | |
| 5444 isogroup14943,-1.5 | |
| 5445 isogroup14944,4.1 | |
| 5446 isogroup14945,0.4 | |
| 5447 isogroup14946,1 | |
| 5448 isogroup14947,0.2 | |
| 5449 isogroup14948,0 | |
| 5450 isogroup14949,-0.3 | |
| 5451 isogroup1495,2.3 | |
| 5452 isogroup14950,-10 | |
| 5453 isogroup14951,0 | |
| 5454 isogroup14952,-8.1 | |
| 5455 isogroup14953,0.4 | |
| 5456 isogroup14954,-0.3 | |
| 5457 isogroup14956,1.1 | |
| 5458 isogroup14958,0.3 | |
| 5459 isogroup14959,0 | |
| 5460 isogroup1496,-0.1 | |
| 5461 isogroup14960,-1 | |
| 5462 isogroup14961,-1.9 | |
| 5463 isogroup14962,0.2 | |
| 5464 isogroup14963,-1.3 | |
| 5465 isogroup14964,0.7 | |
| 5466 isogroup14965,1.6 | |
| 5467 isogroup14966,0 | |
| 5468 isogroup14967,1.8 | |
| 5469 isogroup14968,-10 | |
| 5470 isogroup14969,0.6 | |
| 5471 isogroup1497,0.2 | |
| 5472 isogroup14970,-0.1 | |
| 5473 isogroup14972,0.2 | |
| 5474 isogroup14973,1 | |
| 5475 isogroup14974,-0.3 | |
| 5476 isogroup14975,0.2 | |
| 5477 isogroup14976,-3.1 | |
| 5478 isogroup14977,-0.8 | |
| 5479 isogroup14978,0.5 | |
| 5480 isogroup14979,-0.3 | |
| 5481 isogroup1498,1.6 | |
| 5482 isogroup14980,4.6 | |
| 5483 isogroup14981,0.3 | |
| 5484 isogroup14982,-0.8 | |
| 5485 isogroup14983,2 | |
| 5486 isogroup14985,-3.1 | |
| 5487 isogroup14986,0 | |
| 5488 isogroup14987,1.4 | |
| 5489 isogroup14988,3.5 | |
| 5490 isogroup14989,1.7 | |
| 5491 isogroup1499,1 | |
| 5492 isogroup1499.1,0 | |
| 5493 isogroup14991,0.2 | |
| 5494 isogroup14992,0.6 | |
| 5495 isogroup14993,-0.2 | |
| 5496 isogroup14994,-0.1 | |
| 5497 isogroup14995,-0.1 | |
| 5498 isogroup14996,-0.2 | |
| 5499 isogroup14997,-0.2 | |
| 5500 isogroup14998,-3.9 | |
| 5501 isogroup14999,-0.6 | |
| 5502 isogroup15,0.4 | |
| 5503 isogroup15.1,0 | |
| 5504 isogroup15.2,0.1 | |
| 5505 isogroup150,2.2 | |
| 5506 isogroup1500,0 | |
| 5507 isogroup15000,0.3 | |
| 5508 isogroup15001,1.5 | |
| 5509 isogroup15002,0.3 | |
| 5510 isogroup15003,2.5 | |
| 5511 isogroup15005,-0.4 | |
| 5512 isogroup15006,-0.7 | |
| 5513 isogroup15007,0.4 | |
| 5514 isogroup15008,0.9 | |
| 5515 isogroup15009,0 | |
| 5516 isogroup1501,-0.4 | |
| 5517 isogroup15010,0.1 | |
| 5518 isogroup15011,0.1 | |
| 5519 isogroup15012,-0.4 | |
| 5520 isogroup15013,-0.2 | |
| 5521 isogroup15014,1.3 | |
| 5522 isogroup15015,-0.4 | |
| 5523 isogroup15016,-0.3 | |
| 5524 isogroup15017,0.6 | |
| 5525 isogroup15019,-0.3 | |
| 5526 isogroup1502,9.1 | |
| 5527 isogroup15020,-1 | |
| 5528 isogroup15021,0.3 | |
| 5529 isogroup15022,2.8 | |
| 5530 isogroup15023,0.8 | |
| 5531 isogroup15024,-1.2 | |
| 5532 isogroup15025,0.7 | |
| 5533 isogroup15026,-0.5 | |
| 5534 isogroup15027,0.2 | |
| 5535 isogroup15028,0.1 | |
| 5536 isogroup15029,0.9 | |
| 5537 isogroup1503,0.9 | |
| 5538 isogroup15030,0.8 | |
| 5539 isogroup15031,1 | |
| 5540 isogroup15032,-0.2 | |
| 5541 isogroup15033,-0.5 | |
| 5542 isogroup15034,-3.6 | |
| 5543 isogroup15035,1.6 | |
| 5544 isogroup15036,0 | |
| 5545 isogroup15037,2.8 | |
| 5546 isogroup15038,0.2 | |
| 5547 isogroup15039,0.7 | |
| 5548 isogroup1504,0.3 | |
| 5549 isogroup15040,-2.1 | |
| 5550 isogroup15041,0.6 | |
| 5551 isogroup15042,1.2 | |
| 5552 isogroup15043,-0.5 | |
| 5553 isogroup15044,-2.1 | |
| 5554 isogroup15045,-0.9 | |
| 5555 isogroup15046,-0.1 | |
| 5556 isogroup15047,-7 | |
| 5557 isogroup15048,1.8 | |
| 5558 isogroup15049,1.5 | |
| 5559 isogroup1505,0.6 | |
| 5560 isogroup15051,-0.7 | |
| 5561 isogroup15052,0.7 | |
| 5562 isogroup15053,0.1 | |
| 5563 isogroup15054,-0.1 | |
| 5564 isogroup15055,-0.1 | |
| 5565 isogroup15056,0.1 | |
| 5566 isogroup15057,-1.6 | |
| 5567 isogroup15058,1.1 | |
| 5568 isogroup15059,0.1 | |
| 5569 isogroup1506,0.5 | |
| 5570 isogroup15060,0.5 | |
| 5571 isogroup15061,-0.2 | |
| 5572 isogroup15062,1.4 | |
| 5573 isogroup15063,0.8 | |
| 5574 isogroup15064,0 | |
| 5575 isogroup15065,1 | |
| 5576 isogroup15066,2.7 | |
| 5577 isogroup15067,0.4 | |
| 5578 isogroup15068,-0.2 | |
| 5579 isogroup15069,0.6 | |
| 5580 isogroup1507,0.3 | |
| 5581 isogroup15070,-0.7 | |
| 5582 isogroup15071,0.3 | |
| 5583 isogroup15072,-1 | |
| 5584 isogroup15073,1.3 | |
| 5585 isogroup15074,0.2 | |
| 5586 isogroup15075,7.9 | |
| 5587 isogroup15076,-1.8 | |
| 5588 isogroup15077,1.1 | |
| 5589 isogroup15079,-0.1 | |
| 5590 isogroup15080,0.7 | |
| 5591 isogroup15081,-0.1 | |
| 5592 isogroup15082,-0.7 | |
| 5593 isogroup15083,1.3 | |
| 5594 isogroup15084,-1.8 | |
| 5595 isogroup15085,0.1 | |
| 5596 isogroup15086,0.1 | |
| 5597 isogroup15087,-10 | |
| 5598 isogroup15088,0.1 | |
| 5599 isogroup15089,-0.1 | |
| 5600 isogroup1509,0.3 | |
| 5601 isogroup15090,0.2 | |
| 5602 isogroup15091,0.7 | |
| 5603 isogroup15092,0.6 | |
| 5604 isogroup15093,-0.9 | |
| 5605 isogroup15094,-0.7 | |
| 5606 isogroup15095,-4 | |
| 5607 isogroup15096,0.7 | |
| 5608 isogroup15097,0.5 | |
| 5609 isogroup15099,0.2 | |
| 5610 isogroup151,0.5 | |
| 5611 isogroup1510,0.6 | |
| 5612 isogroup15100,0.2 | |
| 5613 isogroup15101,-0.1 | |
| 5614 isogroup15102,-0.2 | |
| 5615 isogroup15103,0.1 | |
| 5616 isogroup15104,0.5 | |
| 5617 isogroup15105,0.2 | |
| 5618 isogroup15106,3.2 | |
| 5619 isogroup15107,-10 | |
| 5620 isogroup15108,-0.4 | |
| 5621 isogroup15109,1.3 | |
| 5622 isogroup1511,2.3 | |
| 5623 isogroup15110,-0.4 | |
| 5624 isogroup15111,-0.1 | |
| 5625 isogroup15112,-0.1 | |
| 5626 isogroup15113,-0.4 | |
| 5627 isogroup15114,-0.1 | |
| 5628 isogroup15115,0.5 | |
| 5629 isogroup15116,0.3 | |
| 5630 isogroup15117,-2.3 | |
| 5631 isogroup15118,0.2 | |
| 5632 isogroup15119,0.6 | |
| 5633 isogroup1512,0.9 | |
| 5634 isogroup15120,0.8 | |
| 5635 isogroup15121,0.6 | |
| 5636 isogroup15122,1.5 | |
| 5637 isogroup15124,6.6 | |
| 5638 isogroup15125,0.6 | |
| 5639 isogroup15126,-0.8 | |
| 5640 isogroup15127,0.8 | |
| 5641 isogroup15128,0 | |
| 5642 isogroup15129,0.4 | |
| 5643 isogroup1513,0.2 | |
| 5644 isogroup15130,-9.2 | |
| 5645 isogroup15131,0.8 | |
| 5646 isogroup15132,0.1 | |
| 5647 isogroup15133,-0.2 | |
| 5648 isogroup15134,-9.9 | |
| 5649 isogroup15135,0 | |
| 5650 isogroup15136,0.3 | |
| 5651 isogroup15137,-0.8 | |
| 5652 isogroup15138,0.2 | |
| 5653 isogroup15139,-0.8 | |
| 5654 isogroup1514,0.3 | |
| 5655 isogroup15140,-0.4 | |
| 5656 isogroup15141,0.7 | |
| 5657 isogroup15142,0.1 | |
| 5658 isogroup15143,-0.2 | |
| 5659 isogroup15144,1.1 | |
| 5660 isogroup15145,-1.7 | |
| 5661 isogroup15146,-0.6 | |
| 5662 isogroup15147,0.9 | |
| 5663 isogroup15148,0.1 | |
| 5664 isogroup15149,0.2 | |
| 5665 isogroup1515,0.8 | |
| 5666 isogroup15150,1.9 | |
| 5667 isogroup15151,-0.4 | |
| 5668 isogroup15152,0 | |
| 5669 isogroup15153,2.3 | |
| 5670 isogroup15154,0.3 | |
| 5671 isogroup15155,1.2 | |
| 5672 isogroup15156,0 | |
| 5673 isogroup15157,0 | |
| 5674 isogroup15158,-0.2 | |
| 5675 isogroup15159,-0.2 | |
| 5676 isogroup1516,1.6 | |
| 5677 isogroup15160,-1.5 | |
| 5678 isogroup15161,4.7 | |
| 5679 isogroup15162,0.8 | |
| 5680 isogroup15163,1.1 | |
| 5681 isogroup15164,-0.3 | |
| 5682 isogroup15165,1.1 | |
| 5683 isogroup15166,3.2 | |
| 5684 isogroup15167,2.6 | |
| 5685 isogroup15168,0.6 | |
| 5686 isogroup15169,2.4 | |
| 5687 isogroup1517,0 | |
| 5688 isogroup15170,4.4 | |
| 5689 isogroup15171,0.5 | |
| 5690 isogroup15172,-3.7 | |
| 5691 isogroup15173,0.7 | |
| 5692 isogroup15174,0.4 | |
| 5693 isogroup15175,-1 | |
| 5694 isogroup15176,0.1 | |
| 5695 isogroup15177,-0.8 | |
| 5696 isogroup15178,-0.3 | |
| 5697 isogroup15179,0.8 | |
| 5698 isogroup1518,2.4 | |
| 5699 isogroup15180,-3.1 | |
| 5700 isogroup15181,0.8 | |
| 5701 isogroup15182,0.5 | |
| 5702 isogroup15183,0.6 | |
| 5703 isogroup15184,1.7 | |
| 5704 isogroup15185,-0.9 | |
| 5705 isogroup15186,0.2 | |
| 5706 isogroup15187,0.5 | |
| 5707 isogroup15188,-0.2 | |
| 5708 isogroup15189,-5.6 | |
| 5709 isogroup1519,-2.4 | |
| 5710 isogroup1519.1,-2.7 | |
| 5711 isogroup15190,-0.4 | |
| 5712 isogroup15191,0 | |
| 5713 isogroup15192,0.1 | |
| 5714 isogroup15193,0.3 | |
| 5715 isogroup15194,0.3 | |
| 5716 isogroup15195,0.9 | |
| 5717 isogroup15196,1.7 | |
| 5718 isogroup15197,0.1 | |
| 5719 isogroup15198,-0.1 | |
| 5720 isogroup15199,-0.2 | |
| 5721 isogroup152,-0.1 | |
| 5722 isogroup1520,1.4 | |
| 5723 isogroup15201,3.9 | |
| 5724 isogroup15202,4.6 | |
| 5725 isogroup15203,-2.3 | |
| 5726 isogroup15204,0.1 | |
| 5727 isogroup15205,-0.3 | |
| 5728 isogroup15206,0.4 | |
| 5729 isogroup15208,0.9 | |
| 5730 isogroup15209,-10 | |
| 5731 isogroup1521,-0.2 | |
| 5732 isogroup15210,0.3 | |
| 5733 isogroup15211,0.5 | |
| 5734 isogroup15212,1.5 | |
| 5735 isogroup15213,-0.2 | |
| 5736 isogroup15214,-1 | |
| 5737 isogroup15215,-1 | |
| 5738 isogroup15216,-0.9 | |
| 5739 isogroup15217,0.1 | |
| 5740 isogroup15218,-4.6 | |
| 5741 isogroup15219,0.3 | |
| 5742 isogroup1522,0.6 | |
| 5743 isogroup15220,0 | |
| 5744 isogroup15221,-0.3 | |
| 5745 isogroup15222,-0.7 | |
| 5746 isogroup15223,0.2 | |
| 5747 isogroup15224,0.5 | |
| 5748 isogroup15225,2.4 | |
| 5749 isogroup15226,-1.6 | |
| 5750 isogroup15227,0 | |
| 5751 isogroup15228,2.3 | |
| 5752 isogroup15229,-0.1 | |
| 5753 isogroup1523,2.6 | |
| 5754 isogroup15230,-0.4 | |
| 5755 isogroup15231,0.7 | |
| 5756 isogroup15232,-0.5 | |
| 5757 isogroup15233,1.8 | |
| 5758 isogroup15234,-0.8 | |
| 5759 isogroup15235,0.7 | |
| 5760 isogroup15236,0.4 | |
| 5761 isogroup15237,0.4 | |
| 5762 isogroup15238,0 | |
| 5763 isogroup15239,2.2 | |
| 5764 isogroup1524,0.3 | |
| 5765 isogroup15240,0.1 | |
| 5766 isogroup15241,1.1 | |
| 5767 isogroup15242,0.5 | |
| 5768 isogroup15243,-1.6 | |
| 5769 isogroup15244,-1.6 | |
| 5770 isogroup15245,-0.6 | |
| 5771 isogroup15246,-3 | |
| 5772 isogroup15247,-3.5 | |
| 5773 isogroup15248,0.1 | |
| 5774 isogroup15249,-1.5 | |
| 5775 isogroup1525,0.8 | |
| 5776 isogroup15250,0.2 | |
| 5777 isogroup15251,0.3 | |
| 5778 isogroup15252,0.3 | |
| 5779 isogroup15253,-0.2 | |
| 5780 isogroup15256,-0.1 | |
| 5781 isogroup15257,0.2 | |
| 5782 isogroup15258,-0.4 | |
| 5783 isogroup15259,1.6 | |
| 5784 isogroup1526,4.4 | |
| 5785 isogroup15260,0 | |
| 5786 isogroup15261,0.2 | |
| 5787 isogroup15262,-1.6 | |
| 5788 isogroup15263,-0.1 | |
| 5789 isogroup15264,-2.9 | |
| 5790 isogroup15265,-0.1 | |
| 5791 isogroup15266,0.3 | |
| 5792 isogroup15267,0.7 | |
| 5793 isogroup15268,-0.6 | |
| 5794 isogroup15269,3.2 | |
| 5795 isogroup1527,-0.2 | |
| 5796 isogroup15270,1.4 | |
| 5797 isogroup15271,1.1 | |
| 5798 isogroup15272,0.2 | |
| 5799 isogroup15273,-3.5 | |
| 5800 isogroup15274,0.5 | |
| 5801 isogroup15275,0 | |
| 5802 isogroup15276,0.1 | |
| 5803 isogroup15277,0.7 | |
| 5804 isogroup15278,-0.3 | |
| 5805 isogroup15279,0 | |
| 5806 isogroup1528,-1.7 | |
| 5807 isogroup15280,0 | |
| 5808 isogroup15281,0 | |
| 5809 isogroup15282,-4 | |
| 5810 isogroup15283,0.2 | |
| 5811 isogroup15284,-0.5 | |
| 5812 isogroup15285,-0.3 | |
| 5813 isogroup15286,0.1 | |
| 5814 isogroup15287,-0.1 | |
| 5815 isogroup15288,0 | |
| 5816 isogroup15289,-0.1 | |
| 5817 isogroup1529,1.3 | |
| 5818 isogroup15290,0.6 | |
| 5819 isogroup15292,-0.1 | |
| 5820 isogroup15293,-0.3 | |
| 5821 isogroup15294,0.4 | |
| 5822 isogroup15295,-1.3 | |
| 5823 isogroup15296,0.9 | |
| 5824 isogroup15297,-10 | |
| 5825 isogroup15298,-2.8 | |
| 5826 isogroup15299,-3.5 | |
| 5827 isogroup153,0.3 | |
| 5828 isogroup1530,1.3 | |
| 5829 isogroup15300,0.8 | |
| 5830 isogroup15301,3.3 | |
| 5831 isogroup15302,1.1 | |
| 5832 isogroup15303,-9.1 | |
| 5833 isogroup15304,0.1 | |
| 5834 isogroup15305,-0.9 | |
| 5835 isogroup15306,-0.4 | |
| 5836 isogroup15307,-5.4 | |
| 5837 isogroup15308,-0.2 | |
| 5838 isogroup15309,4.3 | |
| 5839 isogroup1531,4.5 | |
| 5840 isogroup15311,0.4 | |
| 5841 isogroup15312,-1.4 | |
| 5842 isogroup15313,-0.9 | |
| 5843 isogroup15314,0.1 | |
| 5844 isogroup15315,-0.6 | |
| 5845 isogroup15316,0.4 | |
| 5846 isogroup15317,0 | |
| 5847 isogroup15318,0 | |
| 5848 isogroup15319,-8.1 | |
| 5849 isogroup1532,1.9 | |
| 5850 isogroup15320,-0.1 | |
| 5851 isogroup15321,0.6 | |
| 5852 isogroup15322,0.1 | |
| 5853 isogroup15323,0.3 | |
| 5854 isogroup15324,-10 | |
| 5855 isogroup15325,-0.6 | |
| 5856 isogroup15326,-0.8 | |
| 5857 isogroup15327,-0.4 | |
| 5858 isogroup15328,-1.8 | |
| 5859 isogroup15329,-1 | |
| 5860 isogroup1533,2 | |
| 5861 isogroup15330,0.9 | |
| 5862 isogroup15331,1.2 | |
| 5863 isogroup15332,0.2 | |
| 5864 isogroup15333,0.1 | |
| 5865 isogroup15334,-0.4 | |
| 5866 isogroup15335,0.3 | |
| 5867 isogroup15336,0.3 | |
| 5868 isogroup15337,0.5 | |
| 5869 isogroup15338,-0.3 | |
| 5870 isogroup15339,-1.3 | |
| 5871 isogroup1534,2.2 | |
| 5872 isogroup15340,0 | |
| 5873 isogroup15341,1.1 | |
| 5874 isogroup15342,-1 | |
| 5875 isogroup15343,0.2 | |
| 5876 isogroup15344,-1.1 | |
| 5877 isogroup15345,1.7 | |
| 5878 isogroup15346,0.1 | |
| 5879 isogroup15347,0.7 | |
| 5880 isogroup15348,-5.6 | |
| 5881 isogroup15349,0.8 | |
| 5882 isogroup1535,0 | |
| 5883 isogroup15350,0.6 | |
| 5884 isogroup15351,0.1 | |
| 5885 isogroup15352,0.9 | |
| 5886 isogroup15353,0.6 | |
| 5887 isogroup15354,-2 | |
| 5888 isogroup15355,0.5 | |
| 5889 isogroup15356,-2.5 | |
| 5890 isogroup15357,-0.1 | |
| 5891 isogroup15358,0.5 | |
| 5892 isogroup15359,0.6 | |
| 5893 isogroup1536,3.3 | |
| 5894 isogroup15360,1.6 | |
| 5895 isogroup15361,0 | |
| 5896 isogroup15362,-0.1 | |
| 5897 isogroup15363,0.5 | |
| 5898 isogroup15364,2.5 | |
| 5899 isogroup15365,-0.3 | |
| 5900 isogroup15366,-4.8 | |
| 5901 isogroup15367,0.9 | |
| 5902 isogroup15368,-0.5 | |
| 5903 isogroup1537,1.2 | |
| 5904 isogroup15370,-2.1 | |
| 5905 isogroup15371,0.4 | |
| 5906 isogroup15372,0.2 | |
| 5907 isogroup15373,0.6 | |
| 5908 isogroup15374,0 | |
| 5909 isogroup15375,0.7 | |
| 5910 isogroup15376,-0.1 | |
| 5911 isogroup15377,1.5 | |
| 5912 isogroup15378,-2 | |
| 5913 isogroup15379,0.4 | |
| 5914 isogroup1538,0.2 | |
| 5915 isogroup15380,1.1 | |
| 5916 isogroup15381,0.9 | |
| 5917 isogroup15382,0.3 | |
| 5918 isogroup15383,2 | |
| 5919 isogroup15384,-0.1 | |
| 5920 isogroup15385,0.1 | |
| 5921 isogroup15386,0.2 | |
| 5922 isogroup15387,1.4 | |
| 5923 isogroup15388,0.5 | |
| 5924 isogroup15389,0.3 | |
| 5925 isogroup1539,-0.1 | |
| 5926 isogroup15390,0.9 | |
| 5927 isogroup15391,-0.3 | |
| 5928 isogroup15392,2.1 | |
| 5929 isogroup15393,-10 | |
| 5930 isogroup15394,0.1 | |
| 5931 isogroup15395,0.5 | |
| 5932 isogroup15396,-0.7 | |
| 5933 isogroup15397,-0.1 | |
| 5934 isogroup15398,-0.3 | |
| 5935 isogroup15399,2 | |
| 5936 isogroup154,0.8 | |
| 5937 isogroup1540,1.3 | |
| 5938 isogroup15400,0.4 | |
| 5939 isogroup15401,4 | |
| 5940 isogroup15402,-0.5 | |
| 5941 isogroup15403,1.9 | |
| 5942 isogroup15404,-5.8 | |
| 5943 isogroup15405,-0.1 | |
| 5944 isogroup15406,0.8 | |
| 5945 isogroup15407,1.1 | |
| 5946 isogroup15408,-0.6 | |
| 5947 isogroup15409,-10 | |
| 5948 isogroup1541,0.3 | |
| 5949 isogroup15410,0.1 | |
| 5950 isogroup15411,0 | |
| 5951 isogroup15412,0.9 | |
| 5952 isogroup15413,-0.3 | |
| 5953 isogroup15414,-0.1 | |
| 5954 isogroup15415,0.1 | |
| 5955 isogroup15416,1.1 | |
| 5956 isogroup15417,0 | |
| 5957 isogroup15418,0.1 | |
| 5958 isogroup15419,-1.5 | |
| 5959 isogroup1542,1.3 | |
| 5960 isogroup15420,-1.3 | |
| 5961 isogroup15421,0.3 | |
| 5962 isogroup15422,-2.2 | |
| 5963 isogroup15423,-1.9 | |
| 5964 isogroup15424,0.3 | |
| 5965 isogroup15425,0.3 | |
| 5966 isogroup15426,-2.1 | |
| 5967 isogroup15427,0.5 | |
| 5968 isogroup15428,0.2 | |
| 5969 isogroup15429,0 | |
| 5970 isogroup1543,-0.4 | |
| 5971 isogroup15430,0.3 | |
| 5972 isogroup15431,0.1 | |
| 5973 isogroup15432,-0.3 | |
| 5974 isogroup15433,0.5 | |
| 5975 isogroup15434,0.3 | |
| 5976 isogroup15435,-0.1 | |
| 5977 isogroup15436,0.1 | |
| 5978 isogroup15437,0.1 | |
| 5979 isogroup15438,-0.2 | |
| 5980 isogroup15439,-5.9 | |
| 5981 isogroup1544,3.4 | |
| 5982 isogroup15440,0.5 | |
| 5983 isogroup15441,0.5 | |
| 5984 isogroup15442,0.4 | |
| 5985 isogroup15443,-0.1 | |
| 5986 isogroup15444,0.3 | |
| 5987 isogroup15445,-0.7 | |
| 5988 isogroup15446,0.4 | |
| 5989 isogroup15447,-0.2 | |
| 5990 isogroup15448,-1.4 | |
| 5991 isogroup15449,2 | |
| 5992 isogroup1545,3.1 | |
| 5993 isogroup15450,1.2 | |
| 5994 isogroup15451,-0.5 | |
| 5995 isogroup15452,0.6 | |
| 5996 isogroup15453,1.2 | |
| 5997 isogroup15454,0.1 | |
| 5998 isogroup15455,-0.9 | |
| 5999 isogroup15456,1 | |
| 6000 isogroup15457,0.5 | |
| 6001 isogroup15458,0.3 | |
| 6002 isogroup15459,-0.1 | |
| 6003 isogroup1546,0.1 | |
| 6004 isogroup15460,-0.2 | |
| 6005 isogroup15461,-0.9 | |
| 6006 isogroup15462,-0.1 | |
| 6007 isogroup15463,-0.1 | |
| 6008 isogroup15464,-0.1 | |
| 6009 isogroup15465,0.7 | |
| 6010 isogroup15466,0.9 | |
| 6011 isogroup15467,0 | |
| 6012 isogroup15468,4 | |
| 6013 isogroup15469,0.1 | |
| 6014 isogroup1547,-1.1 | |
| 6015 isogroup15470,0.6 | |
| 6016 isogroup15471,1.1 | |
| 6017 isogroup15472,1.5 | |
| 6018 isogroup15473,-0.4 | |
| 6019 isogroup15474,1.3 | |
| 6020 isogroup15475,0.5 | |
| 6021 isogroup15476,-0.1 | |
| 6022 isogroup15477,-0.5 | |
| 6023 isogroup15478,0.6 | |
| 6024 isogroup15479,0.8 | |
| 6025 isogroup1548,-1.7 | |
| 6026 isogroup15480,0.9 | |
| 6027 isogroup15481,0.3 | |
| 6028 isogroup15482,0.2 | |
| 6029 isogroup15483,-1.5 | |
| 6030 isogroup15484,-0.1 | |
| 6031 isogroup15485,-0.3 | |
| 6032 isogroup15486,-2.3 | |
| 6033 isogroup15487,-0.8 | |
| 6034 isogroup15488,-0.6 | |
| 6035 isogroup15489,-10 | |
| 6036 isogroup1549,1.7 | |
| 6037 isogroup15490,1.5 | |
| 6038 isogroup15491,0.8 | |
| 6039 isogroup15492,-0.4 | |
| 6040 isogroup15493,0.3 | |
| 6041 isogroup15494,-6.7 | |
| 6042 isogroup15495,-0.6 | |
| 6043 isogroup15496,0.3 | |
| 6044 isogroup15497,1.6 | |
| 6045 isogroup15498,-1.3 | |
| 6046 isogroup15499,1.1 | |
| 6047 isogroup155,3 | |
| 6048 isogroup1550,0.6 | |
| 6049 isogroup15500,0 | |
| 6050 isogroup15501,0.9 | |
| 6051 isogroup15502,4 | |
| 6052 isogroup15503,-3.9 | |
| 6053 isogroup15504,-1.4 | |
| 6054 isogroup15505,-3 | |
| 6055 isogroup15506,0.8 | |
| 6056 isogroup15507,0.9 | |
| 6057 isogroup15508,-0.5 | |
| 6058 isogroup15509,-2.4 | |
| 6059 isogroup1551,1.9 | |
| 6060 isogroup15510,-2.8 | |
| 6061 isogroup15511,-3.3 | |
| 6062 isogroup15512,-0.3 | |
| 6063 isogroup15513,1.1 | |
| 6064 isogroup15514,-0.2 | |
| 6065 isogroup15515,1.1 | |
| 6066 isogroup15516,0.1 | |
| 6067 isogroup15517,-0.7 | |
| 6068 isogroup15518,0 | |
| 6069 isogroup15519,1.4 | |
| 6070 isogroup1552,-0.5 | |
| 6071 isogroup1552.1,-5.2 | |
| 6072 isogroup15520,1.2 | |
| 6073 isogroup15521,0.1 | |
| 6074 isogroup15523,1.3 | |
| 6075 isogroup15524,0.5 | |
| 6076 isogroup15525,-0.1 | |
| 6077 isogroup15526,-0.9 | |
| 6078 isogroup15527,0.1 | |
| 6079 isogroup15528,0.1 | |
| 6080 isogroup15529,-0.9 | |
| 6081 isogroup1553,0.7 | |
| 6082 isogroup15530,-1.2 | |
| 6083 isogroup15531,-0.6 | |
| 6084 isogroup15532,0.6 | |
| 6085 isogroup15533,-0.2 | |
| 6086 isogroup15534,0.8 | |
| 6087 isogroup15535,-0.2 | |
| 6088 isogroup15536,-0.2 | |
| 6089 isogroup15537,3.3 | |
| 6090 isogroup15538,-0.3 | |
| 6091 isogroup15539,-0.1 | |
| 6092 isogroup1554,-10 | |
| 6093 isogroup15540,-1.2 | |
| 6094 isogroup15541,-2.4 | |
| 6095 isogroup15542,-1.6 | |
| 6096 isogroup15543,-4.4 | |
| 6097 isogroup15544,-5.4 | |
| 6098 isogroup15545,-0.1 | |
| 6099 isogroup15546,-6.6 | |
| 6100 isogroup15547,-0.2 | |
| 6101 isogroup15548,0.4 | |
| 6102 isogroup15549,-4 | |
| 6103 isogroup1555,0.7 | |
| 6104 isogroup15550,1.7 | |
| 6105 isogroup15552,0.8 | |
| 6106 isogroup15553,0.6 | |
| 6107 isogroup15554,-1.6 | |
| 6108 isogroup15555,0.2 | |
| 6109 isogroup15556,0.2 | |
| 6110 isogroup15557,0 | |
| 6111 isogroup15559,0 | |
| 6112 isogroup1556,0.9 | |
| 6113 isogroup15560,0.9 | |
| 6114 isogroup15561,-7.2 | |
| 6115 isogroup15562,0.6 | |
| 6116 isogroup15563,-0.3 | |
| 6117 isogroup15564,1.4 | |
| 6118 isogroup15565,-4.7 | |
| 6119 isogroup15566,-0.1 | |
| 6120 isogroup15567,1.4 | |
| 6121 isogroup15568,2.5 | |
| 6122 isogroup15569,-3.5 | |
| 6123 isogroup1557,0.9 | |
| 6124 isogroup15570,-0.4 | |
| 6125 isogroup15571,-0.4 | |
| 6126 isogroup15572,3.7 | |
| 6127 isogroup15574,-0.8 | |
| 6128 isogroup15575,0.2 | |
| 6129 isogroup15576,-0.8 | |
| 6130 isogroup15577,0.4 | |
| 6131 isogroup15578,-0.4 | |
| 6132 isogroup15579,-0.5 | |
| 6133 isogroup1558,10 | |
| 6134 isogroup15580,0.2 | |
| 6135 isogroup15581,0.6 | |
| 6136 isogroup15582,0.1 | |
| 6137 isogroup15583,0.2 | |
| 6138 isogroup15585,0.4 | |
| 6139 isogroup15586,0.4 | |
| 6140 isogroup15587,0.2 | |
| 6141 isogroup15588,-4.7 | |
| 6142 isogroup15589,-0.7 | |
| 6143 isogroup1559,0.6 | |
| 6144 isogroup15591,0.1 | |
| 6145 isogroup15592,-0.1 | |
| 6146 isogroup15593,-0.7 | |
| 6147 isogroup15595,0.4 | |
| 6148 isogroup15596,-3.9 | |
| 6149 isogroup15597,0.1 | |
| 6150 isogroup15598,0.9 | |
| 6151 isogroup15599,0 | |
| 6152 isogroup156,-0.1 | |
| 6153 isogroup1560,-0.1 | |
| 6154 isogroup15600,-0.2 | |
| 6155 isogroup15601,2 | |
| 6156 isogroup15602,0.6 | |
| 6157 isogroup15603,0.4 | |
| 6158 isogroup15604,1.4 | |
| 6159 isogroup15605,1 | |
| 6160 isogroup15606,0.9 | |
| 6161 isogroup15607,-10 | |
| 6162 isogroup15608,0.4 | |
| 6163 isogroup15609,1 | |
| 6164 isogroup1561,-0.1 | |
| 6165 isogroup15610,1.3 | |
| 6166 isogroup15611,-0.1 | |
| 6167 isogroup15612,1.2 | |
| 6168 isogroup15613,0.9 | |
| 6169 isogroup15614,3.2 | |
| 6170 isogroup15615,-10 | |
| 6171 isogroup15616,0.1 | |
| 6172 isogroup15617,0.1 | |
| 6173 isogroup15618,0.2 | |
| 6174 isogroup15619,1.7 | |
| 6175 isogroup1562,3.4 | |
| 6176 isogroup15620,0.1 | |
| 6177 isogroup15621,0.9 | |
| 6178 isogroup15622,1.3 | |
| 6179 isogroup15623,5.1 | |
| 6180 isogroup15624,-8.7 | |
| 6181 isogroup15625,0.3 | |
| 6182 isogroup15626,-0.8 | |
| 6183 isogroup15627,0 | |
| 6184 isogroup15628,2.5 | |
| 6185 isogroup15629,-0.6 | |
| 6186 isogroup1563,1 | |
| 6187 isogroup15630,0.3 | |
| 6188 isogroup15631,-0.2 | |
| 6189 isogroup15632,1.9 | |
| 6190 isogroup15633,0.6 | |
| 6191 isogroup15634,1.9 | |
| 6192 isogroup15635,0.3 | |
| 6193 isogroup15636,-0.1 | |
| 6194 isogroup15637,-0.8 | |
| 6195 isogroup15638,2.4 | |
| 6196 isogroup15639,0.7 | |
| 6197 isogroup1564,3.5 | |
| 6198 isogroup15640,0.1 | |
| 6199 isogroup15641,0.2 | |
| 6200 isogroup15642,-10 | |
| 6201 isogroup15643,0.5 | |
| 6202 isogroup15644,0.3 | |
| 6203 isogroup15645,0.6 | |
| 6204 isogroup15646,1 | |
| 6205 isogroup15647,0.8 | |
| 6206 isogroup15648,0.2 | |
| 6207 isogroup15649,0.5 | |
| 6208 isogroup1565,-0.1 | |
| 6209 isogroup15650,-1.6 | |
| 6210 isogroup15651,-9.8 | |
| 6211 isogroup15652,0.2 | |
| 6212 isogroup15653,0.4 | |
| 6213 isogroup15654,0.7 | |
| 6214 isogroup15655,-2.4 | |
| 6215 isogroup15656,2 | |
| 6216 isogroup15657,3.1 | |
| 6217 isogroup15658,-0.1 | |
| 6218 isogroup15659,0.1 | |
| 6219 isogroup1566,0.8 | |
| 6220 isogroup15660,2.4 | |
| 6221 isogroup15661,0.4 | |
| 6222 isogroup15662,0 | |
| 6223 isogroup15663,0.6 | |
| 6224 isogroup15664,2.3 | |
| 6225 isogroup15665,0.5 | |
| 6226 isogroup15666,-0.2 | |
| 6227 isogroup15667,0 | |
| 6228 isogroup15668,4.9 | |
| 6229 isogroup15669,-0.4 | |
| 6230 isogroup1567,0.4 | |
| 6231 isogroup15670,0 | |
| 6232 isogroup15671,0.4 | |
| 6233 isogroup15672,0.4 | |
| 6234 isogroup15673,0.4 | |
| 6235 isogroup15675,0 | |
| 6236 isogroup15676,-5.6 | |
| 6237 isogroup15677,1.3 | |
| 6238 isogroup15678,-0.7 | |
| 6239 isogroup15679,0 | |
| 6240 isogroup1568,-2.5 | |
| 6241 isogroup15680,0.2 | |
| 6242 isogroup15681,-0.3 | |
| 6243 isogroup15682,0.4 | |
| 6244 isogroup15683,0 | |
| 6245 isogroup15684,0.2 | |
| 6246 isogroup15685,-0.1 | |
| 6247 isogroup15686,1 | |
| 6248 isogroup15687,0.4 | |
| 6249 isogroup15688,0 | |
| 6250 isogroup15689,-1.6 | |
| 6251 isogroup1569,0.6 | |
| 6252 isogroup15690,-0.1 | |
| 6253 isogroup15691,1.7 | |
| 6254 isogroup15692,-0.7 | |
| 6255 isogroup15693,2.3 | |
| 6256 isogroup15694,0.4 | |
| 6257 isogroup15696,4.4 | |
| 6258 isogroup15697,0.7 | |
| 6259 isogroup15698,-0.1 | |
| 6260 isogroup15699,1.6 | |
| 6261 isogroup157,0 | |
| 6262 isogroup1570,-0.2 | |
| 6263 isogroup15700,0 | |
| 6264 isogroup15701,-0.2 | |
| 6265 isogroup15702,0.2 | |
| 6266 isogroup15703,-0.7 | |
| 6267 isogroup15704,-0.8 | |
| 6268 isogroup15705,-10 | |
| 6269 isogroup15706,0.5 | |
| 6270 isogroup15707,0.1 | |
| 6271 isogroup15708,-6.8 | |
| 6272 isogroup15709,-2.7 | |
| 6273 isogroup1571,3.4 | |
| 6274 isogroup15710,0.8 | |
| 6275 isogroup15711,-0.2 | |
| 6276 isogroup15712,-1.2 | |
| 6277 isogroup15713,0.4 | |
| 6278 isogroup15714,-0.2 | |
| 6279 isogroup15715,0 | |
| 6280 isogroup15716,0.4 | |
| 6281 isogroup15717,-9.4 | |
| 6282 isogroup15718,1.6 | |
| 6283 isogroup15719,0 | |
| 6284 isogroup1572,-0.5 | |
| 6285 isogroup15720,-0.4 | |
| 6286 isogroup15721,1.9 | |
| 6287 isogroup15722,0.1 | |
| 6288 isogroup15723,0.3 | |
| 6289 isogroup15724,-0.8 | |
| 6290 isogroup15725,0 | |
| 6291 isogroup15726,0.1 | |
| 6292 isogroup15727,1.2 | |
| 6293 isogroup15728,-0.1 | |
| 6294 isogroup15729,-0.4 | |
| 6295 isogroup1573,0.1 | |
| 6296 isogroup15730,0.6 | |
| 6297 isogroup15731,-1.3 | |
| 6298 isogroup15733,-0.5 | |
| 6299 isogroup15734,0.6 | |
| 6300 isogroup15735,1.1 | |
| 6301 isogroup15736,-1.8 | |
| 6302 isogroup15737,0.1 | |
| 6303 isogroup15738,0.4 | |
| 6304 isogroup15739,0.6 | |
| 6305 isogroup1574,-1 | |
| 6306 isogroup15741,0.2 | |
| 6307 isogroup15742,0.9 | |
| 6308 isogroup15743,-0.6 | |
| 6309 isogroup15744,-1.8 | |
| 6310 isogroup15745,0.6 | |
| 6311 isogroup15746,0.7 | |
| 6312 isogroup15747,-1.9 | |
| 6313 isogroup15748,-1 | |
| 6314 isogroup15749,0.1 | |
| 6315 isogroup1575,6 | |
| 6316 isogroup15750,-0.7 | |
| 6317 isogroup15751,1.7 | |
| 6318 isogroup15753,0.2 | |
| 6319 isogroup15754,-0.3 | |
| 6320 isogroup15755,0.1 | |
| 6321 isogroup15756,-6.9 | |
| 6322 isogroup15757,4.3 | |
| 6323 isogroup15758,1 | |
| 6324 isogroup15759,-2.6 | |
| 6325 isogroup1576,4.6 | |
| 6326 isogroup15760,0.1 | |
| 6327 isogroup15761,0.2 | |
| 6328 isogroup15762,0.5 | |
| 6329 isogroup15763,0.3 | |
| 6330 isogroup15764,1.9 | |
| 6331 isogroup15765,1.8 | |
| 6332 isogroup15766,0 | |
| 6333 isogroup15767,-0.5 | |
| 6334 isogroup15768,-2.9 | |
| 6335 isogroup15769,4.4 | |
| 6336 isogroup1577,0.2 | |
| 6337 isogroup15770,2.1 | |
| 6338 isogroup15771,1.3 | |
| 6339 isogroup15772,0.2 | |
| 6340 isogroup15773,3.4 | |
| 6341 isogroup15774,-0.3 | |
| 6342 isogroup15775,0.2 | |
| 6343 isogroup15776,0 | |
| 6344 isogroup15777,0.3 | |
| 6345 isogroup15778,0.8 | |
| 6346 isogroup15779,0 | |
| 6347 isogroup1578,-0.2 | |
| 6348 isogroup15780,2.4 | |
| 6349 isogroup15781,-0.1 | |
| 6350 isogroup15782,2 | |
| 6351 isogroup15783,0.3 | |
| 6352 isogroup15784,2.9 | |
| 6353 isogroup15785,7.5 | |
| 6354 isogroup15786,1 | |
| 6355 isogroup15787,1.1 | |
| 6356 isogroup15788,-0.2 | |
| 6357 isogroup15789,0.7 | |
| 6358 isogroup1579,1.5 | |
| 6359 isogroup15790,0.1 | |
| 6360 isogroup15791,-0.1 | |
| 6361 isogroup15792,1 | |
| 6362 isogroup15793,1.2 | |
| 6363 isogroup15794,0 | |
| 6364 isogroup15795,-0.3 | |
| 6365 isogroup15796,0.4 | |
| 6366 isogroup15797,0.3 | |
| 6367 isogroup15798,-0.1 | |
| 6368 isogroup15799,0.9 | |
| 6369 isogroup158,1.5 | |
| 6370 isogroup1580,-0.3 | |
| 6371 isogroup15800,-9.9 | |
| 6372 isogroup15801,0.9 | |
| 6373 isogroup15802,0 | |
| 6374 isogroup15803,4.6 | |
| 6375 isogroup15804,0.3 | |
| 6376 isogroup15805,0.1 | |
| 6377 isogroup15807,-2.5 | |
| 6378 isogroup15808,-0.5 | |
| 6379 isogroup15809,0.6 | |
| 6380 isogroup1581,-0.1 | |
| 6381 isogroup15810,0.6 | |
| 6382 isogroup15811,-0.2 | |
| 6383 isogroup15812,-0.1 | |
| 6384 isogroup15813,0.3 | |
| 6385 isogroup15814,2.1 | |
| 6386 isogroup15815,0 | |
| 6387 isogroup15816,3.8 | |
| 6388 isogroup15817,-0.4 | |
| 6389 isogroup15818,0.3 | |
| 6390 isogroup15819,-0.1 | |
| 6391 isogroup1582,1.1 | |
| 6392 isogroup15820,0.3 | |
| 6393 isogroup15821,-0.1 | |
| 6394 isogroup15822,0.5 | |
| 6395 isogroup15823,0.4 | |
| 6396 isogroup15824,0.7 | |
| 6397 isogroup15825,0 | |
| 6398 isogroup15826,-10 | |
| 6399 isogroup15827,1.5 | |
| 6400 isogroup15828,-0.7 | |
| 6401 isogroup15829,-0.6 | |
| 6402 isogroup1583,0.9 | |
| 6403 isogroup15830,1.1 | |
| 6404 isogroup15831,-0.3 | |
| 6405 isogroup15832,0.1 | |
| 6406 isogroup15833,2.7 | |
| 6407 isogroup15834,0.8 | |
| 6408 isogroup15835,0.6 | |
| 6409 isogroup15836,-3.7 | |
| 6410 isogroup15837,0.9 | |
| 6411 isogroup15838,0.8 | |
| 6412 isogroup1584,0.4 | |
| 6413 isogroup15840,0.5 | |
| 6414 isogroup15841,0.8 | |
| 6415 isogroup15842,0.4 | |
| 6416 isogroup15843,0.1 | |
| 6417 isogroup15844,-4.5 | |
| 6418 isogroup15845,-0.6 | |
| 6419 isogroup15846,1.8 | |
| 6420 isogroup15848,-0.1 | |
| 6421 isogroup15849,1.2 | |
| 6422 isogroup1585,1.1 | |
| 6423 isogroup15850,-0.7 | |
| 6424 isogroup15851,-0.5 | |
| 6425 isogroup15852,-1.6 | |
| 6426 isogroup15853,-0.2 | |
| 6427 isogroup15854,-10 | |
| 6428 isogroup15855,1.2 | |
| 6429 isogroup15856,3 | |
| 6430 isogroup15857,-0.3 | |
| 6431 isogroup15858,-0.4 | |
| 6432 isogroup15859,0.4 | |
| 6433 isogroup1586,1.4 | |
| 6434 isogroup15860,-0.7 | |
| 6435 isogroup15861,-0.9 | |
| 6436 isogroup15862,0.6 | |
| 6437 isogroup15863,0.7 | |
| 6438 isogroup15864,-1.2 | |
| 6439 isogroup15865,0 | |
| 6440 isogroup15866,0.5 | |
| 6441 isogroup15867,0 | |
| 6442 isogroup15868,0 | |
| 6443 isogroup15869,-0.9 | |
| 6444 isogroup1587,1 | |
| 6445 isogroup15870,-0.1 | |
| 6446 isogroup15871,1 | |
| 6447 isogroup15872,1 | |
| 6448 isogroup15873,1.1 | |
| 6449 isogroup15874,-2.6 | |
| 6450 isogroup15875,-0.1 | |
| 6451 isogroup15876,2.1 | |
| 6452 isogroup15877,-1.2 | |
| 6453 isogroup15878,0.9 | |
| 6454 isogroup15879,0.6 | |
| 6455 isogroup15880,-0.2 | |
| 6456 isogroup15881,0.7 | |
| 6457 isogroup15882,0.7 | |
| 6458 isogroup15883,-2 | |
| 6459 isogroup15884,1.2 | |
| 6460 isogroup15885,1.4 | |
| 6461 isogroup15886,-0.3 | |
| 6462 isogroup15887,0.1 | |
| 6463 isogroup15888,-1.1 | |
| 6464 isogroup15889,-0.2 | |
| 6465 isogroup15890,0.2 | |
| 6466 isogroup15891,-0.6 | |
| 6467 isogroup15892,-1.7 | |
| 6468 isogroup15893,0 | |
| 6469 isogroup15894,0.8 | |
| 6470 isogroup15895,-1.6 | |
| 6471 isogroup15896,0.4 | |
| 6472 isogroup15897,-0.8 | |
| 6473 isogroup15898,1.3 | |
| 6474 isogroup15899,0.4 | |
| 6475 isogroup159,2.3 | |
| 6476 isogroup1590,0.7 | |
| 6477 isogroup15900,-0.5 | |
| 6478 isogroup15901,-2.6 | |
| 6479 isogroup15902,0.3 | |
| 6480 isogroup15903,-0.4 | |
| 6481 isogroup15904,-0.6 | |
| 6482 isogroup15905,0 | |
| 6483 isogroup15906,0.9 | |
| 6484 isogroup15907,3.2 | |
| 6485 isogroup15908,-1.1 | |
| 6486 isogroup15909,6.9 | |
| 6487 isogroup1591,0 | |
| 6488 isogroup15910,1.3 | |
| 6489 isogroup15911,1.6 | |
| 6490 isogroup15912,-1 | |
| 6491 isogroup15913,-0.1 | |
| 6492 isogroup15914,-0.3 | |
| 6493 isogroup15915,1.5 | |
| 6494 isogroup15916,0.2 | |
| 6495 isogroup15917,0.9 | |
| 6496 isogroup15918,0.1 | |
| 6497 isogroup15919,-1.3 | |
| 6498 isogroup1592,2.8 | |
| 6499 isogroup15920,0.6 | |
| 6500 isogroup15921,-10 | |
| 6501 isogroup15922,0.4 | |
| 6502 isogroup15923,1.3 | |
| 6503 isogroup15924,0.6 | |
| 6504 isogroup15925,0.1 | |
| 6505 isogroup15926,0.3 | |
| 6506 isogroup15927,-0.9 | |
| 6507 isogroup15928,0.4 | |
| 6508 isogroup15929,0.2 | |
| 6509 isogroup1593,2.4 | |
| 6510 isogroup15930,2.5 | |
| 6511 isogroup15931,1.4 | |
| 6512 isogroup15932,0.6 | |
| 6513 isogroup15933,-3.8 | |
| 6514 isogroup15934,-10 | |
| 6515 isogroup15935,1 | |
| 6516 isogroup15936,-0.6 | |
| 6517 isogroup15938,-0.4 | |
| 6518 isogroup15939,0.8 | |
| 6519 isogroup1594,0.7 | |
| 6520 isogroup15940,0 | |
| 6521 isogroup15941,0 | |
| 6522 isogroup15942,-2.6 | |
| 6523 isogroup15943,1 | |
| 6524 isogroup15944,-10 | |
| 6525 isogroup15945,1.1 | |
| 6526 isogroup15946,1.6 | |
| 6527 isogroup15946.1,0.5 | |
| 6528 isogroup15947,0.3 | |
| 6529 isogroup15948,0.4 | |
| 6530 isogroup15949,2.3 | |
| 6531 isogroup1595,2 | |
| 6532 isogroup15950,-0.7 | |
| 6533 isogroup15951,0.9 | |
| 6534 isogroup15952,-1.6 | |
| 6535 isogroup15953,1.8 | |
| 6536 isogroup15954,-0.1 | |
| 6537 isogroup15955,-1.1 | |
| 6538 isogroup15956,0.6 | |
| 6539 isogroup15957,1.4 | |
| 6540 isogroup15958,-9.9 | |
| 6541 isogroup15959,0.2 | |
| 6542 isogroup1596,1.9 | |
| 6543 isogroup15960,0.2 | |
| 6544 isogroup15961,-0.1 | |
| 6545 isogroup15962,2.2 | |
| 6546 isogroup15963,1 | |
| 6547 isogroup15964,-1.2 | |
| 6548 isogroup15965,0.3 | |
| 6549 isogroup15966,-0.2 | |
| 6550 isogroup15967,0.3 | |
| 6551 isogroup15968,0.4 | |
| 6552 isogroup15969,0.3 | |
| 6553 isogroup1597,0.9 | |
| 6554 isogroup15970,-1.3 | |
| 6555 isogroup15971,3.9 | |
| 6556 isogroup15972,0.6 | |
| 6557 isogroup15973,-0.8 | |
| 6558 isogroup15974,0.3 | |
| 6559 isogroup15975,-1.7 | |
| 6560 isogroup15976,0.5 | |
| 6561 isogroup15977,0.8 | |
| 6562 isogroup15978,2.7 | |
| 6563 isogroup15979,-0.9 | |
| 6564 isogroup1598,3.5 | |
| 6565 isogroup15980,2.9 | |
| 6566 isogroup15981,0.5 | |
| 6567 isogroup15982,-0.6 | |
| 6568 isogroup15983,-0.3 | |
| 6569 isogroup15984,0.8 | |
| 6570 isogroup15985,-0.3 | |
| 6571 isogroup15986,0.4 | |
| 6572 isogroup15987,-8.7 | |
| 6573 isogroup15988,-0.1 | |
| 6574 isogroup15989,-0.9 | |
| 6575 isogroup1599,-0.7 | |
| 6576 isogroup15990,1.9 | |
| 6577 isogroup15991,0.6 | |
| 6578 isogroup15992,-0.3 | |
| 6579 isogroup15993,-0.1 | |
| 6580 isogroup15994,0.2 | |
| 6581 isogroup15995,6.4 | |
| 6582 isogroup15996,-1.9 | |
| 6583 isogroup15997,1 | |
| 6584 isogroup15998,-0.5 | |
| 6585 isogroup15999,0.6 | |
| 6586 isogroup16,2.5 | |
| 6587 isogroup160,1.6 | |
| 6588 isogroup1600,2.3 | |
| 6589 isogroup16000,1.5 | |
| 6590 isogroup16001,-0.2 | |
| 6591 isogroup16002,-1.6 | |
| 6592 isogroup16003,-1.3 | |
| 6593 isogroup16004,-0.7 | |
| 6594 isogroup16005,-2.9 | |
| 6595 isogroup16006,-3.8 | |
| 6596 isogroup16007,-1.9 | |
| 6597 isogroup16008,0.2 | |
| 6598 isogroup16009,0 | |
| 6599 isogroup1601,-0.3 | |
| 6600 isogroup16011,1.5 | |
| 6601 isogroup16012,-0.1 | |
| 6602 isogroup16013,0 | |
| 6603 isogroup16014,-0.2 | |
| 6604 isogroup16015,-1 | |
| 6605 isogroup16016,0.8 | |
| 6606 isogroup16017,10 | |
| 6607 isogroup16018,1.6 | |
| 6608 isogroup16019,1 | |
| 6609 isogroup1602,0.1 | |
| 6610 isogroup16020,1.5 | |
| 6611 isogroup16021,1.3 | |
| 6612 isogroup16022,-0.4 | |
| 6613 isogroup16023,0.1 | |
| 6614 isogroup16024,10 | |
| 6615 isogroup16025,-0.8 | |
| 6616 isogroup16026,0 | |
| 6617 isogroup16027,-0.3 | |
| 6618 isogroup16028,0 | |
| 6619 isogroup16029,0.2 | |
| 6620 isogroup1603,0.8 | |
| 6621 isogroup16030,-0.6 | |
| 6622 isogroup16031,-2 | |
| 6623 isogroup16032,0.8 | |
| 6624 isogroup16033,0.1 | |
| 6625 isogroup16034,5.8 | |
| 6626 isogroup16035,1.5 | |
| 6627 isogroup16036,1 | |
| 6628 isogroup16037,1.7 | |
| 6629 isogroup16038,4.2 | |
| 6630 isogroup16039,0.5 | |
| 6631 isogroup1604,0.4 | |
| 6632 isogroup16040,-0.2 | |
| 6633 isogroup16041,-4.6 | |
| 6634 isogroup16042,0.5 | |
| 6635 isogroup16043,-0.5 | |
| 6636 isogroup16044,0.4 | |
| 6637 isogroup16045,1.9 | |
| 6638 isogroup16047,-1.8 | |
| 6639 isogroup16048,1 | |
| 6640 isogroup16049,0.4 | |
| 6641 isogroup1605,-1 | |
| 6642 isogroup16050,0.4 | |
| 6643 isogroup16051,-0.1 | |
| 6644 isogroup16052,0.8 | |
| 6645 isogroup16053,0.1 | |
| 6646 isogroup16054,-1.6 | |
| 6647 isogroup16055,0.4 | |
| 6648 isogroup16056,0.9 | |
| 6649 isogroup16057,-0.1 | |
| 6650 isogroup16058,1.6 | |
| 6651 isogroup16059,-0.6 | |
| 6652 isogroup1606,-1.8 | |
| 6653 isogroup16060,-1.9 | |
| 6654 isogroup16061,-0.1 | |
| 6655 isogroup16062,-1 | |
| 6656 isogroup16063,0.6 | |
| 6657 isogroup16064,-1.6 | |
| 6658 isogroup16065,1.1 | |
| 6659 isogroup16066,0 | |
| 6660 isogroup16067,-0.1 | |
| 6661 isogroup16068,-10 | |
| 6662 isogroup16069,-0.6 | |
| 6663 isogroup1607,-1.5 | |
| 6664 isogroup16070,-1.6 | |
| 6665 isogroup16071,-0.2 | |
| 6666 isogroup16072,0.3 | |
| 6667 isogroup16073,0 | |
| 6668 isogroup16074,-0.6 | |
| 6669 isogroup16075,-1.8 | |
| 6670 isogroup16076,0 | |
| 6671 isogroup16077,0.3 | |
| 6672 isogroup16078,-0.8 | |
| 6673 isogroup16079,0.5 | |
| 6674 isogroup1608,0.2 | |
| 6675 isogroup16080,0.2 | |
| 6676 isogroup16081,0.5 | |
| 6677 isogroup16082,0.7 | |
| 6678 isogroup16083,1.6 | |
| 6679 isogroup16084,0.6 | |
| 6680 isogroup16085,2.5 | |
| 6681 isogroup16086,-3.5 | |
| 6682 isogroup16087,0.3 | |
| 6683 isogroup16088,0.1 | |
| 6684 isogroup1609,3.2 | |
| 6685 isogroup16090,-6.9 | |
| 6686 isogroup16091,1 | |
| 6687 isogroup16092,1.7 | |
| 6688 isogroup16093,-10 | |
| 6689 isogroup16094,2.5 | |
| 6690 isogroup16095,2.2 | |
| 6691 isogroup16096,0.2 | |
| 6692 isogroup16098,0.3 | |
| 6693 isogroup16099,0.5 | |
| 6694 isogroup161,3.1 | |
| 6695 isogroup1610,-0.4 | |
| 6696 isogroup16100,-1.7 | |
| 6697 isogroup16101,1.1 | |
| 6698 isogroup16102,1.2 | |
| 6699 isogroup16103,-5.9 | |
| 6700 isogroup16104,0 | |
| 6701 isogroup16105,2 | |
| 6702 isogroup16106,-0.8 | |
| 6703 isogroup16107,-0.8 | |
| 6704 isogroup16108,-0.4 | |
| 6705 isogroup16109,0.6 | |
| 6706 isogroup1611,0.3 | |
| 6707 isogroup16110,0.2 | |
| 6708 isogroup16111,-0.9 | |
| 6709 isogroup16112,0.5 | |
| 6710 isogroup16113,0.2 | |
| 6711 isogroup16114,0.1 | |
| 6712 isogroup16115,-0.8 | |
| 6713 isogroup16116,-3 | |
| 6714 isogroup16117,0.3 | |
| 6715 isogroup16118,1.5 | |
| 6716 isogroup16119,-2.5 | |
| 6717 isogroup1612,-1.3 | |
| 6718 isogroup16120,-0.3 | |
| 6719 isogroup16121,-0.8 | |
| 6720 isogroup16122,-1.7 | |
| 6721 isogroup16123,-3.6 | |
| 6722 isogroup16124,0 | |
| 6723 isogroup16125,0.1 | |
| 6724 isogroup16126,1.2 | |
| 6725 isogroup16128,3.2 | |
| 6726 isogroup16129,-1.3 | |
| 6727 isogroup1613,1.7 | |
| 6728 isogroup16130,-2.8 | |
| 6729 isogroup16131,1.2 | |
| 6730 isogroup16132,1.4 | |
| 6731 isogroup16133,-2.9 | |
| 6732 isogroup16134,-1.4 | |
| 6733 isogroup16135,0.2 | |
| 6734 isogroup16136,1.6 | |
| 6735 isogroup16137,0.2 | |
| 6736 isogroup16138,0.3 | |
| 6737 isogroup16139,-0.3 | |
| 6738 isogroup1614,2.7 | |
| 6739 isogroup16140,0.2 | |
| 6740 isogroup16141,-8.2 | |
| 6741 isogroup16142,-0.9 | |
| 6742 isogroup16143,-2.1 | |
| 6743 isogroup16144,2.7 | |
| 6744 isogroup16145,0.4 | |
| 6745 isogroup16146,0.3 | |
| 6746 isogroup16147,0.5 | |
| 6747 isogroup16148,0.3 | |
| 6748 isogroup16149,-0.9 | |
| 6749 isogroup1615,-3.4 | |
| 6750 isogroup16150,-0.4 | |
| 6751 isogroup16151,-2 | |
| 6752 isogroup16152,-0.1 | |
| 6753 isogroup16153,1.7 | |
| 6754 isogroup16154,0.2 | |
| 6755 isogroup16155,-0.9 | |
| 6756 isogroup16156,-0.2 | |
| 6757 isogroup16158,0.2 | |
| 6758 isogroup16159,0.1 | |
| 6759 isogroup1616,0.2 | |
| 6760 isogroup16160,-0.1 | |
| 6761 isogroup16161,-0.3 | |
| 6762 isogroup16162,0 | |
| 6763 isogroup16163,-0.4 | |
| 6764 isogroup16164,0.3 | |
| 6765 isogroup16165,0.2 | |
| 6766 isogroup16166,0.3 | |
| 6767 isogroup16167,0.1 | |
| 6768 isogroup16168,0 | |
| 6769 isogroup16169,1 | |
| 6770 isogroup1617,3.2 | |
| 6771 isogroup16170,-0.9 | |
| 6772 isogroup16171,0 | |
| 6773 isogroup16172,0.4 | |
| 6774 isogroup16173,2.1 | |
| 6775 isogroup16174,0.7 | |
| 6776 isogroup16175,0.3 | |
| 6777 isogroup16176,1.6 | |
| 6778 isogroup16177,-0.1 | |
| 6779 isogroup16178,-0.9 | |
| 6780 isogroup16179,0.2 | |
| 6781 isogroup1618,1.6 | |
| 6782 isogroup16180,-0.7 | |
| 6783 isogroup16181,-9.7 | |
| 6784 isogroup16182,0.9 | |
| 6785 isogroup16183,0.4 | |
| 6786 isogroup16184,0 | |
| 6787 isogroup16185,-0.2 | |
| 6788 isogroup16186,0.8 | |
| 6789 isogroup16187,0.4 | |
| 6790 isogroup16188,0.3 | |
| 6791 isogroup16189,-3 | |
| 6792 isogroup1619,0.4 | |
| 6793 isogroup16190,0.2 | |
| 6794 isogroup16191,0.7 | |
| 6795 isogroup16192,1.2 | |
| 6796 isogroup16193,-5.9 | |
| 6797 isogroup16194,-0.1 | |
| 6798 isogroup16195,-1 | |
| 6799 isogroup16196,0.5 | |
| 6800 isogroup16197,0.2 | |
| 6801 isogroup16198,0 | |
| 6802 isogroup16199,0.4 | |
| 6803 isogroup162,1.1 | |
| 6804 isogroup1620,0 | |
| 6805 isogroup16200,0 | |
| 6806 isogroup16202,0.9 | |
| 6807 isogroup16203,1 | |
| 6808 isogroup16204,0.9 | |
| 6809 isogroup16205,-0.1 | |
| 6810 isogroup16206,-2.7 | |
| 6811 isogroup16207,0 | |
| 6812 isogroup16209,-2.1 | |
| 6813 isogroup1621,0.2 | |
| 6814 isogroup16210,0.4 | |
| 6815 isogroup16211,1 | |
| 6816 isogroup16212,-0.6 | |
| 6817 isogroup16214,1.8 | |
| 6818 isogroup16215,-0.1 | |
| 6819 isogroup16216,0.1 | |
| 6820 isogroup16217,-0.2 | |
| 6821 isogroup16218,-2.3 | |
| 6822 isogroup16219,-0.5 | |
| 6823 isogroup1622,-0.2 | |
| 6824 isogroup16220,-0.3 | |
| 6825 isogroup16221,0.3 | |
| 6826 isogroup16222,1 | |
| 6827 isogroup16223,0 | |
| 6828 isogroup16224,-0.1 | |
| 6829 isogroup16225,0.3 | |
| 6830 isogroup16226,-0.6 | |
| 6831 isogroup16227,-0.6 | |
| 6832 isogroup16229,0.1 | |
| 6833 isogroup1623,0.5 | |
| 6834 isogroup16230,-1 | |
| 6835 isogroup16231,-0.5 | |
| 6836 isogroup16232,0.1 | |
| 6837 isogroup16233,0.1 | |
| 6838 isogroup16234,1.5 | |
| 6839 isogroup16235,0.2 | |
| 6840 isogroup16236,0.4 | |
| 6841 isogroup16237,0.4 | |
| 6842 isogroup16238,-1 | |
| 6843 isogroup16239,0.2 | |
| 6844 isogroup1624,0.2 | |
| 6845 isogroup16240,0.1 | |
| 6846 isogroup16242,0.1 | |
| 6847 isogroup16243,0.7 | |
| 6848 isogroup16244,-0.1 | |
| 6849 isogroup16245,0.3 | |
| 6850 isogroup16246,0.5 | |
| 6851 isogroup16247,-2.9 | |
| 6852 isogroup16248,0.4 | |
| 6853 isogroup16249,-0.4 | |
| 6854 isogroup1625,-0.2 | |
| 6855 isogroup16250,-1.5 | |
| 6856 isogroup16251,0.4 | |
| 6857 isogroup16252,-6.9 | |
| 6858 isogroup16253,-0.1 | |
| 6859 isogroup16254,1 | |
| 6860 isogroup16255,-0.1 | |
| 6861 isogroup16256,0.4 | |
| 6862 isogroup16257,2 | |
| 6863 isogroup16258,0.1 | |
| 6864 isogroup16259,-0.9 | |
| 6865 isogroup1626,-0.1 | |
| 6866 isogroup16260,-0.5 | |
| 6867 isogroup16261,2.1 | |
| 6868 isogroup16262,3.7 | |
| 6869 isogroup16263,0.1 | |
| 6870 isogroup16264,2.6 | |
| 6871 isogroup16265,-0.4 | |
| 6872 isogroup16266,0.7 | |
| 6873 isogroup16267,0.2 | |
| 6874 isogroup16268,0.1 | |
| 6875 isogroup1627,2.2 | |
| 6876 isogroup16270,1.3 | |
| 6877 isogroup16271,1.9 | |
| 6878 isogroup16272,2.7 | |
| 6879 isogroup16273,-2 | |
| 6880 isogroup16274,0.5 | |
| 6881 isogroup16275,0.9 | |
| 6882 isogroup16276,-4.5 | |
| 6883 isogroup16277,-2 | |
| 6884 isogroup16278,-0.3 | |
| 6885 isogroup16279,2.4 | |
| 6886 isogroup1628,2.6 | |
| 6887 isogroup16281,-2.7 | |
| 6888 isogroup16282,0.1 | |
| 6889 isogroup16283,1.5 | |
| 6890 isogroup16284,-0.8 | |
| 6891 isogroup16285,0.4 | |
| 6892 isogroup16286,-0.2 | |
| 6893 isogroup16287,-0.4 | |
| 6894 isogroup16288,0.7 | |
| 6895 isogroup16289,0.5 | |
| 6896 isogroup1629,1.2 | |
| 6897 isogroup16290,-1.9 | |
| 6898 isogroup16291,0.9 | |
| 6899 isogroup16292,-0.1 | |
| 6900 isogroup16293,0.6 | |
| 6901 isogroup16294,-7.4 | |
| 6902 isogroup16295,-0.1 | |
| 6903 isogroup16296,-0.5 | |
| 6904 isogroup16297,-2.2 | |
| 6905 isogroup16298,-1.8 | |
| 6906 isogroup16299,2.4 | |
| 6907 isogroup163,-3 | |
| 6908 isogroup1630,-0.3 | |
| 6909 isogroup16300,-0.1 | |
| 6910 isogroup16301,-1.2 | |
| 6911 isogroup16302,1.4 | |
| 6912 isogroup16303,-0.1 | |
| 6913 isogroup16304,0.1 | |
| 6914 isogroup16305,-5 | |
| 6915 isogroup16306,-0.1 | |
| 6916 isogroup16307,0.1 | |
| 6917 isogroup16308,3.5 | |
| 6918 isogroup16309,0.1 | |
| 6919 isogroup1631,0 | |
| 6920 isogroup16310,-1 | |
| 6921 isogroup16311,0.7 | |
| 6922 isogroup16312,-1.1 | |
| 6923 isogroup16313,-6.6 | |
| 6924 isogroup16314,0.5 | |
| 6925 isogroup16315,-0.2 | |
| 6926 isogroup16316,0.7 | |
| 6927 isogroup16317,0 | |
| 6928 isogroup16318,0.2 | |
| 6929 isogroup16319,2.1 | |
| 6930 isogroup1632,1 | |
| 6931 isogroup16320,0.1 | |
| 6932 isogroup16321,-0.4 | |
| 6933 isogroup16322,0.5 | |
| 6934 isogroup16323,1 | |
| 6935 isogroup16324,0.9 | |
| 6936 isogroup16325,0.8 | |
| 6937 isogroup16326,0.3 | |
| 6938 isogroup16327,-0.3 | |
| 6939 isogroup16328,-0.6 | |
| 6940 isogroup16329,-0.2 | |
| 6941 isogroup1633,0.2 | |
| 6942 isogroup16330,-10 | |
| 6943 isogroup16331,1.7 | |
| 6944 isogroup16332,0.2 | |
| 6945 isogroup16333,0 | |
| 6946 isogroup16334,0.2 | |
| 6947 isogroup16335,-1.3 | |
| 6948 isogroup16336,-0.1 | |
| 6949 isogroup16337,-1.4 | |
| 6950 isogroup16337.1,0 | |
| 6951 isogroup16338,0.3 | |
| 6952 isogroup16339,-0.3 | |
| 6953 isogroup1634,1 | |
| 6954 isogroup16340,0.2 | |
| 6955 isogroup16341,0.6 | |
| 6956 isogroup16342,-0.3 | |
| 6957 isogroup16343,-5.7 | |
| 6958 isogroup16344,-10 | |
| 6959 isogroup16345,-0.8 | |
| 6960 isogroup16346,0 | |
| 6961 isogroup16347,-1.7 | |
| 6962 isogroup16349,1.4 | |
| 6963 isogroup1635,2.1 | |
| 6964 isogroup16350,-0.1 | |
| 6965 isogroup16351,0.2 | |
| 6966 isogroup16352,0.7 | |
| 6967 isogroup16353,0.6 | |
| 6968 isogroup16354,-0.8 | |
| 6969 isogroup16355,1.3 | |
| 6970 isogroup16356,-0.1 | |
| 6971 isogroup16357,4 | |
| 6972 isogroup16358,0.4 | |
| 6973 isogroup16359,0.3 | |
| 6974 isogroup1636,1.2 | |
| 6975 isogroup16360,-3.4 | |
| 6976 isogroup16361,-0.7 | |
| 6977 isogroup16362,-3.9 | |
| 6978 isogroup16363,2 | |
| 6979 isogroup16364,0.8 | |
| 6980 isogroup16364.1,0.7 | |
| 6981 isogroup16365,-0.2 | |
| 6982 isogroup16366,1.6 | |
| 6983 isogroup16367,-1.5 | |
| 6984 isogroup16368,-0.5 | |
| 6985 isogroup1637,-0.4 | |
| 6986 isogroup16370,1.5 | |
| 6987 isogroup16371,0.9 | |
| 6988 isogroup16372,1.6 | |
| 6989 isogroup16373,3.4 | |
| 6990 isogroup16374,5.9 | |
| 6991 isogroup16375,2.2 | |
| 6992 isogroup16376,0 | |
| 6993 isogroup16377,0.5 | |
| 6994 isogroup16378,-1 | |
| 6995 isogroup16379,0.4 | |
| 6996 isogroup1638,-0.1 | |
| 6997 isogroup16381,0.7 | |
| 6998 isogroup16382,0.8 | |
| 6999 isogroup16383,0.8 | |
| 7000 isogroup16384,1.1 | |
| 7001 isogroup16385,-0.1 | |
| 7002 isogroup16386,0.3 | |
| 7003 isogroup16387,-0.2 | |
| 7004 isogroup16388,0.1 | |
| 7005 isogroup16389,0 | |
| 7006 isogroup1639,-0.1 | |
| 7007 isogroup16390,0 | |
| 7008 isogroup16391,0.3 | |
| 7009 isogroup16392,-0.2 | |
| 7010 isogroup16393,-1 | |
| 7011 isogroup16394,-6.4 | |
| 7012 isogroup16395,0 | |
| 7013 isogroup16396,-0.2 | |
| 7014 isogroup16397,0.2 | |
| 7015 isogroup16398,9.8 | |
| 7016 isogroup16399,0.8 | |
| 7017 isogroup164,-0.5 | |
| 7018 isogroup1640,1.3 | |
| 7019 isogroup16400,-3.2 | |
| 7020 isogroup16401,1.4 | |
| 7021 isogroup16403,0.7 | |
| 7022 isogroup16403.1,0.1 | |
| 7023 isogroup16405,0.9 | |
| 7024 isogroup16406,-10 | |
| 7025 isogroup16407,0.6 | |
| 7026 isogroup16408,0.2 | |
| 7027 isogroup16409,-1.3 | |
| 7028 isogroup1641.1,0 | |
| 7029 isogroup16410,-3.5 | |
| 7030 isogroup16411,0.7 | |
| 7031 isogroup16412,0.5 | |
| 7032 isogroup16413,0 | |
| 7033 isogroup16414,-0.5 | |
| 7034 isogroup16415,0.3 | |
| 7035 isogroup16416,1 | |
| 7036 isogroup16417,-0.1 | |
| 7037 isogroup16418,-0.2 | |
| 7038 isogroup16419,-0.3 | |
| 7039 isogroup1642,1 | |
| 7040 isogroup1642.1,0.5 | |
| 7041 isogroup16420,0.6 | |
| 7042 isogroup16421,2.2 | |
| 7043 isogroup16422,0.6 | |
| 7044 isogroup16423,-0.2 | |
| 7045 isogroup16424,-3.2 | |
| 7046 isogroup16425,-0.8 | |
| 7047 isogroup16425.1,-0.5 | |
| 7048 isogroup16426,0.6 | |
| 7049 isogroup16427,0.7 | |
| 7050 isogroup16428,-2.4 | |
| 7051 isogroup16429,-1.7 | |
| 7052 isogroup1643,-0.1 | |
| 7053 isogroup16430,-0.3 | |
| 7054 isogroup16431,-0.4 | |
| 7055 isogroup16432,-4.1 | |
| 7056 isogroup16433,0.3 | |
| 7057 isogroup16434,1.7 | |
| 7058 isogroup16435,0.6 | |
| 7059 isogroup16436,0 | |
| 7060 isogroup16437,2.1 | |
| 7061 isogroup16438,2.5 | |
| 7062 isogroup16439,7.4 | |
| 7063 isogroup1644,-5 | |
| 7064 isogroup16440,-0.8 | |
| 7065 isogroup16441,0.1 | |
| 7066 isogroup16442,0.1 | |
| 7067 isogroup16443,-0.4 | |
| 7068 isogroup16444,0.2 | |
| 7069 isogroup16445,1.8 | |
| 7070 isogroup16446,-1.4 | |
| 7071 isogroup16447,0.6 | |
| 7072 isogroup16448,-2.3 | |
| 7073 isogroup16449,-0.5 | |
| 7074 isogroup1645,1 | |
| 7075 isogroup16450,0.9 | |
| 7076 isogroup16451,-0.4 | |
| 7077 isogroup16452,0.2 | |
| 7078 isogroup16453,0.2 | |
| 7079 isogroup16454,1.7 | |
| 7080 isogroup16455,-1 | |
| 7081 isogroup16456,0.7 | |
| 7082 isogroup16457,0 | |
| 7083 isogroup16458,0.1 | |
| 7084 isogroup16459,0.5 | |
| 7085 isogroup1646,-0.4 | |
| 7086 isogroup16460,0 | |
| 7087 isogroup16461,0.5 | |
| 7088 isogroup16462,0 | |
| 7089 isogroup16463,0.3 | |
| 7090 isogroup16464,1 | |
| 7091 isogroup16465,-0.2 | |
| 7092 isogroup16466,-1.3 | |
| 7093 isogroup16467,0.5 | |
| 7094 isogroup16468,0 | |
| 7095 isogroup16469,-0.1 | |
| 7096 isogroup1647,-0.1 | |
| 7097 isogroup16470,-0.2 | |
| 7098 isogroup16471,1.1 | |
| 7099 isogroup16472,-9.8 | |
| 7100 isogroup16473,0.2 | |
| 7101 isogroup16474,0.1 | |
| 7102 isogroup16475,-9.8 | |
| 7103 isogroup16476,0.4 | |
| 7104 isogroup16477,0.1 | |
| 7105 isogroup16478,0 | |
| 7106 isogroup16479,0.2 | |
| 7107 isogroup1648,1.6 | |
| 7108 isogroup16480,0.8 | |
| 7109 isogroup16481,-1.5 | |
| 7110 isogroup16482,0.1 | |
| 7111 isogroup16483,0 | |
| 7112 isogroup16484,0.5 | |
| 7113 isogroup16485,2.4 | |
| 7114 isogroup16486,0.3 | |
| 7115 isogroup16486.1,0.4 | |
| 7116 isogroup16487,7.9 | |
| 7117 isogroup16488,0 | |
| 7118 isogroup16489,0.6 | |
| 7119 isogroup1649,-0.6 | |
| 7120 isogroup16490,0.2 | |
| 7121 isogroup16491,0.6 | |
| 7122 isogroup16492,-0.2 | |
| 7123 isogroup16493,-0.3 | |
| 7124 isogroup16494,0.2 | |
| 7125 isogroup16495,0 | |
| 7126 isogroup16497,0.9 | |
| 7127 isogroup16498,0.4 | |
| 7128 isogroup16499,0.7 | |
| 7129 isogroup165,0.6 | |
| 7130 isogroup1650,1.4 | |
| 7131 isogroup16500,-0.5 | |
| 7132 isogroup16501,1 | |
| 7133 isogroup16502,-0.6 | |
| 7134 isogroup16503,1.2 | |
| 7135 isogroup16504,0 | |
| 7136 isogroup16505,-0.4 | |
| 7137 isogroup16506,-0.1 | |
| 7138 isogroup16507,4.6 | |
| 7139 isogroup16508,0 | |
| 7140 isogroup16509,-4.9 | |
| 7141 isogroup1651,0.8 | |
| 7142 isogroup16510,-0.5 | |
| 7143 isogroup16511,-0.2 | |
| 7144 isogroup16512,0.1 | |
| 7145 isogroup16513,1.5 | |
| 7146 isogroup16514,-0.6 | |
| 7147 isogroup16515,-0.1 | |
| 7148 isogroup16516,3.1 | |
| 7149 isogroup16517,0.8 | |
| 7150 isogroup16518,2.1 | |
| 7151 isogroup16519,-0.2 | |
| 7152 isogroup1652,0.7 | |
| 7153 isogroup16520,0.2 | |
| 7154 isogroup16521,0.4 | |
| 7155 isogroup16522,0.4 | |
| 7156 isogroup16523,-1.5 | |
| 7157 isogroup16524,0.2 | |
| 7158 isogroup16525,0.3 | |
| 7159 isogroup16526,-0.7 | |
| 7160 isogroup16527,-0.4 | |
| 7161 isogroup16528,0.7 | |
| 7162 isogroup16529,0.3 | |
| 7163 isogroup1653,-0.1 | |
| 7164 isogroup16530,-0.2 | |
| 7165 isogroup16531,1 | |
| 7166 isogroup16532,1.9 | |
| 7167 isogroup16533,-1.8 | |
| 7168 isogroup16534,0 | |
| 7169 isogroup16535,-0.2 | |
| 7170 isogroup16535.1,-0.4 | |
| 7171 isogroup16536,0 | |
| 7172 isogroup16537,0.2 | |
| 7173 isogroup16538,0.1 | |
| 7174 isogroup16539,0.1 | |
| 7175 isogroup1654,1.5 | |
| 7176 isogroup16540,-2.1 | |
| 7177 isogroup16541,-1.1 | |
| 7178 isogroup16543,-1.4 | |
| 7179 isogroup16544,1.3 | |
| 7180 isogroup16545,0.3 | |
| 7181 isogroup16546,-0.8 | |
| 7182 isogroup16547,1.7 | |
| 7183 isogroup16548,-0.1 | |
| 7184 isogroup16549,0 | |
| 7185 isogroup1655,1 | |
| 7186 isogroup16550,0.5 | |
| 7187 isogroup16551,-2.7 | |
| 7188 isogroup16552,-4.6 | |
| 7189 isogroup16553,1.2 | |
| 7190 isogroup16554,0 | |
| 7191 isogroup16555,-2.6 | |
| 7192 isogroup16556,0 | |
| 7193 isogroup16557,2.7 | |
| 7194 isogroup16558,-0.5 | |
| 7195 isogroup16559,-0.5 | |
| 7196 isogroup1656,0.1 | |
| 7197 isogroup16560,0.2 | |
| 7198 isogroup16561,-0.2 | |
| 7199 isogroup16562,0.2 | |
| 7200 isogroup16563,0.4 | |
| 7201 isogroup16564,0.8 | |
| 7202 isogroup16565,0.6 | |
| 7203 isogroup16566,2.9 | |
| 7204 isogroup16567,-0.1 | |
| 7205 isogroup16568,0.3 | |
| 7206 isogroup16569,-0.5 | |
| 7207 isogroup1657,2.9 | |
| 7208 isogroup16570,-1.7 | |
| 7209 isogroup16571,0.3 | |
| 7210 isogroup16572,3.5 | |
| 7211 isogroup16573,0.1 | |
| 7212 isogroup16574,-0.1 | |
| 7213 isogroup16575,1.1 | |
| 7214 isogroup16576,1 | |
| 7215 isogroup16577,-0.4 | |
| 7216 isogroup16578,-0.1 | |
| 7217 isogroup16579,0.1 | |
| 7218 isogroup1658,4.3 | |
| 7219 isogroup16580,0.5 | |
| 7220 isogroup16581,1.3 | |
| 7221 isogroup16582,-0.2 | |
| 7222 isogroup16583,-10 | |
| 7223 isogroup16584,-0.1 | |
| 7224 isogroup16585,-0.1 | |
| 7225 isogroup16586,0.7 | |
| 7226 isogroup16587,2 | |
| 7227 isogroup16588,-4.1 | |
| 7228 isogroup16589,0.3 | |
| 7229 isogroup1659,-0.6 | |
| 7230 isogroup16590,1.7 | |
| 7231 isogroup16591,2.2 | |
| 7232 isogroup16592,-0.5 | |
| 7233 isogroup16593,-0.4 | |
| 7234 isogroup16594,-0.2 | |
| 7235 isogroup16595,-0.2 | |
| 7236 isogroup16596,-0.9 | |
| 7237 isogroup16597,-0.7 | |
| 7238 isogroup16598,0.9 | |
| 7239 isogroup16599,0.8 | |
| 7240 isogroup166,0.4 | |
| 7241 isogroup1660,3.7 | |
| 7242 isogroup16600,0.2 | |
| 7243 isogroup16601,-0.3 | |
| 7244 isogroup16602,-1.6 | |
| 7245 isogroup16603,0.1 | |
| 7246 isogroup16604,0.1 | |
| 7247 isogroup16605,-3 | |
| 7248 isogroup16606,0.1 | |
| 7249 isogroup16607,-0.2 | |
| 7250 isogroup16608,0.6 | |
| 7251 isogroup16609,0 | |
| 7252 isogroup1661,-0.6 | |
| 7253 isogroup16611,0.1 | |
| 7254 isogroup16612,-3 | |
| 7255 isogroup16613,1 | |
| 7256 isogroup16614,0.2 | |
| 7257 isogroup16615,0.1 | |
| 7258 isogroup16616,1.1 | |
| 7259 isogroup16617,-0.3 | |
| 7260 isogroup16618,0.6 | |
| 7261 isogroup1662,0.9 | |
| 7262 isogroup16621,-0.5 | |
| 7263 isogroup16622,0.3 | |
| 7264 isogroup16623,0.9 | |
| 7265 isogroup16624,0.7 | |
| 7266 isogroup16625,0.8 | |
| 7267 isogroup16626,1.6 | |
| 7268 isogroup16627,-0.3 | |
| 7269 isogroup16628,2 | |
| 7270 isogroup16629,-6.6 | |
| 7271 isogroup1663,1.4 | |
| 7272 isogroup16630,-0.9 | |
| 7273 isogroup16631,-0.9 | |
| 7274 isogroup16632,0.2 | |
| 7275 isogroup16633,6.3 | |
| 7276 isogroup16634,0.2 | |
| 7277 isogroup16635,-0.1 | |
| 7278 isogroup16636,-2.3 | |
| 7279 isogroup16637,0 | |
| 7280 isogroup16638,-0.2 | |
| 7281 isogroup16639,-0.1 | |
| 7282 isogroup1664,-0.1 | |
| 7283 isogroup16640,-0.2 | |
| 7284 isogroup16642,-0.1 | |
| 7285 isogroup16643,0.5 | |
| 7286 isogroup16644,0 | |
| 7287 isogroup16645,-0.2 | |
| 7288 isogroup16646,1.6 | |
| 7289 isogroup16647,0.5 | |
| 7290 isogroup16648,0.1 | |
| 7291 isogroup16649,-0.3 | |
| 7292 isogroup1665,2.5 | |
| 7293 isogroup16650,0.7 | |
| 7294 isogroup16651,0.1 | |
| 7295 isogroup16652,-0.1 | |
| 7296 isogroup16653,0.9 | |
| 7297 isogroup16654,0.2 | |
| 7298 isogroup16655,3.4 | |
| 7299 isogroup16656,2.2 | |
| 7300 isogroup16657,-10 | |
| 7301 isogroup16658,-1.2 | |
| 7302 isogroup16659,-0.5 | |
| 7303 isogroup1666,-0.4 | |
| 7304 isogroup16660,0 | |
| 7305 isogroup16661,-1.3 | |
| 7306 isogroup16662,1.6 | |
| 7307 isogroup16663,0.1 | |
| 7308 isogroup16664,0.1 | |
| 7309 isogroup16665,0.6 | |
| 7310 isogroup16666,-0.1 | |
| 7311 isogroup16667,-8.1 | |
| 7312 isogroup16668,0.7 | |
| 7313 isogroup16669,0.3 | |
| 7314 isogroup1667,0.8 | |
| 7315 isogroup16670,-0.6 | |
| 7316 isogroup16671,0.7 | |
| 7317 isogroup16672,-5.5 | |
| 7318 isogroup16673,-5.9 | |
| 7319 isogroup16674,-0.1 | |
| 7320 isogroup16675,1.6 | |
| 7321 isogroup16676,0.1 | |
| 7322 isogroup16677,-0.2 | |
| 7323 isogroup16678,0.1 | |
| 7324 isogroup16679,-10 | |
| 7325 isogroup1668,1.6 | |
| 7326 isogroup16680,-0.2 | |
| 7327 isogroup16681,-0.3 | |
| 7328 isogroup16682,-1.4 | |
| 7329 isogroup16683,0.7 | |
| 7330 isogroup16684,-0.4 | |
| 7331 isogroup16685,-0.2 | |
| 7332 isogroup16686,1.9 | |
| 7333 isogroup16687,-10 | |
| 7334 isogroup16688,0.5 | |
| 7335 isogroup16689,-0.4 | |
| 7336 isogroup1669,9.6 | |
| 7337 isogroup16690,1.6 | |
| 7338 isogroup16691,0.3 | |
| 7339 isogroup16692,-0.7 | |
| 7340 isogroup16693,0.2 | |
| 7341 isogroup16694,0.7 | |
| 7342 isogroup16695,-0.3 | |
| 7343 isogroup16696,0.8 | |
| 7344 isogroup16697,0 | |
| 7345 isogroup16698,0 | |
| 7346 isogroup16699,-0.1 | |
| 7347 isogroup167,1.6 | |
| 7348 isogroup1670,0.3 | |
| 7349 isogroup16700,1.3 | |
| 7350 isogroup16701,-0.1 | |
| 7351 isogroup16702,0.3 | |
| 7352 isogroup16703,0.5 | |
| 7353 isogroup16704,-2.2 | |
| 7354 isogroup16706,-0.4 | |
| 7355 isogroup16707,0.1 | |
| 7356 isogroup16708,3.8 | |
| 7357 isogroup16709,-10 | |
| 7358 isogroup1671,0 | |
| 7359 isogroup16710,0.3 | |
| 7360 isogroup16711,-1.5 | |
| 7361 isogroup16712,-0.5 | |
| 7362 isogroup16713,0.1 | |
| 7363 isogroup16714,2.2 | |
| 7364 isogroup16716,-0.1 | |
| 7365 isogroup16717,0.7 | |
| 7366 isogroup16718,0.4 | |
| 7367 isogroup16719,1.5 | |
| 7368 isogroup1672,1.4 | |
| 7369 isogroup16720,0.4 | |
| 7370 isogroup16721,0 | |
| 7371 isogroup16722,0.9 | |
| 7372 isogroup16723,0.3 | |
| 7373 isogroup16724,-2 | |
| 7374 isogroup16725,0.7 | |
| 7375 isogroup16726,-1.1 | |
| 7376 isogroup16727,-0.5 | |
| 7377 isogroup16728,0.1 | |
| 7378 isogroup16729,0 | |
| 7379 isogroup1673,1.2 | |
| 7380 isogroup16730,-0.1 | |
| 7381 isogroup16731,1.9 | |
| 7382 isogroup16732,0.5 | |
| 7383 isogroup16733,-0.4 | |
| 7384 isogroup16734,0.1 | |
| 7385 isogroup16735,0.9 | |
| 7386 isogroup16736,-1.7 | |
| 7387 isogroup16737,-2.4 | |
| 7388 isogroup16738,0.3 | |
| 7389 isogroup16739,-0.1 | |
| 7390 isogroup1674,0.7 | |
| 7391 isogroup16740,-0.3 | |
| 7392 isogroup16741,0.9 | |
| 7393 isogroup16742,-0.4 | |
| 7394 isogroup16743,1.5 | |
| 7395 isogroup16744,1.3 | |
| 7396 isogroup16745,2.5 | |
| 7397 isogroup16746,2.2 | |
| 7398 isogroup16747,-0.2 | |
| 7399 isogroup16748,3.2 | |
| 7400 isogroup16749,0.3 | |
| 7401 isogroup1675,3.8 | |
| 7402 isogroup16750,-1.4 | |
| 7403 isogroup16751,0.6 | |
| 7404 isogroup16752,-0.3 | |
| 7405 isogroup16753,1 | |
| 7406 isogroup16756,-0.1 | |
| 7407 isogroup16757,-0.4 | |
| 7408 isogroup16758,0 | |
| 7409 isogroup16759,0.1 | |
| 7410 isogroup1676,0 | |
| 7411 isogroup16760,1 | |
| 7412 isogroup16761,0.8 | |
| 7413 isogroup16762,0 | |
| 7414 isogroup16764,0.5 | |
| 7415 isogroup16765,-0.7 | |
| 7416 isogroup16766,1.5 | |
| 7417 isogroup16767,-0.2 | |
| 7418 isogroup16768,0.2 | |
| 7419 isogroup16769,1 | |
| 7420 isogroup1677,1.8 | |
| 7421 isogroup16770,-0.6 | |
| 7422 isogroup16771,-1.1 | |
| 7423 isogroup16772,0.2 | |
| 7424 isogroup16773,1.4 | |
| 7425 isogroup16774,-0.3 | |
| 7426 isogroup16775,-3.3 | |
| 7427 isogroup16777,-2.1 | |
| 7428 isogroup16778,0.3 | |
| 7429 isogroup16779,-1.1 | |
| 7430 isogroup1678,0.9 | |
| 7431 isogroup16780,-2.5 | |
| 7432 isogroup16781,2.4 | |
| 7433 isogroup16782,-3.2 | |
| 7434 isogroup16783,0.5 | |
| 7435 isogroup16784,0.2 | |
| 7436 isogroup16785,-0.1 | |
| 7437 isogroup16786,2.5 | |
| 7438 isogroup16787,2.5 | |
| 7439 isogroup16788,-0.4 | |
| 7440 isogroup16789,-0.5 | |
| 7441 isogroup1679,1.5 | |
| 7442 isogroup16790,1.9 | |
| 7443 isogroup16791,-0.2 | |
| 7444 isogroup16792,-0.4 | |
| 7445 isogroup16793,-1 | |
| 7446 isogroup16794,0.5 | |
| 7447 isogroup16795,0 | |
| 7448 isogroup16796,-0.1 | |
| 7449 isogroup16797,-1.1 | |
| 7450 isogroup16798,-3.8 | |
| 7451 isogroup16799,0.3 | |
| 7452 isogroup168,1.5 | |
| 7453 isogroup1680,6 | |
| 7454 isogroup16800,-0.3 | |
| 7455 isogroup16801,0.5 | |
| 7456 isogroup16802,1.6 | |
| 7457 isogroup16803,2.4 | |
| 7458 isogroup16804,-1.1 | |
| 7459 isogroup16805,0.8 | |
| 7460 isogroup16806,0.8 | |
| 7461 isogroup16807,-4.9 | |
| 7462 isogroup16808,0.2 | |
| 7463 isogroup16809,-0.2 | |
| 7464 isogroup1681,0.6 | |
| 7465 isogroup16810,-6.8 | |
| 7466 isogroup16811,-0.5 | |
| 7467 isogroup16812,0.1 | |
| 7468 isogroup16813,-0.1 | |
| 7469 isogroup16814,-0.1 | |
| 7470 isogroup16815,-0.4 | |
| 7471 isogroup16816,-7.9 | |
| 7472 isogroup16817,0.5 | |
| 7473 isogroup16818,1 | |
| 7474 isogroup1682,-0.2 | |
| 7475 isogroup16820,0.3 | |
| 7476 isogroup16821,1.2 | |
| 7477 isogroup16822,-1.3 | |
| 7478 isogroup16823,0 | |
| 7479 isogroup16824,-0.3 | |
| 7480 isogroup16825,-0.7 | |
| 7481 isogroup16826,-2 | |
| 7482 isogroup16827,0.5 | |
| 7483 isogroup16828,1.7 | |
| 7484 isogroup16829,0 | |
| 7485 isogroup1683,1.4 | |
| 7486 isogroup16830,-1.1 | |
| 7487 isogroup16831,-4.8 | |
| 7488 isogroup16832,0.6 | |
| 7489 isogroup16833,-0.5 | |
| 7490 isogroup16834,-0.3 | |
| 7491 isogroup16835,-0.7 | |
| 7492 isogroup16836,0.1 | |
| 7493 isogroup16837,0.5 | |
| 7494 isogroup16838,1.7 | |
| 7495 isogroup16839,0 | |
| 7496 isogroup1684,2 | |
| 7497 isogroup16840,0.7 | |
| 7498 isogroup16841,1.2 | |
| 7499 isogroup16842,3.9 | |
| 7500 isogroup16843,-1.7 | |
| 7501 isogroup16844,-0.7 | |
| 7502 isogroup16845,1.6 | |
| 7503 isogroup16846,0.5 | |
| 7504 isogroup16847,0.5 | |
| 7505 isogroup16848,-7.1 | |
| 7506 isogroup16849,-0.9 | |
| 7507 isogroup1685,1.1 | |
| 7508 isogroup16850,1.4 | |
| 7509 isogroup16851,0.3 | |
| 7510 isogroup16852,-1.5 | |
| 7511 isogroup16853,-0.1 | |
| 7512 isogroup16855,-2.8 | |
| 7513 isogroup16856,-10 | |
| 7514 isogroup16857,1.1 | |
| 7515 isogroup16858,-0.3 | |
| 7516 isogroup16859,0.5 | |
| 7517 isogroup1686,1.2 | |
| 7518 isogroup16860,-0.3 | |
| 7519 isogroup16861,-9.9 | |
| 7520 isogroup16862,-0.6 | |
| 7521 isogroup16863,0.2 | |
| 7522 isogroup16864,1 | |
| 7523 isogroup16865,-0.2 | |
| 7524 isogroup16866,-0.2 | |
| 7525 isogroup16867,-0.2 | |
| 7526 isogroup16868,-0.2 | |
| 7527 isogroup16869,0.3 | |
| 7528 isogroup1687,1.3 | |
| 7529 isogroup16870,-0.9 | |
| 7530 isogroup16871,-10 | |
| 7531 isogroup16872,-0.1 | |
| 7532 isogroup16873,0.1 | |
| 7533 isogroup16874,-0.1 | |
| 7534 isogroup16875,0.2 | |
| 7535 isogroup16876,1.9 | |
| 7536 isogroup16877,1 | |
| 7537 isogroup16878,0.2 | |
| 7538 isogroup16879,0 | |
| 7539 isogroup1688,-0.1 | |
| 7540 isogroup16880,0.4 | |
| 7541 isogroup16881,-1 | |
| 7542 isogroup16882,0.5 | |
| 7543 isogroup16883,-0.3 | |
| 7544 isogroup16884,-0.6 | |
| 7545 isogroup16885,-0.5 | |
| 7546 isogroup16886,0.1 | |
| 7547 isogroup16887,0.2 | |
| 7548 isogroup16888,0.5 | |
| 7549 isogroup16889,0.4 | |
| 7550 isogroup1689,0.1 | |
| 7551 isogroup16890,-4.3 | |
| 7552 isogroup16891,-0.1 | |
| 7553 isogroup16892,0.4 | |
| 7554 isogroup16893,0.1 | |
| 7555 isogroup16894,1.5 | |
| 7556 isogroup16895,0.1 | |
| 7557 isogroup16896,-0.2 | |
| 7558 isogroup16897,-2.4 | |
| 7559 isogroup16898,-1 | |
| 7560 isogroup16899,0.5 | |
| 7561 isogroup169,6.7 | |
| 7562 isogroup1690,1.3 | |
| 7563 isogroup16900,0.5 | |
| 7564 isogroup16901,-0.8 | |
| 7565 isogroup16902,-0.5 | |
| 7566 isogroup16903,0.3 | |
| 7567 isogroup16904,0.9 | |
| 7568 isogroup16905,0.6 | |
| 7569 isogroup16906,2.3 | |
| 7570 isogroup16907,10 | |
| 7571 isogroup16908,-1.2 | |
| 7572 isogroup16909,3.3 | |
| 7573 isogroup1691,-8.9 | |
| 7574 isogroup16910,-0.4 | |
| 7575 isogroup16911,-0.3 | |
| 7576 isogroup16912,4.5 | |
| 7577 isogroup16913,1.1 | |
| 7578 isogroup16914,0.6 | |
| 7579 isogroup16915,0.8 | |
| 7580 isogroup16916,0.2 | |
| 7581 isogroup16918,0.2 | |
| 7582 isogroup16919,-10 | |
| 7583 isogroup1692,6.8 | |
| 7584 isogroup16920,4.5 | |
| 7585 isogroup16921,-0.3 | |
| 7586 isogroup16922,0.9 | |
| 7587 isogroup16923,0.8 | |
| 7588 isogroup16924,1.2 | |
| 7589 isogroup16925,-0.4 | |
| 7590 isogroup16926,1.2 | |
| 7591 isogroup16927,0.3 | |
| 7592 isogroup16928,-9.9 | |
| 7593 isogroup16929,0.3 | |
| 7594 isogroup1693,0.1 | |
| 7595 isogroup16930,-0.3 | |
| 7596 isogroup16931,0.7 | |
| 7597 isogroup16932,0.1 | |
| 7598 isogroup16932.1,-0.1 | |
| 7599 isogroup16933,10 | |
| 7600 isogroup16934,0.4 | |
| 7601 isogroup16935,0.6 | |
| 7602 isogroup16936,-0.1 | |
| 7603 isogroup16938,0.3 | |
| 7604 isogroup16939,1.2 | |
| 7605 isogroup1694,1 | |
| 7606 isogroup16940,-0.2 | |
| 7607 isogroup16941,-2 | |
| 7608 isogroup16942,0.6 | |
| 7609 isogroup16943,2.3 | |
| 7610 isogroup16944,0.9 | |
| 7611 isogroup16945,1.6 | |
| 7612 isogroup16946,0.5 | |
| 7613 isogroup16947,0.7 | |
| 7614 isogroup16948,2.1 | |
| 7615 isogroup16949,0.2 | |
| 7616 isogroup1695,0.8 | |
| 7617 isogroup16950,0.5 | |
| 7618 isogroup16951,-10 | |
| 7619 isogroup16952,0.1 | |
| 7620 isogroup16953,-4.5 | |
| 7621 isogroup16954,0.9 | |
| 7622 isogroup16955,-0.1 | |
| 7623 isogroup16956,1.6 | |
| 7624 isogroup16957,1 | |
| 7625 isogroup16958,0.4 | |
| 7626 isogroup16959,0.2 | |
| 7627 isogroup1696,-0.1 | |
| 7628 isogroup16960,0.1 | |
| 7629 isogroup16961,-0.3 | |
| 7630 isogroup16962,-1.7 | |
| 7631 isogroup16963,-0.8 | |
| 7632 isogroup16964,0.4 | |
| 7633 isogroup16965,0.1 | |
| 7634 isogroup16966,0.4 | |
| 7635 isogroup16967,0.1 | |
| 7636 isogroup16968,-1.9 | |
| 7637 isogroup16969,0.4 | |
| 7638 isogroup1697,-1.3 | |
| 7639 isogroup16970,-0.2 | |
| 7640 isogroup16971,4.9 | |
| 7641 isogroup16972,0.8 | |
| 7642 isogroup16973,1 | |
| 7643 isogroup16974,1 | |
| 7644 isogroup16975,0.5 | |
| 7645 isogroup16976,0.7 | |
| 7646 isogroup16977,0 | |
| 7647 isogroup16978,0.5 | |
| 7648 isogroup16979,0.1 | |
| 7649 isogroup1698,2.2 | |
| 7650 isogroup16980,1.6 | |
| 7651 isogroup16981,-1.4 | |
| 7652 isogroup16982,0.7 | |
| 7653 isogroup16983,-0.5 | |
| 7654 isogroup16984,8.8 | |
| 7655 isogroup16985,-1.5 | |
| 7656 isogroup16986,-3 | |
| 7657 isogroup16987,0.2 | |
| 7658 isogroup16988,1.8 | |
| 7659 isogroup1699,-1.9 | |
| 7660 isogroup16990,0.8 | |
| 7661 isogroup16991,-1.5 | |
| 7662 isogroup16992,0.3 | |
| 7663 isogroup16993,0 | |
| 7664 isogroup16994,0 | |
| 7665 isogroup16995,0.1 | |
| 7666 isogroup16996,0.6 | |
| 7667 isogroup16997,0.3 | |
| 7668 isogroup16998,-3.1 | |
| 7669 isogroup16999,0 | |
| 7670 isogroup17,2.9 | |
| 7671 isogroup170,0.6 | |
| 7672 isogroup1700,0.1 | |
| 7673 isogroup1700.1,-0.2 | |
| 7674 isogroup1700.2,-0.7 | |
| 7675 isogroup17000,-0.8 | |
| 7676 isogroup17001,0.1 | |
| 7677 isogroup17002,1.5 | |
| 7678 isogroup17003,0.4 | |
| 7679 isogroup17004,-6.3 | |
| 7680 isogroup17005,-0.4 | |
| 7681 isogroup17006,-10 | |
| 7682 isogroup17007,0.9 | |
| 7683 isogroup17008,-0.1 | |
| 7684 isogroup17009,4 | |
| 7685 isogroup1701,-0.3 | |
| 7686 isogroup17010,0 | |
| 7687 isogroup17011,1.7 | |
| 7688 isogroup17012,-0.1 | |
| 7689 isogroup17013,0.2 | |
| 7690 isogroup17014,-1 | |
| 7691 isogroup17015,1.4 | |
| 7692 isogroup17016,-6.6 | |
| 7693 isogroup17017,2.5 | |
| 7694 isogroup17018,0.3 | |
| 7695 isogroup17019,0.1 | |
| 7696 isogroup1702,0.3 | |
| 7697 isogroup17020,-3.1 | |
| 7698 isogroup17021,0.1 | |
| 7699 isogroup17022,2.3 | |
| 7700 isogroup17023,-0.1 | |
| 7701 isogroup17024,0.2 | |
| 7702 isogroup17025,-0.6 | |
| 7703 isogroup17026,-0.8 | |
| 7704 isogroup17027,0.8 | |
| 7705 isogroup17028,-0.1 | |
| 7706 isogroup17029,4.8 | |
| 7707 isogroup1703,0.4 | |
| 7708 isogroup17030,1.1 | |
| 7709 isogroup17031,0.4 | |
| 7710 isogroup17032,0.2 | |
| 7711 isogroup17033,0.1 | |
| 7712 isogroup17034,-0.1 | |
| 7713 isogroup17035,0.3 | |
| 7714 isogroup17036,0.2 | |
| 7715 isogroup17037,0.5 | |
| 7716 isogroup17038,-5.1 | |
| 7717 isogroup17039,2 | |
| 7718 isogroup1704,3.1 | |
| 7719 isogroup17040,1.2 | |
| 7720 isogroup17041,-0.8 | |
| 7721 isogroup17042,1.3 | |
| 7722 isogroup17043,-1.6 | |
| 7723 isogroup17044,0.8 | |
| 7724 isogroup17045,0.5 | |
| 7725 isogroup17046,-2.6 | |
| 7726 isogroup17047,-0.2 | |
| 7727 isogroup17048,0.5 | |
| 7728 isogroup17049,0.2 | |
| 7729 isogroup1705,1.4 | |
| 7730 isogroup17050,0.2 | |
| 7731 isogroup17051,-1.6 | |
| 7732 isogroup17052,2.4 | |
| 7733 isogroup17053,1.8 | |
| 7734 isogroup17054,-1.1 | |
| 7735 isogroup17055,1 | |
| 7736 isogroup17056,2 | |
| 7737 isogroup17057,-0.1 | |
| 7738 isogroup17058,0 | |
| 7739 isogroup17059,0.5 | |
| 7740 isogroup1706,-0.6 | |
| 7741 isogroup17060,0.4 | |
| 7742 isogroup17061,0.5 | |
| 7743 isogroup17062,-5.6 | |
| 7744 isogroup17063,1.6 | |
| 7745 isogroup17064,-1.9 | |
| 7746 isogroup17065,-9.4 | |
| 7747 isogroup17066,-0.1 | |
| 7748 isogroup17067,0.2 | |
| 7749 isogroup17069,0.4 | |
| 7750 isogroup1707,2.6 | |
| 7751 isogroup17070,0.1 | |
| 7752 isogroup17071,0.7 | |
| 7753 isogroup17072,-0.1 | |
| 7754 isogroup17073,1.2 | |
| 7755 isogroup17074,-0.3 | |
| 7756 isogroup17075,-3.1 | |
| 7757 isogroup17076,0.1 | |
| 7758 isogroup17077,0.3 | |
| 7759 isogroup17078,-0.2 | |
| 7760 isogroup17079,0.8 | |
| 7761 isogroup1708,0.1 | |
| 7762 isogroup17080,-0.6 | |
| 7763 isogroup17081,-0.2 | |
| 7764 isogroup17082,0.4 | |
| 7765 isogroup17083,-5.6 | |
| 7766 isogroup17084,-0.1 | |
| 7767 isogroup17085,2.4 | |
| 7768 isogroup17086,0.2 | |
| 7769 isogroup17087,-0.4 | |
| 7770 isogroup17088,-3.8 | |
| 7771 isogroup17089,-1.2 | |
| 7772 isogroup1709,1.1 | |
| 7773 isogroup17090,0.1 | |
| 7774 isogroup17091,1 | |
| 7775 isogroup17092,0 | |
| 7776 isogroup17093,-4.4 | |
| 7777 isogroup17095,1.4 | |
| 7778 isogroup17097,0.6 | |
| 7779 isogroup17098,0.7 | |
| 7780 isogroup17099,0.5 | |
| 7781 isogroup171,10 | |
| 7782 isogroup1710,-0.1 | |
| 7783 isogroup17100,0.2 | |
| 7784 isogroup17101,0.2 | |
| 7785 isogroup17102,1 | |
| 7786 isogroup17103,0.7 | |
| 7787 isogroup17104,0 | |
| 7788 isogroup17105,0.4 | |
| 7789 isogroup17106,-0.9 | |
| 7790 isogroup17107,-10 | |
| 7791 isogroup17108,0.8 | |
| 7792 isogroup17109,2.7 | |
| 7793 isogroup1711,-0.3 | |
| 7794 isogroup17110,0.4 | |
| 7795 isogroup17111,0.4 | |
| 7796 isogroup17112,-0.1 | |
| 7797 isogroup17113,0.1 | |
| 7798 isogroup17114,0.3 | |
| 7799 isogroup17115,-1 | |
| 7800 isogroup17116,0.5 | |
| 7801 isogroup17117,0 | |
| 7802 isogroup17118,0.4 | |
| 7803 isogroup17119,0.1 | |
| 7804 isogroup1712,0.6 | |
| 7805 isogroup17120,-2.1 | |
| 7806 isogroup17121,-1.1 | |
| 7807 isogroup17122,0.1 | |
| 7808 isogroup17123,-0.7 | |
| 7809 isogroup17124,1.4 | |
| 7810 isogroup17125,0.2 | |
| 7811 isogroup17126,1.9 | |
| 7812 isogroup17127,0 | |
| 7813 isogroup17128,-0.2 | |
| 7814 isogroup17129,-0.5 | |
| 7815 isogroup1713,-0.2 | |
| 7816 isogroup17130,0.3 | |
| 7817 isogroup17131,0.6 | |
| 7818 isogroup17132,-0.3 | |
| 7819 isogroup17133,-0.4 | |
| 7820 isogroup17134,-0.5 | |
| 7821 isogroup17135,-3.1 | |
| 7822 isogroup17136,0 | |
| 7823 isogroup17137,0.8 | |
| 7824 isogroup17138,0.3 | |
| 7825 isogroup17139,1 | |
| 7826 isogroup1714,0.1 | |
| 7827 isogroup17140,-7.8 | |
| 7828 isogroup17141,0.6 | |
| 7829 isogroup17142,-0.3 | |
| 7830 isogroup17143,-1.6 | |
| 7831 isogroup17144,-0.3 | |
| 7832 isogroup17145,1 | |
| 7833 isogroup17146,-1.9 | |
| 7834 isogroup17147,-0.7 | |
| 7835 isogroup17148,0.7 | |
| 7836 isogroup17149,-0.2 | |
| 7837 isogroup1715,0.6 | |
| 7838 isogroup17150,0 | |
| 7839 isogroup17151,0.1 | |
| 7840 isogroup17152,-0.3 | |
| 7841 isogroup17153,1 | |
| 7842 isogroup17154,-0.9 | |
| 7843 isogroup17155,6.4 | |
| 7844 isogroup17156,-0.2 | |
| 7845 isogroup17157,0.9 | |
| 7846 isogroup17158,-0.4 | |
| 7847 isogroup17159,0.6 | |
| 7848 isogroup1716,-1 | |
| 7849 isogroup17160,0.2 | |
| 7850 isogroup17161,1.1 | |
| 7851 isogroup17162,-0.9 | |
| 7852 isogroup17164,0.6 | |
| 7853 isogroup17165,2.1 | |
| 7854 isogroup17166,1.9 | |
| 7855 isogroup17167,-0.9 | |
| 7856 isogroup17168,0.7 | |
| 7857 isogroup17169,0.5 | |
| 7858 isogroup1717,0.1 | |
| 7859 isogroup17170,-1.5 | |
| 7860 isogroup17171,-0.1 | |
| 7861 isogroup17173,-0.5 | |
| 7862 isogroup17174,0.6 | |
| 7863 isogroup17175,0.8 | |
| 7864 isogroup17176,0.3 | |
| 7865 isogroup17177,0.7 | |
| 7866 isogroup17178,-10 | |
| 7867 isogroup17179,0.3 | |
| 7868 isogroup1718,-0.7 | |
| 7869 isogroup17180,0.6 | |
| 7870 isogroup17181,-0.4 | |
| 7871 isogroup17182,-0.3 | |
| 7872 isogroup17183,0.4 | |
| 7873 isogroup17184,0.3 | |
| 7874 isogroup17185,1.2 | |
| 7875 isogroup17186,0.2 | |
| 7876 isogroup17187,0 | |
| 7877 isogroup17188,0.5 | |
| 7878 isogroup17189,0.6 | |
| 7879 isogroup1719,0 | |
| 7880 isogroup17190,6.9 | |
| 7881 isogroup17191,-0.8 | |
| 7882 isogroup17192,-4.9 | |
| 7883 isogroup17193,1.3 | |
| 7884 isogroup17194,-1.8 | |
| 7885 isogroup17195,0.4 | |
| 7886 isogroup17196,1 | |
| 7887 isogroup17197,0.2 | |
| 7888 isogroup17198,1.2 | |
| 7889 isogroup17199,-0.6 | |
| 7890 isogroup172,1.6 | |
| 7891 isogroup1720,1.4 | |
| 7892 isogroup17200,1.4 | |
| 7893 isogroup17201,-3.7 | |
| 7894 isogroup17202,-0.2 | |
| 7895 isogroup17203,0.9 | |
| 7896 isogroup17204,2.2 | |
| 7897 isogroup17205,-1.1 | |
| 7898 isogroup17206,-0.3 | |
| 7899 isogroup17207,-0.2 | |
| 7900 isogroup17208,0.3 | |
| 7901 isogroup17209,1 | |
| 7902 isogroup1721,-0.3 | |
| 7903 isogroup17210,1 | |
| 7904 isogroup17211,1.3 | |
| 7905 isogroup17212,-4.8 | |
| 7906 isogroup17213,0.2 | |
| 7907 isogroup17214,-0.2 | |
| 7908 isogroup17215,0.1 | |
| 7909 isogroup17216,0.1 | |
| 7910 isogroup17217,0.4 | |
| 7911 isogroup17218,-10 | |
| 7912 isogroup17219,0.9 | |
| 7913 isogroup1722,4.8 | |
| 7914 isogroup17220,0 | |
| 7915 isogroup17221,-0.3 | |
| 7916 isogroup17222,3.8 | |
| 7917 isogroup17223,-0.5 | |
| 7918 isogroup17225,-0.7 | |
| 7919 isogroup17226,0.2 | |
| 7920 isogroup17227,1.2 | |
| 7921 isogroup17228,4 | |
| 7922 isogroup17229,-5.2 | |
| 7923 isogroup1723,0.1 | |
| 7924 isogroup17230,-0.3 | |
| 7925 isogroup17231,-0.4 | |
| 7926 isogroup17232,0.3 | |
| 7927 isogroup17233,-0.3 | |
| 7928 isogroup17234,0.9 | |
| 7929 isogroup17235,-0.1 | |
| 7930 isogroup17236,1.2 | |
| 7931 isogroup17237,0.6 | |
| 7932 isogroup17238,-0.5 | |
| 7933 isogroup17239,-0.4 | |
| 7934 isogroup1724,3.3 | |
| 7935 isogroup17240,-8.7 | |
| 7936 isogroup17242,-0.2 | |
| 7937 isogroup17243,0.9 | |
| 7938 isogroup17244,0.2 | |
| 7939 isogroup17245,-0.2 | |
| 7940 isogroup17246,-3.9 | |
| 7941 isogroup17247,-0.2 | |
| 7942 isogroup17248,0.6 | |
| 7943 isogroup17249,-6.1 | |
| 7944 isogroup1725,1.1 | |
| 7945 isogroup17250,1 | |
| 7946 isogroup17251,-4.9 | |
| 7947 isogroup17252,-0.2 | |
| 7948 isogroup17253,0.3 | |
| 7949 isogroup17254,0.1 | |
| 7950 isogroup17255,1.3 | |
| 7951 isogroup17257,-6.2 | |
| 7952 isogroup17258,-0.5 | |
| 7953 isogroup17259,0.1 | |
| 7954 isogroup17260,0.3 | |
| 7955 isogroup17261,0.1 | |
| 7956 isogroup17262,-0.3 | |
| 7957 isogroup17263,-0.6 | |
| 7958 isogroup17264,1.6 | |
| 7959 isogroup17265,-0.4 | |
| 7960 isogroup17266,-0.8 | |
| 7961 isogroup17267,-1.1 | |
| 7962 isogroup17268,-0.1 | |
| 7963 isogroup17269,-1 | |
| 7964 isogroup1727,2.4 | |
| 7965 isogroup17270,-1.7 | |
| 7966 isogroup17271,-0.6 | |
| 7967 isogroup17272,0.7 | |
| 7968 isogroup17273,3.7 | |
| 7969 isogroup17274,0 | |
| 7970 isogroup17275,-0.1 | |
| 7971 isogroup17276,1.2 | |
| 7972 isogroup17277,0.3 | |
| 7973 isogroup17278,-1.3 | |
| 7974 isogroup17279,-10 | |
| 7975 isogroup1728,4.7 | |
| 7976 isogroup17280,0.6 | |
| 7977 isogroup17281,-2.1 | |
| 7978 isogroup17282,0.7 | |
| 7979 isogroup17283,0.3 | |
| 7980 isogroup17284,0 | |
| 7981 isogroup17285,0.2 | |
| 7982 isogroup17286,0.7 | |
| 7983 isogroup17287,0.6 | |
| 7984 isogroup17288,0 | |
| 7985 isogroup17289,0.5 | |
| 7986 isogroup1729,0.3 | |
| 7987 isogroup17290,0.8 | |
| 7988 isogroup17291,1.3 | |
| 7989 isogroup17292,-0.4 | |
| 7990 isogroup17293,-1 | |
| 7991 isogroup17294,0 | |
| 7992 isogroup17295,-1.9 | |
| 7993 isogroup17296,-0.7 | |
| 7994 isogroup17297,1 | |
| 7995 isogroup17298,-0.2 | |
| 7996 isogroup17299,0.2 | |
| 7997 isogroup173,2.3 | |
| 7998 isogroup1730,0.3 | |
| 7999 isogroup17300,0 | |
| 8000 isogroup17301,-0.1 | |
| 8001 isogroup17302,1.5 | |
| 8002 isogroup17303,-0.2 | |
| 8003 isogroup17304,4.4 | |
| 8004 isogroup17305,-0.5 | |
| 8005 isogroup17306,0.8 | |
| 8006 isogroup17307,0.2 | |
| 8007 isogroup17308,0.2 | |
| 8008 isogroup17309,0.9 | |
| 8009 isogroup1731,-2 | |
| 8010 isogroup17310,0.2 | |
| 8011 isogroup17311,1.8 | |
| 8012 isogroup17312,-0.6 | |
| 8013 isogroup17313,0.5 | |
| 8014 isogroup17314,0.7 | |
| 8015 isogroup17315,-0.1 | |
| 8016 isogroup17316,0.7 | |
| 8017 isogroup17317,0 | |
| 8018 isogroup17318,1.9 | |
| 8019 isogroup17319,1.1 | |
| 8020 isogroup1732,2.7 | |
| 8021 isogroup1732.1,-0.4 | |
| 8022 isogroup17320,-4.4 | |
| 8023 isogroup17321,-0.4 | |
| 8024 isogroup17322,-0.1 | |
| 8025 isogroup17323,0.3 | |
| 8026 isogroup17324,-0.1 | |
| 8027 isogroup17325,-1.1 | |
| 8028 isogroup17326,0.9 | |
| 8029 isogroup17327,-0.1 | |
| 8030 isogroup17328,0.1 | |
| 8031 isogroup1733,-0.2 | |
| 8032 isogroup17330,1 | |
| 8033 isogroup17331,-3.2 | |
| 8034 isogroup17332,-0.2 | |
| 8035 isogroup17333,1.7 | |
| 8036 isogroup17334,0.4 | |
| 8037 isogroup17335,0.5 | |
| 8038 isogroup17336,-1.2 | |
| 8039 isogroup17337,-0.3 | |
| 8040 isogroup17338,0.1 | |
| 8041 isogroup17339,1.2 | |
| 8042 isogroup1734,0.3 | |
| 8043 isogroup17340,1.3 | |
| 8044 isogroup17341,0.6 | |
| 8045 isogroup17342,0.3 | |
| 8046 isogroup17343,-0.1 | |
| 8047 isogroup17344,0.8 | |
| 8048 isogroup17345,0.6 | |
| 8049 isogroup17347,0.1 | |
| 8050 isogroup17349,0.1 | |
| 8051 isogroup1735,0.4 | |
| 8052 isogroup17350,0 | |
| 8053 isogroup17351,0.2 | |
| 8054 isogroup17352,-1.7 | |
| 8055 isogroup17353,-0.8 | |
| 8056 isogroup17354,0.5 | |
| 8057 isogroup17355,-0.2 | |
| 8058 isogroup17356,0.2 | |
| 8059 isogroup17357,-0.4 | |
| 8060 isogroup17358,0.9 | |
| 8061 isogroup17359,0.9 | |
| 8062 isogroup1736,0.2 | |
| 8063 isogroup17360,-0.4 | |
| 8064 isogroup17361,2.1 | |
| 8065 isogroup17362,0 | |
| 8066 isogroup17363,-2 | |
| 8067 isogroup17364,0.3 | |
| 8068 isogroup17365,-1.3 | |
| 8069 isogroup17366,-0.9 | |
| 8070 isogroup17367,-0.4 | |
| 8071 isogroup17368,-0.8 | |
| 8072 isogroup17369,-9.1 | |
| 8073 isogroup1737,-1 | |
| 8074 isogroup17370,0.7 | |
| 8075 isogroup17371,-0.5 | |
| 8076 isogroup17372,1.8 | |
| 8077 isogroup17373,0.5 | |
| 8078 isogroup17374,0.1 | |
| 8079 isogroup17375,0.1 | |
| 8080 isogroup17376,0.2 | |
| 8081 isogroup17377,1 | |
| 8082 isogroup17378,0.2 | |
| 8083 isogroup17379,-6.7 | |
| 8084 isogroup1738,-0.4 | |
| 8085 isogroup17382,-0.1 | |
| 8086 isogroup17383,-0.6 | |
| 8087 isogroup17384,-0.2 | |
| 8088 isogroup17385,0.1 | |
| 8089 isogroup17386,-0.4 | |
| 8090 isogroup17387,0.3 | |
| 8091 isogroup17388,-1.5 | |
| 8092 isogroup17389,0.2 | |
| 8093 isogroup1739,0 | |
| 8094 isogroup17390,0.2 | |
| 8095 isogroup17392,-0.8 | |
| 8096 isogroup17393,1 | |
| 8097 isogroup17394,0.2 | |
| 8098 isogroup17395,0.3 | |
| 8099 isogroup17396,0.3 | |
| 8100 isogroup17397,-1.5 | |
| 8101 isogroup17398,-0.1 | |
| 8102 isogroup17399,-4.1 | |
| 8103 isogroup174,1.7 | |
| 8104 isogroup1740,-0.1 | |
| 8105 isogroup17400,2.8 | |
| 8106 isogroup17401,-4.6 | |
| 8107 isogroup17402,-0.3 | |
| 8108 isogroup17403,0.4 | |
| 8109 isogroup17404,0.1 | |
| 8110 isogroup17405,-0.1 | |
| 8111 isogroup17406,-0.6 | |
| 8112 isogroup17407,-4.4 | |
| 8113 isogroup17408,0.6 | |
| 8114 isogroup17409,0.6 | |
| 8115 isogroup1741,-3.1 | |
| 8116 isogroup17410,0.5 | |
| 8117 isogroup17411,-10 | |
| 8118 isogroup17412,0.4 | |
| 8119 isogroup17413,0 | |
| 8120 isogroup17414,0.2 | |
| 8121 isogroup17415,0.3 | |
| 8122 isogroup17416,0 | |
| 8123 isogroup17417,0.1 | |
| 8124 isogroup17418,0 | |
| 8125 isogroup17419,1.8 | |
| 8126 isogroup1742,-0.1 | |
| 8127 isogroup17420,-1.3 | |
| 8128 isogroup17421,-0.1 | |
| 8129 isogroup17422,2 | |
| 8130 isogroup17423,0.1 | |
| 8131 isogroup17424,0.2 | |
| 8132 isogroup17425,0 | |
| 8133 isogroup17426,0.2 | |
| 8134 isogroup17427,-0.6 | |
| 8135 isogroup17428,-0.5 | |
| 8136 isogroup17429,-2.6 | |
| 8137 isogroup1743,-1.3 | |
| 8138 isogroup17430,-0.3 | |
| 8139 isogroup17431,-3.5 | |
| 8140 isogroup17432,1.9 | |
| 8141 isogroup17433,0 | |
| 8142 isogroup17434,0.3 | |
| 8143 isogroup17435,-1.1 | |
| 8144 isogroup17436,0.3 | |
| 8145 isogroup17437,-0.2 | |
| 8146 isogroup1744,1.1 | |
| 8147 isogroup17440,0.7 | |
| 8148 isogroup17441,-0.9 | |
| 8149 isogroup17442,-0.8 | |
| 8150 isogroup17443,3.1 | |
| 8151 isogroup17444,-0.8 | |
| 8152 isogroup17445,3.2 | |
| 8153 isogroup17446,0.1 | |
| 8154 isogroup17447,1.1 | |
| 8155 isogroup17448,-0.2 | |
| 8156 isogroup17449,1.3 | |
| 8157 isogroup1745,0.8 | |
| 8158 isogroup17450,0.6 | |
| 8159 isogroup17451,-0.4 | |
| 8160 isogroup17452,0 | |
| 8161 isogroup17453,2.8 | |
| 8162 isogroup17454,-0.2 | |
| 8163 isogroup17455,1.5 | |
| 8164 isogroup17456,0.4 | |
| 8165 isogroup17457,1.8 | |
| 8166 isogroup17458,1.2 | |
| 8167 isogroup17459,-0.7 | |
| 8168 isogroup1746,1.6 | |
| 8169 isogroup17460,-0.3 | |
| 8170 isogroup17461,-1.1 | |
| 8171 isogroup17462,0.5 | |
| 8172 isogroup17463,0.7 | |
| 8173 isogroup17464,2.2 | |
| 8174 isogroup17465,-10 | |
| 8175 isogroup17466,0.6 | |
| 8176 isogroup17467,-10 | |
| 8177 isogroup17468,2.1 | |
| 8178 isogroup17469,-0.2 | |
| 8179 isogroup1747,-0.3 | |
| 8180 isogroup17470,-1.7 | |
| 8181 isogroup17471,0.5 | |
| 8182 isogroup17472,1.4 | |
| 8183 isogroup17473,-0.5 | |
| 8184 isogroup17474,-0.2 | |
| 8185 isogroup17475,2 | |
| 8186 isogroup17476,-0.6 | |
| 8187 isogroup17477,0.4 | |
| 8188 isogroup17478,-4.2 | |
| 8189 isogroup17479,0.2 | |
| 8190 isogroup1748,1.4 | |
| 8191 isogroup17480,0.4 | |
| 8192 isogroup17481,0.1 | |
| 8193 isogroup17482,0.1 | |
| 8194 isogroup17483,-0.1 | |
| 8195 isogroup17484,-0.1 | |
| 8196 isogroup17485,0.6 | |
| 8197 isogroup17486,0.5 | |
| 8198 isogroup17487,3.3 | |
| 8199 isogroup17488,0 | |
| 8200 isogroup17489,0.3 | |
| 8201 isogroup1749,0.7 | |
| 8202 isogroup17490,0.8 | |
| 8203 isogroup17491,1.2 | |
| 8204 isogroup17492,-2.7 | |
| 8205 isogroup17493,0.4 | |
| 8206 isogroup17495,0.2 | |
| 8207 isogroup17496,0.2 | |
| 8208 isogroup17497,-0.4 | |
| 8209 isogroup17498,1.5 | |
| 8210 isogroup17499,0.8 | |
| 8211 isogroup175,3.8 | |
| 8212 isogroup1750,1.2 | |
| 8213 isogroup17500,-0.1 | |
| 8214 isogroup17501,0.1 | |
| 8215 isogroup17502,0.2 | |
| 8216 isogroup17503,2.1 | |
| 8217 isogroup17504,0.3 | |
| 8218 isogroup17505,-0.6 | |
| 8219 isogroup17506,0.5 | |
| 8220 isogroup17507,1.2 | |
| 8221 isogroup17508,0.2 | |
| 8222 isogroup17509,0.4 | |
| 8223 isogroup1751,1.5 | |
| 8224 isogroup17510,-1.2 | |
| 8225 isogroup17511,0.5 | |
| 8226 isogroup17512,1.3 | |
| 8227 isogroup17513,0.6 | |
| 8228 isogroup17514,0.3 | |
| 8229 isogroup17515,0.5 | |
| 8230 isogroup17516,-0.2 | |
| 8231 isogroup17517,0.1 | |
| 8232 isogroup17518,2.9 | |
| 8233 isogroup1752,1.2 | |
| 8234 isogroup17520,0.6 | |
| 8235 isogroup17521,0.4 | |
| 8236 isogroup17522,0.9 | |
| 8237 isogroup17523,1.6 | |
| 8238 isogroup17524,-0.3 | |
| 8239 isogroup17525,-0.3 | |
| 8240 isogroup17526,0.1 | |
| 8241 isogroup17527,2.4 | |
| 8242 isogroup17528,-1.3 | |
| 8243 isogroup17529,-3.4 | |
| 8244 isogroup1753,-0.6 | |
| 8245 isogroup17530,0.2 | |
| 8246 isogroup17531,-0.9 | |
| 8247 isogroup17532,2.7 | |
| 8248 isogroup17533,4.3 | |
| 8249 isogroup17534,0.7 | |
| 8250 isogroup17535,-0.3 | |
| 8251 isogroup17536,0.4 | |
| 8252 isogroup17537,0.4 | |
| 8253 isogroup17538,1.5 | |
| 8254 isogroup17539,0.9 | |
| 8255 isogroup1754,0.7 | |
| 8256 isogroup17540,0.1 | |
| 8257 isogroup17541,2.5 | |
| 8258 isogroup17542,0.4 | |
| 8259 isogroup17543,1 | |
| 8260 isogroup17544,0.9 | |
| 8261 isogroup17545,-5.3 | |
| 8262 isogroup17546,0.1 | |
| 8263 isogroup17547,-0.7 | |
| 8264 isogroup17548,0.4 | |
| 8265 isogroup17549,0.1 | |
| 8266 isogroup1755,0.7 | |
| 8267 isogroup17550,-0.5 | |
| 8268 isogroup17551,0.1 | |
| 8269 isogroup17552,-0.3 | |
| 8270 isogroup17553,-1 | |
| 8271 isogroup17555,1.1 | |
| 8272 isogroup17556,0.1 | |
| 8273 isogroup17557,-0.1 | |
| 8274 isogroup17558,-0.2 | |
| 8275 isogroup17559,0.7 | |
| 8276 isogroup1756,0.9 | |
| 8277 isogroup17560,-5.6 | |
| 8278 isogroup17561,0 | |
| 8279 isogroup17562,1 | |
| 8280 isogroup17563,0.3 | |
| 8281 isogroup17564,0.2 | |
| 8282 isogroup17565,0.5 | |
| 8283 isogroup17566,1.2 | |
| 8284 isogroup17566.1,1.9 | |
| 8285 isogroup17567,0.9 | |
| 8286 isogroup17568,0.2 | |
| 8287 isogroup17569,-2.2 | |
| 8288 isogroup1757,2.4 | |
| 8289 isogroup17570,1.9 | |
| 8290 isogroup17571,1.2 | |
| 8291 isogroup17572,-0.7 | |
| 8292 isogroup17573,0.1 | |
| 8293 isogroup17574,0.3 | |
| 8294 isogroup17575,0.3 | |
| 8295 isogroup17577,1.2 | |
| 8296 isogroup17578,0 | |
| 8297 isogroup17579,4.6 | |
| 8298 isogroup1758,0.5 | |
| 8299 isogroup17580,-0.5 | |
| 8300 isogroup17581,-0.1 | |
| 8301 isogroup17582,2.6 | |
| 8302 isogroup17583,2 | |
| 8303 isogroup17584,0.5 | |
| 8304 isogroup17585,2.7 | |
| 8305 isogroup17586,0.5 | |
| 8306 isogroup17587,0.7 | |
| 8307 isogroup17588,-0.5 | |
| 8308 isogroup17589,0.1 | |
| 8309 isogroup1759,-0.1 | |
| 8310 isogroup17590,4.1 | |
| 8311 isogroup17591,0 | |
| 8312 isogroup17592,-2.1 | |
| 8313 isogroup17593,0.5 | |
| 8314 isogroup17594,-0.4 | |
| 8315 isogroup17595,-0.1 | |
| 8316 isogroup17596,0.5 | |
| 8317 isogroup17597,0.4 | |
| 8318 isogroup17598,0.1 | |
| 8319 isogroup17599,-0.1 | |
| 8320 isogroup176,4.4 | |
| 8321 isogroup1760,6 | |
| 8322 isogroup17600,-10 | |
| 8323 isogroup17601,0.5 | |
| 8324 isogroup17602,0.3 | |
| 8325 isogroup17603,1 | |
| 8326 isogroup17604,0.7 | |
| 8327 isogroup17605,-0.8 | |
| 8328 isogroup17606,2.2 | |
| 8329 isogroup17607,0.2 | |
| 8330 isogroup17608,-0.6 | |
| 8331 isogroup17609,0.3 | |
| 8332 isogroup1761,0.2 | |
| 8333 isogroup17610,0.2 | |
| 8334 isogroup17611,0.1 | |
| 8335 isogroup17612,0.5 | |
| 8336 isogroup17613,0.3 | |
| 8337 isogroup17614,-1.6 | |
| 8338 isogroup17616,0.3 | |
| 8339 isogroup17617,-0.1 | |
| 8340 isogroup17618,1.2 | |
| 8341 isogroup17619,2.7 | |
| 8342 isogroup1762,-0.7 | |
| 8343 isogroup17620,-0.3 | |
| 8344 isogroup17621,0.1 | |
| 8345 isogroup17622,0.2 | |
| 8346 isogroup17623,0.5 | |
| 8347 isogroup17624,-0.4 | |
| 8348 isogroup17625,0.1 | |
| 8349 isogroup17626,2.6 | |
| 8350 isogroup17627,1.4 | |
| 8351 isogroup17629,0.5 | |
| 8352 isogroup1763,0.6 | |
| 8353 isogroup17630,-5.2 | |
| 8354 isogroup17631,0.4 | |
| 8355 isogroup17632,1 | |
| 8356 isogroup17634,0.4 | |
| 8357 isogroup17635,1.5 | |
| 8358 isogroup17636,0 | |
| 8359 isogroup17637,0.1 | |
| 8360 isogroup17638,0 | |
| 8361 isogroup17639,0 | |
| 8362 isogroup1764,-0.8 | |
| 8363 isogroup17640,0.2 | |
| 8364 isogroup17641,0.5 | |
| 8365 isogroup17642,0.1 | |
| 8366 isogroup17643,0 | |
| 8367 isogroup17644,-0.8 | |
| 8368 isogroup17645,-0.9 | |
| 8369 isogroup17646,1.2 | |
| 8370 isogroup17647,-8.9 | |
| 8371 isogroup17649,-0.4 | |
| 8372 isogroup1765,-0.1 | |
| 8373 isogroup17650,-0.2 | |
| 8374 isogroup17651,0.7 | |
| 8375 isogroup17652,-0.8 | |
| 8376 isogroup17653,-0.8 | |
| 8377 isogroup17655,0 | |
| 8378 isogroup17656,-0.2 | |
| 8379 isogroup17657,0 | |
| 8380 isogroup17658,2.4 | |
| 8381 isogroup17659,-0.1 | |
| 8382 isogroup1766,0 | |
| 8383 isogroup17660,5.6 | |
| 8384 isogroup17661,0.2 | |
| 8385 isogroup17662,-2.9 | |
| 8386 isogroup17663,0.5 | |
| 8387 isogroup17664,-2 | |
| 8388 isogroup17665,-0.9 | |
| 8389 isogroup17666,0.3 | |
| 8390 isogroup17668,0.3 | |
| 8391 isogroup17669,0.5 | |
| 8392 isogroup1767,1.5 | |
| 8393 isogroup17670,0.4 | |
| 8394 isogroup17671,1.3 | |
| 8395 isogroup17672,-0.3 | |
| 8396 isogroup17673,0.5 | |
| 8397 isogroup17674,-0.6 | |
| 8398 isogroup17675,1 | |
| 8399 isogroup17676,-1.5 | |
| 8400 isogroup17677,0.1 | |
| 8401 isogroup17678,-0.3 | |
| 8402 isogroup17679,-0.1 | |
| 8403 isogroup1768,1 | |
| 8404 isogroup17680,-1.8 | |
| 8405 isogroup17681,0.1 | |
| 8406 isogroup17682,0.5 | |
| 8407 isogroup17683,-3.3 | |
| 8408 isogroup17684,0 | |
| 8409 isogroup17685,1.6 | |
| 8410 isogroup17686,0.2 | |
| 8411 isogroup17687,-0.1 | |
| 8412 isogroup17688,-1.3 | |
| 8413 isogroup17689,0.3 | |
| 8414 isogroup1769,-0.3 | |
| 8415 isogroup17690,1.9 | |
| 8416 isogroup17691,-1.1 | |
| 8417 isogroup17692,0.3 | |
| 8418 isogroup17693,0.3 | |
| 8419 isogroup17694,0.3 | |
| 8420 isogroup17695,-0.6 | |
| 8421 isogroup17696,1 | |
| 8422 isogroup17697,-0.4 | |
| 8423 isogroup17698,-0.5 | |
| 8424 isogroup17699,0.7 | |
| 8425 isogroup177,-0.8 | |
| 8426 isogroup1770,-0.5 | |
| 8427 isogroup17700,0.5 | |
| 8428 isogroup17701,-10 | |
| 8429 isogroup17702,-0.5 | |
| 8430 isogroup17703,-0.2 | |
| 8431 isogroup17704,0 | |
| 8432 isogroup17705,-3.1 | |
| 8433 isogroup17706,0.5 | |
| 8434 isogroup17707,1.7 | |
| 8435 isogroup17708,0.4 | |
| 8436 isogroup17709,0.8 | |
| 8437 isogroup1771,0.2 | |
| 8438 isogroup17710,1.6 | |
| 8439 isogroup17711,-1.1 | |
| 8440 isogroup17712,-0.2 | |
| 8441 isogroup17713,0.5 | |
| 8442 isogroup17714,0.9 | |
| 8443 isogroup17715,0.1 | |
| 8444 isogroup17716,0.7 | |
| 8445 isogroup17717,1.1 | |
| 8446 isogroup17718,-10 | |
| 8447 isogroup17719,-5.7 | |
| 8448 isogroup1772,-0.1 | |
| 8449 isogroup17720,-1.8 | |
| 8450 isogroup17721,-0.2 | |
| 8451 isogroup17722,-4.1 | |
| 8452 isogroup17723,-0.3 | |
| 8453 isogroup17724,0.3 | |
| 8454 isogroup17725,0 | |
| 8455 isogroup17726,-0.4 | |
| 8456 isogroup17727,0.1 | |
| 8457 isogroup17728,0 | |
| 8458 isogroup17729,-5.8 | |
| 8459 isogroup1773,-1.5 | |
| 8460 isogroup17730,-0.4 | |
| 8461 isogroup17731,0.9 | |
| 8462 isogroup17733,0.1 | |
| 8463 isogroup17734,-0.6 | |
| 8464 isogroup17735,-1.6 | |
| 8465 isogroup17736,0.6 | |
| 8466 isogroup17737,-4 | |
| 8467 isogroup17738,0.2 | |
| 8468 isogroup17739,-10 | |
| 8469 isogroup1774,-2.8 | |
| 8470 isogroup17740,0.6 | |
| 8471 isogroup17741,0 | |
| 8472 isogroup17742,-1.3 | |
| 8473 isogroup17743,-1.8 | |
| 8474 isogroup17744,-0.2 | |
| 8475 isogroup17745,0.3 | |
| 8476 isogroup17746,1.4 | |
| 8477 isogroup17747,-0.7 | |
| 8478 isogroup17748,0.3 | |
| 8479 isogroup17749,0.5 | |
| 8480 isogroup1775,0 | |
| 8481 isogroup17750,-0.4 | |
| 8482 isogroup17751,0.1 | |
| 8483 isogroup17752,0.1 | |
| 8484 isogroup17753,-0.1 | |
| 8485 isogroup17754,-0.1 | |
| 8486 isogroup17755,0 | |
| 8487 isogroup17756,-0.2 | |
| 8488 isogroup17757,0.6 | |
| 8489 isogroup17758,0.6 | |
| 8490 isogroup17759,1.3 | |
| 8491 isogroup1776,0.5 | |
| 8492 isogroup17760,-0.9 | |
| 8493 isogroup17761,1.4 | |
| 8494 isogroup17762,1.1 | |
| 8495 isogroup17763,-0.5 | |
| 8496 isogroup17764,1 | |
| 8497 isogroup17765,1.2 | |
| 8498 isogroup17766,-0.4 | |
| 8499 isogroup17767,-0.1 | |
| 8500 isogroup17768,-1.4 | |
| 8501 isogroup1777,1.3 | |
| 8502 isogroup17770,0.6 | |
| 8503 isogroup17771,-1.4 | |
| 8504 isogroup17772,-0.2 | |
| 8505 isogroup17773,0.8 | |
| 8506 isogroup17774,-0.6 | |
| 8507 isogroup17775,-0.5 | |
| 8508 isogroup17776,0.1 | |
| 8509 isogroup17777,0.4 | |
| 8510 isogroup17778,0.3 | |
| 8511 isogroup17779,0.1 | |
| 8512 isogroup1778,-0.7 | |
| 8513 isogroup17780,0.1 | |
| 8514 isogroup17781,0.3 | |
| 8515 isogroup17782,0.5 | |
| 8516 isogroup17783,-0.4 | |
| 8517 isogroup17784,1.2 | |
| 8518 isogroup17785,-5.3 | |
| 8519 isogroup17786,0.7 | |
| 8520 isogroup17787,0.6 | |
| 8521 isogroup17788,1.1 | |
| 8522 isogroup17789,0.3 | |
| 8523 isogroup1779,1.1 | |
| 8524 isogroup17790,-0.8 | |
| 8525 isogroup17791,0.2 | |
| 8526 isogroup17792,-0.2 | |
| 8527 isogroup17793,6 | |
| 8528 isogroup17794,0.4 | |
| 8529 isogroup17795,0.5 | |
| 8530 isogroup17796,-3.5 | |
| 8531 isogroup17797,0.6 | |
| 8532 isogroup17798,-0.2 | |
| 8533 isogroup17799,1.3 | |
| 8534 isogroup178,0.7 | |
| 8535 isogroup1780,2.2 | |
| 8536 isogroup17800,-0.4 | |
| 8537 isogroup17801,-0.8 | |
| 8538 isogroup17802,0.2 | |
| 8539 isogroup17803,0.2 | |
| 8540 isogroup17804,0.3 | |
| 8541 isogroup17805,-1.3 | |
| 8542 isogroup17806,0.5 | |
| 8543 isogroup17807,-0.2 | |
| 8544 isogroup17808,-0.3 | |
| 8545 isogroup17809,-0.3 | |
| 8546 isogroup1781,0.4 | |
| 8547 isogroup17810,-0.2 | |
| 8548 isogroup17812,0 | |
| 8549 isogroup17813,1.1 | |
| 8550 isogroup17814,0.6 | |
| 8551 isogroup17815,0.3 | |
| 8552 isogroup17816,-0.1 | |
| 8553 isogroup17817,0.7 | |
| 8554 isogroup17818,0.5 | |
| 8555 isogroup17819,1.6 | |
| 8556 isogroup1782,0.2 | |
| 8557 isogroup17820,0.8 | |
| 8558 isogroup17821,1.2 | |
| 8559 isogroup17822,-0.2 | |
| 8560 isogroup17823,0.7 | |
| 8561 isogroup17824,1 | |
| 8562 isogroup17825,0.2 | |
| 8563 isogroup17826,0 | |
| 8564 isogroup17827,-1 | |
| 8565 isogroup17829,0.8 | |
| 8566 isogroup1783,2.7 | |
| 8567 isogroup17830,-0.1 | |
| 8568 isogroup17831,0.4 | |
| 8569 isogroup17832,-0.1 | |
| 8570 isogroup17833,-0.8 | |
| 8571 isogroup17834,1.1 | |
| 8572 isogroup17835,1.8 | |
| 8573 isogroup17836,1.6 | |
| 8574 isogroup17838,-1.6 | |
| 8575 isogroup17839,-0.2 | |
| 8576 isogroup17840,-0.4 | |
| 8577 isogroup17841,2.7 | |
| 8578 isogroup17842,-0.4 | |
| 8579 isogroup17843,0.1 | |
| 8580 isogroup17844,0.3 | |
| 8581 isogroup17845,0.1 | |
| 8582 isogroup17846,0.5 | |
| 8583 isogroup17847,1.1 | |
| 8584 isogroup17849,0.1 | |
| 8585 isogroup1785,0.2 | |
| 8586 isogroup17850,1 | |
| 8587 isogroup17851,1.1 | |
| 8588 isogroup17852,1.6 | |
| 8589 isogroup17853,0.4 | |
| 8590 isogroup17854,0.1 | |
| 8591 isogroup17855,0.7 | |
| 8592 isogroup17856,-0.4 | |
| 8593 isogroup17857,0 | |
| 8594 isogroup17858,0.3 | |
| 8595 isogroup17859,1.3 | |
| 8596 isogroup1786,0.4 | |
| 8597 isogroup17860,-0.7 | |
| 8598 isogroup17861,-2.6 | |
| 8599 isogroup17862,-1.3 | |
| 8600 isogroup17863,0.1 | |
| 8601 isogroup17865,-5.2 | |
| 8602 isogroup17866,0.3 | |
| 8603 isogroup17867,0.2 | |
| 8604 isogroup17868,0 | |
| 8605 isogroup17869,-2.4 | |
| 8606 isogroup1787,-0.7 | |
| 8607 isogroup17870,0.4 | |
| 8608 isogroup17871,1.2 | |
| 8609 isogroup17872,0 | |
| 8610 isogroup17873,0.1 | |
| 8611 isogroup17874,-2.7 | |
| 8612 isogroup17875,0 | |
| 8613 isogroup17876,-0.6 | |
| 8614 isogroup17876.1,0.4 | |
| 8615 isogroup17877,2.7 | |
| 8616 isogroup17878,1.9 | |
| 8617 isogroup17879,0.1 | |
| 8618 isogroup1788,2.9 | |
| 8619 isogroup17880,2.3 | |
| 8620 isogroup17881,-1.5 | |
| 8621 isogroup17882,0.5 | |
| 8622 isogroup17883,-0.5 | |
| 8623 isogroup17884,-3.7 | |
| 8624 isogroup17885,-0.7 | |
| 8625 isogroup17887,-8.8 | |
| 8626 isogroup17888,0.1 | |
| 8627 isogroup17889,0 | |
| 8628 isogroup1789,0.8 | |
| 8629 isogroup17890,0 | |
| 8630 isogroup17892,2.6 | |
| 8631 isogroup17893,0.6 | |
| 8632 isogroup17894,0.8 | |
| 8633 isogroup17895,0 | |
| 8634 isogroup17896,-0.2 | |
| 8635 isogroup17897,-0.6 | |
| 8636 isogroup17898,-0.3 | |
| 8637 isogroup17899,0.1 | |
| 8638 isogroup179,-0.3 | |
| 8639 isogroup1790,1.3 | |
| 8640 isogroup17900,0.4 | |
| 8641 isogroup17901,0.7 | |
| 8642 isogroup17903,-3.3 | |
| 8643 isogroup17904,0.6 | |
| 8644 isogroup17905,-1.9 | |
| 8645 isogroup17907,0.7 | |
| 8646 isogroup17908,-0.1 | |
| 8647 isogroup17909,0.5 | |
| 8648 isogroup1791,1.8 | |
| 8649 isogroup17910,-0.3 | |
| 8650 isogroup17911,0 | |
| 8651 isogroup17912,-0.8 | |
| 8652 isogroup17913,0.1 | |
| 8653 isogroup17914,-0.1 | |
| 8654 isogroup17915,9.7 | |
| 8655 isogroup17916,0.1 | |
| 8656 isogroup17917,1.4 | |
| 8657 isogroup17918,0.6 | |
| 8658 isogroup17919,0.2 | |
| 8659 isogroup1792,0.2 | |
| 8660 isogroup17920,0.5 | |
| 8661 isogroup17921,-0.1 | |
| 8662 isogroup17922,-1.3 | |
| 8663 isogroup17923,10 | |
| 8664 isogroup17924,-0.6 | |
| 8665 isogroup17925,0.1 | |
| 8666 isogroup17926,0.1 | |
| 8667 isogroup17927,0.1 | |
| 8668 isogroup17928,0.7 | |
| 8669 isogroup17929,2.5 | |
| 8670 isogroup1793,2.2 | |
| 8671 isogroup17930,1.1 | |
| 8672 isogroup17932,2 | |
| 8673 isogroup17933,-0.3 | |
| 8674 isogroup17934,-1.3 | |
| 8675 isogroup17935,-10 | |
| 8676 isogroup17936,0.5 | |
| 8677 isogroup17937,0.9 | |
| 8678 isogroup17938,0 | |
| 8679 isogroup17939,-2 | |
| 8680 isogroup1794,1.8 | |
| 8681 isogroup17940,-0.5 | |
| 8682 isogroup17941,0.3 | |
| 8683 isogroup17942,0.1 | |
| 8684 isogroup17943,0.2 | |
| 8685 isogroup17944,-1 | |
| 8686 isogroup17945,0 | |
| 8687 isogroup17946,-2 | |
| 8688 isogroup17947,-0.2 | |
| 8689 isogroup17949,-0.6 | |
| 8690 isogroup1795,0.3 | |
| 8691 isogroup17950,0.3 | |
| 8692 isogroup17951,-7.2 | |
| 8693 isogroup17952,0.1 | |
| 8694 isogroup17953,0.3 | |
| 8695 isogroup17954,0.3 | |
| 8696 isogroup17955,0.3 | |
| 8697 isogroup17956,-0.4 | |
| 8698 isogroup17957,0.1 | |
| 8699 isogroup17958,3.4 | |
| 8700 isogroup17959,1.2 | |
| 8701 isogroup1796,7.7 | |
| 8702 isogroup17960,0.6 | |
| 8703 isogroup17961,2.6 | |
| 8704 isogroup17962,-5.1 | |
| 8705 isogroup17963,-1.9 | |
| 8706 isogroup17964,0.6 | |
| 8707 isogroup17965,0 | |
| 8708 isogroup17966,2.7 | |
| 8709 isogroup17967,0 | |
| 8710 isogroup17968,1.1 | |
| 8711 isogroup17969,-0.1 | |
| 8712 isogroup1797,2.3 | |
| 8713 isogroup17970,-0.1 | |
| 8714 isogroup17972,0.4 | |
| 8715 isogroup17974,0.4 | |
| 8716 isogroup17975,-0.5 | |
| 8717 isogroup17976,-1.3 | |
| 8718 isogroup17977,-0.1 | |
| 8719 isogroup17978,1.2 | |
| 8720 isogroup17979,0.6 | |
| 8721 isogroup1798,-0.4 | |
| 8722 isogroup17980,1.5 | |
| 8723 isogroup17981,0.1 | |
| 8724 isogroup17982,0.2 | |
| 8725 isogroup17983,0.2 | |
| 8726 isogroup17984,2.5 | |
| 8727 isogroup17985,2.3 | |
| 8728 isogroup17986,-0.1 | |
| 8729 isogroup17987,-1.7 | |
| 8730 isogroup17988,0.7 | |
| 8731 isogroup17989,-10 | |
| 8732 isogroup1799,-0.1 | |
| 8733 isogroup17990,9.5 | |
| 8734 isogroup17991,1 | |
| 8735 isogroup17992,-1.2 | |
| 8736 isogroup17993,0.9 | |
| 8737 isogroup17994,0.3 | |
| 8738 isogroup17995,0.4 | |
| 8739 isogroup17996,0.4 | |
| 8740 isogroup17997,0.9 | |
| 8741 isogroup17998,-9.3 | |
| 8742 isogroup17999,1.3 | |
| 8743 isogroup18,2.4 | |
| 8744 isogroup180,0.7 | |
| 8745 isogroup1800,-4.8 | |
| 8746 isogroup18000,0.7 | |
| 8747 isogroup18001,0.6 | |
| 8748 isogroup18002,2 | |
| 8749 isogroup18003,-0.3 | |
| 8750 isogroup18004,0.5 | |
| 8751 isogroup18005,1.4 | |
| 8752 isogroup18006,-0.6 | |
| 8753 isogroup18007,-1.4 | |
| 8754 isogroup18008,2.5 | |
| 8755 isogroup18009,0.4 | |
| 8756 isogroup1801,-0.1 | |
| 8757 isogroup18010,-0.2 | |
| 8758 isogroup18011,1.7 | |
| 8759 isogroup18012,0.5 | |
| 8760 isogroup18013,-0.5 | |
| 8761 isogroup18014,0.1 | |
| 8762 isogroup18015,1.2 | |
| 8763 isogroup18016,0.7 | |
| 8764 isogroup18017,-0.4 | |
| 8765 isogroup18018,-0.1 | |
| 8766 isogroup18019,-0.4 | |
| 8767 isogroup1802,0.6 | |
| 8768 isogroup18020,0.6 | |
| 8769 isogroup18021,0.4 | |
| 8770 isogroup18022,0.1 | |
| 8771 isogroup18023,-0.3 | |
| 8772 isogroup18024,1 | |
| 8773 isogroup18025,-1.9 | |
| 8774 isogroup18026,0.8 | |
| 8775 isogroup18027,-0.1 | |
| 8776 isogroup18028,0.4 | |
| 8777 isogroup18029,0.8 | |
| 8778 isogroup1803,4 | |
| 8779 isogroup18030,-0.3 | |
| 8780 isogroup18031,0.4 | |
| 8781 isogroup18032,0.5 | |
| 8782 isogroup18033,1.7 | |
| 8783 isogroup18034,0.1 | |
| 8784 isogroup18036,-0.1 | |
| 8785 isogroup18037,0.3 | |
| 8786 isogroup18038,0.2 | |
| 8787 isogroup18039,-1 | |
| 8788 isogroup1804,-0.1 | |
| 8789 isogroup18040,1.4 | |
| 8790 isogroup18041,-0.5 | |
| 8791 isogroup18042,0.2 | |
| 8792 isogroup18043,1 | |
| 8793 isogroup18044,0.2 | |
| 8794 isogroup18045,-1.8 | |
| 8795 isogroup18046,-0.2 | |
| 8796 isogroup18047,1.4 | |
| 8797 isogroup18048,0.3 | |
| 8798 isogroup18049,0.2 | |
| 8799 isogroup1805,1 | |
| 8800 isogroup18050,0 | |
| 8801 isogroup18051,0.2 | |
| 8802 isogroup18052,-2.7 | |
| 8803 isogroup18053,-0.8 | |
| 8804 isogroup18054,1 | |
| 8805 isogroup18055,2.9 | |
| 8806 isogroup18056,0.6 | |
| 8807 isogroup18057,0.3 | |
| 8808 isogroup18058,1 | |
| 8809 isogroup18059,0.6 | |
| 8810 isogroup1806,0.6 | |
| 8811 isogroup18060,0 | |
| 8812 isogroup18061,1.8 | |
| 8813 isogroup18062,0.6 | |
| 8814 isogroup18063,3.8 | |
| 8815 isogroup18064,0.8 | |
| 8816 isogroup18065,3.6 | |
| 8817 isogroup18066,0.3 | |
| 8818 isogroup18067,-0.1 | |
| 8819 isogroup18068,0.3 | |
| 8820 isogroup18069,0.6 | |
| 8821 isogroup1807,3.6 | |
| 8822 isogroup18070,-0.4 | |
| 8823 isogroup18071,-0.5 | |
| 8824 isogroup18072,0 | |
| 8825 isogroup18073,0.9 | |
| 8826 isogroup18074,-0.1 | |
| 8827 isogroup18075,0 | |
| 8828 isogroup18076,2 | |
| 8829 isogroup18077,0.5 | |
| 8830 isogroup18078,0.2 | |
| 8831 isogroup18079,0.1 | |
| 8832 isogroup1808,0 | |
| 8833 isogroup18080,0.1 | |
| 8834 isogroup18081,0.2 | |
| 8835 isogroup18082,-2.9 | |
| 8836 isogroup18083,-10 | |
| 8837 isogroup18084,0.8 | |
| 8838 isogroup18086,2.2 | |
| 8839 isogroup18087,2 | |
| 8840 isogroup18088,0.3 | |
| 8841 isogroup18089,-0.2 | |
| 8842 isogroup1809,0.1 | |
| 8843 isogroup18090,0.1 | |
| 8844 isogroup18091,0.2 | |
| 8845 isogroup18092,1.3 | |
| 8846 isogroup18093,0.1 | |
| 8847 isogroup18094,0.9 | |
| 8848 isogroup18095,-0.2 | |
| 8849 isogroup18096,-0.3 | |
| 8850 isogroup18097,1.6 | |
| 8851 isogroup18098,-0.3 | |
| 8852 isogroup18099,0.2 | |
| 8853 isogroup181,1 | |
| 8854 isogroup1810,-0.5 | |
| 8855 isogroup18100,1.4 | |
| 8856 isogroup18101,0.5 | |
| 8857 isogroup18102,1.2 | |
| 8858 isogroup18103,1.7 | |
| 8859 isogroup18104,0 | |
| 8860 isogroup18105,-0.3 | |
| 8861 isogroup18106,0.2 | |
| 8862 isogroup18107,2 | |
| 8863 isogroup18108,0.8 | |
| 8864 isogroup18109,1.4 | |
| 8865 isogroup1811,0.9 | |
| 8866 isogroup18110,0.1 | |
| 8867 isogroup18111,0.1 | |
| 8868 isogroup18112,0.4 | |
| 8869 isogroup18113,-0.2 | |
| 8870 isogroup18114,0.8 | |
| 8871 isogroup18115,0 | |
| 8872 isogroup18116,0.5 | |
| 8873 isogroup18117,-1.2 | |
| 8874 isogroup18118,0.1 | |
| 8875 isogroup18119,0.4 | |
| 8876 isogroup1812,-2.6 | |
| 8877 isogroup18120,-0.4 | |
| 8878 isogroup18121,-3 | |
| 8879 isogroup18122,1 | |
| 8880 isogroup18123,0.7 | |
| 8881 isogroup18124,-0.2 | |
| 8882 isogroup18125,0.3 | |
| 8883 isogroup18127,2.3 | |
| 8884 isogroup18128,-0.8 | |
| 8885 isogroup18129,-1.7 | |
| 8886 isogroup1813,2.6 | |
| 8887 isogroup18130,0.2 | |
| 8888 isogroup18131,0.5 | |
| 8889 isogroup18132,0.2 | |
| 8890 isogroup18133,-0.1 | |
| 8891 isogroup18134,0.4 | |
| 8892 isogroup18135,-2.4 | |
| 8893 isogroup18136,-4.9 | |
| 8894 isogroup18137,3.1 | |
| 8895 isogroup18138,4.5 | |
| 8896 isogroup18139,-0.3 | |
| 8897 isogroup1814,-2.3 | |
| 8898 isogroup18140,1 | |
| 8899 isogroup18141,0.3 | |
| 8900 isogroup18142,2.2 | |
| 8901 isogroup18143,10 | |
| 8902 isogroup18144,0.2 | |
| 8903 isogroup18145,0.3 | |
| 8904 isogroup18146,-1.1 | |
| 8905 isogroup18147,0.5 | |
| 8906 isogroup18148,0.1 | |
| 8907 isogroup18149,-0.1 | |
| 8908 isogroup1815,0.7 | |
| 8909 isogroup18150,0.3 | |
| 8910 isogroup18151,-0.2 | |
| 8911 isogroup18152,-1.6 | |
| 8912 isogroup18153,1.2 | |
| 8913 isogroup18154,-0.5 | |
| 8914 isogroup18155,1.1 | |
| 8915 isogroup18156,0.5 | |
| 8916 isogroup18157,0.1 | |
| 8917 isogroup18158,1 | |
| 8918 isogroup18159,-0.5 | |
| 8919 isogroup1816,3.5 | |
| 8920 isogroup18160,-0.1 | |
| 8921 isogroup18161,0.1 | |
| 8922 isogroup18162,-0.1 | |
| 8923 isogroup18163,-0.7 | |
| 8924 isogroup18164,-0.5 | |
| 8925 isogroup18165,1 | |
| 8926 isogroup18166,0.7 | |
| 8927 isogroup18167,0.1 | |
| 8928 isogroup18168,0.2 | |
| 8929 isogroup18169,0 | |
| 8930 isogroup1817,1.4 | |
| 8931 isogroup18170,-10 | |
| 8932 isogroup18170.1,0.3 | |
| 8933 isogroup18171,0 | |
| 8934 isogroup18172,0.1 | |
| 8935 isogroup18173,6.5 | |
| 8936 isogroup18174,1.2 | |
| 8937 isogroup18174.1,7.1 | |
| 8938 isogroup18175,-0.4 | |
| 8939 isogroup18176,-5.1 | |
| 8940 isogroup18177,0.7 | |
| 8941 isogroup18178,-2.5 | |
| 8942 isogroup18179,-0.4 | |
| 8943 isogroup1818,-0.1 | |
| 8944 isogroup18180,0.5 | |
| 8945 isogroup18181,0.2 | |
| 8946 isogroup18182,4.8 | |
| 8947 isogroup18183,2.4 | |
| 8948 isogroup18184,-0.8 | |
| 8949 isogroup18185,-0.4 | |
| 8950 isogroup18186,0.7 | |
| 8951 isogroup18187,-0.9 | |
| 8952 isogroup18188,0.1 | |
| 8953 isogroup18189,0.3 | |
| 8954 isogroup1819,-0.1 | |
| 8955 isogroup18190,1.9 | |
| 8956 isogroup18191,1.4 | |
| 8957 isogroup18192,-0.3 | |
| 8958 isogroup18193,1.1 | |
| 8959 isogroup18194,0.2 | |
| 8960 isogroup18195,0.2 | |
| 8961 isogroup18196,-0.5 | |
| 8962 isogroup18197,0.8 | |
| 8963 isogroup18198,0.5 | |
| 8964 isogroup18199,0.9 | |
| 8965 isogroup182,2.3 | |
| 8966 isogroup1820,0.5 | |
| 8967 isogroup18200,1.6 | |
| 8968 isogroup18201,-1.8 | |
| 8969 isogroup18202,-3.9 | |
| 8970 isogroup18203,0.2 | |
| 8971 isogroup18204,1.2 | |
| 8972 isogroup18205,-0.1 | |
| 8973 isogroup18206,0.8 | |
| 8974 isogroup18207,0.3 | |
| 8975 isogroup18208,-0.5 | |
| 8976 isogroup18209,0 | |
| 8977 isogroup1821,0.9 | |
| 8978 isogroup18210,0.1 | |
| 8979 isogroup18211,0.6 | |
| 8980 isogroup18212,0.1 | |
| 8981 isogroup18213,2.1 | |
| 8982 isogroup18214,-0.2 | |
| 8983 isogroup18215,-0.2 | |
| 8984 isogroup18216,-4.3 | |
| 8985 isogroup18217,-7.3 | |
| 8986 isogroup18218,0.1 | |
| 8987 isogroup18219,0.7 | |
| 8988 isogroup1822,-0.4 | |
| 8989 isogroup18220,0.7 | |
| 8990 isogroup18221,0.7 | |
| 8991 isogroup18222,-0.1 | |
| 8992 isogroup18223,0.4 | |
| 8993 isogroup18224,-0.6 | |
| 8994 isogroup18225,-0.2 | |
| 8995 isogroup18226,-1.4 | |
| 8996 isogroup18227,-6.5 | |
| 8997 isogroup18228,0.4 | |
| 8998 isogroup18229,-1.5 | |
| 8999 isogroup1823,0 | |
| 9000 isogroup18230,-0.1 | |
| 9001 isogroup18231,-2.3 | |
| 9002 isogroup18232,0 | |
| 9003 isogroup18233,1.8 | |
| 9004 isogroup18234,0.3 | |
| 9005 isogroup18235,0.3 | |
| 9006 isogroup18237,0.1 | |
| 9007 isogroup18238,0.1 | |
| 9008 isogroup18239,0.5 | |
| 9009 isogroup1824,0.2 | |
| 9010 isogroup18240,0.3 | |
| 9011 isogroup18241,0.7 | |
| 9012 isogroup18242,0.1 | |
| 9013 isogroup18243,-0.5 | |
| 9014 isogroup18244,0 | |
| 9015 isogroup18245,10 | |
| 9016 isogroup18246,0.5 | |
| 9017 isogroup18247,0.7 | |
| 9018 isogroup18248,-6.4 | |
| 9019 isogroup18249,0 | |
| 9020 isogroup1825,5.9 | |
| 9021 isogroup18250,-0.5 | |
| 9022 isogroup18251,-2.2 | |
| 9023 isogroup18252,3.2 | |
| 9024 isogroup18253,0.3 | |
| 9025 isogroup18254,0.2 | |
| 9026 isogroup18255,0.2 | |
| 9027 isogroup18256,0.4 | |
| 9028 isogroup18257,-0.1 | |
| 9029 isogroup18258,0.3 | |
| 9030 isogroup18259,-10 | |
| 9031 isogroup1826,0.4 | |
| 9032 isogroup18260,0.9 | |
| 9033 isogroup18261,-2.4 | |
| 9034 isogroup18262,-0.2 | |
| 9035 isogroup18263,2.7 | |
| 9036 isogroup18264,0.1 | |
| 9037 isogroup18265,-0.1 | |
| 9038 isogroup18266,1.4 | |
| 9039 isogroup18267,0.3 | |
| 9040 isogroup18268,-0.1 | |
| 9041 isogroup18269,3.7 | |
| 9042 isogroup1827,-0.2 | |
| 9043 isogroup18271,0.3 | |
| 9044 isogroup18272,-3.8 | |
| 9045 isogroup18273,0.4 | |
| 9046 isogroup18274,-0.1 | |
| 9047 isogroup18275,1.1 | |
| 9048 isogroup18276,0.1 | |
| 9049 isogroup18277,-0.7 | |
| 9050 isogroup18278,1.2 | |
| 9051 isogroup18279,-1.2 | |
| 9052 isogroup1828,0.1 | |
| 9053 isogroup18280,-2.4 | |
| 9054 isogroup18281,-10 | |
| 9055 isogroup18282,0.7 | |
| 9056 isogroup18283,0.3 | |
| 9057 isogroup18285,1.7 | |
| 9058 isogroup18286,1.3 | |
| 9059 isogroup18287,0.7 | |
| 9060 isogroup18288,0.4 | |
| 9061 isogroup18289,1.7 | |
| 9062 isogroup1829,-0.2 | |
| 9063 isogroup18290,-0.1 | |
| 9064 isogroup18291,-0.6 | |
| 9065 isogroup18292,1.3 | |
| 9066 isogroup18293,0.8 | |
| 9067 isogroup18294,0.3 | |
| 9068 isogroup18295,-0.5 | |
| 9069 isogroup18296,0.6 | |
| 9070 isogroup18297,-0.2 | |
| 9071 isogroup18298,5.8 | |
| 9072 isogroup183,2.3 | |
| 9073 isogroup1830,1 | |
| 9074 isogroup18300,0.4 | |
| 9075 isogroup18301,0.2 | |
| 9076 isogroup18302,-1.8 | |
| 9077 isogroup18303,-0.4 | |
| 9078 isogroup18304,-1 | |
| 9079 isogroup18305,0.5 | |
| 9080 isogroup18306,0.8 | |
| 9081 isogroup18307,-0.3 | |
| 9082 isogroup18308,-2.7 | |
| 9083 isogroup18309,0.4 | |
| 9084 isogroup1831,7.4 | |
| 9085 isogroup1831.1,-0.1 | |
| 9086 isogroup18310,-1 | |
| 9087 isogroup18311,0 | |
| 9088 isogroup18312,-3.4 | |
| 9089 isogroup18313,-0.1 | |
| 9090 isogroup18314,1.7 | |
| 9091 isogroup18315,4.1 | |
| 9092 isogroup18316,0.3 | |
| 9093 isogroup18317,0.4 | |
| 9094 isogroup18318,0.1 | |
| 9095 isogroup18319,0.2 | |
| 9096 isogroup1832,0.6 | |
| 9097 isogroup18320,0.1 | |
| 9098 isogroup18321,3.1 | |
| 9099 isogroup18322,-0.4 | |
| 9100 isogroup18323,1.7 | |
| 9101 isogroup18324,0.5 | |
| 9102 isogroup18325,1 | |
| 9103 isogroup18326,1.2 | |
| 9104 isogroup18327,0.3 | |
| 9105 isogroup18328,-0.3 | |
| 9106 isogroup18329,0.5 | |
| 9107 isogroup1833,1.2 | |
| 9108 isogroup18330,-1.3 | |
| 9109 isogroup18331,-2.1 | |
| 9110 isogroup18332,-0.3 | |
| 9111 isogroup18333,0.6 | |
| 9112 isogroup18334,-2.7 | |
| 9113 isogroup18335,-1 | |
| 9114 isogroup18336,10 | |
| 9115 isogroup18337,2.3 | |
| 9116 isogroup18338,1 | |
| 9117 isogroup18339,0 | |
| 9118 isogroup1834,0.8 | |
| 9119 isogroup18340,1.3 | |
| 9120 isogroup18341,0 | |
| 9121 isogroup18342,0.9 | |
| 9122 isogroup18343,0.8 | |
| 9123 isogroup18344,-0.6 | |
| 9124 isogroup18345,-10 | |
| 9125 isogroup18346,0 | |
| 9126 isogroup18347,0 | |
| 9127 isogroup18348,-0.5 | |
| 9128 isogroup18349,0.7 | |
| 9129 isogroup1835,2.9 | |
| 9130 isogroup18350,0.1 | |
| 9131 isogroup18351,1.3 | |
| 9132 isogroup18352,-2.3 | |
| 9133 isogroup18353,-0.1 | |
| 9134 isogroup18354,0.1 | |
| 9135 isogroup18355,1 | |
| 9136 isogroup18356,0.5 | |
| 9137 isogroup18357,0.1 | |
| 9138 isogroup18358,-0.2 | |
| 9139 isogroup18359,0.7 | |
| 9140 isogroup1836,0.5 | |
| 9141 isogroup18360,-0.5 | |
| 9142 isogroup18361,0.7 | |
| 9143 isogroup18362,-0.1 | |
| 9144 isogroup18363,0.3 | |
| 9145 isogroup18364,-2.9 | |
| 9146 isogroup18366,1.1 | |
| 9147 isogroup18367,-0.6 | |
| 9148 isogroup18367.1,-4.8 | |
| 9149 isogroup18368,1 | |
| 9150 isogroup18369,-1.9 | |
| 9151 isogroup1837,-1.9 | |
| 9152 isogroup18370,2.3 | |
| 9153 isogroup18372,0.1 | |
| 9154 isogroup18373,-0.5 | |
| 9155 isogroup18374,0.3 | |
| 9156 isogroup18375,0.1 | |
| 9157 isogroup18376,0.3 | |
| 9158 isogroup18377,0.3 | |
| 9159 isogroup18378,0.5 | |
| 9160 isogroup18379,-0.3 | |
| 9161 isogroup1838,-0.1 | |
| 9162 isogroup18380,1.4 | |
| 9163 isogroup18381,0 | |
| 9164 isogroup18382,0.1 | |
| 9165 isogroup18383,2.4 | |
| 9166 isogroup18384,-0.2 | |
| 9167 isogroup18385,-1.1 | |
| 9168 isogroup18386,0.1 | |
| 9169 isogroup18387,2.8 | |
| 9170 isogroup18388,0.1 | |
| 9171 isogroup18389,0 | |
| 9172 isogroup1839,0.7 | |
| 9173 isogroup18390,-0.3 | |
| 9174 isogroup18391,0.9 | |
| 9175 isogroup18392,0.1 | |
| 9176 isogroup18393,-0.2 | |
| 9177 isogroup18393.1,0.3 | |
| 9178 isogroup18394,-1.7 | |
| 9179 isogroup18395,-1.8 | |
| 9180 isogroup18396,2.2 | |
| 9181 isogroup18397,2.7 | |
| 9182 isogroup18398,0.7 | |
| 9183 isogroup18399,1.4 | |
| 9184 isogroup184,1.5 | |
| 9185 isogroup1840,1.7 | |
| 9186 isogroup18400,-1.7 | |
| 9187 isogroup18401,0.5 | |
| 9188 isogroup18402,-1.1 | |
| 9189 isogroup18403,-0.3 | |
| 9190 isogroup18404,0.7 | |
| 9191 isogroup18405,1.8 | |
| 9192 isogroup18406,6.6 | |
| 9193 isogroup18407,-0.6 | |
| 9194 isogroup18408,-6 | |
| 9195 isogroup18409,1.2 | |
| 9196 isogroup1841,0.3 | |
| 9197 isogroup18410,0.9 | |
| 9198 isogroup18411,1.4 | |
| 9199 isogroup18412,0.7 | |
| 9200 isogroup18413,0.4 | |
| 9201 isogroup18414,0.3 | |
| 9202 isogroup18415,-0.1 | |
| 9203 isogroup18416,0.2 | |
| 9204 isogroup18417,-0.5 | |
| 9205 isogroup18418,-0.5 | |
| 9206 isogroup18419,0.3 | |
| 9207 isogroup1842,0.3 | |
| 9208 isogroup18420,-0.3 | |
| 9209 isogroup18421,0.5 | |
| 9210 isogroup18422,0.3 | |
| 9211 isogroup18423,-0.1 | |
| 9212 isogroup18424,2.9 | |
| 9213 isogroup18425,-2.2 | |
| 9214 isogroup18427,-0.3 | |
| 9215 isogroup18428,-2.9 | |
| 9216 isogroup18429,0.3 | |
| 9217 isogroup1843,-0.1 | |
| 9218 isogroup18430,0.1 | |
| 9219 isogroup18431,0.6 | |
| 9220 isogroup18432,0.2 | |
| 9221 isogroup18433,2.1 | |
| 9222 isogroup18434,0.2 | |
| 9223 isogroup18435,0.8 | |
| 9224 isogroup18436,-2.9 | |
| 9225 isogroup18437,0.8 | |
| 9226 isogroup18438,-0.9 | |
| 9227 isogroup18439,0.8 | |
| 9228 isogroup1844,10 | |
| 9229 isogroup18440,-0.5 | |
| 9230 isogroup18441,-0.3 | |
| 9231 isogroup18442,2.4 | |
| 9232 isogroup18443,1.7 | |
| 9233 isogroup18444,1.1 | |
| 9234 isogroup18445,0.4 | |
| 9235 isogroup18446,-0.4 | |
| 9236 isogroup18447,1 | |
| 9237 isogroup18448,-0.1 | |
| 9238 isogroup18449,0.6 | |
| 9239 isogroup1845,-0.7 | |
| 9240 isogroup18450,0.1 | |
| 9241 isogroup18451,-2.9 | |
| 9242 isogroup18452,0.1 | |
| 9243 isogroup18453,0 | |
| 9244 isogroup18455,1.4 | |
| 9245 isogroup18456,1 | |
| 9246 isogroup18457,0.1 | |
| 9247 isogroup18458,2.2 | |
| 9248 isogroup18459,1.7 | |
| 9249 isogroup1846,10 | |
| 9250 isogroup18460,1.4 | |
| 9251 isogroup18461,0.7 | |
| 9252 isogroup18462,2 | |
| 9253 isogroup18463,1.7 | |
| 9254 isogroup18464,-0.1 | |
| 9255 isogroup18465,0.4 | |
| 9256 isogroup18466,0 | |
| 9257 isogroup18467,-1.5 | |
| 9258 isogroup18468,-2.9 | |
| 9259 isogroup18469,0.4 | |
| 9260 isogroup1847,0.7 | |
| 9261 isogroup18470,0.2 | |
| 9262 isogroup18471,1.3 | |
| 9263 isogroup18472,-3.6 | |
| 9264 isogroup18473,0.3 | |
| 9265 isogroup18474,0.5 | |
| 9266 isogroup18475,0.3 | |
| 9267 isogroup18476,0.2 | |
| 9268 isogroup18477,0.7 | |
| 9269 isogroup18478,0.2 | |
| 9270 isogroup18479,-2.4 | |
| 9271 isogroup1848,0.3 | |
| 9272 isogroup18480,0 | |
| 9273 isogroup18481,-0.3 | |
| 9274 isogroup18482,0.9 | |
| 9275 isogroup18483,-0.3 | |
| 9276 isogroup18484,1.4 | |
| 9277 isogroup18485,0.2 | |
| 9278 isogroup18486,0 | |
| 9279 isogroup18487,0.5 | |
| 9280 isogroup18488,-0.1 | |
| 9281 isogroup18489,0.1 | |
| 9282 isogroup1849,0 | |
| 9283 isogroup18490,-3.8 | |
| 9284 isogroup18491,1.9 | |
| 9285 isogroup18492,1.1 | |
| 9286 isogroup18493,1.1 | |
| 9287 isogroup18495,0.7 | |
| 9288 isogroup18496,-10 | |
| 9289 isogroup18497,1.3 | |
| 9290 isogroup18498,0 | |
| 9291 isogroup18499,-2.9 | |
| 9292 isogroup185,1.1 | |
| 9293 isogroup1850,1.4 | |
| 9294 isogroup18500,-0.3 | |
| 9295 isogroup18501,0.8 | |
| 9296 isogroup18502,-0.2 | |
| 9297 isogroup18503,0.9 | |
| 9298 isogroup18504,1.4 | |
| 9299 isogroup18506,2.3 | |
| 9300 isogroup18507,-0.6 | |
| 9301 isogroup18508,-0.3 | |
| 9302 isogroup18509,0.2 | |
| 9303 isogroup1851,0.3 | |
| 9304 isogroup18510,0.5 | |
| 9305 isogroup18511,0.4 | |
| 9306 isogroup18512,0.4 | |
| 9307 isogroup18513,0.3 | |
| 9308 isogroup18515,4.8 | |
| 9309 isogroup18516,-0.3 | |
| 9310 isogroup18517,0.5 | |
| 9311 isogroup18518,0.1 | |
| 9312 isogroup18519,1.3 | |
| 9313 isogroup1852,0.1 | |
| 9314 isogroup18521,0.7 | |
| 9315 isogroup18522,-0.4 | |
| 9316 isogroup18523,-0.3 | |
| 9317 isogroup18524,1.3 | |
| 9318 isogroup18525,1 | |
| 9319 isogroup18526,0.4 | |
| 9320 isogroup18527,0.2 | |
| 9321 isogroup18528,-0.8 | |
| 9322 isogroup18529,0.3 | |
| 9323 isogroup1853,0 | |
| 9324 isogroup18530,-0.5 | |
| 9325 isogroup18531,-5.2 | |
| 9326 isogroup18533,2.1 | |
| 9327 isogroup18535,0 | |
| 9328 isogroup18536,10 | |
| 9329 isogroup18537,-1.8 | |
| 9330 isogroup18538,-0.2 | |
| 9331 isogroup18539,-10 | |
| 9332 isogroup1854,0.3 | |
| 9333 isogroup18540,1.4 | |
| 9334 isogroup18541,-1.7 | |
| 9335 isogroup18542,-0.4 | |
| 9336 isogroup18543,-0.2 | |
| 9337 isogroup18544,0.2 | |
| 9338 isogroup18545,-0.5 | |
| 9339 isogroup18546,1.3 | |
| 9340 isogroup18547,0.3 | |
| 9341 isogroup18548,0.9 | |
| 9342 isogroup18549,-0.7 | |
| 9343 isogroup1855,0.7 | |
| 9344 isogroup18550,0.2 | |
| 9345 isogroup18551,0.3 | |
| 9346 isogroup18552,1 | |
| 9347 isogroup18553,0.3 | |
| 9348 isogroup18554,1.2 | |
| 9349 isogroup18555,0.3 | |
| 9350 isogroup18556,2.2 | |
| 9351 isogroup18557,-0.2 | |
| 9352 isogroup18558,-1 | |
| 9353 isogroup18559,2 | |
| 9354 isogroup1856,0.8 | |
| 9355 isogroup18560,-0.4 | |
| 9356 isogroup18561,0.3 | |
| 9357 isogroup18562,1.4 | |
| 9358 isogroup18563,10 | |
| 9359 isogroup18564,0.6 | |
| 9360 isogroup18565,-0.1 | |
| 9361 isogroup18566,0.5 | |
| 9362 isogroup18567,-0.5 | |
| 9363 isogroup18568,-1.1 | |
| 9364 isogroup18569,0 | |
| 9365 isogroup1857,-1.3 | |
| 9366 isogroup18570,-0.4 | |
| 9367 isogroup18571,1.2 | |
| 9368 isogroup18572,0.9 | |
| 9369 isogroup18573,-0.3 | |
| 9370 isogroup18574,-2 | |
| 9371 isogroup18575,0.1 | |
| 9372 isogroup18576,-1.7 | |
| 9373 isogroup18577,-0.3 | |
| 9374 isogroup18578,-0.3 | |
| 9375 isogroup18579,0.3 | |
| 9376 isogroup1858,5.6 | |
| 9377 isogroup18580,-0.5 | |
| 9378 isogroup18581,-0.1 | |
| 9379 isogroup18582,0.2 | |
| 9380 isogroup18583,-0.4 | |
| 9381 isogroup18584,2 | |
| 9382 isogroup18585,0 | |
| 9383 isogroup18586,0 | |
| 9384 isogroup18587,-0.4 | |
| 9385 isogroup18588,-7.8 | |
| 9386 isogroup18589,-0.6 | |
| 9387 isogroup1859,0 | |
| 9388 isogroup18590,0.7 | |
| 9389 isogroup18591,1.5 | |
| 9390 isogroup18592,-0.3 | |
| 9391 isogroup18593,0.1 | |
| 9392 isogroup18594,0.5 | |
| 9393 isogroup18596,0.9 | |
| 9394 isogroup18597,-4.5 | |
| 9395 isogroup18598,-1.7 | |
| 9396 isogroup18599,1 | |
| 9397 isogroup186,3.4 | |
| 9398 isogroup1860,-2.4 | |
| 9399 isogroup18600,-2.2 | |
| 9400 isogroup18601,0.2 | |
| 9401 isogroup18602,-1.2 | |
| 9402 isogroup18603,-1.7 | |
| 9403 isogroup18604,1.6 | |
| 9404 isogroup18605,-0.6 | |
| 9405 isogroup18606,0.5 | |
| 9406 isogroup18607,0.5 | |
| 9407 isogroup18608,0 | |
| 9408 isogroup18609,0 | |
| 9409 isogroup1861,3.3 | |
| 9410 isogroup18610,-8.3 | |
| 9411 isogroup18611,-0.1 | |
| 9412 isogroup18612,0.8 | |
| 9413 isogroup18613,-10 | |
| 9414 isogroup18614,0.2 | |
| 9415 isogroup18615,-0.8 | |
| 9416 isogroup18616,-0.2 | |
| 9417 isogroup18617,1.2 | |
| 9418 isogroup18618,-1.4 | |
| 9419 isogroup18619,0.9 | |
| 9420 isogroup18619.1,1.4 | |
| 9421 isogroup1862,0.2 | |
| 9422 isogroup18620,-4.7 | |
| 9423 isogroup18621,0.6 | |
| 9424 isogroup18622,1.6 | |
| 9425 isogroup18623,0.5 | |
| 9426 isogroup18624,0.7 | |
| 9427 isogroup18625,-3.1 | |
| 9428 isogroup18626,0.4 | |
| 9429 isogroup18627,-0.3 | |
| 9430 isogroup18628,-4.5 | |
| 9431 isogroup18629,0.5 | |
| 9432 isogroup1863,4 | |
| 9433 isogroup18630,-0.3 | |
| 9434 isogroup18631,-0.6 | |
| 9435 isogroup18632,1.9 | |
| 9436 isogroup18633,-0.3 | |
| 9437 isogroup18634,0 | |
| 9438 isogroup18635,-0.4 | |
| 9439 isogroup18636,-0.1 | |
| 9440 isogroup18637,-10 | |
| 9441 isogroup18638,0.2 | |
| 9442 isogroup18639,1.5 | |
| 9443 isogroup1864,1.8 | |
| 9444 isogroup18640,0 | |
| 9445 isogroup18641,0.4 | |
| 9446 isogroup18642,0.1 | |
| 9447 isogroup18643,0 | |
| 9448 isogroup18644,-4.1 | |
| 9449 isogroup18645,0.1 | |
| 9450 isogroup18646,0 | |
| 9451 isogroup18647,-1.8 | |
| 9452 isogroup18648,0.1 | |
| 9453 isogroup18649,1.4 | |
| 9454 isogroup1865,0 | |
| 9455 isogroup18650,0.4 | |
| 9456 isogroup18651,-0.1 | |
| 9457 isogroup18652,0 | |
| 9458 isogroup18653,-0.3 | |
| 9459 isogroup18654,1.1 | |
| 9460 isogroup18655,0.4 | |
| 9461 isogroup18656,-0.5 | |
| 9462 isogroup18657,0 | |
| 9463 isogroup18658,-0.9 | |
| 9464 isogroup18659,-10 | |
| 9465 isogroup1866,1.1 | |
| 9466 isogroup18660,0.6 | |
| 9467 isogroup18661,-10 | |
| 9468 isogroup18662,-0.7 | |
| 9469 isogroup18663,-9 | |
| 9470 isogroup18664,-2.1 | |
| 9471 isogroup18665,-0.1 | |
| 9472 isogroup18666,1 | |
| 9473 isogroup18667,-0.4 | |
| 9474 isogroup18668,-7.7 | |
| 9475 isogroup1867,2.6 | |
| 9476 isogroup18670,0.1 | |
| 9477 isogroup18671,-0.2 | |
| 9478 isogroup18672,0.4 | |
| 9479 isogroup18673,0.1 | |
| 9480 isogroup18674,0.3 | |
| 9481 isogroup18675,0.2 | |
| 9482 isogroup18676,0.4 | |
| 9483 isogroup18677,0.1 | |
| 9484 isogroup18678,0.2 | |
| 9485 isogroup18679,0.9 | |
| 9486 isogroup1868,0 | |
| 9487 isogroup18680,0.2 | |
| 9488 isogroup18681,0.3 | |
| 9489 isogroup18682,0.4 | |
| 9490 isogroup18683,1.2 | |
| 9491 isogroup18684,0.6 | |
| 9492 isogroup18685,0.5 | |
| 9493 isogroup18686,-0.3 | |
| 9494 isogroup18687,0.5 | |
| 9495 isogroup18688,0 | |
| 9496 isogroup18689,-4.4 | |
| 9497 isogroup1869,0.1 | |
| 9498 isogroup18690,-1.8 | |
| 9499 isogroup18691,0.1 | |
| 9500 isogroup18692,0.3 | |
| 9501 isogroup18693,-0.7 | |
| 9502 isogroup18694,0 | |
| 9503 isogroup18695,0.8 | |
| 9504 isogroup18696,0.9 | |
| 9505 isogroup18697,-0.6 | |
| 9506 isogroup18698,0.3 | |
| 9507 isogroup18699,0.6 | |
| 9508 isogroup187,0.8 | |
| 9509 isogroup1870,0.2 | |
| 9510 isogroup1870.1,1.3 | |
| 9511 isogroup18700,0.3 | |
| 9512 isogroup18701,0.4 | |
| 9513 isogroup18702,0.2 | |
| 9514 isogroup18703,0 | |
| 9515 isogroup18704,0.6 | |
| 9516 isogroup18705,-1 | |
| 9517 isogroup18706,-0.5 | |
| 9518 isogroup18707,0.5 | |
| 9519 isogroup18708,-0.2 | |
| 9520 isogroup18709,1.5 | |
| 9521 isogroup1871,-0.7 | |
| 9522 isogroup18710,-0.1 | |
| 9523 isogroup18711,-0.9 | |
| 9524 isogroup18712,-0.7 | |
| 9525 isogroup18713,1.3 | |
| 9526 isogroup18714,3.5 | |
| 9527 isogroup18715,2.2 | |
| 9528 isogroup18716,0.3 | |
| 9529 isogroup18717,-0.2 | |
| 9530 isogroup18718,1.2 | |
| 9531 isogroup18719,0.7 | |
| 9532 isogroup1872,-0.3 | |
| 9533 isogroup18720,0.7 | |
| 9534 isogroup18721,0.5 | |
| 9535 isogroup18722,0.4 | |
| 9536 isogroup18723,-2.1 | |
| 9537 isogroup18724,0.8 | |
| 9538 isogroup18725,0.1 | |
| 9539 isogroup18726,-0.7 | |
| 9540 isogroup18728,1.5 | |
| 9541 isogroup18729,-0.5 | |
| 9542 isogroup1873,-1.1 | |
| 9543 isogroup18730,-0.4 | |
| 9544 isogroup18731,-0.5 | |
| 9545 isogroup18732,0.9 | |
| 9546 isogroup18733,1.1 | |
| 9547 isogroup18734,0.6 | |
| 9548 isogroup18735,-0.4 | |
| 9549 isogroup18736,0.5 | |
| 9550 isogroup18737,2.6 | |
| 9551 isogroup18738,0 | |
| 9552 isogroup18739,0.1 | |
| 9553 isogroup1874,0.3 | |
| 9554 isogroup18740,0.7 | |
| 9555 isogroup18741,-1.8 | |
| 9556 isogroup18742,1.1 | |
| 9557 isogroup18743,0.3 | |
| 9558 isogroup18744,0 | |
| 9559 isogroup18745,-0.1 | |
| 9560 isogroup18746,3.4 | |
| 9561 isogroup18747,1.6 | |
| 9562 isogroup18748,1.2 | |
| 9563 isogroup18749,0 | |
| 9564 isogroup1875,-2.4 | |
| 9565 isogroup18750,0 | |
| 9566 isogroup18751,0 | |
| 9567 isogroup18752,-0.2 | |
| 9568 isogroup18753,-10 | |
| 9569 isogroup18754,0.6 | |
| 9570 isogroup18755,0.6 | |
| 9571 isogroup18756,1.8 | |
| 9572 isogroup18757,0.5 | |
| 9573 isogroup18758,0.6 | |
| 9574 isogroup18759,0 | |
| 9575 isogroup1876,1.4 | |
| 9576 isogroup18760,0.7 | |
| 9577 isogroup18761,0.1 | |
| 9578 isogroup18762,0.5 | |
| 9579 isogroup18763,1.4 | |
| 9580 isogroup18764,0.7 | |
| 9581 isogroup18765,0.1 | |
| 9582 isogroup18766,-1.4 | |
| 9583 isogroup18767,-1.8 | |
| 9584 isogroup18768,-1 | |
| 9585 isogroup18769,1.8 | |
| 9586 isogroup1877,2.2 | |
| 9587 isogroup18770,-0.2 | |
| 9588 isogroup18771,-0.2 | |
| 9589 isogroup18772,0.5 | |
| 9590 isogroup18773,0.3 | |
| 9591 isogroup18774,0.1 | |
| 9592 isogroup18775,-8.7 | |
| 9593 isogroup18776,-0.4 | |
| 9594 isogroup18777,0.8 | |
| 9595 isogroup18778,-5.1 | |
| 9596 isogroup18779,-1.3 | |
| 9597 isogroup1878,0.2 | |
| 9598 isogroup18780,0.8 | |
| 9599 isogroup18781,0.1 | |
| 9600 isogroup18782,1.3 | |
| 9601 isogroup18783,1.6 | |
| 9602 isogroup18784,2.4 | |
| 9603 isogroup18785,-0.7 | |
| 9604 isogroup18786,1.9 | |
| 9605 isogroup18787,2.1 | |
| 9606 isogroup18788,-0.8 | |
| 9607 isogroup18789,1.1 | |
| 9608 isogroup1879,2.1 | |
| 9609 isogroup18790,-0.2 | |
| 9610 isogroup18791,0.4 | |
| 9611 isogroup18792,0.1 | |
| 9612 isogroup18793,0.2 | |
| 9613 isogroup18794,0.1 | |
| 9614 isogroup18795,0.3 | |
| 9615 isogroup18796,-0.4 | |
| 9616 isogroup18797,-10 | |
| 9617 isogroup18798,1 | |
| 9618 isogroup18799,0 | |
| 9619 isogroup188,4.5 | |
| 9620 isogroup1880,-3.8 | |
| 9621 isogroup18800,0.4 | |
| 9622 isogroup18801,2.3 | |
| 9623 isogroup18802,-0.4 | |
| 9624 isogroup18803,0.5 | |
| 9625 isogroup18804,-5.7 | |
| 9626 isogroup18805,-2 | |
| 9627 isogroup18806,0.5 | |
| 9628 isogroup18807,-0.9 | |
| 9629 isogroup18808,0 | |
| 9630 isogroup18809,-3.1 | |
| 9631 isogroup1881,3.1 | |
| 9632 isogroup1881.1,1.1 | |
| 9633 isogroup18810,-1.4 | |
| 9634 isogroup18811,1.3 | |
| 9635 isogroup18812,-0.8 | |
| 9636 isogroup18813,-2.8 | |
| 9637 isogroup18814,0 | |
| 9638 isogroup18815,-1.2 | |
| 9639 isogroup18817,3.7 | |
| 9640 isogroup18818,0.8 | |
| 9641 isogroup18819,0.2 | |
| 9642 isogroup1882,2.9 | |
| 9643 isogroup18820,2.1 | |
| 9644 isogroup18821,0.9 | |
| 9645 isogroup18822,0.5 | |
| 9646 isogroup18823,0.2 | |
| 9647 isogroup18824,0.5 | |
| 9648 isogroup18825,1.7 | |
| 9649 isogroup18827,4.4 | |
| 9650 isogroup18828,0.7 | |
| 9651 isogroup18829,0.3 | |
| 9652 isogroup1883,1 | |
| 9653 isogroup18830,-0.1 | |
| 9654 isogroup18831,0.3 | |
| 9655 isogroup18832,-0.4 | |
| 9656 isogroup18834,1.4 | |
| 9657 isogroup18835,-0.2 | |
| 9658 isogroup18836,2.4 | |
| 9659 isogroup18837,0.7 | |
| 9660 isogroup18838,-0.2 | |
| 9661 isogroup18839,0.8 | |
| 9662 isogroup1884,-1.1 | |
| 9663 isogroup18840,2.3 | |
| 9664 isogroup18841,1.2 | |
| 9665 isogroup18842,1.9 | |
| 9666 isogroup18843,0.4 | |
| 9667 isogroup18844,0 | |
| 9668 isogroup18846,0 | |
| 9669 isogroup18847,-0.3 | |
| 9670 isogroup18848,2 | |
| 9671 isogroup18849,0 | |
| 9672 isogroup1885,-0.2 | |
| 9673 isogroup18850,0.8 | |
| 9674 isogroup18851,-0.1 | |
| 9675 isogroup18852,0.2 | |
| 9676 isogroup18854,-1 | |
| 9677 isogroup18855,0.3 | |
| 9678 isogroup18856,1.6 | |
| 9679 isogroup18857,-0.2 | |
| 9680 isogroup18858,-0.9 | |
| 9681 isogroup18859,-0.1 | |
| 9682 isogroup1886,-0.1 | |
| 9683 isogroup18860,-0.2 | |
| 9684 isogroup18861,-10 | |
| 9685 isogroup18862,0.4 | |
| 9686 isogroup18863,0.7 | |
| 9687 isogroup18864,-0.2 | |
| 9688 isogroup18865,0.1 | |
| 9689 isogroup18866,2.4 | |
| 9690 isogroup18867,-1.8 | |
| 9691 isogroup18868,-0.1 | |
| 9692 isogroup18869,-6 | |
| 9693 isogroup1887,0 | |
| 9694 isogroup18870,2.2 | |
| 9695 isogroup18871,1.7 | |
| 9696 isogroup18872,-0.3 | |
| 9697 isogroup18873,2.2 | |
| 9698 isogroup18875,0.6 | |
| 9699 isogroup18876,-0.4 | |
| 9700 isogroup18878,-0.3 | |
| 9701 isogroup18879,-0.4 | |
| 9702 isogroup1888,2.6 | |
| 9703 isogroup18880,0.1 | |
| 9704 isogroup18881,-0.1 | |
| 9705 isogroup18882,-0.4 | |
| 9706 isogroup18883,-0.4 | |
| 9707 isogroup18884,-10 | |
| 9708 isogroup18885,0.5 | |
| 9709 isogroup18886,-0.7 | |
| 9710 isogroup18887,-1.7 | |
| 9711 isogroup18888,0.1 | |
| 9712 isogroup18889,-3.1 | |
| 9713 isogroup1889,0 | |
| 9714 isogroup18890,-0.3 | |
| 9715 isogroup18891,0 | |
| 9716 isogroup18892,0.2 | |
| 9717 isogroup18893,-2.4 | |
| 9718 isogroup18894,-0.2 | |
| 9719 isogroup18895,0.1 | |
| 9720 isogroup18896,-1.1 | |
| 9721 isogroup18897,0.8 | |
| 9722 isogroup18898,0.9 | |
| 9723 isogroup18899,0.9 | |
| 9724 isogroup189,0.2 | |
| 9725 isogroup1890,0 | |
| 9726 isogroup18900,0.2 | |
| 9727 isogroup18901,0.6 | |
| 9728 isogroup18902,1.8 | |
| 9729 isogroup18903,-0.6 | |
| 9730 isogroup18904,-5.7 | |
| 9731 isogroup18905,0.1 | |
| 9732 isogroup18906,0.4 | |
| 9733 isogroup18907,-6.8 | |
| 9734 isogroup18908,-5.8 | |
| 9735 isogroup18909,0.3 | |
| 9736 isogroup1891,1 | |
| 9737 isogroup18910,0.2 | |
| 9738 isogroup18911,0.6 | |
| 9739 isogroup18912,0.1 | |
| 9740 isogroup18913,0.4 | |
| 9741 isogroup18914,-1.9 | |
| 9742 isogroup18915,-0.1 | |
| 9743 isogroup18916,-0.3 | |
| 9744 isogroup18917,-0.3 | |
| 9745 isogroup18918,-0.1 | |
| 9746 isogroup18919,0.9 | |
| 9747 isogroup1892,-0.2 | |
| 9748 isogroup18920,-0.5 | |
| 9749 isogroup18921,-0.4 | |
| 9750 isogroup18922,-10 | |
| 9751 isogroup18923,0.4 | |
| 9752 isogroup18924,-0.1 | |
| 9753 isogroup18925,0.3 | |
| 9754 isogroup18926,0.5 | |
| 9755 isogroup18927,0.4 | |
| 9756 isogroup18928,0.2 | |
| 9757 isogroup18929,-1.6 | |
| 9758 isogroup1893,0.2 | |
| 9759 isogroup18930,0.4 | |
| 9760 isogroup18931,-0.2 | |
| 9761 isogroup18932,0.2 | |
| 9762 isogroup18933,0.4 | |
| 9763 isogroup18934,-0.4 | |
| 9764 isogroup18935,-0.7 | |
| 9765 isogroup18936,2.5 | |
| 9766 isogroup18937,0.1 | |
| 9767 isogroup18938,-3.7 | |
| 9768 isogroup18939,0.9 | |
| 9769 isogroup18940,1.1 | |
| 9770 isogroup18941,0 | |
| 9771 isogroup18942,0.5 | |
| 9772 isogroup18943,-0.5 | |
| 9773 isogroup18944,-0.2 | |
| 9774 isogroup18945,0.3 | |
| 9775 isogroup18946,-0.6 | |
| 9776 isogroup18947,0 | |
| 9777 isogroup18948,0.5 | |
| 9778 isogroup18949,0.3 | |
| 9779 isogroup1895,-0.4 | |
| 9780 isogroup18950,0.1 | |
| 9781 isogroup18951,-0.3 | |
| 9782 isogroup18952,0.1 | |
| 9783 isogroup18953,0.9 | |
| 9784 isogroup18954,0 | |
| 9785 isogroup18955,-3.9 | |
| 9786 isogroup18957,0.1 | |
| 9787 isogroup18958,-0.5 | |
| 9788 isogroup18959,0.1 | |
| 9789 isogroup1896,0.8 | |
| 9790 isogroup18960,-0.3 | |
| 9791 isogroup18961,0.1 | |
| 9792 isogroup18962,-1.6 | |
| 9793 isogroup18963,1.6 | |
| 9794 isogroup18964,0.4 | |
| 9795 isogroup18965,0.2 | |
| 9796 isogroup18966,0.2 | |
| 9797 isogroup18967,0.1 | |
| 9798 isogroup18968,-1.6 | |
| 9799 isogroup18969,0.2 | |
| 9800 isogroup1897,0.7 | |
| 9801 isogroup18970,0.1 | |
| 9802 isogroup18971,1.2 | |
| 9803 isogroup18972,0.4 | |
| 9804 isogroup18973,0.4 | |
| 9805 isogroup18974,-1.7 | |
| 9806 isogroup18975,0 | |
| 9807 isogroup18976,0.5 | |
| 9808 isogroup18977,-1.1 | |
| 9809 isogroup18978,0.2 | |
| 9810 isogroup18979,0.8 | |
| 9811 isogroup1898,-0.6 | |
| 9812 isogroup18980,-0.1 | |
| 9813 isogroup18981,-0.6 | |
| 9814 isogroup18982,-0.5 | |
| 9815 isogroup18983,0.4 | |
| 9816 isogroup18984,3.7 | |
| 9817 isogroup18985,1.1 | |
| 9818 isogroup18986,0 | |
| 9819 isogroup18987,1.1 | |
| 9820 isogroup18988,0 | |
| 9821 isogroup18989,0.1 | |
| 9822 isogroup1899,3 | |
| 9823 isogroup18990,0.4 | |
| 9824 isogroup18991,0.8 | |
| 9825 isogroup18992,1.7 | |
| 9826 isogroup18993,1.8 | |
| 9827 isogroup18994,-9.5 | |
| 9828 isogroup18995,1.4 | |
| 9829 isogroup18996,0.2 | |
| 9830 isogroup18997,0.2 | |
| 9831 isogroup18998,-0.6 | |
| 9832 isogroup18999,0.8 | |
| 9833 isogroup19,3.1 | |
| 9834 isogroup190,6.1 | |
| 9835 isogroup1900,-0.9 | |
| 9836 isogroup19000,1.2 | |
| 9837 isogroup19001,2.4 | |
| 9838 isogroup19002,0.4 | |
| 9839 isogroup19003,0.5 | |
| 9840 isogroup19004,1.5 | |
| 9841 isogroup19005,-0.1 | |
| 9842 isogroup19006,-0.2 | |
| 9843 isogroup19007,0.6 | |
| 9844 isogroup19008,-0.1 | |
| 9845 isogroup19009,-0.3 | |
| 9846 isogroup1901,0.3 | |
| 9847 isogroup1901.1,0.2 | |
| 9848 isogroup19010,1 | |
| 9849 isogroup19011,0.4 | |
| 9850 isogroup19012,3 | |
| 9851 isogroup19013,1.4 | |
| 9852 isogroup19014,1 | |
| 9853 isogroup19015,-0.4 | |
| 9854 isogroup19016,-1.7 | |
| 9855 isogroup19017,-0.3 | |
| 9856 isogroup19018,-0.1 | |
| 9857 isogroup19019,-0.2 | |
| 9858 isogroup1902,-0.7 | |
| 9859 isogroup19020,0.4 | |
| 9860 isogroup19021,0 | |
| 9861 isogroup19022,0.8 | |
| 9862 isogroup19023,0.5 | |
| 9863 isogroup19024,0.2 | |
| 9864 isogroup19026,6.4 | |
| 9865 isogroup19027,0.1 | |
| 9866 isogroup19028,0.7 | |
| 9867 isogroup19029,0.4 | |
| 9868 isogroup1903,-0.1 | |
| 9869 isogroup19030,0.1 | |
| 9870 isogroup19031,0.3 | |
| 9871 isogroup19033,0.3 | |
| 9872 isogroup19034,-0.2 | |
| 9873 isogroup19035,0.8 | |
| 9874 isogroup19036,1 | |
| 9875 isogroup19037,0.3 | |
| 9876 isogroup19038,0.4 | |
| 9877 isogroup19039,0.4 | |
| 9878 isogroup1904,0.7 | |
| 9879 isogroup19040,3.2 | |
| 9880 isogroup19041,-3.3 | |
| 9881 isogroup19042,-0.4 | |
| 9882 isogroup19043,-10 | |
| 9883 isogroup19044,0.3 | |
| 9884 isogroup19045,-0.2 | |
| 9885 isogroup19045.1,0.4 | |
| 9886 isogroup19046,-0.7 | |
| 9887 isogroup19047,3.3 | |
| 9888 isogroup19048,-0.1 | |
| 9889 isogroup19049,0.2 | |
| 9890 isogroup1905,-2.8 | |
| 9891 isogroup19050,0.3 | |
| 9892 isogroup19051,2.8 | |
| 9893 isogroup19052,-1.4 | |
| 9894 isogroup19053,1.4 | |
| 9895 isogroup19054,-1.4 | |
| 9896 isogroup19055,-10 | |
| 9897 isogroup19056,0 | |
| 9898 isogroup19057,3.1 | |
| 9899 isogroup19058,-0.2 | |
| 9900 isogroup19059,3.8 | |
| 9901 isogroup1906,0.3 | |
| 9902 isogroup19060,-1.1 | |
| 9903 isogroup19061,1.5 | |
| 9904 isogroup19062,-0.2 | |
| 9905 isogroup19063,1.1 | |
| 9906 isogroup19064,0 | |
| 9907 isogroup19065,-0.7 | |
| 9908 isogroup19066,-7 | |
| 9909 isogroup19067,-0.3 | |
| 9910 isogroup19068,1.7 | |
| 9911 isogroup19069,-0.1 | |
| 9912 isogroup1907,-1 | |
| 9913 isogroup19070,10 | |
| 9914 isogroup19071,0.1 | |
| 9915 isogroup19072,-5.4 | |
| 9916 isogroup19073,-10 | |
| 9917 isogroup19074,0.8 | |
| 9918 isogroup19075,-0.2 | |
| 9919 isogroup19076,0.6 | |
| 9920 isogroup19077,0.4 | |
| 9921 isogroup19078,1.2 | |
| 9922 isogroup19079,0.7 | |
| 9923 isogroup1908,3 | |
| 9924 isogroup19081,-4.5 | |
| 9925 isogroup19082,1.7 | |
| 9926 isogroup19083,-0.9 | |
| 9927 isogroup19084,2.3 | |
| 9928 isogroup19085,1.4 | |
| 9929 isogroup19086,1.2 | |
| 9930 isogroup19087,1.1 | |
| 9931 isogroup19088,0 | |
| 9932 isogroup19089,-0.1 | |
| 9933 isogroup1909,0 | |
| 9934 isogroup19090,-0.1 | |
| 9935 isogroup19091,4.4 | |
| 9936 isogroup19092,1.5 | |
| 9937 isogroup19093,2.7 | |
| 9938 isogroup19094,0.3 | |
| 9939 isogroup19095,0.3 | |
| 9940 isogroup19096,0.3 | |
| 9941 isogroup19097,0.5 | |
| 9942 isogroup19098,0.3 | |
| 9943 isogroup19099,0.3 | |
| 9944 isogroup191,2.4 | |
| 9945 isogroup1910,0.5 | |
| 9946 isogroup19100,0 | |
| 9947 isogroup19101,-0.7 | |
| 9948 isogroup19102,3.2 | |
| 9949 isogroup19103,-8.1 | |
| 9950 isogroup19104,-2.9 | |
| 9951 isogroup19105,-1.2 | |
| 9952 isogroup19107,-10 | |
| 9953 isogroup19108,0.3 | |
| 9954 isogroup19109,-2.3 | |
| 9955 isogroup1911,-3.1 | |
| 9956 isogroup19110,-3.6 | |
| 9957 isogroup19111,0.3 | |
| 9958 isogroup19112,0.4 | |
| 9959 isogroup19113,0.1 | |
| 9960 isogroup19115,-0.7 | |
| 9961 isogroup19117,0.5 | |
| 9962 isogroup19118,0 | |
| 9963 isogroup19119,-0.1 | |
| 9964 isogroup1912,-2 | |
| 9965 isogroup19120,0.4 | |
| 9966 isogroup19121,0 | |
| 9967 isogroup19122,0.3 | |
| 9968 isogroup19123,-1.5 | |
| 9969 isogroup19124,-0.4 | |
| 9970 isogroup19125,-0.1 | |
| 9971 isogroup19126,-0.1 | |
| 9972 isogroup19127,-0.3 | |
| 9973 isogroup19128,0.2 | |
| 9974 isogroup19129,-4.1 | |
| 9975 isogroup1913,1 | |
| 9976 isogroup19130,1.3 | |
| 9977 isogroup19131,0.3 | |
| 9978 isogroup19132,-0.9 | |
| 9979 isogroup19133,-0.2 | |
| 9980 isogroup19134,-0.4 | |
| 9981 isogroup19135,-1 | |
| 9982 isogroup19137,0 | |
| 9983 isogroup19138,2.3 | |
| 9984 isogroup19139,0.1 | |
| 9985 isogroup1914,0.4 | |
| 9986 isogroup19140,-0.8 | |
| 9987 isogroup19141,0.4 | |
| 9988 isogroup19142,0.5 | |
| 9989 isogroup19143,0 | |
| 9990 isogroup19144,0.5 | |
| 9991 isogroup19145,-0.2 | |
| 9992 isogroup19146,0 | |
| 9993 isogroup19147,-1.6 | |
| 9994 isogroup19148,-0.1 | |
| 9995 isogroup19149,-10 | |
| 9996 isogroup1915,0 | |
| 9997 isogroup19150,-0.7 | |
| 9998 isogroup19151,1 | |
| 9999 isogroup19152,0 | |
| 10000 isogroup19153,-0.3 | |
| 10001 isogroup19154,0.4 | |
| 10002 isogroup19155,-1.4 | |
| 10003 isogroup19156,-1.5 | |
| 10004 isogroup19157,1.3 | |
| 10005 isogroup19158,0.4 | |
| 10006 isogroup19159,3.1 | |
| 10007 isogroup1916,1.5 | |
| 10008 isogroup19160,-1.1 | |
| 10009 isogroup19161,-5.6 | |
| 10010 isogroup19162,0 | |
| 10011 isogroup19163,0.3 | |
| 10012 isogroup19164,0.5 | |
| 10013 isogroup19165,-8.6 | |
| 10014 isogroup19166,0 | |
| 10015 isogroup19167,0.8 | |
| 10016 isogroup19168,0.7 | |
| 10017 isogroup19169,-1.8 | |
| 10018 isogroup1917,1.6 | |
| 10019 isogroup19170,-0.2 | |
| 10020 isogroup19171,-0.8 | |
| 10021 isogroup19172,2.2 | |
| 10022 isogroup19173,0.2 | |
| 10023 isogroup19174,0.6 | |
| 10024 isogroup19175,-0.7 | |
| 10025 isogroup19176,-0.1 | |
| 10026 isogroup19177,0.2 | |
| 10027 isogroup19178,0.1 | |
| 10028 isogroup19179,0.7 | |
| 10029 isogroup1918,-0.1 | |
| 10030 isogroup19180,-10 | |
| 10031 isogroup19181,-1 | |
| 10032 isogroup19182,1.1 | |
| 10033 isogroup19183,-0.2 | |
| 10034 isogroup19184,-2.6 | |
| 10035 isogroup19185,-0.2 | |
| 10036 isogroup19186,-0.4 | |
| 10037 isogroup19187,-1.2 | |
| 10038 isogroup19188,0.1 | |
| 10039 isogroup1919,0.4 | |
| 10040 isogroup19190,0.2 | |
| 10041 isogroup19190.1,-0.9 | |
| 10042 isogroup19191,1.4 | |
| 10043 isogroup19192,0 | |
| 10044 isogroup19193,0 | |
| 10045 isogroup19194,-6.9 | |
| 10046 isogroup19195,0.1 | |
| 10047 isogroup19196,0.1 | |
| 10048 isogroup19197,0.3 | |
| 10049 isogroup19198,0.8 | |
| 10050 isogroup19199,-3.2 | |
| 10051 isogroup192,5.1 | |
| 10052 isogroup1920,0.6 | |
| 10053 isogroup19200,0 | |
| 10054 isogroup19201,0.5 | |
| 10055 isogroup19202,0 | |
| 10056 isogroup19203,1 | |
| 10057 isogroup19204,0.5 | |
| 10058 isogroup19205,-0.9 | |
| 10059 isogroup19206,-8 | |
| 10060 isogroup19207,-0.2 | |
| 10061 isogroup19208,1.1 | |
| 10062 isogroup19209,1.1 | |
| 10063 isogroup1921,0.4 | |
| 10064 isogroup19210,-1.4 | |
| 10065 isogroup19211,0.9 | |
| 10066 isogroup19212,-9.7 | |
| 10067 isogroup19213,-0.1 | |
| 10068 isogroup19214,0.5 | |
| 10069 isogroup19215,-0.1 | |
| 10070 isogroup19216,1.1 | |
| 10071 isogroup19217,-0.6 | |
| 10072 isogroup19218,0.7 | |
| 10073 isogroup19219,0 | |
| 10074 isogroup1922,-8.4 | |
| 10075 isogroup19220,0 | |
| 10076 isogroup19221,0.1 | |
| 10077 isogroup19222,-0.4 | |
| 10078 isogroup19223,0.4 | |
| 10079 isogroup19224,0.7 | |
| 10080 isogroup19226,-0.1 | |
| 10081 isogroup19227,0.6 | |
| 10082 isogroup19228,-2.6 | |
| 10083 isogroup19229,-0.8 | |
| 10084 isogroup1923,0.3 | |
| 10085 isogroup19230,0.3 | |
| 10086 isogroup19231,-3.6 | |
| 10087 isogroup19232,-0.5 | |
| 10088 isogroup19233,-0.8 | |
| 10089 isogroup19234,0.7 | |
| 10090 isogroup19235,2.2 | |
| 10091 isogroup19236,1.1 | |
| 10092 isogroup19237,1.5 | |
| 10093 isogroup19238,1.8 | |
| 10094 isogroup19239,1.7 | |
| 10095 isogroup1924,0 | |
| 10096 isogroup19240,-0.9 | |
| 10097 isogroup19241,0.5 | |
| 10098 isogroup19242,-0.5 | |
| 10099 isogroup19243,0.1 | |
| 10100 isogroup19244,0.6 | |
| 10101 isogroup19245,0.2 | |
| 10102 isogroup19246,-0.5 | |
| 10103 isogroup19247,-0.1 | |
| 10104 isogroup19248,0 | |
| 10105 isogroup19249,-0.2 | |
| 10106 isogroup1925,0.1 | |
| 10107 isogroup19250,0.1 | |
| 10108 isogroup19251,0.2 | |
| 10109 isogroup19252,0.1 | |
| 10110 isogroup19253,-1.4 | |
| 10111 isogroup19254,-0.6 | |
| 10112 isogroup19255,0.1 | |
| 10113 isogroup19256,0.6 | |
| 10114 isogroup19257,-0.4 | |
| 10115 isogroup19258,-2.6 | |
| 10116 isogroup19259,-0.6 | |
| 10117 isogroup1926,0.1 | |
| 10118 isogroup19260,0.1 | |
| 10119 isogroup19261,-0.5 | |
| 10120 isogroup19262,0.3 | |
| 10121 isogroup19263,0.3 | |
| 10122 isogroup19264,0.9 | |
| 10123 isogroup19265,-0.5 | |
| 10124 isogroup19266,0 | |
| 10125 isogroup19268,-0.5 | |
| 10126 isogroup19269,-9.9 | |
| 10127 isogroup1927,0.9 | |
| 10128 isogroup1927.1,0 | |
| 10129 isogroup19270,0.5 | |
| 10130 isogroup19271,0.6 | |
| 10131 isogroup19272,1.7 | |
| 10132 isogroup19273,-0.2 | |
| 10133 isogroup19274,0.6 | |
| 10134 isogroup19275,1.4 | |
| 10135 isogroup19276,4.4 | |
| 10136 isogroup19277,0.7 | |
| 10137 isogroup19278,0.5 | |
| 10138 isogroup19279,0.3 | |
| 10139 isogroup1928,-0.2 | |
| 10140 isogroup19280,-0.5 | |
| 10141 isogroup19281,-0.5 | |
| 10142 isogroup19282,0.5 | |
| 10143 isogroup19283,0.4 | |
| 10144 isogroup19285,0 | |
| 10145 isogroup19286,0 | |
| 10146 isogroup19287,-1.6 | |
| 10147 isogroup19288,-10 | |
| 10148 isogroup19289,0.1 | |
| 10149 isogroup1929,-0.1 | |
| 10150 isogroup19290,1 | |
| 10151 isogroup19291,-0.3 | |
| 10152 isogroup19292,2.1 | |
| 10153 isogroup19293,-10 | |
| 10154 isogroup19294,0 | |
| 10155 isogroup19295,3.7 | |
| 10156 isogroup19296,-1.1 | |
| 10157 isogroup19297,0 | |
| 10158 isogroup19298,-1.8 | |
| 10159 isogroup19299,10 | |
| 10160 isogroup193,-0.3 | |
| 10161 isogroup1930,2.6 | |
| 10162 isogroup19300,3.1 | |
| 10163 isogroup19301,-1.2 | |
| 10164 isogroup19302,0.1 | |
| 10165 isogroup19303,2.5 | |
| 10166 isogroup19304,0.1 | |
| 10167 isogroup19305,-0.1 | |
| 10168 isogroup19306,0.1 | |
| 10169 isogroup19307,6.8 | |
| 10170 isogroup19308,1 | |
| 10171 isogroup19309,-5.3 | |
| 10172 isogroup1931,9.8 | |
| 10173 isogroup19310,-0.9 | |
| 10174 isogroup19311,4.1 | |
| 10175 isogroup19312,0.3 | |
| 10176 isogroup19313,-7.7 | |
| 10177 isogroup19314,-1.3 | |
| 10178 isogroup19315,1.2 | |
| 10179 isogroup19316,-1.4 | |
| 10180 isogroup19317,-0.4 | |
| 10181 isogroup19318,0.2 | |
| 10182 isogroup19319,0.2 | |
| 10183 isogroup1932,0.5 | |
| 10184 isogroup19320,1.1 | |
| 10185 isogroup19321,0 | |
| 10186 isogroup19322,0.1 | |
| 10187 isogroup19323,-0.3 | |
| 10188 isogroup19324,8.8 | |
| 10189 isogroup19325,0.1 | |
| 10190 isogroup19326,0 | |
| 10191 isogroup19327,0.7 | |
| 10192 isogroup19329,-0.2 | |
| 10193 isogroup1933,0 | |
| 10194 isogroup19330,0 | |
| 10195 isogroup19331,-0.8 | |
| 10196 isogroup19332,-1 | |
| 10197 isogroup19333,-0.9 | |
| 10198 isogroup19334,0.3 | |
| 10199 isogroup19335,0.4 | |
| 10200 isogroup19336,0.2 | |
| 10201 isogroup19337,1 | |
| 10202 isogroup19338,-0.1 | |
| 10203 isogroup19339,0.5 | |
| 10204 isogroup1934,1.7 | |
| 10205 isogroup19340,1.2 | |
| 10206 isogroup19341,-0.3 | |
| 10207 isogroup19342,-1 | |
| 10208 isogroup19343,0.3 | |
| 10209 isogroup19344,-1.4 | |
| 10210 isogroup19345,-0.1 | |
| 10211 isogroup19346,-0.1 | |
| 10212 isogroup19347,0 | |
| 10213 isogroup19348,0 | |
| 10214 isogroup19349,1.8 | |
| 10215 isogroup1935,3 | |
| 10216 isogroup19350,-1 | |
| 10217 isogroup19351,-0.1 | |
| 10218 isogroup19352,0 | |
| 10219 isogroup19353,0.2 | |
| 10220 isogroup19354,-1.4 | |
| 10221 isogroup19355,-2.1 | |
| 10222 isogroup19356,0 | |
| 10223 isogroup19357,-0.2 | |
| 10224 isogroup19358,-9.8 | |
| 10225 isogroup19359,0.6 | |
| 10226 isogroup1936,1.1 | |
| 10227 isogroup19360,0.1 | |
| 10228 isogroup19361,-0.5 | |
| 10229 isogroup19362,1.4 | |
| 10230 isogroup19363,-10 | |
| 10231 isogroup19364,0.3 | |
| 10232 isogroup19365,-1 | |
| 10233 isogroup19366,0.9 | |
| 10234 isogroup19367,-5 | |
| 10235 isogroup19368,0.2 | |
| 10236 isogroup19369,-0.4 | |
| 10237 isogroup1937,0.3 | |
| 10238 isogroup19370,1.7 | |
| 10239 isogroup19371,0 | |
| 10240 isogroup19372,0.8 | |
| 10241 isogroup19373,-0.3 | |
| 10242 isogroup19374,-0.3 | |
| 10243 isogroup19375,0.2 | |
| 10244 isogroup19376,-0.1 | |
| 10245 isogroup19377,2.2 | |
| 10246 isogroup19378,-0.1 | |
| 10247 isogroup19379,0.5 | |
| 10248 isogroup1938,0.1 | |
| 10249 isogroup19380,-1.5 | |
| 10250 isogroup19381,2 | |
| 10251 isogroup19382,3.5 | |
| 10252 isogroup19383,-1 | |
| 10253 isogroup19384,0.3 | |
| 10254 isogroup19385,0.7 | |
| 10255 isogroup19386,0.3 | |
| 10256 isogroup19387,-0.6 | |
| 10257 isogroup19388,0 | |
| 10258 isogroup19389,-1.4 | |
| 10259 isogroup1939,0.7 | |
| 10260 isogroup19390,-1.5 | |
| 10261 isogroup19391,0.2 | |
| 10262 isogroup19392,1 | |
| 10263 isogroup19393,0.3 | |
| 10264 isogroup19394,-0.2 | |
| 10265 isogroup19395,0.2 | |
| 10266 isogroup19396,1.6 | |
| 10267 isogroup19397,-0.1 | |
| 10268 isogroup19398,0.1 | |
| 10269 isogroup19399,0.7 | |
| 10270 isogroup194,0 | |
| 10271 isogroup1940,1.5 | |
| 10272 isogroup19400,1.9 | |
| 10273 isogroup19401,0 | |
| 10274 isogroup19403,1.8 | |
| 10275 isogroup19404,-0.2 | |
| 10276 isogroup19405,-1.1 | |
| 10277 isogroup19406,0.3 | |
| 10278 isogroup19407,0.3 | |
| 10279 isogroup19408,0 | |
| 10280 isogroup19409,-0.1 | |
| 10281 isogroup1941,0.9 | |
| 10282 isogroup19410,2.4 | |
| 10283 isogroup19411,0.9 | |
| 10284 isogroup19412,1 | |
| 10285 isogroup19413,0.4 | |
| 10286 isogroup19414,-5.3 | |
| 10287 isogroup19415,-9.7 | |
| 10288 isogroup19416,1.5 | |
| 10289 isogroup19417,0.6 | |
| 10290 isogroup19418,4 | |
| 10291 isogroup19419,0.5 | |
| 10292 isogroup1942,0 | |
| 10293 isogroup19420,-0.5 | |
| 10294 isogroup19421,-1.4 | |
| 10295 isogroup19422,1.7 | |
| 10296 isogroup19423,0.4 | |
| 10297 isogroup19424,-0.6 | |
| 10298 isogroup19425,10 | |
| 10299 isogroup19427,0.2 | |
| 10300 isogroup19428,-0.2 | |
| 10301 isogroup19429,-10 | |
| 10302 isogroup1943,1.9 | |
| 10303 isogroup19430,0.2 | |
| 10304 isogroup19431,0.2 | |
| 10305 isogroup19432,-1.6 | |
| 10306 isogroup19434,-0.4 | |
| 10307 isogroup19435,-0.9 | |
| 10308 isogroup19436,0 | |
| 10309 isogroup19437,1.9 | |
| 10310 isogroup19438,2.2 | |
| 10311 isogroup19439,-0.1 | |
| 10312 isogroup1944,-0.3 | |
| 10313 isogroup19440,0.1 | |
| 10314 isogroup19441,-0.1 | |
| 10315 isogroup19442,1.3 | |
| 10316 isogroup19444,-0.1 | |
| 10317 isogroup19445,-1.4 | |
| 10318 isogroup19446,-0.1 | |
| 10319 isogroup19447,0.4 | |
| 10320 isogroup19449,-0.3 | |
| 10321 isogroup1945,1.4 | |
| 10322 isogroup19450,-0.1 | |
| 10323 isogroup19451,1.2 | |
| 10324 isogroup19452,0.1 | |
| 10325 isogroup19453,0.8 | |
| 10326 isogroup19454,-10 | |
| 10327 isogroup19455,-0.1 | |
| 10328 isogroup19456,0.3 | |
| 10329 isogroup19457,2.2 | |
| 10330 isogroup19458,0.3 | |
| 10331 isogroup19459,2.3 | |
| 10332 isogroup1946,0.6 | |
| 10333 isogroup19460,1.9 | |
| 10334 isogroup19461,0.8 | |
| 10335 isogroup19462,-1 | |
| 10336 isogroup19463,0.5 | |
| 10337 isogroup19464,0 | |
| 10338 isogroup19465,-0.3 | |
| 10339 isogroup19466,-0.5 | |
| 10340 isogroup19467,1.2 | |
| 10341 isogroup19468,0.8 | |
| 10342 isogroup19469,1.5 | |
| 10343 isogroup1947,4.4 | |
| 10344 isogroup19470,-1.2 | |
| 10345 isogroup19471,0.7 | |
| 10346 isogroup19472,0.4 | |
| 10347 isogroup19473,-0.6 | |
| 10348 isogroup19474,-0.4 | |
| 10349 isogroup19475,-0.3 | |
| 10350 isogroup19476,0 | |
| 10351 isogroup19477,0.2 | |
| 10352 isogroup19478,0.3 | |
| 10353 isogroup19479,-8.9 | |
| 10354 isogroup1948,4.6 | |
| 10355 isogroup19480,0.2 | |
| 10356 isogroup19481,-0.2 | |
| 10357 isogroup19482,4.3 | |
| 10358 isogroup19483,0.1 | |
| 10359 isogroup19484,2.1 | |
| 10360 isogroup19485,-1.2 | |
| 10361 isogroup19486,-0.5 | |
| 10362 isogroup19487,-9.7 | |
| 10363 isogroup19488,-0.2 | |
| 10364 isogroup19489,0.2 | |
| 10365 isogroup1949,0 | |
| 10366 isogroup19490,1.3 | |
| 10367 isogroup19491,0.5 | |
| 10368 isogroup19492,-7.2 | |
| 10369 isogroup19493,-2.2 | |
| 10370 isogroup19494,-1.7 | |
| 10371 isogroup19495,2.6 | |
| 10372 isogroup19496,0.1 | |
| 10373 isogroup19497,-2 | |
| 10374 isogroup19498,0.1 | |
| 10375 isogroup19499,0.5 | |
| 10376 isogroup195,0.8 | |
| 10377 isogroup1950,-0.3 | |
| 10378 isogroup19500,-0.1 | |
| 10379 isogroup19501,0.3 | |
| 10380 isogroup19502,3.2 | |
| 10381 isogroup19503,0.3 | |
| 10382 isogroup19504,0.5 | |
| 10383 isogroup19505,0.1 | |
| 10384 isogroup19506,1.9 | |
| 10385 isogroup19507,0.4 | |
| 10386 isogroup19508,0.5 | |
| 10387 isogroup19509,-1.9 | |
| 10388 isogroup1951,0.5 | |
| 10389 isogroup19510,-0.1 | |
| 10390 isogroup19511,1.2 | |
| 10391 isogroup19512,0.2 | |
| 10392 isogroup19514,-0.2 | |
| 10393 isogroup19515,0.3 | |
| 10394 isogroup19516,-2 | |
| 10395 isogroup19517,-0.5 | |
| 10396 isogroup19518,1 | |
| 10397 isogroup19519,0.3 | |
| 10398 isogroup1952,1.2 | |
| 10399 isogroup19520,1.1 | |
| 10400 isogroup19521,0.6 | |
| 10401 isogroup19522,1.3 | |
| 10402 isogroup19523,-0.4 | |
| 10403 isogroup19524,-0.2 | |
| 10404 isogroup19525,2.4 | |
| 10405 isogroup19526,1.2 | |
| 10406 isogroup19527,-0.4 | |
| 10407 isogroup19528,0.2 | |
| 10408 isogroup19529,0.2 | |
| 10409 isogroup1953,1.6 | |
| 10410 isogroup19530,-2 | |
| 10411 isogroup19532,0.1 | |
| 10412 isogroup19533,-1.9 | |
| 10413 isogroup19534,0.1 | |
| 10414 isogroup19535,1 | |
| 10415 isogroup19536,1.9 | |
| 10416 isogroup19537,-0.2 | |
| 10417 isogroup19539,-0.5 | |
| 10418 isogroup1954,0.3 | |
| 10419 isogroup19540,0 | |
| 10420 isogroup19541,0.9 | |
| 10421 isogroup19542,-0.2 | |
| 10422 isogroup19543,-1.3 | |
| 10423 isogroup19544,0.6 | |
| 10424 isogroup19545,1.5 | |
| 10425 isogroup19546,-1 | |
| 10426 isogroup19547,-10 | |
| 10427 isogroup19548,0.1 | |
| 10428 isogroup19549,0 | |
| 10429 isogroup1955,1.1 | |
| 10430 isogroup19550,-1 | |
| 10431 isogroup19551,5.3 | |
| 10432 isogroup19552,0.2 | |
| 10433 isogroup19553,0.1 | |
| 10434 isogroup19554,0.7 | |
| 10435 isogroup19555,0.2 | |
| 10436 isogroup19556,0.3 | |
| 10437 isogroup19557,-0.6 | |
| 10438 isogroup19558,-1.4 | |
| 10439 isogroup19559,-0.1 | |
| 10440 isogroup1956,0.1 | |
| 10441 isogroup19560,0 | |
| 10442 isogroup19561,-0.9 | |
| 10443 isogroup19562,4.5 | |
| 10444 isogroup19563,-2.9 | |
| 10445 isogroup19564,-0.3 | |
| 10446 isogroup19566,-0.2 | |
| 10447 isogroup19567,-10 | |
| 10448 isogroup19568,0.6 | |
| 10449 isogroup19569,0 | |
| 10450 isogroup1957,0.6 | |
| 10451 isogroup19570,0.9 | |
| 10452 isogroup19571,0.9 | |
| 10453 isogroup19572,-0.2 | |
| 10454 isogroup19573,1.1 | |
| 10455 isogroup19574,-6.5 | |
| 10456 isogroup19575,-0.2 | |
| 10457 isogroup19576,0.2 | |
| 10458 isogroup19577,-1.2 | |
| 10459 isogroup19578,0.4 | |
| 10460 isogroup19579,-1.4 | |
| 10461 isogroup1958,-0.3 | |
| 10462 isogroup19580,0.2 | |
| 10463 isogroup19581,-0.1 | |
| 10464 isogroup19582,0.6 | |
| 10465 isogroup19583,0 | |
| 10466 isogroup19584,-2.7 | |
| 10467 isogroup19585,-0.6 | |
| 10468 isogroup19586,0 | |
| 10469 isogroup19587,-5.2 | |
| 10470 isogroup19588,0.6 | |
| 10471 isogroup19589,0.2 | |
| 10472 isogroup1959,-1.9 | |
| 10473 isogroup19590,0 | |
| 10474 isogroup19591,1 | |
| 10475 isogroup19592,0.7 | |
| 10476 isogroup19593,-0.7 | |
| 10477 isogroup19594,0.5 | |
| 10478 isogroup19595,-0.3 | |
| 10479 isogroup19596,0.2 | |
| 10480 isogroup19597,-1.8 | |
| 10481 isogroup19598,1.7 | |
| 10482 isogroup19599,0.6 | |
| 10483 isogroup196,0.2 | |
| 10484 isogroup1960,-2.5 | |
| 10485 isogroup19600,3 | |
| 10486 isogroup19601,-0.4 | |
| 10487 isogroup19602,1.1 | |
| 10488 isogroup19603,0.3 | |
| 10489 isogroup19604,0.5 | |
| 10490 isogroup19606,0.5 | |
| 10491 isogroup19607,0.8 | |
| 10492 isogroup19608,1.9 | |
| 10493 isogroup19609,-2.1 | |
| 10494 isogroup1961,0 | |
| 10495 isogroup19610,0.5 | |
| 10496 isogroup19611,1.1 | |
| 10497 isogroup19612,-0.5 | |
| 10498 isogroup19613,0.3 | |
| 10499 isogroup19614,1.2 | |
| 10500 isogroup19615,0.8 | |
| 10501 isogroup19616,-1.6 | |
| 10502 isogroup19617,0.3 | |
| 10503 isogroup19618,0.4 | |
| 10504 isogroup19619,0 | |
| 10505 isogroup1962,-0.3 | |
| 10506 isogroup19620,1.3 | |
| 10507 isogroup19621,10 | |
| 10508 isogroup19622,0.5 | |
| 10509 isogroup19623,0.1 | |
| 10510 isogroup19624,0.5 | |
| 10511 isogroup19625,0 | |
| 10512 isogroup19626,-0.2 | |
| 10513 isogroup19627,-1.8 | |
| 10514 isogroup19628,-0.1 | |
| 10515 isogroup19629,0.4 | |
| 10516 isogroup1963,-0.2 | |
| 10517 isogroup19630,0.2 | |
| 10518 isogroup19631,-10 | |
| 10519 isogroup19632,2 | |
| 10520 isogroup19633,3.2 | |
| 10521 isogroup19634,0 | |
| 10522 isogroup19636,-1.7 | |
| 10523 isogroup19637,0.3 | |
| 10524 isogroup19638,0.9 | |
| 10525 isogroup19639,-0.6 | |
| 10526 isogroup1964,0.1 | |
| 10527 isogroup19640,-0.1 | |
| 10528 isogroup19641,1.7 | |
| 10529 isogroup19642,-0.3 | |
| 10530 isogroup19643,0.1 | |
| 10531 isogroup19644,0.6 | |
| 10532 isogroup19645,-1.9 | |
| 10533 isogroup19646,-0.4 | |
| 10534 isogroup19647,-1.5 | |
| 10535 isogroup19648,1.1 | |
| 10536 isogroup19649,1.7 | |
| 10537 isogroup1965,-0.9 | |
| 10538 isogroup19650,0.3 | |
| 10539 isogroup19651,-0.1 | |
| 10540 isogroup19652,-6.1 | |
| 10541 isogroup19653,0.6 | |
| 10542 isogroup19654,-0.4 | |
| 10543 isogroup19655,0 | |
| 10544 isogroup19656,0.4 | |
| 10545 isogroup19657,0.3 | |
| 10546 isogroup19658,0.1 | |
| 10547 isogroup19659,-0.9 | |
| 10548 isogroup1966,2.4 | |
| 10549 isogroup19660,0.7 | |
| 10550 isogroup19661,-1.5 | |
| 10551 isogroup19663,0.3 | |
| 10552 isogroup19664,0.9 | |
| 10553 isogroup19665,0.1 | |
| 10554 isogroup19666,-6.6 | |
| 10555 isogroup19667,2 | |
| 10556 isogroup19668,0.1 | |
| 10557 isogroup1967,0.9 | |
| 10558 isogroup19670,-0.3 | |
| 10559 isogroup19671,-0.4 | |
| 10560 isogroup19672,0.5 | |
| 10561 isogroup19673,0.3 | |
| 10562 isogroup19674,2.8 | |
| 10563 isogroup19675,0.7 | |
| 10564 isogroup19677,0.8 | |
| 10565 isogroup19678,0 | |
| 10566 isogroup19679,1.3 | |
| 10567 isogroup1968,-0.1 | |
| 10568 isogroup19680,-5.3 | |
| 10569 isogroup19681,-0.1 | |
| 10570 isogroup19682,-0.9 | |
| 10571 isogroup19683,-0.8 | |
| 10572 isogroup19684,-0.2 | |
| 10573 isogroup19685,0 | |
| 10574 isogroup19686,4.1 | |
| 10575 isogroup19687,1.1 | |
| 10576 isogroup19688,-0.5 | |
| 10577 isogroup19689,0 | |
| 10578 isogroup19690,0.4 | |
| 10579 isogroup19691,0.1 | |
| 10580 isogroup19692,0.4 | |
| 10581 isogroup19693,-10 | |
| 10582 isogroup19694,0.5 | |
| 10583 isogroup19695,1.1 | |
| 10584 isogroup19696,0.3 | |
| 10585 isogroup19697,2.4 | |
| 10586 isogroup19698,0.7 | |
| 10587 isogroup19699,0.2 | |
| 10588 isogroup197,-0.6 | |
| 10589 isogroup1970,1.9 | |
| 10590 isogroup19700,-1.6 | |
| 10591 isogroup19701,0.3 | |
| 10592 isogroup19702,0.3 | |
| 10593 isogroup19703,0.5 | |
| 10594 isogroup19704,0 | |
| 10595 isogroup19705,1.7 | |
| 10596 isogroup19706,0.8 | |
| 10597 isogroup19707,-0.2 | |
| 10598 isogroup19709,0 | |
| 10599 isogroup1971,1.3 | |
| 10600 isogroup19710,0.3 | |
| 10601 isogroup19711,-0.1 | |
| 10602 isogroup19712,-5.3 | |
| 10603 isogroup19713,-2.9 | |
| 10604 isogroup19714,0.6 | |
| 10605 isogroup19715,0.6 | |
| 10606 isogroup19716,0 | |
| 10607 isogroup19717,0.5 | |
| 10608 isogroup19718,-0.7 | |
| 10609 isogroup19719,1.1 | |
| 10610 isogroup1972,-9.1 | |
| 10611 isogroup19720,-1.1 | |
| 10612 isogroup19721,0.2 | |
| 10613 isogroup19722,0.4 | |
| 10614 isogroup19723,-1.5 | |
| 10615 isogroup19724,0.8 | |
| 10616 isogroup19725,-0.1 | |
| 10617 isogroup19726,-0.7 | |
| 10618 isogroup19727,0.3 | |
| 10619 isogroup19728,0.8 | |
| 10620 isogroup19729,0.2 | |
| 10621 isogroup1973,1.4 | |
| 10622 isogroup19730,0.8 | |
| 10623 isogroup19731,1.3 | |
| 10624 isogroup19732,-10 | |
| 10625 isogroup19733,0.9 | |
| 10626 isogroup19734,2 | |
| 10627 isogroup19735,-0.4 | |
| 10628 isogroup19736,1 | |
| 10629 isogroup19737,0.4 | |
| 10630 isogroup19738,-1 | |
| 10631 isogroup19739,0.6 | |
| 10632 isogroup1974,0.1 | |
| 10633 isogroup19740,0.3 | |
| 10634 isogroup19741,-2.7 | |
| 10635 isogroup19742,0.6 | |
| 10636 isogroup19743,0.1 | |
| 10637 isogroup19744,0.6 | |
| 10638 isogroup19745,0.1 | |
| 10639 isogroup19746,-1.7 | |
| 10640 isogroup19747,3.8 | |
| 10641 isogroup19748,1.4 | |
| 10642 isogroup19749,0.2 | |
| 10643 isogroup1975,-1.1 | |
| 10644 isogroup19750,-0.5 | |
| 10645 isogroup19751,-0.7 | |
| 10646 isogroup19752,0.2 | |
| 10647 isogroup19753,1.6 | |
| 10648 isogroup19754,0.6 | |
| 10649 isogroup19755,2.7 | |
| 10650 isogroup19756,0.8 | |
| 10651 isogroup19758,0 | |
| 10652 isogroup19759,1.1 | |
| 10653 isogroup1976,1 | |
| 10654 isogroup19760,0.3 | |
| 10655 isogroup19761,-0.1 | |
| 10656 isogroup19762,-0.3 | |
| 10657 isogroup19763,0.8 | |
| 10658 isogroup19764,0.2 | |
| 10659 isogroup19765,-0.2 | |
| 10660 isogroup19766,1.1 | |
| 10661 isogroup19767,-0.1 | |
| 10662 isogroup19768,-9.7 | |
| 10663 isogroup1977,0.3 | |
| 10664 isogroup19770,-0.3 | |
| 10665 isogroup19771,0.1 | |
| 10666 isogroup19772,0.1 | |
| 10667 isogroup19773,-0.9 | |
| 10668 isogroup19774,0 | |
| 10669 isogroup19775,1.1 | |
| 10670 isogroup19776,1 | |
| 10671 isogroup19777,0.3 | |
| 10672 isogroup19778,1.5 | |
| 10673 isogroup19779,-2.4 | |
| 10674 isogroup1978,9.9 | |
| 10675 isogroup19780,1 | |
| 10676 isogroup19781,0 | |
| 10677 isogroup19782,-0.2 | |
| 10678 isogroup19783,0.3 | |
| 10679 isogroup19784,-1.4 | |
| 10680 isogroup19785,-0.3 | |
| 10681 isogroup19786,2.4 | |
| 10682 isogroup19787,0.6 | |
| 10683 isogroup19788,-0.1 | |
| 10684 isogroup19789,2.6 | |
| 10685 isogroup1979,-1.4 | |
| 10686 isogroup19790,1.3 | |
| 10687 isogroup19791,0.1 | |
| 10688 isogroup19792,-0.6 | |
| 10689 isogroup19793,-0.4 | |
| 10690 isogroup19794,0.1 | |
| 10691 isogroup19795,1.3 | |
| 10692 isogroup19797,1.3 | |
| 10693 isogroup19798,2.6 | |
| 10694 isogroup19799,0.2 | |
| 10695 isogroup198,5.9 | |
| 10696 isogroup1980,0.3 | |
| 10697 isogroup19800,-0.7 | |
| 10698 isogroup19801,0.1 | |
| 10699 isogroup19802,-0.2 | |
| 10700 isogroup19803,-0.1 | |
| 10701 isogroup19804,0.1 | |
| 10702 isogroup19805,0.2 | |
| 10703 isogroup19806,0.8 | |
| 10704 isogroup19807,-1 | |
| 10705 isogroup19808,0.1 | |
| 10706 isogroup19809,0.3 | |
| 10707 isogroup1981,0 | |
| 10708 isogroup19810,-0.5 | |
| 10709 isogroup19811,1.2 | |
| 10710 isogroup19812,0.2 | |
| 10711 isogroup19813,0.5 | |
| 10712 isogroup19814,1.2 | |
| 10713 isogroup19815,-0.2 | |
| 10714 isogroup19816,0.5 | |
| 10715 isogroup19817,0 | |
| 10716 isogroup19818,-0.5 | |
| 10717 isogroup19819,0.1 | |
| 10718 isogroup1982,0.7 | |
| 10719 isogroup19820,-0.3 | |
| 10720 isogroup19821,-0.6 | |
| 10721 isogroup19822,-0.2 | |
| 10722 isogroup19823,1.9 | |
| 10723 isogroup19824,0.9 | |
| 10724 isogroup19825,-0.9 | |
| 10725 isogroup19826,0.1 | |
| 10726 isogroup19827,0 | |
| 10727 isogroup19828,-0.7 | |
| 10728 isogroup19829,-0.4 | |
| 10729 isogroup1983,4.9 | |
| 10730 isogroup19830,1.4 | |
| 10731 isogroup19831,-1.9 | |
| 10732 isogroup19832,0.1 | |
| 10733 isogroup19833,0.3 | |
| 10734 isogroup19834,-1.1 | |
| 10735 isogroup19835,0.6 | |
| 10736 isogroup19836,-10 | |
| 10737 isogroup19837,-2 | |
| 10738 isogroup19838,0.1 | |
| 10739 isogroup19839,0.6 | |
| 10740 isogroup1984,0.2 | |
| 10741 isogroup19840,-0.3 | |
| 10742 isogroup19841,1.4 | |
| 10743 isogroup19842,-2.1 | |
| 10744 isogroup19843,-5.7 | |
| 10745 isogroup19844,-0.4 | |
| 10746 isogroup19845,0.5 | |
| 10747 isogroup19846,-0.1 | |
| 10748 isogroup19847,-0.1 | |
| 10749 isogroup19848,0.3 | |
| 10750 isogroup19849,0.6 | |
| 10751 isogroup1985,1 | |
| 10752 isogroup19850,6.6 | |
| 10753 isogroup19851,4.5 | |
| 10754 isogroup19852,-0.4 | |
| 10755 isogroup19853,-0.4 | |
| 10756 isogroup19854,0.2 | |
| 10757 isogroup19855,0.9 | |
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| 10762 isogroup1986,-0.3 | |
| 10763 isogroup19860,1.4 | |
| 10764 isogroup19862,-0.1 | |
| 10765 isogroup19863,0.7 | |
| 10766 isogroup19865,0.4 | |
| 10767 isogroup19866,0.5 | |
| 10768 isogroup19867,0.2 | |
| 10769 isogroup19868,0.6 | |
| 10770 isogroup19869,0 | |
| 10771 isogroup1987,-2.6 | |
| 10772 isogroup19870,2 | |
| 10773 isogroup19871,1 | |
| 10774 isogroup19872,0.8 | |
| 10775 isogroup19873,-0.1 | |
| 10776 isogroup19874,0.3 | |
| 10777 isogroup19876,0.9 | |
| 10778 isogroup19877,0 | |
| 10779 isogroup19878,6.2 | |
| 10780 isogroup19879,-0.5 | |
| 10781 isogroup1988,1.6 | |
| 10782 isogroup19880,0.5 | |
| 10783 isogroup19881,-1.9 | |
| 10784 isogroup19882,0 | |
| 10785 isogroup19883,0.4 | |
| 10786 isogroup19884,0 | |
| 10787 isogroup19885,0.9 | |
| 10788 isogroup19886,-10 | |
| 10789 isogroup19887,-0.1 | |
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| 10791 isogroup19889,1.5 | |
| 10792 isogroup1989,-0.2 | |
| 10793 isogroup19890,0 | |
| 10794 isogroup19891,0 | |
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| 10797 isogroup19894,0.2 | |
| 10798 isogroup19895,0.3 | |
| 10799 isogroup19896,1.7 | |
| 10800 isogroup19897,0.2 | |
| 10801 isogroup19898,-1.9 | |
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| 10803 isogroup199,0.9 | |
| 10804 isogroup1990,-2.1 | |
| 10805 isogroup1990.1,0.2 | |
| 10806 isogroup19900,0.7 | |
| 10807 isogroup19901,-0.1 | |
| 10808 isogroup19902,-0.5 | |
| 10809 isogroup19903,1.6 | |
| 10810 isogroup19904,0.1 | |
| 10811 isogroup19905,2.3 | |
| 10812 isogroup19906,0.2 | |
| 10813 isogroup19907,0.9 | |
| 10814 isogroup19908,0.6 | |
| 10815 isogroup19909,0 | |
| 10816 isogroup1991,0.7 | |
| 10817 isogroup19910,0 | |
| 10818 isogroup19911,-3 | |
| 10819 isogroup19912,-5 | |
| 10820 isogroup19913,-1.5 | |
| 10821 isogroup19914,-6.3 | |
| 10822 isogroup19915,0.2 | |
| 10823 isogroup19916,0 | |
| 10824 isogroup19917,-3.2 | |
| 10825 isogroup19918,1.2 | |
| 10826 isogroup19919,0 | |
| 10827 isogroup1992,-0.4 | |
| 10828 isogroup19920,0 | |
| 10829 isogroup19921,-0.3 | |
| 10830 isogroup19922,1.7 | |
| 10831 isogroup19923,0.7 | |
| 10832 isogroup19924,1.5 | |
| 10833 isogroup19925,-2.6 | |
| 10834 isogroup19926,0.1 | |
| 10835 isogroup19927,0.9 | |
| 10836 isogroup19928,0.5 | |
| 10837 isogroup19929,-1.3 | |
| 10838 isogroup1993,1 | |
| 10839 isogroup19930,0.1 | |
| 10840 isogroup19931,0 | |
| 10841 isogroup19933,-1.3 | |
| 10842 isogroup19934,0.4 | |
| 10843 isogroup19935,0.3 | |
| 10844 isogroup19936,-0.1 | |
| 10845 isogroup19937,-1 | |
| 10846 isogroup19938,-1.5 | |
| 10847 isogroup19939,-0.1 | |
| 10848 isogroup1994,-0.8 | |
| 10849 isogroup1994.1,0.1 | |
| 10850 isogroup19940,1.1 | |
| 10851 isogroup19941,-8.6 | |
| 10852 isogroup19942,3.6 | |
| 10853 isogroup19943,0.7 | |
| 10854 isogroup19944,-1 | |
| 10855 isogroup19945,-0.4 | |
| 10856 isogroup19946,0 | |
| 10857 isogroup19947,-0.8 | |
| 10858 isogroup19948,0.5 | |
| 10859 isogroup19949,3.5 | |
| 10860 isogroup1995,2.4 | |
| 10861 isogroup19950,0.3 | |
| 10862 isogroup19951,0.2 | |
| 10863 isogroup19952,-0.2 | |
| 10864 isogroup19953,7.2 | |
| 10865 isogroup19954,1.4 | |
| 10866 isogroup19955,-0.8 | |
| 10867 isogroup19956,4.9 | |
| 10868 isogroup19957,1 | |
| 10869 isogroup19958,-5.8 | |
| 10870 isogroup19959,0.1 | |
| 10871 isogroup1996,1 | |
| 10872 isogroup19960,0.9 | |
| 10873 isogroup19961,0 | |
| 10874 isogroup19962,0.8 | |
| 10875 isogroup19963,1.3 | |
| 10876 isogroup19964,-0.1 | |
| 10877 isogroup19965,-5.6 | |
| 10878 isogroup19967,0.6 | |
| 10879 isogroup19968,0.8 | |
| 10880 isogroup19969,1.3 | |
| 10881 isogroup1997,0.8 | |
| 10882 isogroup19970,-10 | |
| 10883 isogroup19971,0.6 | |
| 10884 isogroup19972,-0.9 | |
| 10885 isogroup19973,0.1 | |
| 10886 isogroup19974,0.2 | |
| 10887 isogroup19975,0.3 | |
| 10888 isogroup19976,2 | |
| 10889 isogroup19977,0.8 | |
| 10890 isogroup19978,0.4 | |
| 10891 isogroup19979,-0.6 | |
| 10892 isogroup1998,2 | |
| 10893 isogroup19980,-0.9 | |
| 10894 isogroup19981,0.3 | |
| 10895 isogroup19982,0.2 | |
| 10896 isogroup19983,0.1 | |
| 10897 isogroup19984,0.5 | |
| 10898 isogroup19985,0.2 | |
| 10899 isogroup19986,0.9 | |
| 10900 isogroup19987,0.6 | |
| 10901 isogroup19988,0.1 | |
| 10902 isogroup1999,3.7 | |
| 10903 isogroup19990,-0.3 | |
| 10904 isogroup19991,0.9 | |
| 10905 isogroup19992,1.9 | |
| 10906 isogroup19993,0.1 | |
| 10907 isogroup19994,1.2 | |
| 10908 isogroup19995,-1.9 | |
| 10909 isogroup19996,-1.9 | |
| 10910 isogroup19997,-0.3 | |
| 10911 isogroup19998,0.2 | |
| 10912 isogroup19999,-1.1 | |
| 10913 isogroup2,4.7 | |
| 10914 isogroup20,-0.3 | |
| 10915 isogroup200,3.4 | |
| 10916 isogroup2000,0.3 | |
| 10917 isogroup20000,0.3 | |
| 10918 isogroup20001,0.1 | |
| 10919 isogroup20002,1.1 | |
| 10920 isogroup20003,-0.2 | |
| 10921 isogroup20004,-0.9 | |
| 10922 isogroup20005,0.6 | |
| 10923 isogroup20006,0.1 | |
| 10924 isogroup20007,0.2 | |
| 10925 isogroup20008,0.6 | |
| 10926 isogroup20009,-0.9 | |
| 10927 isogroup2001,1 | |
| 10928 isogroup20010,0.2 | |
| 10929 isogroup20011,0.2 | |
| 10930 isogroup20012,0 | |
| 10931 isogroup20013,-0.5 | |
| 10932 isogroup20014,1 | |
| 10933 isogroup20015,0.2 | |
| 10934 isogroup20016,4 | |
| 10935 isogroup20017,-3 | |
| 10936 isogroup20018,0.9 | |
| 10937 isogroup20019,-0.2 | |
| 10938 isogroup2002,2.2 | |
| 10939 isogroup20020,0.1 | |
| 10940 isogroup20021,0.2 | |
| 10941 isogroup20022,0.3 | |
| 10942 isogroup20023,-0.5 | |
| 10943 isogroup20024,1 | |
| 10944 isogroup20025,0.8 | |
| 10945 isogroup20026,-0.5 | |
| 10946 isogroup20027,2.1 | |
| 10947 isogroup20028,0.7 | |
| 10948 isogroup2003,0.9 | |
| 10949 isogroup20030,-0.4 | |
| 10950 isogroup20031,0.7 | |
| 10951 isogroup20032,1.5 | |
| 10952 isogroup20033,3.5 | |
| 10953 isogroup20034,4.4 | |
| 10954 isogroup20035,0.8 | |
| 10955 isogroup20036,1.2 | |
| 10956 isogroup20037,-0.4 | |
| 10957 isogroup20038,-0.2 | |
| 10958 isogroup20039,1 | |
| 10959 isogroup2004,1.3 | |
| 10960 isogroup20040,1.2 | |
| 10961 isogroup20041,-0.1 | |
| 10962 isogroup20042,0.6 | |
| 10963 isogroup20043,0.2 | |
| 10964 isogroup20044,1.1 | |
| 10965 isogroup20045,-1 | |
| 10966 isogroup20046,0.1 | |
| 10967 isogroup20048,0.1 | |
| 10968 isogroup20049,0.5 | |
| 10969 isogroup2005,-0.2 | |
| 10970 isogroup20050,2.6 | |
| 10971 isogroup20051,0.4 | |
| 10972 isogroup20052,6.4 | |
| 10973 isogroup20053,0.4 | |
| 10974 isogroup20054,0.6 | |
| 10975 isogroup20055,1.9 | |
| 10976 isogroup20056,0.2 | |
| 10977 isogroup20057,-0.2 | |
| 10978 isogroup20058,0.5 | |
| 10979 isogroup20059,-0.7 | |
| 10980 isogroup2006,0.8 | |
| 10981 isogroup20060,-0.2 | |
| 10982 isogroup20062,-4.6 | |
| 10983 isogroup20063,-0.3 | |
| 10984 isogroup20064,0.1 | |
| 10985 isogroup20065,-3.3 | |
| 10986 isogroup20066,0.2 | |
| 10987 isogroup20067,2.5 | |
| 10988 isogroup20068,-0.8 | |
| 10989 isogroup20069,-4.4 | |
| 10990 isogroup2007,1.9 | |
| 10991 isogroup20070,-1.3 | |
| 10992 isogroup20071,0.5 | |
| 10993 isogroup20072,-2.8 | |
| 10994 isogroup20073,-0.1 | |
| 10995 isogroup20074,0.7 | |
| 10996 isogroup20075,-0.2 | |
| 10997 isogroup20076,4 | |
| 10998 isogroup20077,1.6 | |
| 10999 isogroup20079,-0.5 | |
| 11000 isogroup2008,0.3 | |
| 11001 isogroup20080,0.1 | |
| 11002 isogroup20081,0.4 | |
| 11003 isogroup20082,0.3 | |
| 11004 isogroup20083,-0.1 | |
| 11005 isogroup20084,0.3 | |
| 11006 isogroup20085,0.6 | |
| 11007 isogroup20086,-0.5 | |
| 11008 isogroup20087,0.1 | |
| 11009 isogroup20088,0 | |
| 11010 isogroup20089,0.9 | |
| 11011 isogroup2009,0.1 | |
| 11012 isogroup20090,0.5 | |
| 11013 isogroup20091,-0.6 | |
| 11014 isogroup20092,0.4 | |
| 11015 isogroup20093,0.6 | |
| 11016 isogroup20094,0.2 | |
| 11017 isogroup20095,0.6 | |
| 11018 isogroup20097,0 | |
| 11019 isogroup20098,0.3 | |
| 11020 isogroup20099,0.1 | |
| 11021 isogroup201,2.9 | |
| 11022 isogroup2010,3.4 | |
| 11023 isogroup20100,4.3 | |
| 11024 isogroup20101,0.6 | |
| 11025 isogroup20102,-3.1 | |
| 11026 isogroup20103,-0.1 | |
| 11027 isogroup20104,-5.1 | |
| 11028 isogroup20105,-0.2 | |
| 11029 isogroup20106,0.1 | |
| 11030 isogroup20107,5.3 | |
| 11031 isogroup20108,2.2 | |
| 11032 isogroup20109,-0.5 | |
| 11033 isogroup2011,-1.2 | |
| 11034 isogroup20110,0.3 | |
| 11035 isogroup20111,-0.1 | |
| 11036 isogroup20112,-1 | |
| 11037 isogroup20113,0.1 | |
| 11038 isogroup20114,0.1 | |
| 11039 isogroup20115,0.6 | |
| 11040 isogroup20116,0.8 | |
| 11041 isogroup20117,1.1 | |
| 11042 isogroup20118,0 | |
| 11043 isogroup20119,-0.1 | |
| 11044 isogroup2012,0.9 | |
| 11045 isogroup20120,-0.3 | |
| 11046 isogroup20121,1.1 | |
| 11047 isogroup20122,1.9 | |
| 11048 isogroup20123,1.8 | |
| 11049 isogroup20124,0.4 | |
| 11050 isogroup20125,-0.1 | |
| 11051 isogroup20126,0 | |
| 11052 isogroup20127,-1.5 | |
| 11053 isogroup20128,0.6 | |
| 11054 isogroup20129,-0.9 | |
| 11055 isogroup2013,-0.3 | |
| 11056 isogroup20130,-2.9 | |
| 11057 isogroup20131,0.9 | |
| 11058 isogroup20132,-9.7 | |
| 11059 isogroup20133,0.1 | |
| 11060 isogroup20134,0.4 | |
| 11061 isogroup20135,-1.2 | |
| 11062 isogroup20136,0.9 | |
| 11063 isogroup20137,1.1 | |
| 11064 isogroup20138,0.6 | |
| 11065 isogroup20139,-0.9 | |
| 11066 isogroup2014,-1.7 | |
| 11067 isogroup20140,-0.1 | |
| 11068 isogroup20141,-0.4 | |
| 11069 isogroup20142,0 | |
| 11070 isogroup20143,-0.7 | |
| 11071 isogroup20144,-0.9 | |
| 11072 isogroup20145,2.4 | |
| 11073 isogroup20147,-0.1 | |
| 11074 isogroup20148,1.2 | |
| 11075 isogroup20149,0.2 | |
| 11076 isogroup2015,-2.8 | |
| 11077 isogroup20150,0.5 | |
| 11078 isogroup20151,-0.2 | |
| 11079 isogroup20152,0.3 | |
| 11080 isogroup20153,-3.5 | |
| 11081 isogroup20154,0.1 | |
| 11082 isogroup20156,0.4 | |
| 11083 isogroup20157,-0.4 | |
| 11084 isogroup20158,2.3 | |
| 11085 isogroup20159,0.8 | |
| 11086 isogroup2016,0.4 | |
| 11087 isogroup20160,0.3 | |
| 11088 isogroup20161,0.5 | |
| 11089 isogroup20162,-0.3 | |
| 11090 isogroup20163,-0.9 | |
| 11091 isogroup20164,0.7 | |
| 11092 isogroup20165,0.4 | |
| 11093 isogroup20166,0.1 | |
| 11094 isogroup20167,-0.2 | |
| 11095 isogroup20168,-1.3 | |
| 11096 isogroup20169,-3.8 | |
| 11097 isogroup2017,2.8 | |
| 11098 isogroup20170,0.5 | |
| 11099 isogroup20171,0 | |
| 11100 isogroup20172,1.8 | |
| 11101 isogroup20173,0.4 | |
| 11102 isogroup20174,0.5 | |
| 11103 isogroup20175,-0.6 | |
| 11104 isogroup20176,-0.3 | |
| 11105 isogroup20177,0 | |
| 11106 isogroup20178,0.5 | |
| 11107 isogroup20179,-2.6 | |
| 11108 isogroup2018,3.6 | |
| 11109 isogroup20180,0.4 | |
| 11110 isogroup20181,-0.6 | |
| 11111 isogroup20182,2 | |
| 11112 isogroup20183,-0.4 | |
| 11113 isogroup20184,-0.3 | |
| 11114 isogroup20185,0.4 | |
| 11115 isogroup20186,0.7 | |
| 11116 isogroup20187,-0.7 | |
| 11117 isogroup20188,0.9 | |
| 11118 isogroup20189,1.4 | |
| 11119 isogroup2019,-1.6 | |
| 11120 isogroup20190,0 | |
| 11121 isogroup20191,-0.1 | |
| 11122 isogroup20192,1.9 | |
| 11123 isogroup20193,1.1 | |
| 11124 isogroup20194,-1.5 | |
| 11125 isogroup20195,-0.5 | |
| 11126 isogroup20196,-0.1 | |
| 11127 isogroup20197,-1.7 | |
| 11128 isogroup20198,0.6 | |
| 11129 isogroup20199,-0.2 | |
| 11130 isogroup202,0.8 | |
| 11131 isogroup2020,-0.7 | |
| 11132 isogroup20200,0.1 | |
| 11133 isogroup20201,1.4 | |
| 11134 isogroup20202,-1.3 | |
| 11135 isogroup20203,0.3 | |
| 11136 isogroup20204,-10 | |
| 11137 isogroup20205,0.9 | |
| 11138 isogroup20206,2.4 | |
| 11139 isogroup20207,1.7 | |
| 11140 isogroup20208,-0.5 | |
| 11141 isogroup20209,0.5 | |
| 11142 isogroup2021,1.1 | |
| 11143 isogroup20210,0 | |
| 11144 isogroup20211,1 | |
| 11145 isogroup20212,0 | |
| 11146 isogroup20213,-0.1 | |
| 11147 isogroup20214,-0.7 | |
| 11148 isogroup20215,-1.3 | |
| 11149 isogroup20217,-0.4 | |
| 11150 isogroup20218,0 | |
| 11151 isogroup20219,-0.2 | |
| 11152 isogroup2022,2.8 | |
| 11153 isogroup20220,0.5 | |
| 11154 isogroup20221,-0.4 | |
| 11155 isogroup20222,0.4 | |
| 11156 isogroup20223,-1.1 | |
| 11157 isogroup20224,0.2 | |
| 11158 isogroup20225,-0.7 | |
| 11159 isogroup20226,-0.1 | |
| 11160 isogroup20227,0 | |
| 11161 isogroup20228,-2.9 | |
| 11162 isogroup20229,0.2 | |
| 11163 isogroup2023,1.4 | |
| 11164 isogroup20230,-0.4 | |
| 11165 isogroup20231,0.2 | |
| 11166 isogroup20232,-1.9 | |
| 11167 isogroup20232.1,0.5 | |
| 11168 isogroup20233,0.4 | |
| 11169 isogroup20234,-0.2 | |
| 11170 isogroup20235,-0.9 | |
| 11171 isogroup20236,0.2 | |
| 11172 isogroup20237,-0.3 | |
| 11173 isogroup20238,0 | |
| 11174 isogroup20239,0.3 | |
| 11175 isogroup2024,7.3 | |
| 11176 isogroup20240,-1.2 | |
| 11177 isogroup20241,-10 | |
| 11178 isogroup20242,0 | |
| 11179 isogroup20243,0.2 | |
| 11180 isogroup20244,1.2 | |
| 11181 isogroup20245,0.3 | |
| 11182 isogroup20246,0 | |
| 11183 isogroup20247,-2.7 | |
| 11184 isogroup20248,0.8 | |
| 11185 isogroup20249,0.1 | |
| 11186 isogroup2025,0 | |
| 11187 isogroup20250,-0.8 | |
| 11188 isogroup20251,0.9 | |
| 11189 isogroup20252,4 | |
| 11190 isogroup20253,1.1 | |
| 11191 isogroup20254,-0.1 | |
| 11192 isogroup20255,0.2 | |
| 11193 isogroup20256,-3.2 | |
| 11194 isogroup20257,0.6 | |
| 11195 isogroup20258,-0.4 | |
| 11196 isogroup20259,2.6 | |
| 11197 isogroup2026,0 | |
| 11198 isogroup20260,0.3 | |
| 11199 isogroup20261,-0.1 | |
| 11200 isogroup20262,-0.1 | |
| 11201 isogroup20263,-2.8 | |
| 11202 isogroup20264,0 | |
| 11203 isogroup20265,0 | |
| 11204 isogroup20266,1.1 | |
| 11205 isogroup20267,-0.5 | |
| 11206 isogroup20268,0.4 | |
| 11207 isogroup20269,0.3 | |
| 11208 isogroup2027,0.3 | |
| 11209 isogroup20270,-3.4 | |
| 11210 isogroup20271,1.4 | |
| 11211 isogroup20272,-0.7 | |
| 11212 isogroup20273,0 | |
| 11213 isogroup20274,0 | |
| 11214 isogroup20275,0.1 | |
| 11215 isogroup20276,0.4 | |
| 11216 isogroup20277,1 | |
| 11217 isogroup20278,-2.2 | |
| 11218 isogroup20279,-0.1 | |
| 11219 isogroup2028,-5.4 | |
| 11220 isogroup20280,0.1 | |
| 11221 isogroup20281,0 | |
| 11222 isogroup20282,-0.1 | |
| 11223 isogroup20283,1.2 | |
| 11224 isogroup20284,2.3 | |
| 11225 isogroup20285,0.6 | |
| 11226 isogroup20286,0.4 | |
| 11227 isogroup20287,-0.4 | |
| 11228 isogroup20288,-0.1 | |
| 11229 isogroup20289,-0.5 | |
| 11230 isogroup2029,0.8 | |
| 11231 isogroup20290,0.5 | |
| 11232 isogroup20291,0.3 | |
| 11233 isogroup20292,-0.4 | |
| 11234 isogroup20293,0.2 | |
| 11235 isogroup20294,3.3 | |
| 11236 isogroup20295,-0.4 | |
| 11237 isogroup20296,2 | |
| 11238 isogroup20297,0.9 | |
| 11239 isogroup20298,0.9 | |
| 11240 isogroup20299,0.3 | |
| 11241 isogroup203,0.9 | |
| 11242 isogroup2030,1.1 | |
| 11243 isogroup20300,-0.1 | |
| 11244 isogroup20301,-1.2 | |
| 11245 isogroup20302,3.1 | |
| 11246 isogroup20303,1.5 | |
| 11247 isogroup20304,0.3 | |
| 11248 isogroup20305,0.3 | |
| 11249 isogroup20306,0.4 | |
| 11250 isogroup20307,1.1 | |
| 11251 isogroup20308,0.5 | |
| 11252 isogroup20309,0 | |
| 11253 isogroup2031,-0.2 | |
| 11254 isogroup20310,0.5 | |
| 11255 isogroup20311,1.6 | |
| 11256 isogroup20312,1.2 | |
| 11257 isogroup20313,-0.2 | |
| 11258 isogroup20314,3.4 | |
| 11259 isogroup20315,-0.3 | |
| 11260 isogroup20316,0 | |
| 11261 isogroup20317,3.1 | |
| 11262 isogroup20318,1.4 | |
| 11263 isogroup20319,-4.3 | |
| 11264 isogroup2032,9.1 | |
| 11265 isogroup20320,2.1 | |
| 11266 isogroup20321,0.9 | |
| 11267 isogroup20322,0.2 | |
| 11268 isogroup20323,0.4 | |
| 11269 isogroup20324,0.2 | |
| 11270 isogroup20325,1 | |
| 11271 isogroup20326,0.1 | |
| 11272 isogroup20327,0.9 | |
| 11273 isogroup20328,0.4 | |
| 11274 isogroup20329,0.6 | |
| 11275 isogroup2033,-0.3 | |
| 11276 isogroup20330,0 | |
| 11277 isogroup20331,-0.9 | |
| 11278 isogroup20332,0.4 | |
| 11279 isogroup20333,-2.9 | |
| 11280 isogroup20334,-10 | |
| 11281 isogroup20335,0 | |
| 11282 isogroup20336,-0.1 | |
| 11283 isogroup20337,2.3 | |
| 11284 isogroup20338,0.6 | |
| 11285 isogroup20339,1.8 | |
| 11286 isogroup2034,-0.7 | |
| 11287 isogroup20340,0.4 | |
| 11288 isogroup20341,-0.2 | |
| 11289 isogroup20342,-1.3 | |
| 11290 isogroup20343,1.1 | |
| 11291 isogroup20344,0.9 | |
| 11292 isogroup20345,-0.2 | |
| 11293 isogroup20346,0.5 | |
| 11294 isogroup20347,-0.4 | |
| 11295 isogroup20348,0 | |
| 11296 isogroup20349,1 | |
| 11297 isogroup2035,0.1 | |
| 11298 isogroup20350,-4.8 | |
| 11299 isogroup20351,0.3 | |
| 11300 isogroup20352,0 | |
| 11301 isogroup20353,0.3 | |
| 11302 isogroup20354,-1 | |
| 11303 isogroup20355,-0.2 | |
| 11304 isogroup20356,-0.7 | |
| 11305 isogroup20357,2 | |
| 11306 isogroup20358,0.2 | |
| 11307 isogroup20359,-3.9 | |
| 11308 isogroup2036,0 | |
| 11309 isogroup20360,0.3 | |
| 11310 isogroup20361,0 | |
| 11311 isogroup20362,0.7 | |
| 11312 isogroup20363,0.3 | |
| 11313 isogroup20364,1.4 | |
| 11314 isogroup20365,0.5 | |
| 11315 isogroup20366,1.7 | |
| 11316 isogroup20367,-0.1 | |
| 11317 isogroup20368,-1.6 | |
| 11318 isogroup20369,0.1 | |
| 11319 isogroup2037,1.9 | |
| 11320 isogroup20370,0.3 | |
| 11321 isogroup20371,1.3 | |
| 11322 isogroup20372,-0.6 | |
| 11323 isogroup20373,-1 | |
| 11324 isogroup20374,1.5 | |
| 11325 isogroup20375,0.8 | |
| 11326 isogroup20376,2.9 | |
| 11327 isogroup20377,-0.4 | |
| 11328 isogroup20378,-9.9 | |
| 11329 isogroup20379,0.6 | |
| 11330 isogroup2038,0.4 | |
| 11331 isogroup20380,-0.2 | |
| 11332 isogroup20381,-2.6 | |
| 11333 isogroup20383,1.5 | |
| 11334 isogroup20384,1.1 | |
| 11335 isogroup20385,-0.3 | |
| 11336 isogroup20386,1.4 | |
| 11337 isogroup20387,3.1 | |
| 11338 isogroup20389,0.1 | |
| 11339 isogroup2039,1.2 | |
| 11340 isogroup20390,0.1 | |
| 11341 isogroup20391,2.9 | |
| 11342 isogroup20392,0 | |
| 11343 isogroup20394,0.7 | |
| 11344 isogroup20395,-1.1 | |
| 11345 isogroup20396,0.2 | |
| 11346 isogroup20397,-0.3 | |
| 11347 isogroup20398,1.3 | |
| 11348 isogroup20399,-0.1 | |
| 11349 isogroup204,0.3 | |
| 11350 isogroup2040,0.6 | |
| 11351 isogroup20400,-0.3 | |
| 11352 isogroup20401,-0.1 | |
| 11353 isogroup20402,0.4 | |
| 11354 isogroup20403,1.2 | |
| 11355 isogroup20404,-0.1 | |
| 11356 isogroup20405,-0.8 | |
| 11357 isogroup20406,0 | |
| 11358 isogroup20407,1.6 | |
| 11359 isogroup20408,0.4 | |
| 11360 isogroup20409,1.1 | |
| 11361 isogroup2041,0.3 | |
| 11362 isogroup20410,0 | |
| 11363 isogroup20411,-0.4 | |
| 11364 isogroup20412,0.7 | |
| 11365 isogroup20414,0 | |
| 11366 isogroup20415,0 | |
| 11367 isogroup20416,0.3 | |
| 11368 isogroup20418,0 | |
| 11369 isogroup20419,-1.1 | |
| 11370 isogroup2042,1.7 | |
| 11371 isogroup20420,3.5 | |
| 11372 isogroup20421,-0.7 | |
| 11373 isogroup20422,0 | |
| 11374 isogroup20423,0.3 | |
| 11375 isogroup20424,0.5 | |
| 11376 isogroup20425,-10 | |
| 11377 isogroup20426,2.2 | |
| 11378 isogroup20427,0.4 | |
| 11379 isogroup20428,0.1 | |
| 11380 isogroup20429,0.6 | |
| 11381 isogroup2043,3.2 | |
| 11382 isogroup20430,-0.5 | |
| 11383 isogroup20431,1.5 | |
| 11384 isogroup20432,0 | |
| 11385 isogroup20433,0.1 | |
| 11386 isogroup20434,-0.3 | |
| 11387 isogroup20435,-1 | |
| 11388 isogroup20436,1.4 | |
| 11389 isogroup20437,1.8 | |
| 11390 isogroup20438,-0.8 | |
| 11391 isogroup20439,0.4 | |
| 11392 isogroup2044,0 | |
| 11393 isogroup20440,0.2 | |
| 11394 isogroup20441,-1.4 | |
| 11395 isogroup20442,-0.4 | |
| 11396 isogroup20443,1.4 | |
| 11397 isogroup20444,0.3 | |
| 11398 isogroup20445,0.1 | |
| 11399 isogroup20446,0.9 | |
| 11400 isogroup20447,0.4 | |
| 11401 isogroup20448,0 | |
| 11402 isogroup20449,-0.2 | |
| 11403 isogroup2045,2.9 | |
| 11404 isogroup20450,0.6 | |
| 11405 isogroup20451,-0.2 | |
| 11406 isogroup20453,0.7 | |
| 11407 isogroup20454,0.5 | |
| 11408 isogroup20455,0.2 | |
| 11409 isogroup20456,-0.1 | |
| 11410 isogroup20457,0.3 | |
| 11411 isogroup20458,-2.5 | |
| 11412 isogroup20459,1.4 | |
| 11413 isogroup2046,-0.1 | |
| 11414 isogroup20460,1.2 | |
| 11415 isogroup20461,0.9 | |
| 11416 isogroup20462,-2.7 | |
| 11417 isogroup20463,-1 | |
| 11418 isogroup20464,0 | |
| 11419 isogroup20465,-5.6 | |
| 11420 isogroup20466,0.3 | |
| 11421 isogroup20467,0.8 | |
| 11422 isogroup20468,0.4 | |
| 11423 isogroup20469,0 | |
| 11424 isogroup2047,0.7 | |
| 11425 isogroup20470,0.2 | |
| 11426 isogroup20471,0.7 | |
| 11427 isogroup20472,0.1 | |
| 11428 isogroup20473,-0.4 | |
| 11429 isogroup20474,2.1 | |
| 11430 isogroup20475,-0.2 | |
| 11431 isogroup20476,0.8 | |
| 11432 isogroup20477,-0.2 | |
| 11433 isogroup20478,-0.3 | |
| 11434 isogroup20479,0.1 | |
| 11435 isogroup2048,-2.8 | |
| 11436 isogroup20480,0.2 | |
| 11437 isogroup20481,3.5 | |
| 11438 isogroup20482,-0.1 | |
| 11439 isogroup20483,0.6 | |
| 11440 isogroup20484,0.5 | |
| 11441 isogroup20485,-0.3 | |
| 11442 isogroup20486,2.1 | |
| 11443 isogroup20487,-4.4 | |
| 11444 isogroup20488,1.4 | |
| 11445 isogroup20489,0.1 | |
| 11446 isogroup2049,-0.2 | |
| 11447 isogroup20490,0 | |
| 11448 isogroup20491,-0.5 | |
| 11449 isogroup20492,0.1 | |
| 11450 isogroup20493,3.6 | |
| 11451 isogroup20494,0.5 | |
| 11452 isogroup20495,0.9 | |
| 11453 isogroup20496,2.3 | |
| 11454 isogroup20497,0.8 | |
| 11455 isogroup20498,0.7 | |
| 11456 isogroup20499,-1.8 | |
| 11457 isogroup205,1.3 | |
| 11458 isogroup2050,-0.1 | |
| 11459 isogroup20500,0 | |
| 11460 isogroup20501,0.5 | |
| 11461 isogroup20502,0.6 | |
| 11462 isogroup20503,-0.1 | |
| 11463 isogroup20504,0.1 | |
| 11464 isogroup20505,0.2 | |
| 11465 isogroup20506,2.8 | |
| 11466 isogroup20507,-0.2 | |
| 11467 isogroup20508,-0.5 | |
| 11468 isogroup20509,-0.1 | |
| 11469 isogroup2051,-0.2 | |
| 11470 isogroup20511,0 | |
| 11471 isogroup20512,0.5 | |
| 11472 isogroup20513,-0.2 | |
| 11473 isogroup20514,0.5 | |
| 11474 isogroup20515,-0.3 | |
| 11475 isogroup20517,1 | |
| 11476 isogroup20518,0 | |
| 11477 isogroup20519,0.4 | |
| 11478 isogroup2052,0.7 | |
| 11479 isogroup20520,-0.3 | |
| 11480 isogroup20521,0.5 | |
| 11481 isogroup20522,0.4 | |
| 11482 isogroup20523,1.2 | |
| 11483 isogroup20524,-10 | |
| 11484 isogroup20525,-0.2 | |
| 11485 isogroup20526,0.2 | |
| 11486 isogroup20527,-0.3 | |
| 11487 isogroup20528,0.2 | |
| 11488 isogroup20529,-0.1 | |
| 11489 isogroup2053,-0.2 | |
| 11490 isogroup20530,-0.2 | |
| 11491 isogroup20531,-0.1 | |
| 11492 isogroup20532,0.4 | |
| 11493 isogroup20533,0.4 | |
| 11494 isogroup20534,-2 | |
| 11495 isogroup20535,0.4 | |
| 11496 isogroup20536,-0.7 | |
| 11497 isogroup20537,0.3 | |
| 11498 isogroup20538,1.3 | |
| 11499 isogroup20539,3.9 | |
| 11500 isogroup2054,0 | |
| 11501 isogroup20540,0 | |
| 11502 isogroup20541,0.3 | |
| 11503 isogroup20542,0.3 | |
| 11504 isogroup20543,0 | |
| 11505 isogroup20544,-0.3 | |
| 11506 isogroup20545,-0.1 | |
| 11507 isogroup20546,1.3 | |
| 11508 isogroup20547,0.9 | |
| 11509 isogroup20548,-0.1 | |
| 11510 isogroup20549,2 | |
| 11511 isogroup2055,1.4 | |
| 11512 isogroup20550,1.6 | |
| 11513 isogroup20551,-0.2 | |
| 11514 isogroup20552,-6.5 | |
| 11515 isogroup20553,0.2 | |
| 11516 isogroup20554,0.4 | |
| 11517 isogroup20555,0 | |
| 11518 isogroup20557,2.3 | |
| 11519 isogroup20558,-0.9 | |
| 11520 isogroup20559,-0.1 | |
| 11521 isogroup2056,2.4 | |
| 11522 isogroup20560,-3.9 | |
| 11523 isogroup20561,1.1 | |
| 11524 isogroup20562,0 | |
| 11525 isogroup20563,-0.3 | |
| 11526 isogroup20564,-0.5 | |
| 11527 isogroup20565,0.8 | |
| 11528 isogroup20566,2 | |
| 11529 isogroup20567,6.1 | |
| 11530 isogroup20568,0.8 | |
| 11531 isogroup20569,-0.2 | |
| 11532 isogroup2057,3.5 | |
| 11533 isogroup20570,-0.2 | |
| 11534 isogroup20571,0.8 | |
| 11535 isogroup20572,0.1 | |
| 11536 isogroup20573,-0.1 | |
| 11537 isogroup20574,3.7 | |
| 11538 isogroup20576,-0.2 | |
| 11539 isogroup20577,-5 | |
| 11540 isogroup20578,0.4 | |
| 11541 isogroup20579,0.7 | |
| 11542 isogroup2058,-0.8 | |
| 11543 isogroup20580,0.3 | |
| 11544 isogroup20581,1.8 | |
| 11545 isogroup20582,-0.3 | |
| 11546 isogroup20583,-0.2 | |
| 11547 isogroup20584,-0.5 | |
| 11548 isogroup20585,0.3 | |
| 11549 isogroup20586,0.5 | |
| 11550 isogroup20587,0.3 | |
| 11551 isogroup20588,0 | |
| 11552 isogroup20589,-0.1 | |
| 11553 isogroup2059,0.8 | |
| 11554 isogroup20590,0.2 | |
| 11555 isogroup20591,-0.2 | |
| 11556 isogroup20592,0 | |
| 11557 isogroup20593,0.9 | |
| 11558 isogroup20594,0.1 | |
| 11559 isogroup20595,-0.3 | |
| 11560 isogroup20596,1.2 | |
| 11561 isogroup20597,0.2 | |
| 11562 isogroup20598,-0.1 | |
| 11563 isogroup20599,1.4 | |
| 11564 isogroup206,1.2 | |
| 11565 isogroup2060,3.7 | |
| 11566 isogroup20600,0.1 | |
| 11567 isogroup20601,-1.8 | |
| 11568 isogroup20602,-0.6 | |
| 11569 isogroup20603,-0.1 | |
| 11570 isogroup20604,-2.3 | |
| 11571 isogroup20605,0.3 | |
| 11572 isogroup20606,-0.2 | |
| 11573 isogroup20607,0.7 | |
| 11574 isogroup20608,1 | |
| 11575 isogroup20609,-0.2 | |
| 11576 isogroup2061,0.2 | |
| 11577 isogroup20610,0.9 | |
| 11578 isogroup20611,-0.7 | |
| 11579 isogroup20612,-10 | |
| 11580 isogroup20613,0.7 | |
| 11581 isogroup20614,0.2 | |
| 11582 isogroup20615,0.1 | |
| 11583 isogroup20616,-0.1 | |
| 11584 isogroup20617,1 | |
| 11585 isogroup20618,0 | |
| 11586 isogroup20619,-0.8 | |
| 11587 isogroup2062,4.9 | |
| 11588 isogroup20620,-0.4 | |
| 11589 isogroup20621,0.3 | |
| 11590 isogroup20622,-0.3 | |
| 11591 isogroup20623,-1.4 | |
| 11592 isogroup20624,3.1 | |
| 11593 isogroup20625,0.1 | |
| 11594 isogroup20626,1.7 | |
| 11595 isogroup20629,-1.3 | |
| 11596 isogroup2063,-0.1 | |
| 11597 isogroup20630,0.8 | |
| 11598 isogroup20631,0.6 | |
| 11599 isogroup20632,-0.1 | |
| 11600 isogroup20633,1.1 | |
| 11601 isogroup20634,0.8 | |
| 11602 isogroup20635,0.5 | |
| 11603 isogroup20636,0 | |
| 11604 isogroup20637,-2 | |
| 11605 isogroup20638,0.2 | |
| 11606 isogroup20639,-0.1 | |
| 11607 isogroup2064,0.3 | |
| 11608 isogroup20640,-0.5 | |
| 11609 isogroup20641,0.3 | |
| 11610 isogroup20642,2.4 | |
| 11611 isogroup20643,-2.9 | |
| 11612 isogroup20645,-0.7 | |
| 11613 isogroup20646,-7.9 | |
| 11614 isogroup20647,1.4 | |
| 11615 isogroup20648,3.2 | |
| 11616 isogroup20649,0 | |
| 11617 isogroup2065,2.8 | |
| 11618 isogroup20650,0.7 | |
| 11619 isogroup20651,3.5 | |
| 11620 isogroup20652,0.2 | |
| 11621 isogroup20653,2.7 | |
| 11622 isogroup20654,0.3 | |
| 11623 isogroup20655,0.4 | |
| 11624 isogroup20656,0.1 | |
| 11625 isogroup20657,0.6 | |
| 11626 isogroup20658,0.5 | |
| 11627 isogroup20659,0.4 | |
| 11628 isogroup2066,0.9 | |
| 11629 isogroup20660,0.2 | |
| 11630 isogroup20662,-1.1 | |
| 11631 isogroup20663,-1.2 | |
| 11632 isogroup20664,0.3 | |
| 11633 isogroup20666,-2 | |
| 11634 isogroup20667,-0.4 | |
| 11635 isogroup20668,0.2 | |
| 11636 isogroup20669,0.8 | |
| 11637 isogroup2067,-1.4 | |
| 11638 isogroup20670,-0.9 | |
| 11639 isogroup20671,0.1 | |
| 11640 isogroup20672,0 | |
| 11641 isogroup20673,0 | |
| 11642 isogroup20674,1.7 | |
| 11643 isogroup20675,-0.2 | |
| 11644 isogroup20676,-0.2 | |
| 11645 isogroup20677,1.5 | |
| 11646 isogroup20678,0.1 | |
| 11647 isogroup20679,0 | |
| 11648 isogroup2068,0.1 | |
| 11649 isogroup20680,-9.9 | |
| 11650 isogroup20681,-4.3 | |
| 11651 isogroup20682,-0.8 | |
| 11652 isogroup20683,0 | |
| 11653 isogroup20684,0.5 | |
| 11654 isogroup20686,-0.1 | |
| 11655 isogroup20687,-0.3 | |
| 11656 isogroup20688,0 | |
| 11657 isogroup20689,0.7 | |
| 11658 isogroup2069,0 | |
| 11659 isogroup20690,4.2 | |
| 11660 isogroup20691,-0.1 | |
| 11661 isogroup20692,0.2 | |
| 11662 isogroup20693,1 | |
| 11663 isogroup20694,2.8 | |
| 11664 isogroup20695,1.7 | |
| 11665 isogroup20696,1.3 | |
| 11666 isogroup20697,0.6 | |
| 11667 isogroup20698,0.1 | |
| 11668 isogroup20699,-0.4 | |
| 11669 isogroup207,6.5 | |
| 11670 isogroup2070,-0.3 | |
| 11671 isogroup20700,1 | |
| 11672 isogroup20701,-2.3 | |
| 11673 isogroup20702,1.4 | |
| 11674 isogroup20703,0.1 | |
| 11675 isogroup20704,0.8 | |
| 11676 isogroup20705,0 | |
| 11677 isogroup20706,-2 | |
| 11678 isogroup20707,0.5 | |
| 11679 isogroup20708,-1.4 | |
| 11680 isogroup20709,0.8 | |
| 11681 isogroup2071,-1 | |
| 11682 isogroup20710,1 | |
| 11683 isogroup20711,0 | |
| 11684 isogroup20712,-0.6 | |
| 11685 isogroup20713,0.6 | |
| 11686 isogroup20714,0.5 | |
| 11687 isogroup20715,1.9 | |
| 11688 isogroup20716,-1.6 | |
| 11689 isogroup20717,-1 | |
| 11690 isogroup20718,-0.8 | |
| 11691 isogroup20719,0 | |
| 11692 isogroup2072,-0.9 | |
| 11693 isogroup20720,0.3 | |
| 11694 isogroup20721,0.7 | |
| 11695 isogroup20722,1.3 | |
| 11696 isogroup20723,0.5 | |
| 11697 isogroup20724,-10 | |
| 11698 isogroup20725,-0.1 | |
| 11699 isogroup20726,1.5 | |
| 11700 isogroup20727,-0.2 | |
| 11701 isogroup20729,0.1 | |
| 11702 isogroup2073,0.2 | |
| 11703 isogroup20730,0.9 | |
| 11704 isogroup20731,-1.5 | |
| 11705 isogroup20732,0.8 | |
| 11706 isogroup20733,0.4 | |
| 11707 isogroup20734,-0.6 | |
| 11708 isogroup20735,0 | |
| 11709 isogroup20736,0.2 | |
| 11710 isogroup20737,0.3 | |
| 11711 isogroup20738,0.5 | |
| 11712 isogroup20739,1.1 | |
| 11713 isogroup2074,0.2 | |
| 11714 isogroup20740,-0.1 | |
| 11715 isogroup20741,0 | |
| 11716 isogroup20742,-0.4 | |
| 11717 isogroup20743,4.5 | |
| 11718 isogroup20744,0.3 | |
| 11719 isogroup20745,-0.4 | |
| 11720 isogroup20746,-1.3 | |
| 11721 isogroup20747,1.5 | |
| 11722 isogroup20748,0.5 | |
| 11723 isogroup20749,0.8 | |
| 11724 isogroup2075,2.2 | |
| 11725 isogroup20750,0.3 | |
| 11726 isogroup20751,0 | |
| 11727 isogroup20752,0.4 | |
| 11728 isogroup20753,0.8 | |
| 11729 isogroup20754,-4.9 | |
| 11730 isogroup20755,-0.5 | |
| 11731 isogroup20756,-0.1 | |
| 11732 isogroup20757,1 | |
| 11733 isogroup20758,-0.4 | |
| 11734 isogroup20759,0.4 | |
| 11735 isogroup2076,-0.4 | |
| 11736 isogroup20760,-1.4 | |
| 11737 isogroup20761,0.3 | |
| 11738 isogroup20762,0.6 | |
| 11739 isogroup20763,-0.1 | |
| 11740 isogroup20764,0 | |
| 11741 isogroup20765,2.3 | |
| 11742 isogroup20766,-0.1 | |
| 11743 isogroup20767,-0.2 | |
| 11744 isogroup20768,3.5 | |
| 11745 isogroup20769,0.3 | |
| 11746 isogroup2077,2.5 | |
| 11747 isogroup20770,0.8 | |
| 11748 isogroup20771,0.4 | |
| 11749 isogroup20772,1.8 | |
| 11750 isogroup20773,0.7 | |
| 11751 isogroup20774,-0.8 | |
| 11752 isogroup20775,0.2 | |
| 11753 isogroup20776,-0.1 | |
| 11754 isogroup20777,-2.2 | |
| 11755 isogroup20778,0.3 | |
| 11756 isogroup20779,0.6 | |
| 11757 isogroup2078,-10 | |
| 11758 isogroup20780,0.8 | |
| 11759 isogroup20781,-2.4 | |
| 11760 isogroup20782,0.3 | |
| 11761 isogroup20783,1.4 | |
| 11762 isogroup20784,0.7 | |
| 11763 isogroup20785,0.4 | |
| 11764 isogroup20786,-0.5 | |
| 11765 isogroup20787,0.5 | |
| 11766 isogroup20788,0.7 | |
| 11767 isogroup20789,0.3 | |
| 11768 isogroup2079,-0.7 | |
| 11769 isogroup20790,0 | |
| 11770 isogroup20791,-0.5 | |
| 11771 isogroup20792,0.2 | |
| 11772 isogroup20793,0.8 | |
| 11773 isogroup20794,0.1 | |
| 11774 isogroup20795,-1.4 | |
| 11775 isogroup20796,0.1 | |
| 11776 isogroup20797,-0.4 | |
| 11777 isogroup20798,-0.1 | |
| 11778 isogroup20799,-0.5 | |
| 11779 isogroup208,0.3 | |
| 11780 isogroup2080,-9.9 | |
| 11781 isogroup20800,0.5 | |
| 11782 isogroup20801,0.5 | |
| 11783 isogroup20802,-1.5 | |
| 11784 isogroup20804,-0.1 | |
| 11785 isogroup20805,-1.2 | |
| 11786 isogroup20806,2.6 | |
| 11787 isogroup20807,1 | |
| 11788 isogroup20808,1 | |
| 11789 isogroup20809,0.3 | |
| 11790 isogroup2081,-0.5 | |
| 11791 isogroup20810,0.4 | |
| 11792 isogroup20811,0.3 | |
| 11793 isogroup20812,0 | |
| 11794 isogroup20813,-0.7 | |
| 11795 isogroup20814,0.1 | |
| 11796 isogroup20815,-1.3 | |
| 11797 isogroup20816,-1 | |
| 11798 isogroup20817,0 | |
| 11799 isogroup20818,-0.4 | |
| 11800 isogroup20819,-4.9 | |
| 11801 isogroup2082,0.2 | |
| 11802 isogroup20820,-1 | |
| 11803 isogroup20821,0 | |
| 11804 isogroup20822,-1 | |
| 11805 isogroup20823,0 | |
| 11806 isogroup20824,0.5 | |
| 11807 isogroup20825,0.3 | |
| 11808 isogroup20826,0 | |
| 11809 isogroup20827,-0.2 | |
| 11810 isogroup20828,0.8 | |
| 11811 isogroup20829,0 | |
| 11812 isogroup2083,-0.2 | |
| 11813 isogroup20830,-0.6 | |
| 11814 isogroup20831,-0.3 | |
| 11815 isogroup20832,-1 | |
| 11816 isogroup20833,1.4 | |
| 11817 isogroup20834,0.3 | |
| 11818 isogroup20835,0 | |
| 11819 isogroup20836,0.9 | |
| 11820 isogroup20837,-0.6 | |
| 11821 isogroup20838,1.7 | |
| 11822 isogroup20839,1.1 | |
| 11823 isogroup2084,-0.2 | |
| 11824 isogroup20840,1.7 | |
| 11825 isogroup20841,0.7 | |
| 11826 isogroup20842,1.1 | |
| 11827 isogroup20843,-1 | |
| 11828 isogroup20844,0.6 | |
| 11829 isogroup20845,-0.3 | |
| 11830 isogroup20846,0.8 | |
| 11831 isogroup20847,0.4 | |
| 11832 isogroup20848,1.3 | |
| 11833 isogroup20849,1.9 | |
| 11834 isogroup2085,0.4 | |
| 11835 isogroup20850,0.6 | |
| 11836 isogroup20851,0.2 | |
| 11837 isogroup20852,1.5 | |
| 11838 isogroup20853,3.3 | |
| 11839 isogroup20854,-0.3 | |
| 11840 isogroup20855,0.6 | |
| 11841 isogroup20856,-2.9 | |
| 11842 isogroup20857,0.3 | |
| 11843 isogroup20858,0.5 | |
| 11844 isogroup20859,0 | |
| 11845 isogroup2086,0.5 | |
| 11846 isogroup20860,1.1 | |
| 11847 isogroup20861,0.3 | |
| 11848 isogroup20862,0.5 | |
| 11849 isogroup20863,-1.5 | |
| 11850 isogroup20864,-0.1 | |
| 11851 isogroup20865,0.1 | |
| 11852 isogroup20866,-1.1 | |
| 11853 isogroup20867,-1 | |
| 11854 isogroup20868,-0.1 | |
| 11855 isogroup20869,-3.1 | |
| 11856 isogroup2087,0.5 | |
| 11857 isogroup20870,0.5 | |
| 11858 isogroup20871,0.3 | |
| 11859 isogroup20871.1,-0.3 | |
| 11860 isogroup20872,0.1 | |
| 11861 isogroup20873,0.1 | |
| 11862 isogroup20874,0.5 | |
| 11863 isogroup20875,0.1 | |
| 11864 isogroup20876,0.2 | |
| 11865 isogroup20877,-1.2 | |
| 11866 isogroup20878,0.7 | |
| 11867 isogroup20879,-0.2 | |
| 11868 isogroup2088,5 | |
| 11869 isogroup20880,0.1 | |
| 11870 isogroup20881,-0.7 | |
| 11871 isogroup20882,0.6 | |
| 11872 isogroup20883,0.6 | |
| 11873 isogroup20884,0.2 | |
| 11874 isogroup20885,3.5 | |
| 11875 isogroup20886,0.1 | |
| 11876 isogroup20887,-0.3 | |
| 11877 isogroup20888,1 | |
| 11878 isogroup20889,-1.3 | |
| 11879 isogroup2089,3.6 | |
| 11880 isogroup20890,-0.2 | |
| 11881 isogroup20891,0 | |
| 11882 isogroup20892,0.4 | |
| 11883 isogroup20894,1.1 | |
| 11884 isogroup20895,-5.9 | |
| 11885 isogroup20896,0.6 | |
| 11886 isogroup20897,0.1 | |
| 11887 isogroup20898,-5.9 | |
| 11888 isogroup20899,0.4 | |
| 11889 isogroup209,0.2 | |
| 11890 isogroup2090,0 | |
| 11891 isogroup20900,-1.3 | |
| 11892 isogroup20901,0.9 | |
| 11893 isogroup20902,0.9 | |
| 11894 isogroup20903,0.3 | |
| 11895 isogroup20904,0.7 | |
| 11896 isogroup20905,-0.6 | |
| 11897 isogroup20906,2.1 | |
| 11898 isogroup20907,0.1 | |
| 11899 isogroup20909,0.4 | |
| 11900 isogroup2091,-0.1 | |
| 11901 isogroup20910,0 | |
| 11902 isogroup20911,-1.5 | |
| 11903 isogroup20912,-0.1 | |
| 11904 isogroup20914,-0.8 | |
| 11905 isogroup20915,-10 | |
| 11906 isogroup20916,-0.1 | |
| 11907 isogroup20917,4.2 | |
| 11908 isogroup20918,-0.8 | |
| 11909 isogroup20919,0.1 | |
| 11910 isogroup2092,2.1 | |
| 11911 isogroup20920,0.2 | |
| 11912 isogroup20921,0.1 | |
| 11913 isogroup20922,0.1 | |
| 11914 isogroup20923,0.7 | |
| 11915 isogroup20924,-10 | |
| 11916 isogroup20925,0.5 | |
| 11917 isogroup20926,0.7 | |
| 11918 isogroup20927,2 | |
| 11919 isogroup20928,0.3 | |
| 11920 isogroup20929,0.4 | |
| 11921 isogroup2093,1.6 | |
| 11922 isogroup20931,-0.1 | |
| 11923 isogroup20933,-0.8 | |
| 11924 isogroup20934,0.5 | |
| 11925 isogroup20935,-0.1 | |
| 11926 isogroup20936,0 | |
| 11927 isogroup20937,-1.4 | |
| 11928 isogroup20938,-1 | |
| 11929 isogroup20939,-0.7 | |
| 11930 isogroup2094,-0.1 | |
| 11931 isogroup20940,0.9 | |
| 11932 isogroup20941,0.8 | |
| 11933 isogroup20942,-9.2 | |
| 11934 isogroup20943,-0.3 | |
| 11935 isogroup20944,-0.5 | |
| 11936 isogroup20945,-0.6 | |
| 11937 isogroup20946,0.6 | |
| 11938 isogroup20947,-0.7 | |
| 11939 isogroup20948,0.8 | |
| 11940 isogroup20949,1.1 | |
| 11941 isogroup2095,1.9 | |
| 11942 isogroup20950,-0.4 | |
| 11943 isogroup20951,0.1 | |
| 11944 isogroup20952,0.7 | |
| 11945 isogroup20953,0.3 | |
| 11946 isogroup20954,0.6 | |
| 11947 isogroup20955,1 | |
| 11948 isogroup20956,-6.3 | |
| 11949 isogroup20957,0.2 | |
| 11950 isogroup20958,0 | |
| 11951 isogroup20959,0.2 | |
| 11952 isogroup2096,2.1 | |
| 11953 isogroup20960,0.1 | |
| 11954 isogroup20961,1.2 | |
| 11955 isogroup20962,0.7 | |
| 11956 isogroup20963,0 | |
| 11957 isogroup20964,1.2 | |
| 11958 isogroup20965,1.8 | |
| 11959 isogroup20966,5.9 | |
| 11960 isogroup20967,1.2 | |
| 11961 isogroup20968,2.5 | |
| 11962 isogroup20969,4.3 | |
| 11963 isogroup2097,0.5 | |
| 11964 isogroup20970,0.1 | |
| 11965 isogroup20971,0.3 | |
| 11966 isogroup20972,1 | |
| 11967 isogroup20973,0.4 | |
| 11968 isogroup20975,0.5 | |
| 11969 isogroup20976,0.4 | |
| 11970 isogroup20977,0.7 | |
| 11971 isogroup20978,-6.4 | |
| 11972 isogroup20979,1 | |
| 11973 isogroup2098,0.2 | |
| 11974 isogroup20980,0.2 | |
| 11975 isogroup20981,1.4 | |
| 11976 isogroup20982,0 | |
| 11977 isogroup20984,0 | |
| 11978 isogroup20985,0.6 | |
| 11979 isogroup20986,-2.2 | |
| 11980 isogroup20987,2.4 | |
| 11981 isogroup20988,1 | |
| 11982 isogroup20989,-1.1 | |
| 11983 isogroup2099,0 | |
| 11984 isogroup20990,-2.4 | |
| 11985 isogroup20991,-10 | |
| 11986 isogroup20992,2.1 | |
| 11987 isogroup20993,2 | |
| 11988 isogroup20994,-0.4 | |
| 11989 isogroup20995,0.3 | |
| 11990 isogroup20996,1.3 | |
| 11991 isogroup20997,-0.9 | |
| 11992 isogroup20998,-1.5 | |
| 11993 isogroup21,0.5 | |
| 11994 isogroup210,2.5 | |
| 11995 isogroup2100,-0.3 | |
| 11996 isogroup21000,0.3 | |
| 11997 isogroup21001,0.3 | |
| 11998 isogroup21002,0.5 | |
| 11999 isogroup21003,-0.9 | |
| 12000 isogroup21004,-0.5 | |
| 12001 isogroup21005,0.5 | |
| 12002 isogroup21006,-0.1 | |
| 12003 isogroup21007,0.3 | |
| 12004 isogroup21008,-0.7 | |
| 12005 isogroup21009,0.1 | |
| 12006 isogroup2101,0.5 | |
| 12007 isogroup21010,0 | |
| 12008 isogroup21011,0.8 | |
| 12009 isogroup21012,-3.4 | |
| 12010 isogroup21013,0.6 | |
| 12011 isogroup21014,0.1 | |
| 12012 isogroup21015,-0.3 | |
| 12013 isogroup21016,-0.3 | |
| 12014 isogroup21017,0.8 | |
| 12015 isogroup21018,0.6 | |
| 12016 isogroup21019,0.2 | |
| 12017 isogroup2102,1.1 | |
| 12018 isogroup21020,-0.5 | |
| 12019 isogroup21021,-0.1 | |
| 12020 isogroup21022,2 | |
| 12021 isogroup21023,0.9 | |
| 12022 isogroup21024,1 | |
| 12023 isogroup21025,-0.3 | |
| 12024 isogroup21026,0.1 | |
| 12025 isogroup21027,-3.8 | |
| 12026 isogroup21029,1.1 | |
| 12027 isogroup2103,0.1 | |
| 12028 isogroup21030,0.2 | |
| 12029 isogroup21031,-5.8 | |
| 12030 isogroup21032,0.3 | |
| 12031 isogroup21033,-8.4 | |
| 12032 isogroup21034,1.1 | |
| 12033 isogroup21035,1.6 | |
| 12034 isogroup21036,0.1 | |
| 12035 isogroup21037,1.1 | |
| 12036 isogroup21038,0.4 | |
| 12037 isogroup21039,1.4 | |
| 12038 isogroup2104,-0.6 | |
| 12039 isogroup21040,0.5 | |
| 12040 isogroup21041,0 | |
| 12041 isogroup21042,0.3 | |
| 12042 isogroup21043,-0.6 | |
| 12043 isogroup21044,0.2 | |
| 12044 isogroup21045,1.8 | |
| 12045 isogroup21046,0.8 | |
| 12046 isogroup21047,0.9 | |
| 12047 isogroup21048,1.7 | |
| 12048 isogroup21049,-0.6 | |
| 12049 isogroup2105,-0.1 | |
| 12050 isogroup21050,0.7 | |
| 12051 isogroup21051,-0.6 | |
| 12052 isogroup21052,1.4 | |
| 12053 isogroup21053,0.3 | |
| 12054 isogroup21055,-0.1 | |
| 12055 isogroup21056,-0.8 | |
| 12056 isogroup21057,-3.4 | |
| 12057 isogroup21058,-0.3 | |
| 12058 isogroup21059,0.7 | |
| 12059 isogroup2106,-0.2 | |
| 12060 isogroup21060,0.3 | |
| 12061 isogroup21061,-0.5 | |
| 12062 isogroup21062,-1.9 | |
| 12063 isogroup21063,0.7 | |
| 12064 isogroup21065,3.7 | |
| 12065 isogroup21067,-0.2 | |
| 12066 isogroup21068,-0.4 | |
| 12067 isogroup21069,-1.4 | |
| 12068 isogroup2107,1.1 | |
| 12069 isogroup21070,0.2 | |
| 12070 isogroup21071,0.7 | |
| 12071 isogroup21072,0.7 | |
| 12072 isogroup21073,0.1 | |
| 12073 isogroup21074,0.8 | |
| 12074 isogroup21075,0.7 | |
| 12075 isogroup21076,-0.3 | |
| 12076 isogroup21077,0.6 | |
| 12077 isogroup21078,-10 | |
| 12078 isogroup21079,-0.2 | |
| 12079 isogroup2108,2.3 | |
| 12080 isogroup21080,2.6 | |
| 12081 isogroup21081,-0.4 | |
| 12082 isogroup21083,1.6 | |
| 12083 isogroup21084,-0.1 | |
| 12084 isogroup21085,0.1 | |
| 12085 isogroup21086,0 | |
| 12086 isogroup21087,1.3 | |
| 12087 isogroup21088,0.4 | |
| 12088 isogroup21089,0.8 | |
| 12089 isogroup2109,1.6 | |
| 12090 isogroup21090,-3.6 | |
| 12091 isogroup21091,-0.5 | |
| 12092 isogroup21092,-0.3 | |
| 12093 isogroup21093,-0.2 | |
| 12094 isogroup21094,0.6 | |
| 12095 isogroup21095,1.2 | |
| 12096 isogroup21096,0.3 | |
| 12097 isogroup21097,0.3 | |
| 12098 isogroup21098,0.2 | |
| 12099 isogroup21099,3.6 | |
| 12100 isogroup211,3.1 | |
| 12101 isogroup2110,-0.5 | |
| 12102 isogroup21100,-0.6 | |
| 12103 isogroup21100.1,0.3 | |
| 12104 isogroup21100.2,3 | |
| 12105 isogroup21101,1.2 | |
| 12106 isogroup21102,1.8 | |
| 12107 isogroup21103,0.1 | |
| 12108 isogroup21104,0.2 | |
| 12109 isogroup21105,0.4 | |
| 12110 isogroup21106,0.4 | |
| 12111 isogroup21107,0.6 | |
| 12112 isogroup21108,0.6 | |
| 12113 isogroup21109,0.7 | |
| 12114 isogroup2111,-0.3 | |
| 12115 isogroup21110,1.4 | |
| 12116 isogroup21111,-1.5 | |
| 12117 isogroup21112,-4.7 | |
| 12118 isogroup21113,0.4 | |
| 12119 isogroup21114,0.7 | |
| 12120 isogroup21116,-1.3 | |
| 12121 isogroup21117,-0.3 | |
| 12122 isogroup21118,0 | |
| 12123 isogroup21119,0.5 | |
| 12124 isogroup2112,0.2 | |
| 12125 isogroup21120,0.2 | |
| 12126 isogroup21122,0 | |
| 12127 isogroup21123,3.4 | |
| 12128 isogroup21124,0.5 | |
| 12129 isogroup21125,0 | |
| 12130 isogroup21126,-5.3 | |
| 12131 isogroup21127,-0.5 | |
| 12132 isogroup21128,0.4 | |
| 12133 isogroup21129,1 | |
| 12134 isogroup2113,-1.2 | |
| 12135 isogroup21131,0 | |
| 12136 isogroup21132,0.4 | |
| 12137 isogroup21133,0 | |
| 12138 isogroup21134,-0.7 | |
| 12139 isogroup21135,0.5 | |
| 12140 isogroup21136,0 | |
| 12141 isogroup21137,-0.5 | |
| 12142 isogroup21138,-8.8 | |
| 12143 isogroup21139,-4.7 | |
| 12144 isogroup2114,0.5 | |
| 12145 isogroup21140,1.1 | |
| 12146 isogroup21141,0.2 | |
| 12147 isogroup21142,0.4 | |
| 12148 isogroup21143,0.7 | |
| 12149 isogroup21144,-0.1 | |
| 12150 isogroup21145,0.5 | |
| 12151 isogroup21146,0.2 | |
| 12152 isogroup21147,0.2 | |
| 12153 isogroup21148,3.5 | |
| 12154 isogroup21149,0.1 | |
| 12155 isogroup2115,0.1 | |
| 12156 isogroup21150,0.5 | |
| 12157 isogroup21151,0 | |
| 12158 isogroup21152,0.3 | |
| 12159 isogroup21153,0.3 | |
| 12160 isogroup21154,1.7 | |
| 12161 isogroup21155,2.5 | |
| 12162 isogroup21156,-0.1 | |
| 12163 isogroup21157,3.8 | |
| 12164 isogroup21158,0.9 | |
| 12165 isogroup21159,0.6 | |
| 12166 isogroup2116,0 | |
| 12167 isogroup21160,-0.5 | |
| 12168 isogroup21161,-0.3 | |
| 12169 isogroup21162,0.3 | |
| 12170 isogroup21163,2.1 | |
| 12171 isogroup21164,0.1 | |
| 12172 isogroup21165,0.5 | |
| 12173 isogroup21166,1.4 | |
| 12174 isogroup21167,0.3 | |
| 12175 isogroup21168,0.3 | |
| 12176 isogroup21169,1.1 | |
| 12177 isogroup2117,0.2 | |
| 12178 isogroup21170,4.8 | |
| 12179 isogroup21171,-0.3 | |
| 12180 isogroup21172,-0.2 | |
| 12181 isogroup21173,-10 | |
| 12182 isogroup21174,-0.5 | |
| 12183 isogroup21175,0.7 | |
| 12184 isogroup21176,0 | |
| 12185 isogroup21177,2.2 | |
| 12186 isogroup21178,-0.6 | |
| 12187 isogroup21179,0.1 | |
| 12188 isogroup2118,-0.1 | |
| 12189 isogroup21180,-0.5 | |
| 12190 isogroup21181,2.2 | |
| 12191 isogroup21182,-0.6 | |
| 12192 isogroup21183,-0.1 | |
| 12193 isogroup21184,-0.1 | |
| 12194 isogroup21185,0 | |
| 12195 isogroup21186,2.8 | |
| 12196 isogroup21187,3.9 | |
| 12197 isogroup21188,4.1 | |
| 12198 isogroup21189,0.5 | |
| 12199 isogroup2119,0.3 | |
| 12200 isogroup21190,5 | |
| 12201 isogroup21192,-0.2 | |
| 12202 isogroup21193,-0.5 | |
| 12203 isogroup21194,0.3 | |
| 12204 isogroup21195,-0.3 | |
| 12205 isogroup21196,1.2 | |
| 12206 isogroup21197,-0.4 | |
| 12207 isogroup21198,10 | |
| 12208 isogroup21199,-0.8 | |
| 12209 isogroup212,8.3 | |
| 12210 isogroup2120,0.7 | |
| 12211 isogroup21200,0 | |
| 12212 isogroup21201,-1.9 | |
| 12213 isogroup21202,1.6 | |
| 12214 isogroup21204,0.3 | |
| 12215 isogroup21205,0 | |
| 12216 isogroup21206,-0.8 | |
| 12217 isogroup21207,0.6 | |
| 12218 isogroup21208,0.4 | |
| 12219 isogroup21209,-0.6 | |
| 12220 isogroup2121,2.3 | |
| 12221 isogroup21210,0.1 | |
| 12222 isogroup21211,0 | |
| 12223 isogroup21212,0 | |
| 12224 isogroup21213,1.7 | |
| 12225 isogroup21214,0.5 | |
| 12226 isogroup21215,-0.6 | |
| 12227 isogroup21216,0.3 | |
| 12228 isogroup21217,-0.1 | |
| 12229 isogroup21218,0 | |
| 12230 isogroup2122,3.5 | |
| 12231 isogroup21220,0.2 | |
| 12232 isogroup21221,0.1 | |
| 12233 isogroup21222,-0.3 | |
| 12234 isogroup21223,0.2 | |
| 12235 isogroup21224,-3 | |
| 12236 isogroup21225,0.6 | |
| 12237 isogroup21226,-0.3 | |
| 12238 isogroup21227,0.2 | |
| 12239 isogroup21228,0.9 | |
| 12240 isogroup21229,1.6 | |
| 12241 isogroup2123,2.9 | |
| 12242 isogroup21230,0.2 | |
| 12243 isogroup21231,0.3 | |
| 12244 isogroup21232,0.8 | |
| 12245 isogroup21233,0.3 | |
| 12246 isogroup21234,0 | |
| 12247 isogroup21235,0.4 | |
| 12248 isogroup21236,-0.2 | |
| 12249 isogroup21237,1.1 | |
| 12250 isogroup21238,0 | |
| 12251 isogroup21239,-1.2 | |
| 12252 isogroup2124,3.6 | |
| 12253 isogroup21241,-2.5 | |
| 12254 isogroup21242,0.8 | |
| 12255 isogroup21243,-0.4 | |
| 12256 isogroup21244,-0.1 | |
| 12257 isogroup21245,-1.4 | |
| 12258 isogroup21246,1.3 | |
| 12259 isogroup21247,1.6 | |
| 12260 isogroup21248,-3.6 | |
| 12261 isogroup21249,0 | |
| 12262 isogroup2125,-0.5 | |
| 12263 isogroup21250,0.3 | |
| 12264 isogroup21251,0.2 | |
| 12265 isogroup21252,-1.3 | |
| 12266 isogroup21253,0.9 | |
| 12267 isogroup21254,0.2 | |
| 12268 isogroup21255,0.7 | |
| 12269 isogroup21256,0.4 | |
| 12270 isogroup21257,-0.7 | |
| 12271 isogroup21258,0.8 | |
| 12272 isogroup21259,-0.7 | |
| 12273 isogroup2126,-0.2 | |
| 12274 isogroup21260,-0.2 | |
| 12275 isogroup21261,0.5 | |
| 12276 isogroup21262,0.1 | |
| 12277 isogroup21263,0.8 | |
| 12278 isogroup21264,0.2 | |
| 12279 isogroup21265,1.2 | |
| 12280 isogroup21266,-0.3 | |
| 12281 isogroup21267,0.6 | |
| 12282 isogroup21268,0.7 | |
| 12283 isogroup21269,1.3 | |
| 12284 isogroup2127,-7.9 | |
| 12285 isogroup21270,1 | |
| 12286 isogroup21271,0.2 | |
| 12287 isogroup21272,0.3 | |
| 12288 isogroup21273,0.1 | |
| 12289 isogroup21274,2.3 | |
| 12290 isogroup21275,2.3 | |
| 12291 isogroup21276,1 | |
| 12292 isogroup21277,-0.8 | |
| 12293 isogroup21278,1.8 | |
| 12294 isogroup21279,0.8 | |
| 12295 isogroup2128,0.5 | |
| 12296 isogroup21280,-0.2 | |
| 12297 isogroup21281,2.4 | |
| 12298 isogroup21282,0.6 | |
| 12299 isogroup21283,-0.3 | |
| 12300 isogroup21284,0.3 | |
| 12301 isogroup21285,-10 | |
| 12302 isogroup21286,-0.1 | |
| 12303 isogroup21287,0.8 | |
| 12304 isogroup21288,-0.6 | |
| 12305 isogroup21289,-0.7 | |
| 12306 isogroup2129,0.2 | |
| 12307 isogroup21290,0.2 | |
| 12308 isogroup21291,2.8 | |
| 12309 isogroup21292,0.2 | |
| 12310 isogroup21293,-0.1 | |
| 12311 isogroup21294,-0.1 | |
| 12312 isogroup21295,7.4 | |
| 12313 isogroup21296,0 | |
| 12314 isogroup21297,0.1 | |
| 12315 isogroup21298,1.2 | |
| 12316 isogroup21299,-0.3 | |
| 12317 isogroup213,-0.1 | |
| 12318 isogroup2130,0.5 | |
| 12319 isogroup21300,-3.2 | |
| 12320 isogroup21301,0.2 | |
| 12321 isogroup21302,-1.9 | |
| 12322 isogroup21303,0.3 | |
| 12323 isogroup21304,2.5 | |
| 12324 isogroup21305,0.3 | |
| 12325 isogroup21306,-0.1 | |
| 12326 isogroup21307,1.4 | |
| 12327 isogroup21308,1 | |
| 12328 isogroup21309,0.3 | |
| 12329 isogroup2131,-0.2 | |
| 12330 isogroup21310,1.2 | |
| 12331 isogroup21311,-0.4 | |
| 12332 isogroup21312,0.3 | |
| 12333 isogroup21313,-0.1 | |
| 12334 isogroup21314,1.6 | |
| 12335 isogroup21315,-7.2 | |
| 12336 isogroup21317,0.1 | |
| 12337 isogroup21318,0.4 | |
| 12338 isogroup21319,-1.6 | |
| 12339 isogroup2132,0.1 | |
| 12340 isogroup21320,0 | |
| 12341 isogroup21321,0.3 | |
| 12342 isogroup21322,0.1 | |
| 12343 isogroup21323,1.8 | |
| 12344 isogroup21324,0.2 | |
| 12345 isogroup21325,0.5 | |
| 12346 isogroup21326,0.3 | |
| 12347 isogroup21327,-2.6 | |
| 12348 isogroup21328,0.3 | |
| 12349 isogroup21329,0.1 | |
| 12350 isogroup2133,0.8 | |
| 12351 isogroup21330,-1.5 | |
| 12352 isogroup21331,0.6 | |
| 12353 isogroup21332,-1 | |
| 12354 isogroup21333,1.1 | |
| 12355 isogroup21334,-5.5 | |
| 12356 isogroup21335,1.5 | |
| 12357 isogroup21336,0.3 | |
| 12358 isogroup21337,2.6 | |
| 12359 isogroup21338,-0.1 | |
| 12360 isogroup21339,0.5 | |
| 12361 isogroup2134,3.1 | |
| 12362 isogroup21340,-0.1 | |
| 12363 isogroup21341,0.9 | |
| 12364 isogroup21342,1.6 | |
| 12365 isogroup21343,0.2 | |
| 12366 isogroup21344,-0.2 | |
| 12367 isogroup21345,0.4 | |
| 12368 isogroup21346,0.1 | |
| 12369 isogroup21347,1.4 | |
| 12370 isogroup21348,0.7 | |
| 12371 isogroup21349,-0.1 | |
| 12372 isogroup2135,-8.3 | |
| 12373 isogroup21350,0.5 | |
| 12374 isogroup21351,2.1 | |
| 12375 isogroup21352,1.5 | |
| 12376 isogroup21353,0.4 | |
| 12377 isogroup21354,-0.1 | |
| 12378 isogroup21355,-3.8 | |
| 12379 isogroup21356,-4.7 | |
| 12380 isogroup21357,0.5 | |
| 12381 isogroup21358,0.6 | |
| 12382 isogroup21359,-0.4 | |
| 12383 isogroup2136,-10 | |
| 12384 isogroup21360,-0.3 | |
| 12385 isogroup21361,0.6 | |
| 12386 isogroup21362,0 | |
| 12387 isogroup21363,1 | |
| 12388 isogroup21364,1.1 | |
| 12389 isogroup21365,0.6 | |
| 12390 isogroup21366,3.2 | |
| 12391 isogroup21367,0.1 | |
| 12392 isogroup21368,-0.6 | |
| 12393 isogroup21369,-0.4 | |
| 12394 isogroup2137,0.3 | |
| 12395 isogroup21370,0.5 | |
| 12396 isogroup21371,-0.9 | |
| 12397 isogroup21372,-0.3 | |
| 12398 isogroup21374,0 | |
| 12399 isogroup21375,-0.1 | |
| 12400 isogroup21376,2.3 | |
| 12401 isogroup21377,0.1 | |
| 12402 isogroup21378,-0.1 | |
| 12403 isogroup21379,-6 | |
| 12404 isogroup2138,1.3 | |
| 12405 isogroup21380,0 | |
| 12406 isogroup21382,0.2 | |
| 12407 isogroup21383,0 | |
| 12408 isogroup21384,-10 | |
| 12409 isogroup21385,0.4 | |
| 12410 isogroup21386,-0.2 | |
| 12411 isogroup21387,0.6 | |
| 12412 isogroup21388,-0.2 | |
| 12413 isogroup21389,0.5 | |
| 12414 isogroup2139,0 | |
| 12415 isogroup21390,-1.6 | |
| 12416 isogroup21391,1.1 | |
| 12417 isogroup21392,2 | |
| 12418 isogroup21393,0.9 | |
| 12419 isogroup21394,0.6 | |
| 12420 isogroup21395,0.8 | |
| 12421 isogroup21396,-0.5 | |
| 12422 isogroup21397,0.1 | |
| 12423 isogroup21398,-10 | |
| 12424 isogroup21399,0.1 | |
| 12425 isogroup214,1.6 | |
| 12426 isogroup2140,1.7 | |
| 12427 isogroup21400,-1.2 | |
| 12428 isogroup21401,1 | |
| 12429 isogroup21402,-0.2 | |
| 12430 isogroup21403,-1.2 | |
| 12431 isogroup21404,0.1 | |
| 12432 isogroup21405,1.6 | |
| 12433 isogroup21407,-2.4 | |
| 12434 isogroup21408,1.1 | |
| 12435 isogroup21409,1.1 | |
| 12436 isogroup2141,-10 | |
| 12437 isogroup21410,0.1 | |
| 12438 isogroup21411,0.5 | |
| 12439 isogroup21412,-1 | |
| 12440 isogroup21413,-3.2 | |
| 12441 isogroup21414,-0.4 | |
| 12442 isogroup21415,-2.4 | |
| 12443 isogroup21416,-4.8 | |
| 12444 isogroup21417,0.2 | |
| 12445 isogroup21418,0.9 | |
| 12446 isogroup2142,0.3 | |
| 12447 isogroup21420,-8.1 | |
| 12448 isogroup21421,-0.1 | |
| 12449 isogroup21422,0.1 | |
| 12450 isogroup21423,-6.7 | |
| 12451 isogroup21424,-1.4 | |
| 12452 isogroup21425,0.5 | |
| 12453 isogroup21426,0.1 | |
| 12454 isogroup21427,-7.9 | |
| 12455 isogroup21428,-0.4 | |
| 12456 isogroup21429.1,0.5 | |
| 12457 isogroup2143,4.6 | |
| 12458 isogroup21430,3.9 | |
| 12459 isogroup21431,-0.1 | |
| 12460 isogroup21432,-0.2 | |
| 12461 isogroup21433,-0.9 | |
| 12462 isogroup21434,-0.6 | |
| 12463 isogroup21435,0.3 | |
| 12464 isogroup21436,0 | |
| 12465 isogroup21437,1.2 | |
| 12466 isogroup21438,0 | |
| 12467 isogroup21439,1.2 | |
| 12468 isogroup2144,7.8 | |
| 12469 isogroup21440,0.3 | |
| 12470 isogroup21441,0.3 | |
| 12471 isogroup21442,4.3 | |
| 12472 isogroup21443,1.6 | |
| 12473 isogroup21444,0.1 | |
| 12474 isogroup21445,0.4 | |
| 12475 isogroup21446,0.1 | |
| 12476 isogroup21447,0.7 | |
| 12477 isogroup21448,0 | |
| 12478 isogroup21449,0.7 | |
| 12479 isogroup2145,2.5 | |
| 12480 isogroup21450,1.7 | |
| 12481 isogroup21451,-0.7 | |
| 12482 isogroup21452,-0.1 | |
| 12483 isogroup21453,0.3 | |
| 12484 isogroup21454,-1.5 | |
| 12485 isogroup21455,2.2 | |
| 12486 isogroup21456,1 | |
| 12487 isogroup21457,-0.3 | |
| 12488 isogroup21459,1.1 | |
| 12489 isogroup2146,1.4 | |
| 12490 isogroup21460,4 | |
| 12491 isogroup21461,-1.8 | |
| 12492 isogroup21462,-0.8 | |
| 12493 isogroup21463,0.5 | |
| 12494 isogroup21464,-0.8 | |
| 12495 isogroup21465,0.1 | |
| 12496 isogroup21466,0.7 | |
| 12497 isogroup21467,0.7 | |
| 12498 isogroup21468,-1.9 | |
| 12499 isogroup21469,1.2 | |
| 12500 isogroup2147,-0.1 | |
| 12501 isogroup21470,-0.9 | |
| 12502 isogroup21471,-0.1 | |
| 12503 isogroup21472,0.1 | |
| 12504 isogroup21473,0.2 | |
| 12505 isogroup21474,-0.5 | |
| 12506 isogroup21475,-2.1 | |
| 12507 isogroup21476,-0.4 | |
| 12508 isogroup21477,-1.2 | |
| 12509 isogroup21479,0.7 | |
| 12510 isogroup2148,0.7 | |
| 12511 isogroup21480,2.5 | |
| 12512 isogroup21481,0.3 | |
| 12513 isogroup21482,0.2 | |
| 12514 isogroup21483,-1.6 | |
| 12515 isogroup21484,1 | |
| 12516 isogroup21486,0.2 | |
| 12517 isogroup21487,-0.3 | |
| 12518 isogroup21488,0.9 | |
| 12519 isogroup21489,-0.4 | |
| 12520 isogroup2149,0.3 | |
| 12521 isogroup21490,0 | |
| 12522 isogroup21491,0.1 | |
| 12523 isogroup21492,-0.1 | |
| 12524 isogroup21493,-0.1 | |
| 12525 isogroup21494,0.1 | |
| 12526 isogroup21495,-3.6 | |
| 12527 isogroup21496,-1.2 | |
| 12528 isogroup21497,0 | |
| 12529 isogroup21498,-3.4 | |
| 12530 isogroup215,-1.2 | |
| 12531 isogroup2150,2.5 | |
| 12532 isogroup21500,0.3 | |
| 12533 isogroup21501,0.3 | |
| 12534 isogroup21502,-0.2 | |
| 12535 isogroup21504,0.4 | |
| 12536 isogroup21505,-0.1 | |
| 12537 isogroup21506,-1.2 | |
| 12538 isogroup21507,0 | |
| 12539 isogroup21508,-0.6 | |
| 12540 isogroup21509,2.1 | |
| 12541 isogroup2151,0.6 | |
| 12542 isogroup21510,4.6 | |
| 12543 isogroup21512,-7.1 | |
| 12544 isogroup21513,-1 | |
| 12545 isogroup21514,0.7 | |
| 12546 isogroup21515,1.3 | |
| 12547 isogroup21516,0.2 | |
| 12548 isogroup21517,-0.3 | |
| 12549 isogroup21518,0.2 | |
| 12550 isogroup21519,0.3 | |
| 12551 isogroup2152,4.5 | |
| 12552 isogroup21520,-0.7 | |
| 12553 isogroup21521,0 | |
| 12554 isogroup21522,0.1 | |
| 12555 isogroup21523,-0.8 | |
| 12556 isogroup21524,1.3 | |
| 12557 isogroup21525,-2.5 | |
| 12558 isogroup21526,0.5 | |
| 12559 isogroup21527,1.3 | |
| 12560 isogroup21528,0.6 | |
| 12561 isogroup21529,0.7 | |
| 12562 isogroup2153,2.4 | |
| 12563 isogroup21530,0 | |
| 12564 isogroup21531,0.3 | |
| 12565 isogroup21532,0 | |
| 12566 isogroup21533,-0.3 | |
| 12567 isogroup21534,0.4 | |
| 12568 isogroup21535,0.5 | |
| 12569 isogroup21536,-10 | |
| 12570 isogroup21537,-0.2 | |
| 12571 isogroup21538,1.3 | |
| 12572 isogroup21539,0.4 | |
| 12573 isogroup2154,0.3 | |
| 12574 isogroup21540,-0.7 | |
| 12575 isogroup21541,-0.1 | |
| 12576 isogroup21542,0.3 | |
| 12577 isogroup21543,0.3 | |
| 12578 isogroup21544,0.9 | |
| 12579 isogroup21545,0.1 | |
| 12580 isogroup21546,0.6 | |
| 12581 isogroup21547,2.5 | |
| 12582 isogroup21548,1.4 | |
| 12583 isogroup21549,1.6 | |
| 12584 isogroup2155,0.4 | |
| 12585 isogroup21550,1.4 | |
| 12586 isogroup21551,0.2 | |
| 12587 isogroup21552,-1 | |
| 12588 isogroup21553,1.5 | |
| 12589 isogroup21554,0.4 | |
| 12590 isogroup21555,0.2 | |
| 12591 isogroup21556,-3.5 | |
| 12592 isogroup21557,-0.1 | |
| 12593 isogroup21558,0.4 | |
| 12594 isogroup21559,0.6 | |
| 12595 isogroup2156,0.1 | |
| 12596 isogroup21560,0.3 | |
| 12597 isogroup21561,0.3 | |
| 12598 isogroup21562,0.4 | |
| 12599 isogroup21563,-1.8 | |
| 12600 isogroup21564,-0.3 | |
| 12601 isogroup21565,1.6 | |
| 12602 isogroup21567,1.9 | |
| 12603 isogroup21568,0.4 | |
| 12604 isogroup21569,-6 | |
| 12605 isogroup2157,-0.5 | |
| 12606 isogroup21570,3.5 | |
| 12607 isogroup21571,0.9 | |
| 12608 isogroup21572,-0.5 | |
| 12609 isogroup21573,3 | |
| 12610 isogroup21574,-3.7 | |
| 12611 isogroup21575,0.3 | |
| 12612 isogroup21576,-2.9 | |
| 12613 isogroup21577,0.8 | |
| 12614 isogroup21578,-0.5 | |
| 12615 isogroup21579,0.1 | |
| 12616 isogroup2158,0.9 | |
| 12617 isogroup21580,0.5 | |
| 12618 isogroup21581,2.2 | |
| 12619 isogroup21582,0.1 | |
| 12620 isogroup21583,-0.2 | |
| 12621 isogroup21584,0.9 | |
| 12622 isogroup21585,0.4 | |
| 12623 isogroup21586,0.3 | |
| 12624 isogroup21587,-0.8 | |
| 12625 isogroup21589,-0.6 | |
| 12626 isogroup2159,0.3 | |
| 12627 isogroup2159.1,0.8 | |
| 12628 isogroup21590,-0.1 | |
| 12629 isogroup21591,-0.5 | |
| 12630 isogroup21592,0.2 | |
| 12631 isogroup21593,-0.1 | |
| 12632 isogroup21594,0.5 | |
| 12633 isogroup21595,0.2 | |
| 12634 isogroup21596,2.5 | |
| 12635 isogroup21597,-0.1 | |
| 12636 isogroup21598,0 | |
| 12637 isogroup21599,0.6 | |
| 12638 isogroup216,2.1 | |
| 12639 isogroup2160,1.8 | |
| 12640 isogroup21601,-0.9 | |
| 12641 isogroup21602,0.1 | |
| 12642 isogroup21603,-0.5 | |
| 12643 isogroup21604,0.2 | |
| 12644 isogroup21605,-0.4 | |
| 12645 isogroup21606,-1.3 | |
| 12646 isogroup21607,1.4 | |
| 12647 isogroup21608,0 | |
| 12648 isogroup21609,0.7 | |
| 12649 isogroup2161,1.4 | |
| 12650 isogroup21610,0.9 | |
| 12651 isogroup21611,0.1 | |
| 12652 isogroup21612,-0.4 | |
| 12653 isogroup21613,-2.8 | |
| 12654 isogroup21614,1.9 | |
| 12655 isogroup21615,-0.3 | |
| 12656 isogroup21616,0.1 | |
| 12657 isogroup21617,0.1 | |
| 12658 isogroup21618,-0.9 | |
| 12659 isogroup21619,-0.7 | |
| 12660 isogroup21620,1.2 | |
| 12661 isogroup21621,-2.6 | |
| 12662 isogroup21622,0.8 | |
| 12663 isogroup21623,-0.6 | |
| 12664 isogroup21624,0.7 | |
| 12665 isogroup21625,0.3 | |
| 12666 isogroup21626,0.9 | |
| 12667 isogroup21627,-1.4 | |
| 12668 isogroup21628,-0.3 | |
| 12669 isogroup21629,-10 | |
| 12670 isogroup2163,-1.2 | |
| 12671 isogroup21630,0.2 | |
| 12672 isogroup21631,0.8 | |
| 12673 isogroup21632,0.9 | |
| 12674 isogroup21633,0.2 | |
| 12675 isogroup21635,1.8 | |
| 12676 isogroup21636,0.8 | |
| 12677 isogroup21637,0 | |
| 12678 isogroup21638,-0.4 | |
| 12679 isogroup21639,0 | |
| 12680 isogroup2164,0.1 | |
| 12681 isogroup21640,-0.4 | |
| 12682 isogroup21641,1.3 | |
| 12683 isogroup21642,0.4 | |
| 12684 isogroup21643,0.7 | |
| 12685 isogroup21644,-0.2 | |
| 12686 isogroup21645,-0.4 | |
| 12687 isogroup21646,1 | |
| 12688 isogroup21647,-0.5 | |
| 12689 isogroup21648,-2.5 | |
| 12690 isogroup21649,0.9 | |
| 12691 isogroup2165,1.8 | |
| 12692 isogroup21650,0.2 | |
| 12693 isogroup21651,4.7 | |
| 12694 isogroup21652,-0.4 | |
| 12695 isogroup21653,0.5 | |
| 12696 isogroup21654,-0.4 | |
| 12697 isogroup21655,-0.4 | |
| 12698 isogroup21656,-0.2 | |
| 12699 isogroup21657,1.4 | |
| 12700 isogroup21658,-10 | |
| 12701 isogroup21659,0 | |
| 12702 isogroup2166,0.3 | |
| 12703 isogroup21660,2.3 | |
| 12704 isogroup21661,-0.3 | |
| 12705 isogroup21662,-2.1 | |
| 12706 isogroup21663,-9.6 | |
| 12707 isogroup21664,-0.1 | |
| 12708 isogroup21665,0.6 | |
| 12709 isogroup21666,1.3 | |
| 12710 isogroup21667,-0.3 | |
| 12711 isogroup21668,0.6 | |
| 12712 isogroup21669,0.9 | |
| 12713 isogroup2167,0 | |
| 12714 isogroup21670,0 | |
| 12715 isogroup21671,-1.6 | |
| 12716 isogroup21672,0.3 | |
| 12717 isogroup21673,-0.5 | |
| 12718 isogroup21674,-1.6 | |
| 12719 isogroup21675,0.5 | |
| 12720 isogroup21676,0.3 | |
| 12721 isogroup21677,0.5 | |
| 12722 isogroup21678,0.2 | |
| 12723 isogroup21679,-0.1 | |
| 12724 isogroup2168,0.5 | |
| 12725 isogroup21680,0.8 | |
| 12726 isogroup21681,0.8 | |
| 12727 isogroup21682,0 | |
| 12728 isogroup21683,-0.8 | |
| 12729 isogroup21684,-0.2 | |
| 12730 isogroup21685,-1.7 | |
| 12731 isogroup21686,-0.9 | |
| 12732 isogroup21687,-2.6 | |
| 12733 isogroup21688,-7.5 | |
| 12734 isogroup21689,1 | |
| 12735 isogroup2169,-2 | |
| 12736 isogroup21690,0.6 | |
| 12737 isogroup21691,0.9 | |
| 12738 isogroup21692,3.4 | |
| 12739 isogroup21693,-4.3 | |
| 12740 isogroup21694,0.1 | |
| 12741 isogroup21695,-0.1 | |
| 12742 isogroup21696,-2.7 | |
| 12743 isogroup21697,-1.1 | |
| 12744 isogroup21698,-0.9 | |
| 12745 isogroup21699,0.1 | |
| 12746 isogroup217,2.3 | |
| 12747 isogroup2170,0.7 | |
| 12748 isogroup21700,0.4 | |
| 12749 isogroup21701,-0.2 | |
| 12750 isogroup21702,0.8 | |
| 12751 isogroup21703,0.1 | |
| 12752 isogroup21704,0.1 | |
| 12753 isogroup21705,-0.4 | |
| 12754 isogroup21706,0.2 | |
| 12755 isogroup21707,-1.4 | |
| 12756 isogroup21708,0.6 | |
| 12757 isogroup21709,-0.2 | |
| 12758 isogroup2171,-9.9 | |
| 12759 isogroup21710,4.5 | |
| 12760 isogroup21711,0.2 | |
| 12761 isogroup21712,2.2 | |
| 12762 isogroup21713,0.4 | |
| 12763 isogroup21714,0.3 | |
| 12764 isogroup21715,-1.4 | |
| 12765 isogroup21716,3.3 | |
| 12766 isogroup21717,0.8 | |
| 12767 isogroup21718,0.1 | |
| 12768 isogroup21719,-1 | |
| 12769 isogroup2172,-0.5 | |
| 12770 isogroup21720,-0.2 | |
| 12771 isogroup21721,0.3 | |
| 12772 isogroup21722,-0.6 | |
| 12773 isogroup21723,0 | |
| 12774 isogroup21724,0.8 | |
| 12775 isogroup21725,0.9 | |
| 12776 isogroup21726,-0.1 | |
| 12777 isogroup21727,0.6 | |
| 12778 isogroup21728,0.2 | |
| 12779 isogroup21729,0.1 | |
| 12780 isogroup2173,3.2 | |
| 12781 isogroup21730,0 | |
| 12782 isogroup21731,5 | |
| 12783 isogroup21732,5.8 | |
| 12784 isogroup21733,1.3 | |
| 12785 isogroup21734,0.1 | |
| 12786 isogroup21735,0.9 | |
| 12787 isogroup21736,0.6 | |
| 12788 isogroup21737,-0.6 | |
| 12789 isogroup21738,1.1 | |
| 12790 isogroup21739,0.3 | |
| 12791 isogroup2174,-1.5 | |
| 12792 isogroup21740,1.4 | |
| 12793 isogroup21741,-0.1 | |
| 12794 isogroup21742,-4.9 | |
| 12795 isogroup21743,-0.2 | |
| 12796 isogroup21744,1.2 | |
| 12797 isogroup21745,-0.5 | |
| 12798 isogroup21746,0.3 | |
| 12799 isogroup21747,0.6 | |
| 12800 isogroup21748,1.3 | |
| 12801 isogroup21749,0.4 | |
| 12802 isogroup2175,2.6 | |
| 12803 isogroup21750,0.2 | |
| 12804 isogroup21751,-0.5 | |
| 12805 isogroup21752,-2.2 | |
| 12806 isogroup21753,-0.7 | |
| 12807 isogroup21754,0.6 | |
| 12808 isogroup21755,2.8 | |
| 12809 isogroup21756,-0.8 | |
| 12810 isogroup21757,0.7 | |
| 12811 isogroup21758,0.2 | |
| 12812 isogroup21759,-1.1 | |
| 12813 isogroup2176,0.5 | |
| 12814 isogroup21760,0.5 | |
| 12815 isogroup21761,0.7 | |
| 12816 isogroup21762,-0.3 | |
| 12817 isogroup21763,-8.5 | |
| 12818 isogroup21764,-0.7 | |
| 12819 isogroup21765,0.1 | |
| 12820 isogroup21766,-0.2 | |
| 12821 isogroup21767,1.3 | |
| 12822 isogroup21768,0.8 | |
| 12823 isogroup21769,0.4 | |
| 12824 isogroup2177,0.2 | |
| 12825 isogroup21770,-10 | |
| 12826 isogroup21771,0.5 | |
| 12827 isogroup21772,1.4 | |
| 12828 isogroup21773,0.7 | |
| 12829 isogroup21774,1 | |
| 12830 isogroup21775,0 | |
| 12831 isogroup21776,1.4 | |
| 12832 isogroup21778,0 | |
| 12833 isogroup21779,2.1 | |
| 12834 isogroup2178,0.7 | |
| 12835 isogroup21780,-0.1 | |
| 12836 isogroup21781,1.1 | |
| 12837 isogroup21782,1.1 | |
| 12838 isogroup21783,0.6 | |
| 12839 isogroup21784,0.1 | |
| 12840 isogroup21785,0.4 | |
| 12841 isogroup21786,0 | |
| 12842 isogroup21787,0 | |
| 12843 isogroup21788,0 | |
| 12844 isogroup21789,-0.1 | |
| 12845 isogroup2179,-3.5 | |
| 12846 isogroup21790,0.2 | |
| 12847 isogroup21791,0 | |
| 12848 isogroup21792,0.3 | |
| 12849 isogroup21793,-0.1 | |
| 12850 isogroup21794,-1.8 | |
| 12851 isogroup21795,0.2 | |
| 12852 isogroup21796,-0.6 | |
| 12853 isogroup21797,0.4 | |
| 12854 isogroup21798,-0.2 | |
| 12855 isogroup21799,0.4 | |
| 12856 isogroup218,1.4 | |
| 12857 isogroup2180,-5.8 | |
| 12858 isogroup21800,1.7 | |
| 12859 isogroup21801,0 | |
| 12860 isogroup21802,0.1 | |
| 12861 isogroup21803,3.1 | |
| 12862 isogroup21804,-0.2 | |
| 12863 isogroup21805,-1.5 | |
| 12864 isogroup21806,-4.8 | |
| 12865 isogroup21807,0.3 | |
| 12866 isogroup21808,2.4 | |
| 12867 isogroup21809,0.6 | |
| 12868 isogroup2181,-1.2 | |
| 12869 isogroup21810,0.2 | |
| 12870 isogroup21811,0.1 | |
| 12871 isogroup21812,-0.5 | |
| 12872 isogroup21813,1.2 | |
| 12873 isogroup21814,-1 | |
| 12874 isogroup21815,-0.2 | |
| 12875 isogroup21816,-0.4 | |
| 12876 isogroup21817,0.1 | |
| 12877 isogroup21818,-0.1 | |
| 12878 isogroup21819,-0.5 | |
| 12879 isogroup2182,0.8 | |
| 12880 isogroup21820,0 | |
| 12881 isogroup21821,-10 | |
| 12882 isogroup21822,2.8 | |
| 12883 isogroup21823,-3.4 | |
| 12884 isogroup21824,-10 | |
| 12885 isogroup21825,0.8 | |
| 12886 isogroup21826,0.3 | |
| 12887 isogroup21827,0.4 | |
| 12888 isogroup21828,0 | |
| 12889 isogroup21829,-10 | |
| 12890 isogroup2183,0 | |
| 12891 isogroup21831,-0.4 | |
| 12892 isogroup21832,-0.1 | |
| 12893 isogroup21833,-9.6 | |
| 12894 isogroup21834,2.4 | |
| 12895 isogroup21835,-10 | |
| 12896 isogroup21836,0.1 | |
| 12897 isogroup21837,0 | |
| 12898 isogroup21838,1.5 | |
| 12899 isogroup21839,-0.3 | |
| 12900 isogroup2184,0.3 | |
| 12901 isogroup21840,0.4 | |
| 12902 isogroup21841,-0.2 | |
| 12903 isogroup21842,-1.8 | |
| 12904 isogroup21844,-0.1 | |
| 12905 isogroup21845,-0.1 | |
| 12906 isogroup21846,-0.6 | |
| 12907 isogroup21847,-0.4 | |
| 12908 isogroup21848,0.7 | |
| 12909 isogroup21849,-0.1 | |
| 12910 isogroup2185,-0.4 | |
| 12911 isogroup21850,-0.6 | |
| 12912 isogroup21851,0.1 | |
| 12913 isogroup21852,0.9 | |
| 12914 isogroup21853,-0.5 | |
| 12915 isogroup21854,0.1 | |
| 12916 isogroup21855,1 | |
| 12917 isogroup21856,0.3 | |
| 12918 isogroup21857,0 | |
| 12919 isogroup21858,-0.5 | |
| 12920 isogroup21859,0.2 | |
| 12921 isogroup2186,-1.1 | |
| 12922 isogroup21860,0.5 | |
| 12923 isogroup21861,-0.4 | |
| 12924 isogroup21862,-0.5 | |
| 12925 isogroup21864,0.1 | |
| 12926 isogroup21865,0 | |
| 12927 isogroup21866,1.4 | |
| 12928 isogroup21867,0.1 | |
| 12929 isogroup21868,3.3 | |
| 12930 isogroup21869,3.2 | |
| 12931 isogroup2187,10 | |
| 12932 isogroup21870,0.1 | |
| 12933 isogroup21871,0.2 | |
| 12934 isogroup21872,-0.7 | |
| 12935 isogroup21873,-10 | |
| 12936 isogroup21874,-1 | |
| 12937 isogroup21875,0.5 | |
| 12938 isogroup21876,-0.3 | |
| 12939 isogroup21877,0.3 | |
| 12940 isogroup21878,-0.1 | |
| 12941 isogroup21879,1.1 | |
| 12942 isogroup2188,0.2 | |
| 12943 isogroup21880,0.5 | |
| 12944 isogroup21881,-0.8 | |
| 12945 isogroup21883,0.3 | |
| 12946 isogroup21884,0.8 | |
| 12947 isogroup21885,0.4 | |
| 12948 isogroup21886,0.9 | |
| 12949 isogroup21887,0.5 | |
| 12950 isogroup21888,0.2 | |
| 12951 isogroup21889,1.8 | |
| 12952 isogroup2189,-2.1 | |
| 12953 isogroup21890,2.1 | |
| 12954 isogroup21891,0 | |
| 12955 isogroup21892,-0.4 | |
| 12956 isogroup21893,1 | |
| 12957 isogroup21894,0.6 | |
| 12958 isogroup21895,-0.3 | |
| 12959 isogroup21896,0.1 | |
| 12960 isogroup21898,0 | |
| 12961 isogroup21899,0 | |
| 12962 isogroup219,-0.1 | |
| 12963 isogroup219.1,0 | |
| 12964 isogroup2190,-0.1 | |
| 12965 isogroup21900,-0.1 | |
| 12966 isogroup21901,1.9 | |
| 12967 isogroup21902,-0.9 | |
| 12968 isogroup21904,2.3 | |
| 12969 isogroup21905,-0.1 | |
| 12970 isogroup21906,-0.6 | |
| 12971 isogroup21907,-5.8 | |
| 12972 isogroup21908,0.7 | |
| 12973 isogroup21909,0.4 | |
| 12974 isogroup2191,2.5 | |
| 12975 isogroup21910,-0.2 | |
| 12976 isogroup21911,-4.3 | |
| 12977 isogroup21912,-1.1 | |
| 12978 isogroup21913,1.7 | |
| 12979 isogroup21914,0.5 | |
| 12980 isogroup21915,0.8 | |
| 12981 isogroup21916,0.1 | |
| 12982 isogroup21917,-8.2 | |
| 12983 isogroup21918,0.1 | |
| 12984 isogroup21919,-0.1 | |
| 12985 isogroup2192,0.8 | |
| 12986 isogroup21920,0.6 | |
| 12987 isogroup21921,-0.5 | |
| 12988 isogroup21922,0.7 | |
| 12989 isogroup21923,-0.5 | |
| 12990 isogroup21924,0.3 | |
| 12991 isogroup21925,0.2 | |
| 12992 isogroup21926,-0.2 | |
| 12993 isogroup21927,-0.3 | |
| 12994 isogroup21928,0.3 | |
| 12995 isogroup21929,1.9 | |
| 12996 isogroup2193,-0.1 | |
| 12997 isogroup21930,0 | |
| 12998 isogroup21931,-0.2 | |
| 12999 isogroup21932,0.2 | |
| 13000 isogroup21933,0.2 | |
| 13001 isogroup21934,0.5 | |
| 13002 isogroup21935,0.6 | |
| 13003 isogroup21936,1.5 | |
| 13004 isogroup21937,-0.5 | |
| 13005 isogroup21938,-0.5 | |
| 13006 isogroup21939,0.3 | |
| 13007 isogroup2194,-0.8 | |
| 13008 isogroup21940,0.8 | |
| 13009 isogroup21941,0.9 | |
| 13010 isogroup21942,-0.7 | |
| 13011 isogroup21943,2.7 | |
| 13012 isogroup21944,1.9 | |
| 13013 isogroup21945,0.5 | |
| 13014 isogroup21946,0.1 | |
| 13015 isogroup21947,-0.1 | |
| 13016 isogroup21948,1.2 | |
| 13017 isogroup21949,-0.1 | |
| 13018 isogroup2195,1.1 | |
| 13019 isogroup21950,-0.8 | |
| 13020 isogroup21951,-1.7 | |
| 13021 isogroup21952,1.2 | |
| 13022 isogroup21953,0 | |
| 13023 isogroup21954,-0.7 | |
| 13024 isogroup21955,0.8 | |
| 13025 isogroup21956,-2 | |
| 13026 isogroup21957,-0.2 | |
| 13027 isogroup21958,0.2 | |
| 13028 isogroup21959,0.3 | |
| 13029 isogroup2196,2.2 | |
| 13030 isogroup21960,-6.3 | |
| 13031 isogroup21961,0.3 | |
| 13032 isogroup21962,0 | |
| 13033 isogroup21963,-0.8 | |
| 13034 isogroup21964,0 | |
| 13035 isogroup21965,2.5 | |
| 13036 isogroup21966,0.3 | |
| 13037 isogroup21967,0.1 | |
| 13038 isogroup21968,-0.1 | |
| 13039 isogroup21969,-6 | |
| 13040 isogroup2197,-2.4 | |
| 13041 isogroup21970,0.2 | |
| 13042 isogroup21971,-1.1 | |
| 13043 isogroup21972,-6.3 | |
| 13044 isogroup21973,1.1 | |
| 13045 isogroup21975,0.1 | |
| 13046 isogroup21976,-0.2 | |
| 13047 isogroup21977,-0.1 | |
| 13048 isogroup21978,0.3 | |
| 13049 isogroup21979,0.3 | |
| 13050 isogroup2198,2.5 | |
| 13051 isogroup21980,2.7 | |
| 13052 isogroup21981,-0.5 | |
| 13053 isogroup21982,4.6 | |
| 13054 isogroup21983,1.6 | |
| 13055 isogroup21984,0.5 | |
| 13056 isogroup21985,0.3 | |
| 13057 isogroup21986,-0.8 | |
| 13058 isogroup21987,0.9 | |
| 13059 isogroup21988,-0.6 | |
| 13060 isogroup21989,0.1 | |
| 13061 isogroup2199,1.3 | |
| 13062 isogroup21990,0.8 | |
| 13063 isogroup21991,-0.4 | |
| 13064 isogroup21992,1.6 | |
| 13065 isogroup21993,1.3 | |
| 13066 isogroup21994,-2.1 | |
| 13067 isogroup21995,1.8 | |
| 13068 isogroup21996,0.4 | |
| 13069 isogroup21997,1.1 | |
| 13070 isogroup21998,-0.3 | |
| 13071 isogroup21999,-0.2 | |
| 13072 isogroup22,4.7 | |
| 13073 isogroup220,1.1 | |
| 13074 isogroup2200,-0.1 | |
| 13075 isogroup22000,0.4 | |
| 13076 isogroup22001,0.3 | |
| 13077 isogroup22002,0.4 | |
| 13078 isogroup22003,0 | |
| 13079 isogroup22004,-1.3 | |
| 13080 isogroup22005,0.7 | |
| 13081 isogroup22006,-0.2 | |
| 13082 isogroup22007,1.3 | |
| 13083 isogroup22008,0.3 | |
| 13084 isogroup22009,-1.9 | |
| 13085 isogroup2201,2.5 | |
| 13086 isogroup22010,0.2 | |
| 13087 isogroup22011,-0.4 | |
| 13088 isogroup22012,0.5 | |
| 13089 isogroup22013,1.1 | |
| 13090 isogroup22014,-0.3 | |
| 13091 isogroup22015,-1.5 | |
| 13092 isogroup22016,1.1 | |
| 13093 isogroup22017,-0.8 | |
| 13094 isogroup22018,-0.1 | |
| 13095 isogroup22019,-0.2 | |
| 13096 isogroup2202,-0.3 | |
| 13097 isogroup22020,-0.1 | |
| 13098 isogroup22021,1 | |
| 13099 isogroup22022,0.2 | |
| 13100 isogroup22023,-1.5 | |
| 13101 isogroup22024,0.5 | |
| 13102 isogroup22025,-0.2 | |
| 13103 isogroup22026,-2.4 | |
| 13104 isogroup22027,-0.5 | |
| 13105 isogroup22028,0.1 | |
| 13106 isogroup22029,-0.4 | |
| 13107 isogroup2203,0.8 | |
| 13108 isogroup22030,1.8 | |
| 13109 isogroup22031,0.1 | |
| 13110 isogroup22032,-0.2 | |
| 13111 isogroup22033,-0.7 | |
| 13112 isogroup22034,0.2 | |
| 13113 isogroup22035,0.2 | |
| 13114 isogroup22036,0.1 | |
| 13115 isogroup22037,-0.2 | |
| 13116 isogroup22038,-0.1 | |
| 13117 isogroup22039,0.2 | |
| 13118 isogroup22040,0.1 | |
| 13119 isogroup22041,-0.8 | |
| 13120 isogroup22042,0.8 | |
| 13121 isogroup22043,-0.1 | |
| 13122 isogroup22044,-0.5 | |
| 13123 isogroup22045,0.2 | |
| 13124 isogroup22046,0.6 | |
| 13125 isogroup22047,-0.3 | |
| 13126 isogroup22048,1.9 | |
| 13127 isogroup22049,-0.2 | |
| 13128 isogroup2205,0.5 | |
| 13129 isogroup22050,0.9 | |
| 13130 isogroup22051,0.3 | |
| 13131 isogroup22052,-2.6 | |
| 13132 isogroup22053,1.4 | |
| 13133 isogroup22054,0.5 | |
| 13134 isogroup22055,0.3 | |
| 13135 isogroup22056,0.3 | |
| 13136 isogroup22057,2.2 | |
| 13137 isogroup22058,1.1 | |
| 13138 isogroup22059,0.6 | |
| 13139 isogroup2206,-0.9 | |
| 13140 isogroup22060,-1.5 | |
| 13141 isogroup22061,5.1 | |
| 13142 isogroup22062,-0.2 | |
| 13143 isogroup22063,0.2 | |
| 13144 isogroup22064,0 | |
| 13145 isogroup22065,-0.7 | |
| 13146 isogroup22066,0.4 | |
| 13147 isogroup22067,2.3 | |
| 13148 isogroup22069,0.1 | |
| 13149 isogroup2207,1.9 | |
| 13150 isogroup22070,1 | |
| 13151 isogroup22071,0.3 | |
| 13152 isogroup22073,-9.8 | |
| 13153 isogroup22074,-0.4 | |
| 13154 isogroup22075,0.1 | |
| 13155 isogroup22076,-0.8 | |
| 13156 isogroup22077,1 | |
| 13157 isogroup22078,0.4 | |
| 13158 isogroup22078.1,0.2 | |
| 13159 isogroup22079,0.5 | |
| 13160 isogroup2208,1 | |
| 13161 isogroup22080,-4.4 | |
| 13162 isogroup22081,-0.4 | |
| 13163 isogroup22082,0.6 | |
| 13164 isogroup22083,2.8 | |
| 13165 isogroup22084,0.7 | |
| 13166 isogroup22085,-0.2 | |
| 13167 isogroup22086,0.4 | |
| 13168 isogroup22087,0.2 | |
| 13169 isogroup22088,0.2 | |
| 13170 isogroup22089,0.6 | |
| 13171 isogroup2209,0.8 | |
| 13172 isogroup22091,0.6 | |
| 13173 isogroup22092,-0.9 | |
| 13174 isogroup22093,0.4 | |
| 13175 isogroup22094,0.5 | |
| 13176 isogroup22095,-0.4 | |
| 13177 isogroup22096,-0.1 | |
| 13178 isogroup22097,1 | |
| 13179 isogroup22098,1.3 | |
| 13180 isogroup22099,0.3 | |
| 13181 isogroup221,0.2 | |
| 13182 isogroup2210,1 | |
| 13183 isogroup22100,2 | |
| 13184 isogroup22101,1.2 | |
| 13185 isogroup22102,-7.8 | |
| 13186 isogroup22103,0 | |
| 13187 isogroup22104,0 | |
| 13188 isogroup22105,-0.2 | |
| 13189 isogroup22106,1 | |
| 13190 isogroup22107,-0.9 | |
| 13191 isogroup22108,0.7 | |
| 13192 isogroup22109,-0.3 | |
| 13193 isogroup2211,-0.1 | |
| 13194 isogroup22110,-1.1 | |
| 13195 isogroup22111,-9.7 | |
| 13196 isogroup22112,-0.5 | |
| 13197 isogroup22113,0.7 | |
| 13198 isogroup22114,-0.7 | |
| 13199 isogroup22115,0.2 | |
| 13200 isogroup22116,0.9 | |
| 13201 isogroup22117,-10 | |
| 13202 isogroup22118,0.3 | |
| 13203 isogroup2212,2.6 | |
| 13204 isogroup22120,-2 | |
| 13205 isogroup22121,-0.1 | |
| 13206 isogroup22122,0.2 | |
| 13207 isogroup22123,0.1 | |
| 13208 isogroup22124,0.2 | |
| 13209 isogroup22125,0 | |
| 13210 isogroup22126,-0.2 | |
| 13211 isogroup22127,-1.8 | |
| 13212 isogroup22128,0.7 | |
| 13213 isogroup22129,0.4 | |
| 13214 isogroup2213,0.2 | |
| 13215 isogroup22130,0.5 | |
| 13216 isogroup22131,-1.8 | |
| 13217 isogroup22132,-0.1 | |
| 13218 isogroup22133,-0.4 | |
| 13219 isogroup22134,0.1 | |
| 13220 isogroup22135,3.4 | |
| 13221 isogroup22136,0.1 | |
| 13222 isogroup22137,0.2 | |
| 13223 isogroup22138,-0.1 | |
| 13224 isogroup22139,0.3 | |
| 13225 isogroup2214,0 | |
| 13226 isogroup22140,0.2 | |
| 13227 isogroup22141,0 | |
| 13228 isogroup22143,-1.8 | |
| 13229 isogroup22145,-5.9 | |
| 13230 isogroup22146,-0.5 | |
| 13231 isogroup22148,0.1 | |
| 13232 isogroup22149,0.9 | |
| 13233 isogroup2215,-0.6 | |
| 13234 isogroup22150,0.2 | |
| 13235 isogroup22151,1.1 | |
| 13236 isogroup22152,-0.5 | |
| 13237 isogroup22153,0.9 | |
| 13238 isogroup22154,0.1 | |
| 13239 isogroup22155,2.7 | |
| 13240 isogroup22156,2 | |
| 13241 isogroup22157,0.2 | |
| 13242 isogroup22158,0.8 | |
| 13243 isogroup22159,-1.5 | |
| 13244 isogroup2216,2.1 | |
| 13245 isogroup22160,-0.1 | |
| 13246 isogroup22161,0 | |
| 13247 isogroup22162,0.7 | |
| 13248 isogroup22163,-1.8 | |
| 13249 isogroup22164,-0.5 | |
| 13250 isogroup22165,-3.2 | |
| 13251 isogroup22166,-0.2 | |
| 13252 isogroup22167,0.6 | |
| 13253 isogroup22168,0.2 | |
| 13254 isogroup22169,1 | |
| 13255 isogroup22170,0.4 | |
| 13256 isogroup22171,-3.1 | |
| 13257 isogroup22172,0.1 | |
| 13258 isogroup22173,1.8 | |
| 13259 isogroup22174,0.5 | |
| 13260 isogroup22175,0 | |
| 13261 isogroup22176,0 | |
| 13262 isogroup22177,4.5 | |
| 13263 isogroup22178,0.6 | |
| 13264 isogroup22179,1.8 | |
| 13265 isogroup2218,0.9 | |
| 13266 isogroup22180,-0.4 | |
| 13267 isogroup22181,0.6 | |
| 13268 isogroup22182,0.3 | |
| 13269 isogroup22183,0.5 | |
| 13270 isogroup22184,0.4 | |
| 13271 isogroup22185,0.3 | |
| 13272 isogroup22186,2.1 | |
| 13273 isogroup22187,0.4 | |
| 13274 isogroup22188,-0.1 | |
| 13275 isogroup22189,0.2 | |
| 13276 isogroup2219,0.1 | |
| 13277 isogroup22190,1.1 | |
| 13278 isogroup22191,0.3 | |
| 13279 isogroup22192,0.2 | |
| 13280 isogroup22193,1.3 | |
| 13281 isogroup22194,-0.3 | |
| 13282 isogroup22195,0.5 | |
| 13283 isogroup22196,-0.1 | |
| 13284 isogroup22197,0.1 | |
| 13285 isogroup22198,-0.3 | |
| 13286 isogroup22199,-4.3 | |
| 13287 isogroup222,7.1 | |
| 13288 isogroup2220,0.3 | |
| 13289 isogroup22200,-0.8 | |
| 13290 isogroup22201,1.9 | |
| 13291 isogroup22202,0.2 | |
| 13292 isogroup22203,0.4 | |
| 13293 isogroup22204,-0.5 | |
| 13294 isogroup22205,0 | |
| 13295 isogroup22206,-1.9 | |
| 13296 isogroup22207,1 | |
| 13297 isogroup22208,1.2 | |
| 13298 isogroup22209,-1.5 | |
| 13299 isogroup2221,2.1 | |
| 13300 isogroup22210,-0.5 | |
| 13301 isogroup22211,0.1 | |
| 13302 isogroup22212,-0.1 | |
| 13303 isogroup22213,-0.8 | |
| 13304 isogroup22214,-2.2 | |
| 13305 isogroup22215,-0.2 | |
| 13306 isogroup22216,1.4 | |
| 13307 isogroup22217,0.5 | |
| 13308 isogroup22218,-0.4 | |
| 13309 isogroup22219,0 | |
| 13310 isogroup2222,1.2 | |
| 13311 isogroup22220,-1.4 | |
| 13312 isogroup22221,1 | |
| 13313 isogroup22222,0.3 | |
| 13314 isogroup22223,0 | |
| 13315 isogroup22224,0.1 | |
| 13316 isogroup22225,0 | |
| 13317 isogroup22226,6.5 | |
| 13318 isogroup22227,0.9 | |
| 13319 isogroup22228,0.1 | |
| 13320 isogroup22229,0.9 | |
| 13321 isogroup2223,-0.1 | |
| 13322 isogroup22230,0.1 | |
| 13323 isogroup22231,0.2 | |
| 13324 isogroup22232,0.9 | |
| 13325 isogroup22233,-0.5 | |
| 13326 isogroup22234,0 | |
| 13327 isogroup22235,0.1 | |
| 13328 isogroup22236,0.6 | |
| 13329 isogroup22237,-2.8 | |
| 13330 isogroup22239,-0.8 | |
| 13331 isogroup2224,1.1 | |
| 13332 isogroup22240,-0.4 | |
| 13333 isogroup22241,-0.8 | |
| 13334 isogroup22242,-1 | |
| 13335 isogroup22243,0.3 | |
| 13336 isogroup22244,0.8 | |
| 13337 isogroup22245,-0.4 | |
| 13338 isogroup22246,-1.3 | |
| 13339 isogroup22247,0 | |
| 13340 isogroup22248,1.2 | |
| 13341 isogroup22249,0.7 | |
| 13342 isogroup2225,0.3 | |
| 13343 isogroup22250,0.1 | |
| 13344 isogroup22251,-0.2 | |
| 13345 isogroup22252,1.4 | |
| 13346 isogroup22253,0 | |
| 13347 isogroup22255,2.3 | |
| 13348 isogroup22256,-10 | |
| 13349 isogroup22257,-1.2 | |
| 13350 isogroup22258,0.4 | |
| 13351 isogroup22259,0.2 | |
| 13352 isogroup2226,1.4 | |
| 13353 isogroup22260,0.8 | |
| 13354 isogroup22261,0.1 | |
| 13355 isogroup22262,-1.6 | |
| 13356 isogroup22263,-2.8 | |
| 13357 isogroup22264,0.5 | |
| 13358 isogroup22265,0.5 | |
| 13359 isogroup22266,1.4 | |
| 13360 isogroup22267,0.8 | |
| 13361 isogroup22269,0.3 | |
| 13362 isogroup2227,-0.1 | |
| 13363 isogroup22270,0.2 | |
| 13364 isogroup22271,-1.1 | |
| 13365 isogroup22272,-0.4 | |
| 13366 isogroup22273,-0.3 | |
| 13367 isogroup22274,0.6 | |
| 13368 isogroup22275,0.8 | |
| 13369 isogroup22276,1.4 | |
| 13370 isogroup22277,0.4 | |
| 13371 isogroup22278,-0.3 | |
| 13372 isogroup22279,0.8 | |
| 13373 isogroup2228,-8 | |
| 13374 isogroup22280,1.6 | |
| 13375 isogroup22281,0.8 | |
| 13376 isogroup22282,0.8 | |
| 13377 isogroup22284,-0.5 | |
| 13378 isogroup22285,-4.9 | |
| 13379 isogroup22286,-0.4 | |
| 13380 isogroup22287,0.3 | |
| 13381 isogroup22288,0.3 | |
| 13382 isogroup22289,0.5 | |
| 13383 isogroup2229,-1.1 | |
| 13384 isogroup22290,0.3 | |
| 13385 isogroup22291,0.3 | |
| 13386 isogroup22292,-0.5 | |
| 13387 isogroup22293,2.2 | |
| 13388 isogroup22294,1.1 | |
| 13389 isogroup22295,1 | |
| 13390 isogroup22296,0.9 | |
| 13391 isogroup22297,1.2 | |
| 13392 isogroup22298,-0.1 | |
| 13393 isogroup22299,0 | |
| 13394 isogroup223,3.7 | |
| 13395 isogroup2230,-1.1 | |
| 13396 isogroup22300,-0.1 | |
| 13397 isogroup22301,-0.1 | |
| 13398 isogroup22302,1 | |
| 13399 isogroup22303,1.1 | |
| 13400 isogroup22304,0.1 | |
| 13401 isogroup22305,0.2 | |
| 13402 isogroup22306,0.1 | |
| 13403 isogroup22307,1.5 | |
| 13404 isogroup22308,-0.4 | |
| 13405 isogroup22309,0.2 | |
| 13406 isogroup2231,0.2 | |
| 13407 isogroup22310,0.7 | |
| 13408 isogroup22311,-0.5 | |
| 13409 isogroup22312,0.1 | |
| 13410 isogroup22313,-0.3 | |
| 13411 isogroup22314,1.3 | |
| 13412 isogroup22315,-0.2 | |
| 13413 isogroup22316,-0.3 | |
| 13414 isogroup22317,3 | |
| 13415 isogroup22318,0.5 | |
| 13416 isogroup22319,1.7 | |
| 13417 isogroup2232,0.4 | |
| 13418 isogroup22320,-0.1 | |
| 13419 isogroup22321,10 | |
| 13420 isogroup22322,1.9 | |
| 13421 isogroup22323,0 | |
| 13422 isogroup22324,0.7 | |
| 13423 isogroup22325,2.7 | |
| 13424 isogroup22326,0.1 | |
| 13425 isogroup22327,0.5 | |
| 13426 isogroup22328,-1.2 | |
| 13427 isogroup22329,-0.1 | |
| 13428 isogroup2233,-1.5 | |
| 13429 isogroup22330,-0.3 | |
| 13430 isogroup22331,-0.2 | |
| 13431 isogroup22332,1.1 | |
| 13432 isogroup22333,-10 | |
| 13433 isogroup22334,1.7 | |
| 13434 isogroup22335,-0.2 | |
| 13435 isogroup22336,0 | |
| 13436 isogroup22337,-0.4 | |
| 13437 isogroup22338,-5.4 | |
| 13438 isogroup22339,1.1 | |
| 13439 isogroup2234,3.1 | |
| 13440 isogroup22340,-0.5 | |
| 13441 isogroup22341,-7.3 | |
| 13442 isogroup22342,0.6 | |
| 13443 isogroup22343,0.6 | |
| 13444 isogroup22344,-0.6 | |
| 13445 isogroup22346,1.2 | |
| 13446 isogroup22347,-0.6 | |
| 13447 isogroup22348,0.6 | |
| 13448 isogroup22349,2.3 | |
| 13449 isogroup2235,0.3 | |
| 13450 isogroup22350,-0.1 | |
| 13451 isogroup22351,-0.1 | |
| 13452 isogroup22352,0.4 | |
| 13453 isogroup22353,0 | |
| 13454 isogroup22354,-2.1 | |
| 13455 isogroup22355,0.6 | |
| 13456 isogroup22356,0.1 | |
| 13457 isogroup22357,0.4 | |
| 13458 isogroup22358,0.1 | |
| 13459 isogroup22359,0.5 | |
| 13460 isogroup2236,0.3 | |
| 13461 isogroup22360,-2 | |
| 13462 isogroup22361,0.3 | |
| 13463 isogroup22363,0 | |
| 13464 isogroup22364,0.3 | |
| 13465 isogroup22365,1.8 | |
| 13466 isogroup22366,-0.8 | |
| 13467 isogroup22367,-0.4 | |
| 13468 isogroup22368,0.2 | |
| 13469 isogroup22369,0.7 | |
| 13470 isogroup2237,-1.2 | |
| 13471 isogroup22370,1.6 | |
| 13472 isogroup22371,-0.6 | |
| 13473 isogroup22372,-0.6 | |
| 13474 isogroup22373,1.8 | |
| 13475 isogroup22374,-10 | |
| 13476 isogroup22375,-4.6 | |
| 13477 isogroup22376,0 | |
| 13478 isogroup22377,1.4 | |
| 13479 isogroup22378,0.7 | |
| 13480 isogroup22379,0.8 | |
| 13481 isogroup2238,0 | |
| 13482 isogroup22380,1 | |
| 13483 isogroup22381,1.1 | |
| 13484 isogroup22382,1.1 | |
| 13485 isogroup22383,0.3 | |
| 13486 isogroup22384,0.1 | |
| 13487 isogroup22385,0.6 | |
| 13488 isogroup22386,-0.1 | |
| 13489 isogroup22387,0.4 | |
| 13490 isogroup22388,-0.3 | |
| 13491 isogroup2239,0.4 | |
| 13492 isogroup22390,1.5 | |
| 13493 isogroup22391,0.1 | |
| 13494 isogroup22392,1.1 | |
| 13495 isogroup22393,-0.6 | |
| 13496 isogroup22394,0.2 | |
| 13497 isogroup22395,0.6 | |
| 13498 isogroup22396,0.2 | |
| 13499 isogroup22397,0 | |
| 13500 isogroup22398,0.4 | |
| 13501 isogroup22399,-0.8 | |
| 13502 isogroup224,-0.3 | |
| 13503 isogroup2240,1 | |
| 13504 isogroup22400,-0.1 | |
| 13505 isogroup22401,0.6 | |
| 13506 isogroup22402,0.2 | |
| 13507 isogroup22403,0.7 | |
| 13508 isogroup22404,0.3 | |
| 13509 isogroup22405,-0.5 | |
| 13510 isogroup22406,-0.1 | |
| 13511 isogroup22407,0 | |
| 13512 isogroup22408,0 | |
| 13513 isogroup22409,3.3 | |
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| 14027 isogroup22895,0.4 | |
| 14028 isogroup22896,0.1 | |
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| 14030 isogroup22899,-0.8 | |
| 14031 isogroup229,4.2 | |
| 14032 isogroup2290,0.2 | |
| 14033 isogroup22900,0.5 | |
| 14034 isogroup22901,-2.6 | |
| 14035 isogroup22902,-0.1 | |
| 14036 isogroup22903,1.6 | |
| 14037 isogroup22904,0.5 | |
| 14038 isogroup22905,0.6 | |
| 14039 isogroup22907,3.1 | |
| 14040 isogroup22908,1.4 | |
| 14041 isogroup22909,0.3 | |
| 14042 isogroup2291,5.4 | |
| 14043 isogroup22910,-1.7 | |
| 14044 isogroup22911,-10 | |
| 14045 isogroup22912,0.4 | |
| 14046 isogroup22913,1.6 | |
| 14047 isogroup22914,0.9 | |
| 14048 isogroup22915,0.4 | |
| 14049 isogroup22916,-0.5 | |
| 14050 isogroup22917,-1 | |
| 14051 isogroup22918,0.3 | |
| 14052 isogroup22919,-3.5 | |
| 14053 isogroup2292,1 | |
| 14054 isogroup22920,0.3 | |
| 14055 isogroup22921,0.6 | |
| 14056 isogroup22922,-1.7 | |
| 14057 isogroup22923,0.2 | |
| 14058 isogroup22925,-0.4 | |
| 14059 isogroup22926,0 | |
| 14060 isogroup22927,0.4 | |
| 14061 isogroup22928,0.3 | |
| 14062 isogroup22929,-0.4 | |
| 14063 isogroup2293,-0.1 | |
| 14064 isogroup22930,2.8 | |
| 14065 isogroup22931,0.6 | |
| 14066 isogroup22932,1.7 | |
| 14067 isogroup22933,-0.2 | |
| 14068 isogroup22934,0.6 | |
| 14069 isogroup22935,2.1 | |
| 14070 isogroup22936,2.9 | |
| 14071 isogroup22937,-2.6 | |
| 14072 isogroup22938,-0.1 | |
| 14073 isogroup22939,0 | |
| 14074 isogroup2294,-2.7 | |
| 14075 isogroup22940,5.1 | |
| 14076 isogroup22941,0 | |
| 14077 isogroup22942,0.4 | |
| 14078 isogroup22943,2 | |
| 14079 isogroup22944,0.3 | |
| 14080 isogroup22945,-0.5 | |
| 14081 isogroup22946,0 | |
| 14082 isogroup22947,-0.4 | |
| 14083 isogroup22948,1.6 | |
| 14084 isogroup22949,2.6 | |
| 14085 isogroup2295,-0.3 | |
| 14086 isogroup22950,-0.1 | |
| 14087 isogroup22951,-0.6 | |
| 14088 isogroup22952,-4 | |
| 14089 isogroup22953,0.8 | |
| 14090 isogroup22954,0.3 | |
| 14091 isogroup22955,0.5 | |
| 14092 isogroup22956,1.2 | |
| 14093 isogroup22957,0.4 | |
| 14094 isogroup22958,1.6 | |
| 14095 isogroup22959,0 | |
| 14096 isogroup2296,3.6 | |
| 14097 isogroup22960,0.6 | |
| 14098 isogroup22961,-0.5 | |
| 14099 isogroup22962,0.5 | |
| 14100 isogroup22963,1 | |
| 14101 isogroup22964,0.5 | |
| 14102 isogroup22965,0 | |
| 14103 isogroup22966,1.8 | |
| 14104 isogroup22967,-2.6 | |
| 14105 isogroup22968,1.1 | |
| 14106 isogroup22969,0.9 | |
| 14107 isogroup2297,0.2 | |
| 14108 isogroup22970,0.3 | |
| 14109 isogroup22971,0.6 | |
| 14110 isogroup22972,-8.1 | |
| 14111 isogroup22973,0.4 | |
| 14112 isogroup22974,0.1 | |
| 14113 isogroup22975,2.8 | |
| 14114 isogroup22976,0.7 | |
| 14115 isogroup22977,3.1 | |
| 14116 isogroup22978,0.8 | |
| 14117 isogroup22979,0.6 | |
| 14118 isogroup2298,0.6 | |
| 14119 isogroup22980,0.1 | |
| 14120 isogroup22981,-0.8 | |
| 14121 isogroup22982,1 | |
| 14122 isogroup22983,-0.4 | |
| 14123 isogroup22984,0.1 | |
| 14124 isogroup22985,2.6 | |
| 14125 isogroup22986,-5.2 | |
| 14126 isogroup22987,0.1 | |
| 14127 isogroup22988,1.9 | |
| 14128 isogroup22989,2.6 | |
| 14129 isogroup2299,0 | |
| 14130 isogroup2299.1,-0.7 | |
| 14131 isogroup22990,-0.4 | |
| 14132 isogroup22991,0 | |
| 14133 isogroup22992,0 | |
| 14134 isogroup22993,0.2 | |
| 14135 isogroup22994,0.5 | |
| 14136 isogroup22995,1.4 | |
| 14137 isogroup22996,2.1 | |
| 14138 isogroup22997,-10 | |
| 14139 isogroup22998,-2.2 | |
| 14140 isogroup22999,0.1 | |
| 14141 isogroup23,3.6 | |
| 14142 isogroup230,0.5 | |
| 14143 isogroup2300,-0.2 | |
| 14144 isogroup2300.1,-0.8 | |
| 14145 isogroup23000,0.7 | |
| 14146 isogroup23001,0.1 | |
| 14147 isogroup23002,-0.2 | |
| 14148 isogroup23003,0.1 | |
| 14149 isogroup23004,-2.5 | |
| 14150 isogroup23005,-0.2 | |
| 14151 isogroup23006,-0.3 | |
| 14152 isogroup23007,-2.8 | |
| 14153 isogroup23008,0.1 | |
| 14154 isogroup23009,0.1 | |
| 14155 isogroup2301,1.5 | |
| 14156 isogroup23010,2 | |
| 14157 isogroup23011,0.5 | |
| 14158 isogroup23012,0 | |
| 14159 isogroup23013,3.6 | |
| 14160 isogroup23014,0.8 | |
| 14161 isogroup23015,1.8 | |
| 14162 isogroup23016,-1 | |
| 14163 isogroup23017,-0.1 | |
| 14164 isogroup23018,0.4 | |
| 14165 isogroup2302,-3.6 | |
| 14166 isogroup23020,0.1 | |
| 14167 isogroup23021,0.8 | |
| 14168 isogroup23022,1.9 | |
| 14169 isogroup23023,-0.2 | |
| 14170 isogroup23024,0.1 | |
| 14171 isogroup23025,0.1 | |
| 14172 isogroup23026,-0.4 | |
| 14173 isogroup23027,0 | |
| 14174 isogroup23028,-1.4 | |
| 14175 isogroup23029,0.2 | |
| 14176 isogroup2303,2.3 | |
| 14177 isogroup23030,-1.6 | |
| 14178 isogroup23031,1.4 | |
| 14179 isogroup23032,0.4 | |
| 14180 isogroup23033,-1.9 | |
| 14181 isogroup23034,1 | |
| 14182 isogroup23035,-0.5 | |
| 14183 isogroup23036,-0.1 | |
| 14184 isogroup23037,0.5 | |
| 14185 isogroup23038,0.4 | |
| 14186 isogroup23039,-0.6 | |
| 14187 isogroup2304,0.5 | |
| 14188 isogroup23040,0.5 | |
| 14189 isogroup23041,0.2 | |
| 14190 isogroup23042,-0.5 | |
| 14191 isogroup23043,-2.2 | |
| 14192 isogroup23044,-0.3 | |
| 14193 isogroup23045,2.1 | |
| 14194 isogroup23046,0.8 | |
| 14195 isogroup23047,-5.3 | |
| 14196 isogroup23048,-0.1 | |
| 14197 isogroup23049,-0.6 | |
| 14198 isogroup2305,0.4 | |
| 14199 isogroup23050,-10 | |
| 14200 isogroup23051,-0.5 | |
| 14201 isogroup23052,0.2 | |
| 14202 isogroup23053,0.3 | |
| 14203 isogroup23054,-1.8 | |
| 14204 isogroup23055,0.9 | |
| 14205 isogroup23056,0.1 | |
| 14206 isogroup23057,-0.2 | |
| 14207 isogroup23058,0.9 | |
| 14208 isogroup23059,-0.4 | |
| 14209 isogroup2306,1.3 | |
| 14210 isogroup23060,0.2 | |
| 14211 isogroup23061,0.4 | |
| 14212 isogroup23062,-5.2 | |
| 14213 isogroup23063,-0.4 | |
| 14214 isogroup23064,3.8 | |
| 14215 isogroup23065,-0.2 | |
| 14216 isogroup23066,0.7 | |
| 14217 isogroup23067,0.2 | |
| 14218 isogroup23068,0.3 | |
| 14219 isogroup23069,0.6 | |
| 14220 isogroup2307,4.8 | |
| 14221 isogroup23070,-0.1 | |
| 14222 isogroup23071,0.3 | |
| 14223 isogroup23072,0 | |
| 14224 isogroup23073,0.5 | |
| 14225 isogroup23074,0.2 | |
| 14226 isogroup23075,0.2 | |
| 14227 isogroup23076,0.3 | |
| 14228 isogroup23077,0.1 | |
| 14229 isogroup23078,1.5 | |
| 14230 isogroup23079,-1 | |
| 14231 isogroup2308,1.4 | |
| 14232 isogroup23080,0.4 | |
| 14233 isogroup23081,-0.1 | |
| 14234 isogroup23082,10 | |
| 14235 isogroup23083,-1 | |
| 14236 isogroup23084,0.2 | |
| 14237 isogroup23085,-3 | |
| 14238 isogroup23086,-2 | |
| 14239 isogroup23087,0.2 | |
| 14240 isogroup23088,-0.3 | |
| 14241 isogroup23089,1.5 | |
| 14242 isogroup2309,-0.5 | |
| 14243 isogroup23090,0.8 | |
| 14244 isogroup23092,-0.3 | |
| 14245 isogroup23093,-0.4 | |
| 14246 isogroup23094,-1.7 | |
| 14247 isogroup23095,0.2 | |
| 14248 isogroup23097,7.1 | |
| 14249 isogroup23098,-7.7 | |
| 14250 isogroup23099,-0.3 | |
| 14251 isogroup231,4.3 | |
| 14252 isogroup2310,0.2 | |
| 14253 isogroup23100,-0.2 | |
| 14254 isogroup23101,0.1 | |
| 14255 isogroup23102,-0.1 | |
| 14256 isogroup23103,-0.5 | |
| 14257 isogroup23104,-0.2 | |
| 14258 isogroup23105,2.1 | |
| 14259 isogroup23106,-2.4 | |
| 14260 isogroup23107,0 | |
| 14261 isogroup23108,-0.3 | |
| 14262 isogroup23109,0.1 | |
| 14263 isogroup2311,0.2 | |
| 14264 isogroup23110,1.3 | |
| 14265 isogroup23111,-0.1 | |
| 14266 isogroup23112,-0.4 | |
| 14267 isogroup23113,0 | |
| 14268 isogroup23114,0.2 | |
| 14269 isogroup23115,-0.2 | |
| 14270 isogroup23116,1.1 | |
| 14271 isogroup23117,3.7 | |
| 14272 isogroup23118,-0.3 | |
| 14273 isogroup23119,2.6 | |
| 14274 isogroup2312,1.5 | |
| 14275 isogroup23120,-1.4 | |
| 14276 isogroup23121,0.3 | |
| 14277 isogroup23122,-1 | |
| 14278 isogroup23123,1 | |
| 14279 isogroup23124,0.1 | |
| 14280 isogroup23125,-10 | |
| 14281 isogroup23126,0 | |
| 14282 isogroup23127,0.4 | |
| 14283 isogroup23128,0.7 | |
| 14284 isogroup23129,0.6 | |
| 14285 isogroup23130,-0.4 | |
| 14286 isogroup23131,0.5 | |
| 14287 isogroup23132,-1.3 | |
| 14288 isogroup23133,6.3 | |
| 14289 isogroup23134,1.8 | |
| 14290 isogroup23135,0 | |
| 14291 isogroup23136,0 | |
| 14292 isogroup23137,-1.1 | |
| 14293 isogroup23138,0.8 | |
| 14294 isogroup23139,0.7 | |
| 14295 isogroup2314,-0.1 | |
| 14296 isogroup23140,0 | |
| 14297 isogroup23141,-3 | |
| 14298 isogroup23142,0.6 | |
| 14299 isogroup23143,-0.4 | |
| 14300 isogroup23144,-1.1 | |
| 14301 isogroup23145,0.3 | |
| 14302 isogroup23146,-0.6 | |
| 14303 isogroup23147,1.3 | |
| 14304 isogroup23148,0.4 | |
| 14305 isogroup23149,0.2 | |
| 14306 isogroup2315,2 | |
| 14307 isogroup23150,2.6 | |
| 14308 isogroup23151,1.2 | |
| 14309 isogroup23152,2.5 | |
| 14310 isogroup23153,1.3 | |
| 14311 isogroup23154,0.5 | |
| 14312 isogroup23155,0.3 | |
| 14313 isogroup23156,1 | |
| 14314 isogroup23157,0.9 | |
| 14315 isogroup23158,1.5 | |
| 14316 isogroup23159,-0.3 | |
| 14317 isogroup2316,3.2 | |
| 14318 isogroup23160,2.6 | |
| 14319 isogroup23161,-2.9 | |
| 14320 isogroup23162,0.3 | |
| 14321 isogroup23163,0.4 | |
| 14322 isogroup23164,-0.4 | |
| 14323 isogroup23165,-0.3 | |
| 14324 isogroup23166,1 | |
| 14325 isogroup23167,0 | |
| 14326 isogroup23168,-2.2 | |
| 14327 isogroup23169,0.5 | |
| 14328 isogroup2317,-0.2 | |
| 14329 isogroup23170,0.4 | |
| 14330 isogroup23171,-0.4 | |
| 14331 isogroup23172,0.1 | |
| 14332 isogroup23173,-0.5 | |
| 14333 isogroup23174,0.2 | |
| 14334 isogroup23175,-0.2 | |
| 14335 isogroup23176,0.1 | |
| 14336 isogroup23177,0.1 | |
| 14337 isogroup23178,0 | |
| 14338 isogroup23179,0.9 | |
| 14339 isogroup2318,0.3 | |
| 14340 isogroup23180,1.9 | |
| 14341 isogroup23183,0.5 | |
| 14342 isogroup23184,2.1 | |
| 14343 isogroup23185,-1 | |
| 14344 isogroup23186,-0.1 | |
| 14345 isogroup23187,1.8 | |
| 14346 isogroup23188,1.4 | |
| 14347 isogroup23189,-1.1 | |
| 14348 isogroup2319,-2.2 | |
| 14349 isogroup23190,-0.9 | |
| 14350 isogroup23191,0.3 | |
| 14351 isogroup23192,-0.1 | |
| 14352 isogroup23194,0 | |
| 14353 isogroup23195,0.1 | |
| 14354 isogroup23196,-0.1 | |
| 14355 isogroup23197,-0.2 | |
| 14356 isogroup23198,-0.1 | |
| 14357 isogroup23199,1.2 | |
| 14358 isogroup232,1.5 | |
| 14359 isogroup2320,-1.9 | |
| 14360 isogroup23200,0.2 | |
| 14361 isogroup23201,0.1 | |
| 14362 isogroup23202,1 | |
| 14363 isogroup23203,0.5 | |
| 14364 isogroup23204,0.2 | |
| 14365 isogroup23205,1 | |
| 14366 isogroup23206,0.4 | |
| 14367 isogroup23207,3.4 | |
| 14368 isogroup23208,-3.3 | |
| 14369 isogroup23209,-0.3 | |
| 14370 isogroup2321,-1.8 | |
| 14371 isogroup23210,-1.6 | |
| 14372 isogroup23211,-1.5 | |
| 14373 isogroup23211.1,-0.4 | |
| 14374 isogroup23212,1.4 | |
| 14375 isogroup23213,0.7 | |
| 14376 isogroup23214,1.5 | |
| 14377 isogroup23215,1.4 | |
| 14378 isogroup23216,-0.3 | |
| 14379 isogroup23217,-8.2 | |
| 14380 isogroup23218,-0.2 | |
| 14381 isogroup23219,-0.9 | |
| 14382 isogroup2322,3.1 | |
| 14383 isogroup23220,3.6 | |
| 14384 isogroup23221,1.8 | |
| 14385 isogroup23222,0.3 | |
| 14386 isogroup23223,0.6 | |
| 14387 isogroup23224,-0.2 | |
| 14388 isogroup23225,0.9 | |
| 14389 isogroup23226,0.8 | |
| 14390 isogroup23227,0.5 | |
| 14391 isogroup23228,1.2 | |
| 14392 isogroup23229,0.1 | |
| 14393 isogroup2323,-0.9 | |
| 14394 isogroup23230,0.1 | |
| 14395 isogroup23232,1.9 | |
| 14396 isogroup23233,-0.6 | |
| 14397 isogroup23234,-1.3 | |
| 14398 isogroup23235,0.5 | |
| 14399 isogroup23236,-0.2 | |
| 14400 isogroup23237,0.2 | |
| 14401 isogroup23238,0.9 | |
| 14402 isogroup23239,-0.2 | |
| 14403 isogroup2324,-0.7 | |
| 14404 isogroup23240,-0.6 | |
| 14405 isogroup23241,0.3 | |
| 14406 isogroup23242,0.7 | |
| 14407 isogroup23243,-0.8 | |
| 14408 isogroup23245,0.2 | |
| 14409 isogroup23246,0.1 | |
| 14410 isogroup23247,-0.2 | |
| 14411 isogroup23248,2.3 | |
| 14412 isogroup2325,0.4 | |
| 14413 isogroup23250,-2.8 | |
| 14414 isogroup23251,0.5 | |
| 14415 isogroup23252,0.3 | |
| 14416 isogroup23253,0.3 | |
| 14417 isogroup23254,0.2 | |
| 14418 isogroup23255,0.6 | |
| 14419 isogroup23256,-9.8 | |
| 14420 isogroup23257,0.2 | |
| 14421 isogroup23258,-4 | |
| 14422 isogroup23259,0.9 | |
| 14423 isogroup2326,0.1 | |
| 14424 isogroup23260,0.6 | |
| 14425 isogroup23261,1.1 | |
| 14426 isogroup23262,-1.5 | |
| 14427 isogroup23263,0 | |
| 14428 isogroup23264,0.5 | |
| 14429 isogroup23265,0.8 | |
| 14430 isogroup23266,-0.2 | |
| 14431 isogroup23267,0 | |
| 14432 isogroup23268,0.9 | |
| 14433 isogroup23269,0.1 | |
| 14434 isogroup2327,2 | |
| 14435 isogroup23270,1.1 | |
| 14436 isogroup23271,-1.9 | |
| 14437 isogroup23272,0 | |
| 14438 isogroup23273,0 | |
| 14439 isogroup23274,-1 | |
| 14440 isogroup23275,-0.5 | |
| 14441 isogroup23276,-1 | |
| 14442 isogroup23277,1 | |
| 14443 isogroup23278,0.8 | |
| 14444 isogroup23279,-0.2 | |
| 14445 isogroup2328,0.8 | |
| 14446 isogroup23280,-0.3 | |
| 14447 isogroup23281,-0.2 | |
| 14448 isogroup23282,-1.4 | |
| 14449 isogroup23283,-0.1 | |
| 14450 isogroup23284,-0.4 | |
| 14451 isogroup23285,0.5 | |
| 14452 isogroup23286,-0.3 | |
| 14453 isogroup23287,1 | |
| 14454 isogroup23288,-0.8 | |
| 14455 isogroup23289,2.3 | |
| 14456 isogroup2329,-1.2 | |
| 14457 isogroup23290,-1.5 | |
| 14458 isogroup23291,-0.2 | |
| 14459 isogroup23292,-0.7 | |
| 14460 isogroup23293,0 | |
| 14461 isogroup23294,2.3 | |
| 14462 isogroup23295,-1.6 | |
| 14463 isogroup23297,-1.7 | |
| 14464 isogroup23298,0.2 | |
| 14465 isogroup23299,-0.2 | |
| 14466 isogroup233,3.3 | |
| 14467 isogroup2330,-0.7 | |
| 14468 isogroup23300,0 | |
| 14469 isogroup23301,0.2 | |
| 14470 isogroup23302,0 | |
| 14471 isogroup23303,2.5 | |
| 14472 isogroup23305,-0.5 | |
| 14473 isogroup23306,-3.2 | |
| 14474 isogroup23307,-0.6 | |
| 14475 isogroup23308,-0.5 | |
| 14476 isogroup23309,0.3 | |
| 14477 isogroup2331,-1 | |
| 14478 isogroup23310,-0.5 | |
| 14479 isogroup23311,0.2 | |
| 14480 isogroup23312,1.3 | |
| 14481 isogroup23313,-2.6 | |
| 14482 isogroup23314,0 | |
| 14483 isogroup23315,-0.8 | |
| 14484 isogroup23316,-0.6 | |
| 14485 isogroup23317,0.5 | |
| 14486 isogroup23318,0.2 | |
| 14487 isogroup23319,4.3 | |
| 14488 isogroup2332,2.4 | |
| 14489 isogroup23320,1.1 | |
| 14490 isogroup23321,4 | |
| 14491 isogroup23322,0.6 | |
| 14492 isogroup23323,0.3 | |
| 14493 isogroup23324,-6.2 | |
| 14494 isogroup23325,1.1 | |
| 14495 isogroup23326,0.2 | |
| 14496 isogroup23327,-2 | |
| 14497 isogroup23328,1.3 | |
| 14498 isogroup23329,0.8 | |
| 14499 isogroup2333,-0.1 | |
| 14500 isogroup23330,0.4 | |
| 14501 isogroup23331,-0.5 | |
| 14502 isogroup23332,1.4 | |
| 14503 isogroup23333,-1.9 | |
| 14504 isogroup23334,0.1 | |
| 14505 isogroup23335,0 | |
| 14506 isogroup23336,0.7 | |
| 14507 isogroup23337,2.1 | |
| 14508 isogroup23338,-0.1 | |
| 14509 isogroup23339,1.2 | |
| 14510 isogroup2334,0.8 | |
| 14511 isogroup2334.1,1.6 | |
| 14512 isogroup23340,-0.1 | |
| 14513 isogroup23341,0.3 | |
| 14514 isogroup23343,-7.7 | |
| 14515 isogroup23344,-0.8 | |
| 14516 isogroup23345,0.3 | |
| 14517 isogroup23346,0.7 | |
| 14518 isogroup23347,1.1 | |
| 14519 isogroup23348,-3.1 | |
| 14520 isogroup23349,0.5 | |
| 14521 isogroup2335,1.7 | |
| 14522 isogroup23350,-1.3 | |
| 14523 isogroup23351,1.3 | |
| 14524 isogroup23352,0.2 | |
| 14525 isogroup23353,0 | |
| 14526 isogroup23354,0.3 | |
| 14527 isogroup23355,0.7 | |
| 14528 isogroup23356,0.3 | |
| 14529 isogroup23357,-1.6 | |
| 14530 isogroup23358,-0.3 | |
| 14531 isogroup2336,0 | |
| 14532 isogroup23360,0.2 | |
| 14533 isogroup23361,-0.6 | |
| 14534 isogroup23362,0.1 | |
| 14535 isogroup23364,1.3 | |
| 14536 isogroup23365,2.3 | |
| 14537 isogroup23366,0.2 | |
| 14538 isogroup23367,0.8 | |
| 14539 isogroup23369,0.7 | |
| 14540 isogroup2337,1 | |
| 14541 isogroup23370,1.2 | |
| 14542 isogroup23371,-0.4 | |
| 14543 isogroup23373,-0.1 | |
| 14544 isogroup23374,-1.2 | |
| 14545 isogroup23375,-0.8 | |
| 14546 isogroup23376,-0.1 | |
| 14547 isogroup23377,-0.4 | |
| 14548 isogroup23379,-8.9 | |
| 14549 isogroup2338,-0.5 | |
| 14550 isogroup23380,0.5 | |
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| 14554 isogroup23384,0.5 | |
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| 14582 isogroup23410,-0.5 | |
| 14583 isogroup23411,0.9 | |
| 14584 isogroup23412,0.9 | |
| 14585 isogroup23413,-8.4 | |
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| 14588 isogroup23416,-3 | |
| 14589 isogroup23417,0.6 | |
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| 14591 isogroup23419,2.2 | |
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| 14595 isogroup23422,0.4 | |
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| 14601 isogroup23428,0 | |
| 14602 isogroup23429,1.5 | |
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| 14604 isogroup23431,0.4 | |
| 14605 isogroup23432,0.5 | |
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| 14640 isogroup23466,-0.2 | |
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| 15028 isogroup23825,0 | |
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| 15059 isogroup23854,2.4 | |
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| 15061 isogroup23856,0.6 | |
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| 15065 isogroup2386,0.4 | |
| 15066 isogroup23860,1.4 | |
| 15067 isogroup23861,0.5 | |
| 15068 isogroup23862,0 | |
| 15069 isogroup23863,-1.5 | |
| 15070 isogroup23864,-0.2 | |
| 15071 isogroup23865,-0.4 | |
| 15072 isogroup23866,0.5 | |
| 15073 isogroup23867,-0.1 | |
| 15074 isogroup23868,-0.2 | |
| 15075 isogroup23869,-0.4 | |
| 15076 isogroup2387,0.8 | |
| 15077 isogroup23870,0.5 | |
| 15078 isogroup23871,-7.1 | |
| 15079 isogroup23872,-0.8 | |
| 15080 isogroup23873,0 | |
| 15081 isogroup23874,-0.1 | |
| 15082 isogroup23875,-1.1 | |
| 15083 isogroup23876,0.3 | |
| 15084 isogroup23877,-0.4 | |
| 15085 isogroup23879,1.3 | |
| 15086 isogroup2388,3.4 | |
| 15087 isogroup23880,1.1 | |
| 15088 isogroup23881,0.5 | |
| 15089 isogroup23882,-1 | |
| 15090 isogroup23883,1.6 | |
| 15091 isogroup23884,0.8 | |
| 15092 isogroup23885,0.2 | |
| 15093 isogroup23886,0.8 | |
| 15094 isogroup23887,0.1 | |
| 15095 isogroup23888,-0.3 | |
| 15096 isogroup2389,-6.3 | |
| 15097 isogroup23890,0.6 | |
| 15098 isogroup23891,0.7 | |
| 15099 isogroup23892,0.7 | |
| 15100 isogroup23893,0.1 | |
| 15101 isogroup23894,0.3 | |
| 15102 isogroup23895,-0.2 | |
| 15103 isogroup23896,-0.5 | |
| 15104 isogroup23898,0.5 | |
| 15105 isogroup23899,1.3 | |
| 15106 isogroup239,-10 | |
| 15107 isogroup239.1,0.9 | |
| 15108 isogroup2390,0.9 | |
| 15109 isogroup2390.1,0.2 | |
| 15110 isogroup23900,0 | |
| 15111 isogroup23901,-10 | |
| 15112 isogroup23902,-0.7 | |
| 15113 isogroup23903,3.6 | |
| 15114 isogroup23904,0.3 | |
| 15115 isogroup23905,-0.2 | |
| 15116 isogroup23906,1.8 | |
| 15117 isogroup23907,0.3 | |
| 15118 isogroup23909,-0.2 | |
| 15119 isogroup2391,1.9 | |
| 15120 isogroup23910,0 | |
| 15121 isogroup23911,0.2 | |
| 15122 isogroup23912,0.2 | |
| 15123 isogroup23913,0.4 | |
| 15124 isogroup23914,0.8 | |
| 15125 isogroup23915,0.2 | |
| 15126 isogroup23916,-0.3 | |
| 15127 isogroup23917,1.2 | |
| 15128 isogroup23918,-5.4 | |
| 15129 isogroup2392,0.5 | |
| 15130 isogroup23921,-0.4 | |
| 15131 isogroup23922,0.2 | |
| 15132 isogroup23923,-0.5 | |
| 15133 isogroup23924,-0.9 | |
| 15134 isogroup23925,0.4 | |
| 15135 isogroup23926,-0.1 | |
| 15136 isogroup23927,0.2 | |
| 15137 isogroup23928,0.3 | |
| 15138 isogroup23929,0.7 | |
| 15139 isogroup2393,1.6 | |
| 15140 isogroup23930,-9.2 | |
| 15141 isogroup23931,0 | |
| 15142 isogroup23932,0.2 | |
| 15143 isogroup23933,0.8 | |
| 15144 isogroup23934,0.8 | |
| 15145 isogroup23935,2.2 | |
| 15146 isogroup23936,0.1 | |
| 15147 isogroup23937,0.2 | |
| 15148 isogroup23938,0.3 | |
| 15149 isogroup23939,-1.1 | |
| 15150 isogroup2394,-1.3 | |
| 15151 isogroup23940,4.3 | |
| 15152 isogroup23941,0.3 | |
| 15153 isogroup23942,-2.2 | |
| 15154 isogroup23943,-2.6 | |
| 15155 isogroup23944,-1.9 | |
| 15156 isogroup23945,0.1 | |
| 15157 isogroup23946,-0.8 | |
| 15158 isogroup23947,0.1 | |
| 15159 isogroup23948,-0.3 | |
| 15160 isogroup23949,-7.4 | |
| 15161 isogroup2395,0.2 | |
| 15162 isogroup23950,-0.3 | |
| 15163 isogroup23951,6.6 | |
| 15164 isogroup23952,-0.1 | |
| 15165 isogroup23953,0.2 | |
| 15166 isogroup23954,-0.3 | |
| 15167 isogroup23955,-1 | |
| 15168 isogroup23956,-0.6 | |
| 15169 isogroup23957,-2.4 | |
| 15170 isogroup23958,-1.1 | |
| 15171 isogroup23959,-1.4 | |
| 15172 isogroup2396,-0.7 | |
| 15173 isogroup23960,0.2 | |
| 15174 isogroup23961,-0.3 | |
| 15175 isogroup23962,-0.3 | |
| 15176 isogroup23963,2.8 | |
| 15177 isogroup23964,0 | |
| 15178 isogroup23965,-0.2 | |
| 15179 isogroup23966,0.2 | |
| 15180 isogroup23967,-0.4 | |
| 15181 isogroup23968,-0.4 | |
| 15182 isogroup2397,1.2 | |
| 15183 isogroup23970,-0.1 | |
| 15184 isogroup23971,0 | |
| 15185 isogroup23972,-0.6 | |
| 15186 isogroup23973,0.3 | |
| 15187 isogroup23974,0.4 | |
| 15188 isogroup23975,-0.6 | |
| 15189 isogroup23976,0.3 | |
| 15190 isogroup23977,-0.3 | |
| 15191 isogroup23978,-0.4 | |
| 15192 isogroup23979,1.1 | |
| 15193 isogroup2398,0.1 | |
| 15194 isogroup23980,0.2 | |
| 15195 isogroup23981,0.5 | |
| 15196 isogroup23982,-0.4 | |
| 15197 isogroup23983,0.5 | |
| 15198 isogroup23984,0.1 | |
| 15199 isogroup23985,1.1 | |
| 15200 isogroup23986,0.3 | |
| 15201 isogroup23987,4.3 | |
| 15202 isogroup23988,-1.8 | |
| 15203 isogroup23989,-0.4 | |
| 15204 isogroup2399,0.9 | |
| 15205 isogroup23990,-0.2 | |
| 15206 isogroup23991,5.3 | |
| 15207 isogroup23992,0.3 | |
| 15208 isogroup23994,1.2 | |
| 15209 isogroup23995,0.3 | |
| 15210 isogroup23996,1.5 | |
| 15211 isogroup23997,0 | |
| 15212 isogroup23998,0.4 | |
| 15213 isogroup23999,-0.7 | |
| 15214 isogroup24,2.5 | |
| 15215 isogroup240,1.8 | |
| 15216 isogroup2400,1.3 | |
| 15217 isogroup24000,-2.2 | |
| 15218 isogroup24001,0.9 | |
| 15219 isogroup24003,0.2 | |
| 15220 isogroup24004,-0.6 | |
| 15221 isogroup24005,1.7 | |
| 15222 isogroup24006,1 | |
| 15223 isogroup24007,0 | |
| 15224 isogroup24008,1.3 | |
| 15225 isogroup24009,0 | |
| 15226 isogroup2401,0.7 | |
| 15227 isogroup24010,0.7 | |
| 15228 isogroup24011,0.7 | |
| 15229 isogroup24012,0.1 | |
| 15230 isogroup24013,-0.3 | |
| 15231 isogroup24014,0.9 | |
| 15232 isogroup24015,0.7 | |
| 15233 isogroup24016,3.4 | |
| 15234 isogroup24017,0 | |
| 15235 isogroup24018,-0.9 | |
| 15236 isogroup24019,0.3 | |
| 15237 isogroup2402,2.2 | |
| 15238 isogroup24020,0.3 | |
| 15239 isogroup24022,0 | |
| 15240 isogroup24023,0.1 | |
| 15241 isogroup24024,2.8 | |
| 15242 isogroup24025,0.6 | |
| 15243 isogroup24026,0.5 | |
| 15244 isogroup24027,0.8 | |
| 15245 isogroup24028,2.3 | |
| 15246 isogroup24029,-0.8 | |
| 15247 isogroup2403,1.3 | |
| 15248 isogroup24030,0.2 | |
| 15249 isogroup24031,0.1 | |
| 15250 isogroup24032,-0.3 | |
| 15251 isogroup24033,1.5 | |
| 15252 isogroup24034,0.4 | |
| 15253 isogroup24035,0.3 | |
| 15254 isogroup24036,-0.8 | |
| 15255 isogroup24037,0.1 | |
| 15256 isogroup24038,-6.8 | |
| 15257 isogroup24039,0.3 | |
| 15258 isogroup2404,1.4 | |
| 15259 isogroup24040,1.2 | |
| 15260 isogroup24041,0 | |
| 15261 isogroup24042,0.5 | |
| 15262 isogroup24043,3.8 | |
| 15263 isogroup24044,2.5 | |
| 15264 isogroup24045,0 | |
| 15265 isogroup24046,1.5 | |
| 15266 isogroup24047,-1.4 | |
| 15267 isogroup24048,0.3 | |
| 15268 isogroup24049,-0.4 | |
| 15269 isogroup2405,0 | |
| 15270 isogroup24050,0.3 | |
| 15271 isogroup24051,-0.7 | |
| 15272 isogroup24052,-0.7 | |
| 15273 isogroup24053,0 | |
| 15274 isogroup24054,-7 | |
| 15275 isogroup24055,0 | |
| 15276 isogroup24056,0.1 | |
| 15277 isogroup24057,-0.8 | |
| 15278 isogroup24058,1.1 | |
| 15279 isogroup24059,-1.6 | |
| 15280 isogroup2406,1 | |
| 15281 isogroup24060,-0.2 | |
| 15282 isogroup24061,0.2 | |
| 15283 isogroup24062,1.7 | |
| 15284 isogroup24063,0.9 | |
| 15285 isogroup24064,0.5 | |
| 15286 isogroup24065,0.9 | |
| 15287 isogroup24066,0 | |
| 15288 isogroup24067,0 | |
| 15289 isogroup24068,0.5 | |
| 15290 isogroup24069,-1.4 | |
| 15291 isogroup2407,-0.2 | |
| 15292 isogroup24070,0 | |
| 15293 isogroup24071,0.7 | |
| 15294 isogroup24072,0.3 | |
| 15295 isogroup24073,-0.2 | |
| 15296 isogroup24074,1.2 | |
| 15297 isogroup24075,0 | |
| 15298 isogroup24076,0.4 | |
| 15299 isogroup24077,-0.2 | |
| 15300 isogroup24078,0 | |
| 15301 isogroup24079,-1.1 | |
| 15302 isogroup2408,-0.3 | |
| 15303 isogroup24080,0 | |
| 15304 isogroup24081,1 | |
| 15305 isogroup24082,1.3 | |
| 15306 isogroup24083,1.1 | |
| 15307 isogroup24084,-8 | |
| 15308 isogroup24085,0.4 | |
| 15309 isogroup24086,0.1 | |
| 15310 isogroup24087,0.7 | |
| 15311 isogroup24088,-0.2 | |
| 15312 isogroup24089,-0.7 | |
| 15313 isogroup2409,0.9 | |
| 15314 isogroup24090,0.3 | |
| 15315 isogroup24091,-1.3 | |
| 15316 isogroup24092,1.3 | |
| 15317 isogroup24093,0.9 | |
| 15318 isogroup24094,-6 | |
| 15319 isogroup24095,1.9 | |
| 15320 isogroup24096,0.1 | |
| 15321 isogroup24097,-0.4 | |
| 15322 isogroup24098,0.2 | |
| 15323 isogroup24099,0.4 | |
| 15324 isogroup241,0.4 | |
| 15325 isogroup2410,2.1 | |
| 15326 isogroup24100,-0.9 | |
| 15327 isogroup24101,0.5 | |
| 15328 isogroup24102,2 | |
| 15329 isogroup24103,3 | |
| 15330 isogroup24104,-0.5 | |
| 15331 isogroup24105,-0.1 | |
| 15332 isogroup24106,1.4 | |
| 15333 isogroup24107,0 | |
| 15334 isogroup24108,-1.1 | |
| 15335 isogroup24109,-1.9 | |
| 15336 isogroup2411,5.4 | |
| 15337 isogroup24110,-1.1 | |
| 15338 isogroup24111,0 | |
| 15339 isogroup24112,-3.5 | |
| 15340 isogroup24113,0.3 | |
| 15341 isogroup24114,0.8 | |
| 15342 isogroup24115,0 | |
| 15343 isogroup24116,0.7 | |
| 15344 isogroup24117,7 | |
| 15345 isogroup24118,-1.2 | |
| 15346 isogroup24119,-2.1 | |
| 15347 isogroup2412,0.5 | |
| 15348 isogroup24120,0.4 | |
| 15349 isogroup24121,-0.1 | |
| 15350 isogroup24122,-0.2 | |
| 15351 isogroup24123,-0.1 | |
| 15352 isogroup24124,-4.1 | |
| 15353 isogroup24125,0.3 | |
| 15354 isogroup24126,0.4 | |
| 15355 isogroup24127,-0.2 | |
| 15356 isogroup24128,0.1 | |
| 15357 isogroup24129,-0.1 | |
| 15358 isogroup2413,-0.4 | |
| 15359 isogroup24131,0 | |
| 15360 isogroup24132,0 | |
| 15361 isogroup24133,1.5 | |
| 15362 isogroup24134,0.1 | |
| 15363 isogroup24135,1.1 | |
| 15364 isogroup24136,0.6 | |
| 15365 isogroup24137,1.3 | |
| 15366 isogroup24138,1.5 | |
| 15367 isogroup24139,-0.2 | |
| 15368 isogroup2414,-2.2 | |
| 15369 isogroup24140,-0.3 | |
| 15370 isogroup24141,0 | |
| 15371 isogroup24142,-0.5 | |
| 15372 isogroup24143,0.6 | |
| 15373 isogroup24144,-0.1 | |
| 15374 isogroup24145,0 | |
| 15375 isogroup24146,-0.5 | |
| 15376 isogroup24147,-1 | |
| 15377 isogroup24148,0.2 | |
| 15378 isogroup24149,0.3 | |
| 15379 isogroup2415,-2.3 | |
| 15380 isogroup24150,-0.1 | |
| 15381 isogroup24151,-0.2 | |
| 15382 isogroup24152,0.7 | |
| 15383 isogroup24153,0.2 | |
| 15384 isogroup24154,-0.1 | |
| 15385 isogroup24155,0.3 | |
| 15386 isogroup24156,0.4 | |
| 15387 isogroup24157,2.7 | |
| 15388 isogroup24158,-0.3 | |
| 15389 isogroup24159,0.2 | |
| 15390 isogroup2416,1.1 | |
| 15391 isogroup24160,0.1 | |
| 15392 isogroup24161,-0.6 | |
| 15393 isogroup24162,-2.8 | |
| 15394 isogroup24163,0.3 | |
| 15395 isogroup24164,0.2 | |
| 15396 isogroup24165,-0.4 | |
| 15397 isogroup24166,2.5 | |
| 15398 isogroup24167,-1.2 | |
| 15399 isogroup24168,-0.5 | |
| 15400 isogroup24169,0 | |
| 15401 isogroup2417,2.9 | |
| 15402 isogroup24170,-0.8 | |
| 15403 isogroup24171,-0.1 | |
| 15404 isogroup24172,0.4 | |
| 15405 isogroup24173,0.4 | |
| 15406 isogroup24174,0.3 | |
| 15407 isogroup24175,0.6 | |
| 15408 isogroup24176,0.3 | |
| 15409 isogroup24177,0.4 | |
| 15410 isogroup24178,-0.8 | |
| 15411 isogroup24179,1.3 | |
| 15412 isogroup2418,0.7 | |
| 15413 isogroup24180,-0.2 | |
| 15414 isogroup24181,1.6 | |
| 15415 isogroup24182,-0.3 | |
| 15416 isogroup24183,-0.5 | |
| 15417 isogroup24184,-0.8 | |
| 15418 isogroup24185,0.5 | |
| 15419 isogroup24186,-0.2 | |
| 15420 isogroup24187,0.8 | |
| 15421 isogroup24188,0 | |
| 15422 isogroup24189,0.6 | |
| 15423 isogroup2419,1.5 | |
| 15424 isogroup24190,-1.3 | |
| 15425 isogroup24191,0.1 | |
| 15426 isogroup24192,0 | |
| 15427 isogroup24193,0.2 | |
| 15428 isogroup24194,0.5 | |
| 15429 isogroup24195,0.4 | |
| 15430 isogroup24196,0 | |
| 15431 isogroup24197,0.2 | |
| 15432 isogroup24199,-0.1 | |
| 15433 isogroup242,-0.2 | |
| 15434 isogroup2420,0.4 | |
| 15435 isogroup24200,-2.5 | |
| 15436 isogroup24201,1.6 | |
| 15437 isogroup24202,1 | |
| 15438 isogroup24203,1 | |
| 15439 isogroup24204,0.1 | |
| 15440 isogroup24205,-1.1 | |
| 15441 isogroup24206,1.4 | |
| 15442 isogroup24207,1.4 | |
| 15443 isogroup24208,0.4 | |
| 15444 isogroup24209,0.4 | |
| 15445 isogroup2421,1.5 | |
| 15446 isogroup24210,-0.1 | |
| 15447 isogroup24211,0.4 | |
| 15448 isogroup24212,-0.2 | |
| 15449 isogroup24213,-0.4 | |
| 15450 isogroup24214,-0.4 | |
| 15451 isogroup24215,0.4 | |
| 15452 isogroup24216,-3.2 | |
| 15453 isogroup24217,-1.1 | |
| 15454 isogroup24218,0 | |
| 15455 isogroup24219,-0.1 | |
| 15456 isogroup2422,0.3 | |
| 15457 isogroup24220,-0.3 | |
| 15458 isogroup24221,0.1 | |
| 15459 isogroup24222,1.6 | |
| 15460 isogroup24223,-8 | |
| 15461 isogroup24224,-8.2 | |
| 15462 isogroup24225,0.1 | |
| 15463 isogroup24226,0.3 | |
| 15464 isogroup24227,0.3 | |
| 15465 isogroup24228,-4.4 | |
| 15466 isogroup24229,0.6 | |
| 15467 isogroup2423,0.5 | |
| 15468 isogroup24230,0.6 | |
| 15469 isogroup24231,-0.5 | |
| 15470 isogroup24232,-0.2 | |
| 15471 isogroup24233,-0.2 | |
| 15472 isogroup24234,-7.5 | |
| 15473 isogroup24235,-0.2 | |
| 15474 isogroup24236,1.7 | |
| 15475 isogroup24237,0.7 | |
| 15476 isogroup24238,-3.1 | |
| 15477 isogroup24239,-0.3 | |
| 15478 isogroup2424,0.2 | |
| 15479 isogroup24240,0.2 | |
| 15480 isogroup24242,-0.1 | |
| 15481 isogroup24243,0.8 | |
| 15482 isogroup24244,0.4 | |
| 15483 isogroup24245,-2.3 | |
| 15484 isogroup24246,-0.2 | |
| 15485 isogroup24247,-0.1 | |
| 15486 isogroup24248,0.5 | |
| 15487 isogroup24249,-2.2 | |
| 15488 isogroup2425,-0.4 | |
| 15489 isogroup24250,0.5 | |
| 15490 isogroup24251,-0.2 | |
| 15491 isogroup24252,0.7 | |
| 15492 isogroup24253,-0.1 | |
| 15493 isogroup24254,0.1 | |
| 15494 isogroup24255,-3.9 | |
| 15495 isogroup24256,0.5 | |
| 15496 isogroup24257,0.2 | |
| 15497 isogroup24258,-5.8 | |
| 15498 isogroup24259,-1.2 | |
| 15499 isogroup2426,2.3 | |
| 15500 isogroup24260,1.8 | |
| 15501 isogroup24261,1.1 | |
| 15502 isogroup24262,0.4 | |
| 15503 isogroup24263,-0.3 | |
| 15504 isogroup24264,0 | |
| 15505 isogroup24265,0.7 | |
| 15506 isogroup24267,-9.8 | |
| 15507 isogroup24268,-0.9 | |
| 15508 isogroup24269,-1.7 | |
| 15509 isogroup2427,-8.2 | |
| 15510 isogroup24270,-1.4 | |
| 15511 isogroup24271,0.1 | |
| 15512 isogroup24272,-2.3 | |
| 15513 isogroup24273,0.7 | |
| 15514 isogroup24274,0.3 | |
| 15515 isogroup24275,-0.2 | |
| 15516 isogroup24276,1.2 | |
| 15517 isogroup24277,0 | |
| 15518 isogroup24278,-0.1 | |
| 15519 isogroup24279,-1.5 | |
| 15520 isogroup2428,-7.4 | |
| 15521 isogroup24280,0.4 | |
| 15522 isogroup24281,0.1 | |
| 15523 isogroup24282,-0.3 | |
| 15524 isogroup24283,-0.1 | |
| 15525 isogroup24284,0.2 | |
| 15526 isogroup24285,-0.5 | |
| 15527 isogroup24286,-2.6 | |
| 15528 isogroup24287,-0.4 | |
| 15529 isogroup24288,-0.8 | |
| 15530 isogroup24289,-0.1 | |
| 15531 isogroup2429,1.6 | |
| 15532 isogroup24291,0.1 | |
| 15533 isogroup24292,1.9 | |
| 15534 isogroup24293,0.1 | |
| 15535 isogroup24294,0.3 | |
| 15536 isogroup24295,0 | |
| 15537 isogroup24296,-0.2 | |
| 15538 isogroup24297,1.5 | |
| 15539 isogroup24298,-0.2 | |
| 15540 isogroup24299,0.5 | |
| 15541 isogroup243,1.9 | |
| 15542 isogroup2430,0.2 | |
| 15543 isogroup24301,1.9 | |
| 15544 isogroup24302,0.2 | |
| 15545 isogroup24303,1.4 | |
| 15546 isogroup24304,-0.8 | |
| 15547 isogroup24305,-0.3 | |
| 15548 isogroup24306,-0.2 | |
| 15549 isogroup24307,0.3 | |
| 15550 isogroup24308,0 | |
| 15551 isogroup24309,0.6 | |
| 15552 isogroup2431,3.2 | |
| 15553 isogroup24310,0.4 | |
| 15554 isogroup24311,-6.3 | |
| 15555 isogroup24312,0.2 | |
| 15556 isogroup24313,-0.2 | |
| 15557 isogroup24314,-2 | |
| 15558 isogroup24315,-0.3 | |
| 15559 isogroup24316,0.2 | |
| 15560 isogroup24317,-0.1 | |
| 15561 isogroup24318,-0.4 | |
| 15562 isogroup24319,0.9 | |
| 15563 isogroup2432,-4 | |
| 15564 isogroup24320,0.2 | |
| 15565 isogroup24321,2.6 | |
| 15566 isogroup24322,1 | |
| 15567 isogroup24323,-1.3 | |
| 15568 isogroup24324,-0.5 | |
| 15569 isogroup24325,0.5 | |
| 15570 isogroup24326,0.6 | |
| 15571 isogroup24327,1.7 | |
| 15572 isogroup24328,-1.7 | |
| 15573 isogroup24329,1.2 | |
| 15574 isogroup2433,4.9 | |
| 15575 isogroup24330,1 | |
| 15576 isogroup24331,-1.1 | |
| 15577 isogroup24332,-3.6 | |
| 15578 isogroup24333,0.5 | |
| 15579 isogroup24334,3.2 | |
| 15580 isogroup24335,0.1 | |
| 15581 isogroup24336,0.1 | |
| 15582 isogroup24337,0.9 | |
| 15583 isogroup24338,0.9 | |
| 15584 isogroup24339,-1.1 | |
| 15585 isogroup2434,1.2 | |
| 15586 isogroup24340,1.4 | |
| 15587 isogroup24341,-10 | |
| 15588 isogroup24342,-0.2 | |
| 15589 isogroup24343,0.2 | |
| 15590 isogroup24344,-10 | |
| 15591 isogroup24345,0.3 | |
| 15592 isogroup24346,2.6 | |
| 15593 isogroup24347,0.1 | |
| 15594 isogroup24348,1.8 | |
| 15595 isogroup24349,-0.3 | |
| 15596 isogroup2435,0.6 | |
| 15597 isogroup24350,0.8 | |
| 15598 isogroup24351,0.7 | |
| 15599 isogroup24352,0 | |
| 15600 isogroup24353,1.1 | |
| 15601 isogroup24354,3.3 | |
| 15602 isogroup24355,0.2 | |
| 15603 isogroup24356,-0.3 | |
| 15604 isogroup24357,-0.1 | |
| 15605 isogroup24358,1 | |
| 15606 isogroup24359,-0.2 | |
| 15607 isogroup2436,-0.1 | |
| 15608 isogroup24360,0 | |
| 15609 isogroup24361,0.1 | |
| 15610 isogroup24362,-0.7 | |
| 15611 isogroup24363,0.3 | |
| 15612 isogroup24364,-0.5 | |
| 15613 isogroup24365,0.3 | |
| 15614 isogroup24366,-10 | |
| 15615 isogroup24367,-4.3 | |
| 15616 isogroup24368,0.4 | |
| 15617 isogroup2437,-1.3 | |
| 15618 isogroup24370,-0.3 | |
| 15619 isogroup24371,0.4 | |
| 15620 isogroup24372,-0.6 | |
| 15621 isogroup24373,2 | |
| 15622 isogroup24374,1.3 | |
| 15623 isogroup24375,0.6 | |
| 15624 isogroup24376,-0.1 | |
| 15625 isogroup24377,-1.7 | |
| 15626 isogroup24378,0 | |
| 15627 isogroup24379,0.5 | |
| 15628 isogroup2438,0.6 | |
| 15629 isogroup24380,0 | |
| 15630 isogroup24382,0.7 | |
| 15631 isogroup24383,-0.9 | |
| 15632 isogroup24384,0.1 | |
| 15633 isogroup24385,0.5 | |
| 15634 isogroup24386,0.1 | |
| 15635 isogroup24387,-0.9 | |
| 15636 isogroup24388,0.2 | |
| 15637 isogroup24389,1.1 | |
| 15638 isogroup2439,0.5 | |
| 15639 isogroup24390,0.1 | |
| 15640 isogroup24391,-0.3 | |
| 15641 isogroup24392,-0.3 | |
| 15642 isogroup24394,0.1 | |
| 15643 isogroup24395,-0.8 | |
| 15644 isogroup24396,0.7 | |
| 15645 isogroup24397,0.3 | |
| 15646 isogroup24398,-0.1 | |
| 15647 isogroup24399,-0.2 | |
| 15648 isogroup244,1.9 | |
| 15649 isogroup2440,2.6 | |
| 15650 isogroup24400,-0.6 | |
| 15651 isogroup24401,-0.4 | |
| 15652 isogroup24402,2.1 | |
| 15653 isogroup24403,2.1 | |
| 15654 isogroup24404,1.4 | |
| 15655 isogroup24405,-0.4 | |
| 15656 isogroup24406,-0.9 | |
| 15657 isogroup24407,-2.4 | |
| 15658 isogroup24408,0 | |
| 15659 isogroup24409,3 | |
| 15660 isogroup2441,-1.5 | |
| 15661 isogroup24410,-10 | |
| 15662 isogroup24411,0.3 | |
| 15663 isogroup24412,0.2 | |
| 15664 isogroup24413,0.3 | |
| 15665 isogroup24414,-10 | |
| 15666 isogroup24415,0.9 | |
| 15667 isogroup24416,0 | |
| 15668 isogroup24417,-0.1 | |
| 15669 isogroup24418,0.3 | |
| 15670 isogroup24419,-0.3 | |
| 15671 isogroup2442,1.7 | |
| 15672 isogroup24420,0.8 | |
| 15673 isogroup24421,0.6 | |
| 15674 isogroup24422,-1.1 | |
| 15675 isogroup24423,0.5 | |
| 15676 isogroup24424,-0.5 | |
| 15677 isogroup24425,-0.2 | |
| 15678 isogroup24426,0.7 | |
| 15679 isogroup24427,-0.6 | |
| 15680 isogroup24429,0.2 | |
| 15681 isogroup2443,0.7 | |
| 15682 isogroup24430,-1.3 | |
| 15683 isogroup24431,-0.9 | |
| 15684 isogroup24432,-0.2 | |
| 15685 isogroup24434,1 | |
| 15686 isogroup24436,-0.7 | |
| 15687 isogroup24437,-1.1 | |
| 15688 isogroup24438,-2 | |
| 15689 isogroup24439,0.1 | |
| 15690 isogroup2444,2 | |
| 15691 isogroup24440,-0.1 | |
| 15692 isogroup24441,0.6 | |
| 15693 isogroup24442,-0.2 | |
| 15694 isogroup24443,0.1 | |
| 15695 isogroup24444,0.3 | |
| 15696 isogroup24445,0.3 | |
| 15697 isogroup24446,0 | |
| 15698 isogroup24447,-0.4 | |
| 15699 isogroup24448,-10 | |
| 15700 isogroup24449,0 | |
| 15701 isogroup2445,-0.4 | |
| 15702 isogroup24450,-2.9 | |
| 15703 isogroup24451,0.1 | |
| 15704 isogroup24452,0 | |
| 15705 isogroup24453,1.3 | |
| 15706 isogroup24454,0.3 | |
| 15707 isogroup24455,-0.2 | |
| 15708 isogroup24456,0.2 | |
| 15709 isogroup24457,-2.7 | |
| 15710 isogroup24458,0.1 | |
| 15711 isogroup24459,0.3 | |
| 15712 isogroup2446,0.1 | |
| 15713 isogroup24460,-0.4 | |
| 15714 isogroup24461,0.6 | |
| 15715 isogroup24462,1.4 | |
| 15716 isogroup24463,4.5 | |
| 15717 isogroup24464,-0.3 | |
| 15718 isogroup24465,0.2 | |
| 15719 isogroup24466,-2.2 | |
| 15720 isogroup24468,0 | |
| 15721 isogroup24469,-0.7 | |
| 15722 isogroup2447,0.1 | |
| 15723 isogroup24470,1.1 | |
| 15724 isogroup24471,0.3 | |
| 15725 isogroup24472,0.3 | |
| 15726 isogroup24473,0.1 | |
| 15727 isogroup24474,-8.3 | |
| 15728 isogroup24476,-0.1 | |
| 15729 isogroup24477,0.3 | |
| 15730 isogroup24478,-0.9 | |
| 15731 isogroup24479,-0.5 | |
| 15732 isogroup2448,-0.1 | |
| 15733 isogroup24480,1.1 | |
| 15734 isogroup24481,-0.7 | |
| 15735 isogroup24482,0 | |
| 15736 isogroup24483,-0.2 | |
| 15737 isogroup24484,0 | |
| 15738 isogroup24485,0.2 | |
| 15739 isogroup24486,1.6 | |
| 15740 isogroup24487,0.9 | |
| 15741 isogroup24488,-0.8 | |
| 15742 isogroup24489,0.8 | |
| 15743 isogroup2449,-0.9 | |
| 15744 isogroup24490,-0.5 | |
| 15745 isogroup24491,0.8 | |
| 15746 isogroup24492,1.1 | |
| 15747 isogroup24493,0.3 | |
| 15748 isogroup24494,1.4 | |
| 15749 isogroup24495,1.5 | |
| 15750 isogroup24496,-1.1 | |
| 15751 isogroup24497,-0.4 | |
| 15752 isogroup24498,-0.1 | |
| 15753 isogroup24499,2 | |
| 15754 isogroup245,-0.3 | |
| 15755 isogroup2450,-10 | |
| 15756 isogroup24500,-0.6 | |
| 15757 isogroup24501,0 | |
| 15758 isogroup24502,0 | |
| 15759 isogroup24504,0.1 | |
| 15760 isogroup24505,1.4 | |
| 15761 isogroup24506,0 | |
| 15762 isogroup24507,0.3 | |
| 15763 isogroup24508,0.2 | |
| 15764 isogroup24509,1.3 | |
| 15765 isogroup2451,2.6 | |
| 15766 isogroup24510,-0.1 | |
| 15767 isogroup24511,3.1 | |
| 15768 isogroup24512,-1.4 | |
| 15769 isogroup24513,2.9 | |
| 15770 isogroup24514,0.8 | |
| 15771 isogroup24515,0 | |
| 15772 isogroup24516,-0.5 | |
| 15773 isogroup24517,-0.2 | |
| 15774 isogroup24518,0.3 | |
| 15775 isogroup24519,1.1 | |
| 15776 isogroup2452,-0.5 | |
| 15777 isogroup24520,0.2 | |
| 15778 isogroup24524,0.4 | |
| 15779 isogroup24525,-1.4 | |
| 15780 isogroup24526,-1.6 | |
| 15781 isogroup24527,-0.2 | |
| 15782 isogroup24528,-0.3 | |
| 15783 isogroup24529,0 | |
| 15784 isogroup2453,1.4 | |
| 15785 isogroup24530,-6.1 | |
| 15786 isogroup24531,0.6 | |
| 15787 isogroup24532,-0.6 | |
| 15788 isogroup24533,-0.2 | |
| 15789 isogroup24534,0.9 | |
| 15790 isogroup24535,0 | |
| 15791 isogroup24537,-0.9 | |
| 15792 isogroup24539,-1.7 | |
| 15793 isogroup2454,0 | |
| 15794 isogroup24540,0 | |
| 15795 isogroup24541,0.3 | |
| 15796 isogroup24542,-4.2 | |
| 15797 isogroup24543,1.9 | |
| 15798 isogroup24544,-0.6 | |
| 15799 isogroup24546,-0.2 | |
| 15800 isogroup24547,3.3 | |
| 15801 isogroup24548,0.4 | |
| 15802 isogroup2455,0.7 | |
| 15803 isogroup24550,0.3 | |
| 15804 isogroup24551,0.3 | |
| 15805 isogroup24552,1.6 | |
| 15806 isogroup24553,0.1 | |
| 15807 isogroup24554,1.3 | |
| 15808 isogroup24555,4.8 | |
| 15809 isogroup24556,0.7 | |
| 15810 isogroup24557,0.7 | |
| 15811 isogroup24559,0.5 | |
| 15812 isogroup2456,0.2 | |
| 15813 isogroup24560,0.4 | |
| 15814 isogroup24561,2 | |
| 15815 isogroup24562,1.2 | |
| 15816 isogroup24563,-0.3 | |
| 15817 isogroup24564,3 | |
| 15818 isogroup24565,3.5 | |
| 15819 isogroup24566,0.5 | |
| 15820 isogroup24567,0.2 | |
| 15821 isogroup24568,-1.7 | |
| 15822 isogroup24569,0.2 | |
| 15823 isogroup2457,0.1 | |
| 15824 isogroup2457.1,-0.7 | |
| 15825 isogroup24570,0 | |
| 15826 isogroup24571,-0.2 | |
| 15827 isogroup24572,0.3 | |
| 15828 isogroup24574,0.4 | |
| 15829 isogroup24575,0.3 | |
| 15830 isogroup24576,0.6 | |
| 15831 isogroup24577,0.3 | |
| 15832 isogroup24578,-0.2 | |
| 15833 isogroup2458,2.5 | |
| 15834 isogroup24580,0.3 | |
| 15835 isogroup24581,-0.5 | |
| 15836 isogroup24582,0.1 | |
| 15837 isogroup24583,-0.6 | |
| 15838 isogroup24584,0.1 | |
| 15839 isogroup24585,-0.7 | |
| 15840 isogroup24586,0.1 | |
| 15841 isogroup24587,0.3 | |
| 15842 isogroup24588,0 | |
| 15843 isogroup2459,6.7 | |
| 15844 isogroup24590,2.7 | |
| 15845 isogroup24591,2.5 | |
| 15846 isogroup24592,1.1 | |
| 15847 isogroup24593,0.2 | |
| 15848 isogroup24594,0.4 | |
| 15849 isogroup24595,-0.1 | |
| 15850 isogroup24596,1.6 | |
| 15851 isogroup24598,0.1 | |
| 15852 isogroup24599,0.4 | |
| 15853 isogroup246,10 | |
| 15854 isogroup2460,0.8 | |
| 15855 isogroup24600,0.4 | |
| 15856 isogroup24601,-0.3 | |
| 15857 isogroup24602,0 | |
| 15858 isogroup24603,0.7 | |
| 15859 isogroup24604,0.4 | |
| 15860 isogroup24605,-1.1 | |
| 15861 isogroup24606,0 | |
| 15862 isogroup24607,-2.4 | |
| 15863 isogroup24608,0.5 | |
| 15864 isogroup24609,1.8 | |
| 15865 isogroup2461,0.5 | |
| 15866 isogroup24610,-0.5 | |
| 15867 isogroup24611,-0.1 | |
| 15868 isogroup24612,-0.3 | |
| 15869 isogroup24613,0.4 | |
| 15870 isogroup24614,-0.8 | |
| 15871 isogroup24615,-0.7 | |
| 15872 isogroup24616,-0.2 | |
| 15873 isogroup24617,-0.4 | |
| 15874 isogroup24618,0.7 | |
| 15875 isogroup24619,-0.6 | |
| 15876 isogroup2462,0.6 | |
| 15877 isogroup24621,0.4 | |
| 15878 isogroup24622,1.3 | |
| 15879 isogroup24623,0.2 | |
| 15880 isogroup24624,0.2 | |
| 15881 isogroup24625,-1.2 | |
| 15882 isogroup24626,1.1 | |
| 15883 isogroup24627,0.5 | |
| 15884 isogroup24628,-1.1 | |
| 15885 isogroup24629,0.1 | |
| 15886 isogroup2463,1.4 | |
| 15887 isogroup24630,-1.4 | |
| 15888 isogroup24631,1.1 | |
| 15889 isogroup24632,-0.3 | |
| 15890 isogroup24633,0.6 | |
| 15891 isogroup24634,0.4 | |
| 15892 isogroup24635,0.2 | |
| 15893 isogroup24636,0.2 | |
| 15894 isogroup24637,0.2 | |
| 15895 isogroup24638,1.4 | |
| 15896 isogroup24639,1.6 | |
| 15897 isogroup2464,0.3 | |
| 15898 isogroup24642,-0.2 | |
| 15899 isogroup24643,-0.6 | |
| 15900 isogroup24644,10 | |
| 15901 isogroup24645,0.5 | |
| 15902 isogroup24646,-0.5 | |
| 15903 isogroup24647,0.6 | |
| 15904 isogroup24648,3.4 | |
| 15905 isogroup24649,-0.4 | |
| 15906 isogroup2465,0.5 | |
| 15907 isogroup24650,0 | |
| 15908 isogroup24651,0.7 | |
| 15909 isogroup24652,-0.6 | |
| 15910 isogroup24653,-0.3 | |
| 15911 isogroup24654,0.3 | |
| 15912 isogroup24655,2.5 | |
| 15913 isogroup24656,0.5 | |
| 15914 isogroup24657,0.6 | |
| 15915 isogroup24658,-1.4 | |
| 15916 isogroup24659,0.3 | |
| 15917 isogroup2466,2.3 | |
| 15918 isogroup24660,-5.3 | |
| 15919 isogroup24661,-0.2 | |
| 15920 isogroup24662,3.8 | |
| 15921 isogroup24663,0.4 | |
| 15922 isogroup24664,-0.1 | |
| 15923 isogroup24665,1.1 | |
| 15924 isogroup24666,0.5 | |
| 15925 isogroup24667,1.5 | |
| 15926 isogroup24668,-0.1 | |
| 15927 isogroup24669,-0.8 | |
| 15928 isogroup2467,-5.3 | |
| 15929 isogroup24670,0.3 | |
| 15930 isogroup24671,0.2 | |
| 15931 isogroup24672,-1.1 | |
| 15932 isogroup24674,1.1 | |
| 15933 isogroup24675,0 | |
| 15934 isogroup24676,-1.1 | |
| 15935 isogroup24677,-1.5 | |
| 15936 isogroup24678,-0.3 | |
| 15937 isogroup24679,-1.9 | |
| 15938 isogroup2468,2.8 | |
| 15939 isogroup24680,0.3 | |
| 15940 isogroup24681,0.7 | |
| 15941 isogroup24682,-2 | |
| 15942 isogroup24683,0.1 | |
| 15943 isogroup24684,1.1 | |
| 15944 isogroup24685,0.7 | |
| 15945 isogroup24686,0 | |
| 15946 isogroup24687,0.1 | |
| 15947 isogroup24688,2.7 | |
| 15948 isogroup24689,0.4 | |
| 15949 isogroup2469,0.4 | |
| 15950 isogroup24690,0.3 | |
| 15951 isogroup24691,0.5 | |
| 15952 isogroup24692,-0.6 | |
| 15953 isogroup24693,-0.1 | |
| 15954 isogroup24694,0.1 | |
| 15955 isogroup24696,-0.4 | |
| 15956 isogroup24697,0.5 | |
| 15957 isogroup24698,0.2 | |
| 15958 isogroup24699,0.7 | |
| 15959 isogroup247,1.7 | |
| 15960 isogroup2470,1.5 | |
| 15961 isogroup24700,-0.1 | |
| 15962 isogroup24701,1.1 | |
| 15963 isogroup24702,0.2 | |
| 15964 isogroup24703,0 | |
| 15965 isogroup24704,0.6 | |
| 15966 isogroup24705,0.1 | |
| 15967 isogroup24706,0.2 | |
| 15968 isogroup24707,2.9 | |
| 15969 isogroup24708,0.3 | |
| 15970 isogroup24709,-0.4 | |
| 15971 isogroup2471,0.8 | |
| 15972 isogroup24710,-4.2 | |
| 15973 isogroup24711,-1.7 | |
| 15974 isogroup24712,1.1 | |
| 15975 isogroup24713,0.9 | |
| 15976 isogroup24714,2.3 | |
| 15977 isogroup24715,2.5 | |
| 15978 isogroup24717,0.8 | |
| 15979 isogroup24718,0.4 | |
| 15980 isogroup24719,3.6 | |
| 15981 isogroup2472,-0.3 | |
| 15982 isogroup24720,-0.6 | |
| 15983 isogroup24721,0.1 | |
| 15984 isogroup24722,0.2 | |
| 15985 isogroup24723,0 | |
| 15986 isogroup24724,0 | |
| 15987 isogroup24726,0 | |
| 15988 isogroup24727,-0.7 | |
| 15989 isogroup24728,0.3 | |
| 15990 isogroup24729,-0.4 | |
| 15991 isogroup2473,-2.3 | |
| 15992 isogroup24730,0.2 | |
| 15993 isogroup24731,-0.1 | |
| 15994 isogroup24732,-0.3 | |
| 15995 isogroup24733,-0.2 | |
| 15996 isogroup24734,-0.3 | |
| 15997 isogroup24735,-0.9 | |
| 15998 isogroup24736,0.3 | |
| 15999 isogroup24737,0.8 | |
| 16000 isogroup24738,1.6 | |
| 16001 isogroup24739,1 | |
| 16002 isogroup2474,0.8 | |
| 16003 isogroup24740,0.2 | |
| 16004 isogroup24741,0.3 | |
| 16005 isogroup24742,6 | |
| 16006 isogroup24743,2.6 | |
| 16007 isogroup24745,-0.2 | |
| 16008 isogroup24747,-1.4 | |
| 16009 isogroup24748,10 | |
| 16010 isogroup24749,-0.5 | |
| 16011 isogroup2475,0.2 | |
| 16012 isogroup24750,-1.3 | |
| 16013 isogroup24751,0.4 | |
| 16014 isogroup24752,1.6 | |
| 16015 isogroup24753,-5.3 | |
| 16016 isogroup24754,1.2 | |
| 16017 isogroup24755,2.2 | |
| 16018 isogroup24756,0.1 | |
| 16019 isogroup24757,-2.4 | |
| 16020 isogroup24758,-9.9 | |
| 16021 isogroup24759,0.5 | |
| 16022 isogroup2476,-0.3 | |
| 16023 isogroup24760,0.5 | |
| 16024 isogroup24761,0.8 | |
| 16025 isogroup24762,0.8 | |
| 16026 isogroup24763,-0.1 | |
| 16027 isogroup24764,-0.9 | |
| 16028 isogroup24765,0.2 | |
| 16029 isogroup24766,0.3 | |
| 16030 isogroup24767,-0.1 | |
| 16031 isogroup24768,1.4 | |
| 16032 isogroup24769,-0.7 | |
| 16033 isogroup2477,1 | |
| 16034 isogroup24770,0.2 | |
| 16035 isogroup24772,1.3 | |
| 16036 isogroup24773,0.9 | |
| 16037 isogroup24774,0 | |
| 16038 isogroup24775,0 | |
| 16039 isogroup24776,-0.9 | |
| 16040 isogroup24777,0.7 | |
| 16041 isogroup24778,0 | |
| 16042 isogroup24779,0.5 | |
| 16043 isogroup2478,0.1 | |
| 16044 isogroup24780,0 | |
| 16045 isogroup24782,1.9 | |
| 16046 isogroup24783,-1.2 | |
| 16047 isogroup24784,0 | |
| 16048 isogroup24785,3.9 | |
| 16049 isogroup24786,-0.1 | |
| 16050 isogroup24787,-5.6 | |
| 16051 isogroup24788,-0.2 | |
| 16052 isogroup24789,0 | |
| 16053 isogroup2479,0.1 | |
| 16054 isogroup24790,0.3 | |
| 16055 isogroup24791,-6.5 | |
| 16056 isogroup24792,1.7 | |
| 16057 isogroup24793,0 | |
| 16058 isogroup24794,0.6 | |
| 16059 isogroup24795,0.1 | |
| 16060 isogroup24796,0 | |
| 16061 isogroup24797,0.3 | |
| 16062 isogroup24798,0.2 | |
| 16063 isogroup24799,-10 | |
| 16064 isogroup248,-2.8 | |
| 16065 isogroup2480,0.7 | |
| 16066 isogroup24800,0.1 | |
| 16067 isogroup24801,0.8 | |
| 16068 isogroup24802,2.7 | |
| 16069 isogroup24803,0.3 | |
| 16070 isogroup24804,0.3 | |
| 16071 isogroup24805,-1.1 | |
| 16072 isogroup24806,-0.3 | |
| 16073 isogroup24807,0 | |
| 16074 isogroup24809,-0.3 | |
| 16075 isogroup2481,1.7 | |
| 16076 isogroup24810,0.4 | |
| 16077 isogroup24811,0.7 | |
| 16078 isogroup24812,0 | |
| 16079 isogroup24813,-0.1 | |
| 16080 isogroup24814,0.1 | |
| 16081 isogroup24815,0 | |
| 16082 isogroup24816,1.2 | |
| 16083 isogroup24817,0.6 | |
| 16084 isogroup24818,0.1 | |
| 16085 isogroup2482,0 | |
| 16086 isogroup24820,2.7 | |
| 16087 isogroup24821,10 | |
| 16088 isogroup24822,0.6 | |
| 16089 isogroup24823,2.4 | |
| 16090 isogroup24824,-1.3 | |
| 16091 isogroup24825,1.5 | |
| 16092 isogroup24826,-0.2 | |
| 16093 isogroup24827,0.1 | |
| 16094 isogroup24828,-0.1 | |
| 16095 isogroup24829,0.4 | |
| 16096 isogroup2483,1.1 | |
| 16097 isogroup24830,0 | |
| 16098 isogroup24831,-3.2 | |
| 16099 isogroup24833,1 | |
| 16100 isogroup24835,0.1 | |
| 16101 isogroup24836,-10 | |
| 16102 isogroup24837,0 | |
| 16103 isogroup24838,-0.3 | |
| 16104 isogroup24839,0.6 | |
| 16105 isogroup2484,0.7 | |
| 16106 isogroup24840,0.2 | |
| 16107 isogroup24841,-0.1 | |
| 16108 isogroup24842,1.8 | |
| 16109 isogroup24843,2.5 | |
| 16110 isogroup24846,-0.1 | |
| 16111 isogroup24847,0.3 | |
| 16112 isogroup24848,0.7 | |
| 16113 isogroup24849,0.2 | |
| 16114 isogroup2485,1.3 | |
| 16115 isogroup24850,-0.4 | |
| 16116 isogroup24851,-0.3 | |
| 16117 isogroup24852,-0.2 | |
| 16118 isogroup24853,-2.5 | |
| 16119 isogroup24854,-10 | |
| 16120 isogroup24855,0.7 | |
| 16121 isogroup24856,0.3 | |
| 16122 isogroup24857,-10 | |
| 16123 isogroup24858,-0.1 | |
| 16124 isogroup24859,-0.5 | |
| 16125 isogroup2486,1 | |
| 16126 isogroup24860,0.6 | |
| 16127 isogroup24861,-0.6 | |
| 16128 isogroup24862,0.2 | |
| 16129 isogroup24863,0.1 | |
| 16130 isogroup24864,-1.5 | |
| 16131 isogroup24865,0.3 | |
| 16132 isogroup24866,0 | |
| 16133 isogroup24867,0 | |
| 16134 isogroup24868,0.4 | |
| 16135 isogroup24869,0.1 | |
| 16136 isogroup2487,-1.5 | |
| 16137 isogroup24870,-0.9 | |
| 16138 isogroup24871,0.7 | |
| 16139 isogroup24872,1.4 | |
| 16140 isogroup24874,-4.8 | |
| 16141 isogroup24875,-0.2 | |
| 16142 isogroup24876,0.6 | |
| 16143 isogroup24878,1 | |
| 16144 isogroup24879,1 | |
| 16145 isogroup2488,1.6 | |
| 16146 isogroup24882,0.3 | |
| 16147 isogroup24883,0.7 | |
| 16148 isogroup24884,1.4 | |
| 16149 isogroup24885,0.7 | |
| 16150 isogroup24886,0 | |
| 16151 isogroup24887,0.2 | |
| 16152 isogroup24888,-0.2 | |
| 16153 isogroup24889,0.5 | |
| 16154 isogroup2489,0 | |
| 16155 isogroup24890,-0.7 | |
| 16156 isogroup24891,0 | |
| 16157 isogroup24892,0.3 | |
| 16158 isogroup24893,1.1 | |
| 16159 isogroup24894,0.4 | |
| 16160 isogroup24895,0.2 | |
| 16161 isogroup24896,0.6 | |
| 16162 isogroup24897,-0.1 | |
| 16163 isogroup24898,3.5 | |
| 16164 isogroup24899,-0.4 | |
| 16165 isogroup249,0.1 | |
| 16166 isogroup2490,1.8 | |
| 16167 isogroup24900,0.6 | |
| 16168 isogroup24901,-0.9 | |
| 16169 isogroup24902,2.4 | |
| 16170 isogroup24903,-0.6 | |
| 16171 isogroup24904,1.8 | |
| 16172 isogroup24905,1 | |
| 16173 isogroup24906,0.4 | |
| 16174 isogroup24907,2.3 | |
| 16175 isogroup24908,1.1 | |
| 16176 isogroup24909,-1.4 | |
| 16177 isogroup2491,-0.2 | |
| 16178 isogroup24910,0.3 | |
| 16179 isogroup24911,0.9 | |
| 16180 isogroup24912,-1.2 | |
| 16181 isogroup24913,0.6 | |
| 16182 isogroup24914,0.3 | |
| 16183 isogroup24915,0.5 | |
| 16184 isogroup24916,-1.9 | |
| 16185 isogroup24917,-0.1 | |
| 16186 isogroup24919,0 | |
| 16187 isogroup2492,0.4 | |
| 16188 isogroup24920,0.1 | |
| 16189 isogroup24921,-0.3 | |
| 16190 isogroup24923,-0.1 | |
| 16191 isogroup24924,-4.1 | |
| 16192 isogroup24925,0.4 | |
| 16193 isogroup24927,-2.9 | |
| 16194 isogroup24928,0 | |
| 16195 isogroup24929,2.2 | |
| 16196 isogroup2493,1.7 | |
| 16197 isogroup24930,0 | |
| 16198 isogroup24931,0 | |
| 16199 isogroup24932,1.6 | |
| 16200 isogroup24933,0.2 | |
| 16201 isogroup24934,0.8 | |
| 16202 isogroup24935,-0.1 | |
| 16203 isogroup24936,1.3 | |
| 16204 isogroup24937,0.8 | |
| 16205 isogroup24938,-1.4 | |
| 16206 isogroup24939,0.1 | |
| 16207 isogroup2494,0.2 | |
| 16208 isogroup24940,-4.4 | |
| 16209 isogroup24941,0 | |
| 16210 isogroup24942,0.4 | |
| 16211 isogroup24943,0.4 | |
| 16212 isogroup24944,0 | |
| 16213 isogroup24945,-0.6 | |
| 16214 isogroup24946,-0.2 | |
| 16215 isogroup24947,0.3 | |
| 16216 isogroup24948,1.3 | |
| 16217 isogroup24949,0.8 | |
| 16218 isogroup2495,6.2 | |
| 16219 isogroup24950,-0.1 | |
| 16220 isogroup24951,-0.1 | |
| 16221 isogroup24952,-0.7 | |
| 16222 isogroup24953,0 | |
| 16223 isogroup24954,0.8 | |
| 16224 isogroup24955,0.4 | |
| 16225 isogroup24956,-0.1 | |
| 16226 isogroup24957,0.5 | |
| 16227 isogroup24958,-0.5 | |
| 16228 isogroup24959,-0.2 | |
| 16229 isogroup2496,0.5 | |
| 16230 isogroup24960,0.4 | |
| 16231 isogroup24961,0.8 | |
| 16232 isogroup24962,-2.2 | |
| 16233 isogroup24963,0.3 | |
| 16234 isogroup24964,0.2 | |
| 16235 isogroup24965,-0.5 | |
| 16236 isogroup24966,-0.5 | |
| 16237 isogroup24967,0.4 | |
| 16238 isogroup24968,-0.4 | |
| 16239 isogroup24969,0.1 | |
| 16240 isogroup2497,0.8 | |
| 16241 isogroup24971,-0.2 | |
| 16242 isogroup24972,0.2 | |
| 16243 isogroup24973,-0.1 | |
| 16244 isogroup24974,-0.1 | |
| 16245 isogroup24975,-5.5 | |
| 16246 isogroup24976,1 | |
| 16247 isogroup24977,-1 | |
| 16248 isogroup24978,-4.5 | |
| 16249 isogroup24979,-0.1 | |
| 16250 isogroup2498,-0.8 | |
| 16251 isogroup24980,-0.3 | |
| 16252 isogroup24981,0.2 | |
| 16253 isogroup24982,-3.9 | |
| 16254 isogroup24983,-0.3 | |
| 16255 isogroup24984,0.2 | |
| 16256 isogroup24985,0.8 | |
| 16257 isogroup24986,0.6 | |
| 16258 isogroup24987,0.3 | |
| 16259 isogroup24988,-1 | |
| 16260 isogroup24989,1.2 | |
| 16261 isogroup2499,-2.3 | |
| 16262 isogroup24990,0.3 | |
| 16263 isogroup24991,-0.6 | |
| 16264 isogroup24992,0.1 | |
| 16265 isogroup24993,0.1 | |
| 16266 isogroup24994,0.2 | |
| 16267 isogroup24995,-4.6 | |
| 16268 isogroup24996,1.2 | |
| 16269 isogroup24997,0 | |
| 16270 isogroup24998,-0.5 | |
| 16271 isogroup24999,0.2 | |
| 16272 isogroup25,1.7 | |
| 16273 isogroup250,3.2 | |
| 16274 isogroup2500,1.7 | |
| 16275 isogroup25000,0.1 | |
| 16276 isogroup25001,-0.5 | |
| 16277 isogroup25002,-2.4 | |
| 16278 isogroup25003,0.2 | |
| 16279 isogroup25004,0.4 | |
| 16280 isogroup25005,0.4 | |
| 16281 isogroup25006,0.6 | |
| 16282 isogroup25007,-2.4 | |
| 16283 isogroup25008,-1 | |
| 16284 isogroup25009,1.3 | |
| 16285 isogroup2501,0.9 | |
| 16286 isogroup25010,-1.5 | |
| 16287 isogroup25011,0.1 | |
| 16288 isogroup25012,-8.5 | |
| 16289 isogroup25013,-0.5 | |
| 16290 isogroup25014,1.3 | |
| 16291 isogroup25015,-10 | |
| 16292 isogroup25016,-0.6 | |
| 16293 isogroup25017,0 | |
| 16294 isogroup25018,-1.3 | |
| 16295 isogroup25019,-0.2 | |
| 16296 isogroup2502,0.1 | |
| 16297 isogroup25020,-0.5 | |
| 16298 isogroup25021,1.2 | |
| 16299 isogroup25022,0.9 | |
| 16300 isogroup25023,-1.7 | |
| 16301 isogroup25024,-0.6 | |
| 16302 isogroup25025,1.8 | |
| 16303 isogroup25026,-0.1 | |
| 16304 isogroup25027,0.1 | |
| 16305 isogroup25028,0.6 | |
| 16306 isogroup25029,1.2 | |
| 16307 isogroup2503,0.2 | |
| 16308 isogroup25030,-0.6 | |
| 16309 isogroup25031,0 | |
| 16310 isogroup25032,0.3 | |
| 16311 isogroup25034,-0.1 | |
| 16312 isogroup25035,0 | |
| 16313 isogroup25036,0.3 | |
| 16314 isogroup25037,-5.6 | |
| 16315 isogroup25038,-0.2 | |
| 16316 isogroup25039,-0.3 | |
| 16317 isogroup2504,-1.4 | |
| 16318 isogroup25042,0.2 | |
| 16319 isogroup25043,2 | |
| 16320 isogroup25044,1.3 | |
| 16321 isogroup25045,-1.7 | |
| 16322 isogroup25046,-1 | |
| 16323 isogroup25047,0.6 | |
| 16324 isogroup25048,0.3 | |
| 16325 isogroup2505,-1.5 | |
| 16326 isogroup25050,1.3 | |
| 16327 isogroup25051,-0.8 | |
| 16328 isogroup25052,0.1 | |
| 16329 isogroup25053,0 | |
| 16330 isogroup25054,0.1 | |
| 16331 isogroup25055,0 | |
| 16332 isogroup25057,0.4 | |
| 16333 isogroup2506,0.9 | |
| 16334 isogroup25060,-0.5 | |
| 16335 isogroup25061,1.6 | |
| 16336 isogroup25062,0.4 | |
| 16337 isogroup25064,0.2 | |
| 16338 isogroup25065,-0.7 | |
| 16339 isogroup25066,0.4 | |
| 16340 isogroup25067,-2 | |
| 16341 isogroup25068,-0.1 | |
| 16342 isogroup25069,-4.3 | |
| 16343 isogroup2507,5.7 | |
| 16344 isogroup25070,0.7 | |
| 16345 isogroup25071,0.4 | |
| 16346 isogroup25072,1.7 | |
| 16347 isogroup25073,1.1 | |
| 16348 isogroup25074,0 | |
| 16349 isogroup25075,1.5 | |
| 16350 isogroup25076,0.3 | |
| 16351 isogroup25077,0.2 | |
| 16352 isogroup25078,0 | |
| 16353 isogroup25079,0.8 | |
| 16354 isogroup2508,-0.1 | |
| 16355 isogroup25080,0.3 | |
| 16356 isogroup25081,-4.2 | |
| 16357 isogroup25082,0.9 | |
| 16358 isogroup25084,0.1 | |
| 16359 isogroup25085,1.6 | |
| 16360 isogroup25086,-0.8 | |
| 16361 isogroup25087,0 | |
| 16362 isogroup25088,0.4 | |
| 16363 isogroup25089,-2.2 | |
| 16364 isogroup2509,3.1 | |
| 16365 isogroup25090,-0.4 | |
| 16366 isogroup25091,0.3 | |
| 16367 isogroup25092,1.4 | |
| 16368 isogroup25093,0.2 | |
| 16369 isogroup25094,-0.1 | |
| 16370 isogroup25095,0 | |
| 16371 isogroup25096,-0.4 | |
| 16372 isogroup25097,-0.1 | |
| 16373 isogroup25098,-0.1 | |
| 16374 isogroup25099,1.5 | |
| 16375 isogroup251,-0.1 | |
| 16376 isogroup2510,-0.4 | |
| 16377 isogroup25100,-0.6 | |
| 16378 isogroup25101,-0.1 | |
| 16379 isogroup25102,-1 | |
| 16380 isogroup25104,0.2 | |
| 16381 isogroup25105,-10 | |
| 16382 isogroup25106,-0.6 | |
| 16383 isogroup25107,0.5 | |
| 16384 isogroup25108,-2.4 | |
| 16385 isogroup25109,-0.3 | |
| 16386 isogroup2511,0.7 | |
| 16387 isogroup25110,0.5 | |
| 16388 isogroup25111,0.8 | |
| 16389 isogroup25112,0.7 | |
| 16390 isogroup25113,-0.2 | |
| 16391 isogroup25114,-1 | |
| 16392 isogroup25115,0.8 | |
| 16393 isogroup25116,0.9 | |
| 16394 isogroup25117,-0.8 | |
| 16395 isogroup25118,-0.3 | |
| 16396 isogroup25119,-0.3 | |
| 16397 isogroup2512,0 | |
| 16398 isogroup25120,2.4 | |
| 16399 isogroup25121,0.3 | |
| 16400 isogroup25122,1.5 | |
| 16401 isogroup25123,0.1 | |
| 16402 isogroup25124,-0.6 | |
| 16403 isogroup25125,-0.4 | |
| 16404 isogroup25126,-0.1 | |
| 16405 isogroup25127,0.6 | |
| 16406 isogroup25128,0.5 | |
| 16407 isogroup25129,-0.3 | |
| 16408 isogroup2513,-0.7 | |
| 16409 isogroup25130,0.2 | |
| 16410 isogroup25131,1.6 | |
| 16411 isogroup25132,2.3 | |
| 16412 isogroup25133,0 | |
| 16413 isogroup25134,5.6 | |
| 16414 isogroup25136,0.5 | |
| 16415 isogroup25137,1.3 | |
| 16416 isogroup25138,-0.2 | |
| 16417 isogroup25139,2.6 | |
| 16418 isogroup2514,-0.5 | |
| 16419 isogroup25140,1.2 | |
| 16420 isogroup25141,0.2 | |
| 16421 isogroup25142,0.3 | |
| 16422 isogroup25143,0.7 | |
| 16423 isogroup25144,0 | |
| 16424 isogroup25145,0.8 | |
| 16425 isogroup25146,-0.1 | |
| 16426 isogroup25147,-0.2 | |
| 16427 isogroup25148,-0.3 | |
| 16428 isogroup25149,0.1 | |
| 16429 isogroup2515,1.5 | |
| 16430 isogroup25150,-0.2 | |
| 16431 isogroup25151,1.7 | |
| 16432 isogroup25152,-1.3 | |
| 16433 isogroup25153,0 | |
| 16434 isogroup25154,-4.4 | |
| 16435 isogroup25155,0.8 | |
| 16436 isogroup25156,-0.4 | |
| 16437 isogroup25157,-0.6 | |
| 16438 isogroup25158,1.1 | |
| 16439 isogroup25159,2.9 | |
| 16440 isogroup2516,0.3 | |
| 16441 isogroup25160,-0.1 | |
| 16442 isogroup25161,-0.2 | |
| 16443 isogroup25162,2.9 | |
| 16444 isogroup25163,0.4 | |
| 16445 isogroup25164,0.1 | |
| 16446 isogroup25165,0 | |
| 16447 isogroup25166,2.3 | |
| 16448 isogroup25168,2.1 | |
| 16449 isogroup2517,0.1 | |
| 16450 isogroup25170,-0.3 | |
| 16451 isogroup25171,-0.4 | |
| 16452 isogroup25172,2.3 | |
| 16453 isogroup25173,0.3 | |
| 16454 isogroup25174,0 | |
| 16455 isogroup25175,-1.2 | |
| 16456 isogroup25176,-0.3 | |
| 16457 isogroup25177,0.3 | |
| 16458 isogroup25178,0.6 | |
| 16459 isogroup25179,-0.1 | |
| 16460 isogroup2518,0 | |
| 16461 isogroup25180,0 | |
| 16462 isogroup25181,-10 | |
| 16463 isogroup25182,0.5 | |
| 16464 isogroup25183,2 | |
| 16465 isogroup25184,-1.5 | |
| 16466 isogroup25185,-0.4 | |
| 16467 isogroup25186,-1 | |
| 16468 isogroup25187,0.2 | |
| 16469 isogroup25188,-0.1 | |
| 16470 isogroup25189,-1.2 | |
| 16471 isogroup2519,-2.2 | |
| 16472 isogroup25191,-6.7 | |
| 16473 isogroup25192,0.3 | |
| 16474 isogroup25193,0.6 | |
| 16475 isogroup25194,0.2 | |
| 16476 isogroup25196,0 | |
| 16477 isogroup25198,0.2 | |
| 16478 isogroup25199,0.3 | |
| 16479 isogroup252,1.8 | |
| 16480 isogroup2520,0.7 | |
| 16481 isogroup25200,0.3 | |
| 16482 isogroup25201,-0.4 | |
| 16483 isogroup25202,0.3 | |
| 16484 isogroup25203,-0.3 | |
| 16485 isogroup25204,0.1 | |
| 16486 isogroup25205,-0.2 | |
| 16487 isogroup25206,0 | |
| 16488 isogroup25207,1.8 | |
| 16489 isogroup25208,-0.1 | |
| 16490 isogroup25209,0.4 | |
| 16491 isogroup2521,0.4 | |
| 16492 isogroup25210,0 | |
| 16493 isogroup25211,3.1 | |
| 16494 isogroup25212,-1.4 | |
| 16495 isogroup25213,-0.1 | |
| 16496 isogroup25214,-0.5 | |
| 16497 isogroup25215,0.2 | |
| 16498 isogroup25216,-0.9 | |
| 16499 isogroup25217,0.2 | |
| 16500 isogroup25218,0.2 | |
| 16501 isogroup25219,0.9 | |
| 16502 isogroup2522,0.6 | |
| 16503 isogroup25220,-1.2 | |
| 16504 isogroup25221,0.8 | |
| 16505 isogroup25222,2.6 | |
| 16506 isogroup25223,2.4 | |
| 16507 isogroup25224,3.3 | |
| 16508 isogroup25225,1.3 | |
| 16509 isogroup25227,-2.1 | |
| 16510 isogroup25228,1.7 | |
| 16511 isogroup25229,-8 | |
| 16512 isogroup2523,1.6 | |
| 16513 isogroup25230,-1.6 | |
| 16514 isogroup25231,0.7 | |
| 16515 isogroup25232,4.8 | |
| 16516 isogroup25233,0.8 | |
| 16517 isogroup25234,-5.3 | |
| 16518 isogroup25235,1.2 | |
| 16519 isogroup25236,1.2 | |
| 16520 isogroup25237,-0.6 | |
| 16521 isogroup25238,0.1 | |
| 16522 isogroup25239,-0.8 | |
| 16523 isogroup2524,-4.6 | |
| 16524 isogroup25240,5.1 | |
| 16525 isogroup25241,0 | |
| 16526 isogroup25242,0.3 | |
| 16527 isogroup25243,0.5 | |
| 16528 isogroup25244,-0.8 | |
| 16529 isogroup25245,0.3 | |
| 16530 isogroup25246,-5.1 | |
| 16531 isogroup25247,0 | |
| 16532 isogroup25248,0.4 | |
| 16533 isogroup25249,0.1 | |
| 16534 isogroup2525,1 | |
| 16535 isogroup25250,0.3 | |
| 16536 isogroup25251,-0.7 | |
| 16537 isogroup25252,0.7 | |
| 16538 isogroup25253,0.3 | |
| 16539 isogroup25254,0.5 | |
| 16540 isogroup25255,1.3 | |
| 16541 isogroup25256,0.2 | |
| 16542 isogroup25257,0.3 | |
| 16543 isogroup25258,0.2 | |
| 16544 isogroup25259,-1.1 | |
| 16545 isogroup2526,-0.3 | |
| 16546 isogroup25260,-1.8 | |
| 16547 isogroup25261,0.3 | |
| 16548 isogroup25262,-1.3 | |
| 16549 isogroup25263,0.4 | |
| 16550 isogroup25264,1 | |
| 16551 isogroup25265,0 | |
| 16552 isogroup25266,-0.1 | |
| 16553 isogroup25267,-0.3 | |
| 16554 isogroup25268,-1 | |
| 16555 isogroup25269,0 | |
| 16556 isogroup2527,0.9 | |
| 16557 isogroup25270,0 | |
| 16558 isogroup25271,0.3 | |
| 16559 isogroup25272,-1.1 | |
| 16560 isogroup25273,-0.8 | |
| 16561 isogroup25274,0.6 | |
| 16562 isogroup25275,-0.2 | |
| 16563 isogroup25276,-1.1 | |
| 16564 isogroup25277,-0.6 | |
| 16565 isogroup25278,-0.8 | |
| 16566 isogroup25279,0.4 | |
| 16567 isogroup2528,-0.3 | |
| 16568 isogroup25281,0.4 | |
| 16569 isogroup25282,0.3 | |
| 16570 isogroup25283,0.3 | |
| 16571 isogroup25284,0.9 | |
| 16572 isogroup25285,2.9 | |
| 16573 isogroup25286,-1.3 | |
| 16574 isogroup25287,-1.1 | |
| 16575 isogroup25288,-1 | |
| 16576 isogroup25289,0.3 | |
| 16577 isogroup2529,-0.3 | |
| 16578 isogroup25290,-0.1 | |
| 16579 isogroup25291,0.1 | |
| 16580 isogroup25293,-10 | |
| 16581 isogroup25294,1.2 | |
| 16582 isogroup25295,0.2 | |
| 16583 isogroup25296,0.5 | |
| 16584 isogroup25297,0.2 | |
| 16585 isogroup25298,0.1 | |
| 16586 isogroup25299,-0.5 | |
| 16587 isogroup253,-1.5 | |
| 16588 isogroup2530,1.4 | |
| 16589 isogroup25300,2.5 | |
| 16590 isogroup25301,-0.1 | |
| 16591 isogroup25302,0.1 | |
| 16592 isogroup25303,-9.9 | |
| 16593 isogroup25304,0.3 | |
| 16594 isogroup25305,-0.1 | |
| 16595 isogroup25306,-0.1 | |
| 16596 isogroup25307,-0.2 | |
| 16597 isogroup25309,-0.1 | |
| 16598 isogroup2531,4.9 | |
| 16599 isogroup25310,0.1 | |
| 16600 isogroup25311,1.7 | |
| 16601 isogroup25312,0.4 | |
| 16602 isogroup25313,-0.3 | |
| 16603 isogroup25314,1.7 | |
| 16604 isogroup25315,0.6 | |
| 16605 isogroup25316,1.1 | |
| 16606 isogroup25317,1.5 | |
| 16607 isogroup25318,0.8 | |
| 16608 isogroup25319,0.4 | |
| 16609 isogroup2532,-0.4 | |
| 16610 isogroup25320,0.5 | |
| 16611 isogroup25321,0.7 | |
| 16612 isogroup25322,-0.2 | |
| 16613 isogroup25323,3.3 | |
| 16614 isogroup25324,-1.2 | |
| 16615 isogroup25325,-0.2 | |
| 16616 isogroup25326,-3.3 | |
| 16617 isogroup25327,1.2 | |
| 16618 isogroup25328,-0.2 | |
| 16619 isogroup25329,0.4 | |
| 16620 isogroup2533,1.2 | |
| 16621 isogroup25330,0.2 | |
| 16622 isogroup25331,0.8 | |
| 16623 isogroup25332,0 | |
| 16624 isogroup25333,0.8 | |
| 16625 isogroup25334,0.6 | |
| 16626 isogroup25335,0.7 | |
| 16627 isogroup25336,0.3 | |
| 16628 isogroup25337,1.9 | |
| 16629 isogroup25339,-0.6 | |
| 16630 isogroup2534,-0.1 | |
| 16631 isogroup25340,-2.1 | |
| 16632 isogroup25341,0.3 | |
| 16633 isogroup25342,-0.2 | |
| 16634 isogroup25343,0 | |
| 16635 isogroup25344,-1.7 | |
| 16636 isogroup25345,0.1 | |
| 16637 isogroup25346,0.6 | |
| 16638 isogroup25347,-0.5 | |
| 16639 isogroup25348,-0.1 | |
| 16640 isogroup25349,-0.3 | |
| 16641 isogroup2535,0.2 | |
| 16642 isogroup25350,-0.2 | |
| 16643 isogroup25351,1.6 | |
| 16644 isogroup25352,1.1 | |
| 16645 isogroup25353,3.7 | |
| 16646 isogroup25354,2 | |
| 16647 isogroup25355,1 | |
| 16648 isogroup25356,-0.2 | |
| 16649 isogroup25357,-0.2 | |
| 16650 isogroup25358,0.3 | |
| 16651 isogroup25359,0.5 | |
| 16652 isogroup2536,0.6 | |
| 16653 isogroup25360,-0.5 | |
| 16654 isogroup25361,1 | |
| 16655 isogroup25362,2.1 | |
| 16656 isogroup25363,-0.4 | |
| 16657 isogroup25364,2.7 | |
| 16658 isogroup25365,0.4 | |
| 16659 isogroup25366,0.6 | |
| 16660 isogroup25368,-0.3 | |
| 16661 isogroup25369,-6 | |
| 16662 isogroup2537,-2.2 | |
| 16663 isogroup25370,0.3 | |
| 16664 isogroup25371,-0.1 | |
| 16665 isogroup25372,0.3 | |
| 16666 isogroup25373,1.2 | |
| 16667 isogroup25374,-4.1 | |
| 16668 isogroup25375,-0.1 | |
| 16669 isogroup25376,0.5 | |
| 16670 isogroup25377,1.2 | |
| 16671 isogroup25379,0.4 | |
| 16672 isogroup2538,0 | |
| 16673 isogroup25380,0.6 | |
| 16674 isogroup25381,0.1 | |
| 16675 isogroup25382,2 | |
| 16676 isogroup25383,0.2 | |
| 16677 isogroup25384,-0.4 | |
| 16678 isogroup25385,0.5 | |
| 16679 isogroup25386,-0.1 | |
| 16680 isogroup25387,-0.2 | |
| 16681 isogroup25388,-0.2 | |
| 16682 isogroup25389,1.1 | |
| 16683 isogroup2539,0.1 | |
| 16684 isogroup25390,0.7 | |
| 16685 isogroup25391,0.7 | |
| 16686 isogroup25392,-1 | |
| 16687 isogroup25393,0.2 | |
| 16688 isogroup25394,2.1 | |
| 16689 isogroup25395,1.3 | |
| 16690 isogroup25396,-3.6 | |
| 16691 isogroup25397,0.4 | |
| 16692 isogroup25398,0.1 | |
| 16693 isogroup25399,0.3 | |
| 16694 isogroup254,-8.6 | |
| 16695 isogroup2540,0.6 | |
| 16696 isogroup25400,-0.7 | |
| 16697 isogroup25401,1.4 | |
| 16698 isogroup25402,7.1 | |
| 16699 isogroup25403,0.9 | |
| 16700 isogroup25404,-6.4 | |
| 16701 isogroup25405,0.4 | |
| 16702 isogroup25406,0.2 | |
| 16703 isogroup25407,-0.7 | |
| 16704 isogroup25408,3.1 | |
| 16705 isogroup25409,0.2 | |
| 16706 isogroup2541,-0.6 | |
| 16707 isogroup25410,-0.8 | |
| 16708 isogroup25411,0 | |
| 16709 isogroup25412,0.5 | |
| 16710 isogroup25413,-3.8 | |
| 16711 isogroup25414,0.1 | |
| 16712 isogroup25415,0.2 | |
| 16713 isogroup25416,0.2 | |
| 16714 isogroup25417,0 | |
| 16715 isogroup25418,-9.5 | |
| 16716 isogroup25419,0 | |
| 16717 isogroup2542,1.8 | |
| 16718 isogroup25420,-1.4 | |
| 16719 isogroup25421,0.1 | |
| 16720 isogroup25422,0.2 | |
| 16721 isogroup25423,0 | |
| 16722 isogroup25424,1.5 | |
| 16723 isogroup25425,0.3 | |
| 16724 isogroup25426,1.4 | |
| 16725 isogroup25427,0.4 | |
| 16726 isogroup25428,0.1 | |
| 16727 isogroup25429,0.8 | |
| 16728 isogroup2543,-1.1 | |
| 16729 isogroup25430,0.3 | |
| 16730 isogroup25431,0.5 | |
| 16731 isogroup25432,-0.2 | |
| 16732 isogroup25433,0.2 | |
| 16733 isogroup25434,0.5 | |
| 16734 isogroup25435,-2.8 | |
| 16735 isogroup25436,-0.7 | |
| 16736 isogroup25437,-0.2 | |
| 16737 isogroup25438,0 | |
| 16738 isogroup25439,0.1 | |
| 16739 isogroup2544,1 | |
| 16740 isogroup25440,-0.5 | |
| 16741 isogroup25441,-10 | |
| 16742 isogroup25442,0.6 | |
| 16743 isogroup25443,0.1 | |
| 16744 isogroup25444,-0.4 | |
| 16745 isogroup25445,-10 | |
| 16746 isogroup25446,-1.9 | |
| 16747 isogroup25447,-9.3 | |
| 16748 isogroup25448,-0.5 | |
| 16749 isogroup25449,-3.1 | |
| 16750 isogroup2545,-7.9 | |
| 16751 isogroup25450,0.7 | |
| 16752 isogroup25451,-0.5 | |
| 16753 isogroup25452,0.1 | |
| 16754 isogroup25454,0.1 | |
| 16755 isogroup25455,-0.3 | |
| 16756 isogroup25456,-0.1 | |
| 16757 isogroup25457,-0.6 | |
| 16758 isogroup25458,-0.2 | |
| 16759 isogroup25459,0.9 | |
| 16760 isogroup2546,-1.3 | |
| 16761 isogroup25460,0.8 | |
| 16762 isogroup25461,-0.3 | |
| 16763 isogroup25462,0 | |
| 16764 isogroup25463,1.3 | |
| 16765 isogroup25464,0.1 | |
| 16766 isogroup25465,-1.5 | |
| 16767 isogroup25466,-0.9 | |
| 16768 isogroup25467,0.1 | |
| 16769 isogroup25468,-1.1 | |
| 16770 isogroup25469,-0.9 | |
| 16771 isogroup2547,-0.1 | |
| 16772 isogroup25470,-0.5 | |
| 16773 isogroup25471,-1.8 | |
| 16774 isogroup25472,-0.6 | |
| 16775 isogroup25473,-2.1 | |
| 16776 isogroup25474,0 | |
| 16777 isogroup25475,5.7 | |
| 16778 isogroup25476,1.8 | |
| 16779 isogroup25477,0.8 | |
| 16780 isogroup25478,1.2 | |
| 16781 isogroup25479,0.7 | |
| 16782 isogroup2548,1.9 | |
| 16783 isogroup25480,-0.4 | |
| 16784 isogroup25481,-0.1 | |
| 16785 isogroup25482,-0.1 | |
| 16786 isogroup25483,0.6 | |
| 16787 isogroup25484,0.4 | |
| 16788 isogroup25485,0.3 | |
| 16789 isogroup25486,-9.9 | |
| 16790 isogroup25487,1 | |
| 16791 isogroup25488,0 | |
| 16792 isogroup2549,2.1 | |
| 16793 isogroup25490,0.1 | |
| 16794 isogroup25491,-0.3 | |
| 16795 isogroup25492,0.7 | |
| 16796 isogroup25492.1,1.5 | |
| 16797 isogroup25493,3 | |
| 16798 isogroup25494,0.1 | |
| 16799 isogroup25495,-0.5 | |
| 16800 isogroup25496,-0.6 | |
| 16801 isogroup25497,1.8 | |
| 16802 isogroup25498,-10 | |
| 16803 isogroup25499,-0.5 | |
| 16804 isogroup255,0.4 | |
| 16805 isogroup2550,1.5 | |
| 16806 isogroup25500,1.7 | |
| 16807 isogroup25501,0 | |
| 16808 isogroup25502,0 | |
| 16809 isogroup25503,0.3 | |
| 16810 isogroup25504,-0.4 | |
| 16811 isogroup25505,0.2 | |
| 16812 isogroup25506,-0.4 | |
| 16813 isogroup25507,1.8 | |
| 16814 isogroup25508,0.2 | |
| 16815 isogroup25509,0.1 | |
| 16816 isogroup2551,1.3 | |
| 16817 isogroup25510,0.2 | |
| 16818 isogroup25511,0.3 | |
| 16819 isogroup25512,0.8 | |
| 16820 isogroup25513,1.8 | |
| 16821 isogroup25514,0.2 | |
| 16822 isogroup25515,0.1 | |
| 16823 isogroup25516,0.2 | |
| 16824 isogroup25517,1.5 | |
| 16825 isogroup25518,1.7 | |
| 16826 isogroup25519,-1 | |
| 16827 isogroup2552,-0.9 | |
| 16828 isogroup25520,0.4 | |
| 16829 isogroup25521,0.8 | |
| 16830 isogroup25522,0.6 | |
| 16831 isogroup25524,-0.6 | |
| 16832 isogroup25525,0.7 | |
| 16833 isogroup25526,-5.4 | |
| 16834 isogroup25527,2.7 | |
| 16835 isogroup25528,0.3 | |
| 16836 isogroup25529,0.1 | |
| 16837 isogroup2553,0.2 | |
| 16838 isogroup25530,-3.3 | |
| 16839 isogroup25531,1.7 | |
| 16840 isogroup25532,-0.2 | |
| 16841 isogroup25533,0 | |
| 16842 isogroup25534,0.4 | |
| 16843 isogroup25535,-1 | |
| 16844 isogroup25536,-2.4 | |
| 16845 isogroup25537,0.7 | |
| 16846 isogroup25538,1 | |
| 16847 isogroup2554,0.6 | |
| 16848 isogroup25540,1.8 | |
| 16849 isogroup25543,0.1 | |
| 16850 isogroup25544,-7.9 | |
| 16851 isogroup25545,0 | |
| 16852 isogroup25546,0.9 | |
| 16853 isogroup25547,0.1 | |
| 16854 isogroup25548,0.1 | |
| 16855 isogroup25549,-0.1 | |
| 16856 isogroup2555,6.4 | |
| 16857 isogroup2555.1,0.6 | |
| 16858 isogroup25550,0.1 | |
| 16859 isogroup25551,0.1 | |
| 16860 isogroup25552,0.8 | |
| 16861 isogroup25553,0.3 | |
| 16862 isogroup25554,0.5 | |
| 16863 isogroup25555,0.5 | |
| 16864 isogroup25556,1.2 | |
| 16865 isogroup25557,-0.3 | |
| 16866 isogroup25558,0 | |
| 16867 isogroup25559,1.4 | |
| 16868 isogroup2556,-2.6 | |
| 16869 isogroup25560,0.3 | |
| 16870 isogroup25561,-1.7 | |
| 16871 isogroup25563,0 | |
| 16872 isogroup25564,-1.9 | |
| 16873 isogroup25565,0.6 | |
| 16874 isogroup25566,1.3 | |
| 16875 isogroup25567,0.1 | |
| 16876 isogroup25568,-2.1 | |
| 16877 isogroup25569,-0.5 | |
| 16878 isogroup2557,2.7 | |
| 16879 isogroup25570,-10 | |
| 16880 isogroup25571,-0.1 | |
| 16881 isogroup25572,0.1 | |
| 16882 isogroup25573,-2.2 | |
| 16883 isogroup25574,0.1 | |
| 16884 isogroup25575,0.2 | |
| 16885 isogroup25576,0.1 | |
| 16886 isogroup25577,3.6 | |
| 16887 isogroup25578,0.5 | |
| 16888 isogroup25579,-1 | |
| 16889 isogroup2558,2.8 | |
| 16890 isogroup25580,1.2 | |
| 16891 isogroup25581,0.5 | |
| 16892 isogroup25582,0.2 | |
| 16893 isogroup25583,0.4 | |
| 16894 isogroup25584,-1.6 | |
| 16895 isogroup25585,-3.9 | |
| 16896 isogroup25587,0.1 | |
| 16897 isogroup25588,0.2 | |
| 16898 isogroup25589,0.3 | |
| 16899 isogroup2559,1.2 | |
| 16900 isogroup25590,2.3 | |
| 16901 isogroup25591,0.2 | |
| 16902 isogroup25592,-3.4 | |
| 16903 isogroup25593,0.1 | |
| 16904 isogroup25594,-0.1 | |
| 16905 isogroup25595,0.2 | |
| 16906 isogroup25596,0.4 | |
| 16907 isogroup25597,0.5 | |
| 16908 isogroup25598,-0.1 | |
| 16909 isogroup25599,-10 | |
| 16910 isogroup256,1.3 | |
| 16911 isogroup2560,0 | |
| 16912 isogroup25600,0 | |
| 16913 isogroup25601,0.2 | |
| 16914 isogroup25602,0.9 | |
| 16915 isogroup25603,0 | |
| 16916 isogroup25604,0.2 | |
| 16917 isogroup25605,0.2 | |
| 16918 isogroup25606,-0.3 | |
| 16919 isogroup25607,-5.5 | |
| 16920 isogroup25608,2.7 | |
| 16921 isogroup25609,-0.2 | |
| 16922 isogroup2561,2 | |
| 16923 isogroup25610,1 | |
| 16924 isogroup25611,-0.7 | |
| 16925 isogroup25612,0 | |
| 16926 isogroup25613,1.4 | |
| 16927 isogroup25614,0.3 | |
| 16928 isogroup25615,-0.5 | |
| 16929 isogroup25616,-0.3 | |
| 16930 isogroup25617,-0.3 | |
| 16931 isogroup25618,0.4 | |
| 16932 isogroup25619,-0.3 | |
| 16933 isogroup2562,0 | |
| 16934 isogroup25620,0 | |
| 16935 isogroup25621,2.9 | |
| 16936 isogroup25622,1.5 | |
| 16937 isogroup25623,0.7 | |
| 16938 isogroup25624,0.3 | |
| 16939 isogroup25625,0.8 | |
| 16940 isogroup25626,-4.7 | |
| 16941 isogroup25627,0.8 | |
| 16942 isogroup25629,-0.2 | |
| 16943 isogroup2563,0.4 | |
| 16944 isogroup25630,0.4 | |
| 16945 isogroup25632,0 | |
| 16946 isogroup25633,1.7 | |
| 16947 isogroup25635,0.5 | |
| 16948 isogroup25636,-2.6 | |
| 16949 isogroup25638,-0.6 | |
| 16950 isogroup25639,1.7 | |
| 16951 isogroup2564,1.1 | |
| 16952 isogroup25640,-1.5 | |
| 16953 isogroup25641,-0.4 | |
| 16954 isogroup25642,1.4 | |
| 16955 isogroup25643,0.3 | |
| 16956 isogroup25644,-0.9 | |
| 16957 isogroup25645,0 | |
| 16958 isogroup25646,0 | |
| 16959 isogroup25647,-0.8 | |
| 16960 isogroup25648,-0.9 | |
| 16961 isogroup25649,0.3 | |
| 16962 isogroup2565,5.8 | |
| 16963 isogroup25650,-1.3 | |
| 16964 isogroup25651,0.2 | |
| 16965 isogroup25652,-0.3 | |
| 16966 isogroup25653,-10 | |
| 16967 isogroup25654,-0.6 | |
| 16968 isogroup25655,-0.4 | |
| 16969 isogroup25656,0.7 | |
| 16970 isogroup25657,-10 | |
| 16971 isogroup25658,-6.5 | |
| 16972 isogroup25659,0.2 | |
| 16973 isogroup2566,-0.3 | |
| 16974 isogroup25660,0.4 | |
| 16975 isogroup25661,-0.4 | |
| 16976 isogroup25662,0.3 | |
| 16977 isogroup25663,-0.5 | |
| 16978 isogroup25664,-0.7 | |
| 16979 isogroup25665,0.1 | |
| 16980 isogroup25666,2.1 | |
| 16981 isogroup25667,-0.9 | |
| 16982 isogroup25668,2.2 | |
| 16983 isogroup25669,2.6 | |
| 16984 isogroup2567,2 | |
| 16985 isogroup25670,0.1 | |
| 16986 isogroup25671,4.9 | |
| 16987 isogroup25672,0.4 | |
| 16988 isogroup25673,1.2 | |
| 16989 isogroup25674,-1.6 | |
| 16990 isogroup25675,0.5 | |
| 16991 isogroup25676,0.2 | |
| 16992 isogroup25677,-0.9 | |
| 16993 isogroup25678,0.7 | |
| 16994 isogroup25679,-0.4 | |
| 16995 isogroup2568,-0.2 | |
| 16996 isogroup25680,2.4 | |
| 16997 isogroup25681,0 | |
| 16998 isogroup25682,-2.4 | |
| 16999 isogroup25683,0 | |
| 17000 isogroup25684,0.1 | |
| 17001 isogroup25685,0 | |
| 17002 isogroup25686,-0.2 | |
| 17003 isogroup25687,-10 | |
| 17004 isogroup25688,-7.8 | |
| 17005 isogroup25689,0.7 | |
| 17006 isogroup2569,0.2 | |
| 17007 isogroup25690,-10 | |
| 17008 isogroup25691,3.9 | |
| 17009 isogroup25692,0.1 | |
| 17010 isogroup25693,0.7 | |
| 17011 isogroup25694,0.3 | |
| 17012 isogroup25695,-0.4 | |
| 17013 isogroup25696,0.3 | |
| 17014 isogroup25697,-1.2 | |
| 17015 isogroup25698,1.9 | |
| 17016 isogroup257,0.3 | |
| 17017 isogroup2570,1.5 | |
| 17018 isogroup25700,-6.8 | |
| 17019 isogroup25701,-0.1 | |
| 17020 isogroup25702,-0.3 | |
| 17021 isogroup25703,1.4 | |
| 17022 isogroup25704,0.1 | |
| 17023 isogroup25705,4.2 | |
| 17024 isogroup25706,-4.4 | |
| 17025 isogroup25707,-0.3 | |
| 17026 isogroup25708,-0.2 | |
| 17027 isogroup25709,-0.3 | |
| 17028 isogroup2571,1.3 | |
| 17029 isogroup25710,1.1 | |
| 17030 isogroup25711,-0.6 | |
| 17031 isogroup25712,0.9 | |
| 17032 isogroup25713,-0.5 | |
| 17033 isogroup25714,-2.2 | |
| 17034 isogroup25715,0.2 | |
| 17035 isogroup25716,-1.5 | |
| 17036 isogroup25717,0.2 | |
| 17037 isogroup25718,0 | |
| 17038 isogroup25719,0.2 | |
| 17039 isogroup2572,0.9 | |
| 17040 isogroup25720,0 | |
| 17041 isogroup25721,-0.5 | |
| 17042 isogroup25722,3.1 | |
| 17043 isogroup25723,1.2 | |
| 17044 isogroup25724,0.2 | |
| 17045 isogroup25725,-0.3 | |
| 17046 isogroup25726,0.7 | |
| 17047 isogroup25727,2.1 | |
| 17048 isogroup25728,-0.5 | |
| 17049 isogroup25729,0 | |
| 17050 isogroup2573,-0.6 | |
| 17051 isogroup25730,1.1 | |
| 17052 isogroup25731,-0.1 | |
| 17053 isogroup25732,-0.2 | |
| 17054 isogroup25733,0.7 | |
| 17055 isogroup25734,0.3 | |
| 17056 isogroup25735,-0.4 | |
| 17057 isogroup25736,0.6 | |
| 17058 isogroup25737,0 | |
| 17059 isogroup25738,2.4 | |
| 17060 isogroup25739,-2.1 | |
| 17061 isogroup2574,-1 | |
| 17062 isogroup25740,-0.2 | |
| 17063 isogroup25741,0.3 | |
| 17064 isogroup25743,-0.5 | |
| 17065 isogroup25744,-0.2 | |
| 17066 isogroup25745,-0.3 | |
| 17067 isogroup25746,-0.8 | |
| 17068 isogroup25747,-0.1 | |
| 17069 isogroup25749,0.5 | |
| 17070 isogroup2575,1.8 | |
| 17071 isogroup25750,-4.5 | |
| 17072 isogroup25751,-1.2 | |
| 17073 isogroup25753,1.1 | |
| 17074 isogroup25754,0.1 | |
| 17075 isogroup25755,0.2 | |
| 17076 isogroup25756,0.5 | |
| 17077 isogroup25757,-5.9 | |
| 17078 isogroup25758,-0.2 | |
| 17079 isogroup25759,-0.3 | |
| 17080 isogroup2576,10 | |
| 17081 isogroup25760,0.1 | |
| 17082 isogroup25761,-0.2 | |
| 17083 isogroup25762,0.1 | |
| 17084 isogroup25763,0.6 | |
| 17085 isogroup25764,0.5 | |
| 17086 isogroup25765,-0.5 | |
| 17087 isogroup25766,1.4 | |
| 17088 isogroup25767,-0.2 | |
| 17089 isogroup25768,2.2 | |
| 17090 isogroup25769,0.2 | |
| 17091 isogroup2577,0.1 | |
| 17092 isogroup2577.1,0.9 | |
| 17093 isogroup25770,1.2 | |
| 17094 isogroup25771,-0.3 | |
| 17095 isogroup25772,-0.6 | |
| 17096 isogroup25773,-0.1 | |
| 17097 isogroup25774,0.9 | |
| 17098 isogroup25775,1.6 | |
| 17099 isogroup25776,-1.6 | |
| 17100 isogroup25777,-2.9 | |
| 17101 isogroup25778,-8.8 | |
| 17102 isogroup25779,0.5 | |
| 17103 isogroup2578,-1.8 | |
| 17104 isogroup25780,0.7 | |
| 17105 isogroup25781,0.3 | |
| 17106 isogroup25782,-0.2 | |
| 17107 isogroup25783,0.3 | |
| 17108 isogroup25785,-0.1 | |
| 17109 isogroup25786,0 | |
| 17110 isogroup25787,-3.4 | |
| 17111 isogroup25788,0.1 | |
| 17112 isogroup25789,-0.1 | |
| 17113 isogroup2579,0.2 | |
| 17114 isogroup25791,0.1 | |
| 17115 isogroup25792,0 | |
| 17116 isogroup25793,0.1 | |
| 17117 isogroup25794,0.3 | |
| 17118 isogroup25795,0.5 | |
| 17119 isogroup25796,0.5 | |
| 17120 isogroup25797,1.8 | |
| 17121 isogroup25798,-2.4 | |
| 17122 isogroup25799,-0.4 | |
| 17123 isogroup258,2.3 | |
| 17124 isogroup2580,0.1 | |
| 17125 isogroup2580.1,0 | |
| 17126 isogroup25800,0.3 | |
| 17127 isogroup25801,0 | |
| 17128 isogroup25802,1.6 | |
| 17129 isogroup25803,0.4 | |
| 17130 isogroup25804,-5.2 | |
| 17131 isogroup25805,-0.3 | |
| 17132 isogroup25806,-0.1 | |
| 17133 isogroup25807,0.8 | |
| 17134 isogroup25808,0.6 | |
| 17135 isogroup25809,-0.3 | |
| 17136 isogroup2581,0.8 | |
| 17137 isogroup25810,-0.4 | |
| 17138 isogroup25811,0.1 | |
| 17139 isogroup25812,0.3 | |
| 17140 isogroup25814,0.4 | |
| 17141 isogroup25815,-0.4 | |
| 17142 isogroup25816,0.3 | |
| 17143 isogroup25817,0.2 | |
| 17144 isogroup25818,-0.1 | |
| 17145 isogroup25819,-0.4 | |
| 17146 isogroup2582,0.5 | |
| 17147 isogroup25820,0.8 | |
| 17148 isogroup25821,1.1 | |
| 17149 isogroup25822,0.2 | |
| 17150 isogroup25823,1 | |
| 17151 isogroup25824,0.9 | |
| 17152 isogroup25825,-0.1 | |
| 17153 isogroup25826,0.9 | |
| 17154 isogroup25827,-0.2 | |
| 17155 isogroup25828,0.3 | |
| 17156 isogroup25829,-2.3 | |
| 17157 isogroup2583,2.3 | |
| 17158 isogroup25830,-8.2 | |
| 17159 isogroup25831,-0.1 | |
| 17160 isogroup25832,0.8 | |
| 17161 isogroup25833,0.1 | |
| 17162 isogroup25834,1.6 | |
| 17163 isogroup25835,-0.5 | |
| 17164 isogroup25836,0.3 | |
| 17165 isogroup25838,0.3 | |
| 17166 isogroup25839,-0.2 | |
| 17167 isogroup2584,5.2 | |
| 17168 isogroup25841,-0.2 | |
| 17169 isogroup25842,0.1 | |
| 17170 isogroup25843,0.4 | |
| 17171 isogroup25844,2 | |
| 17172 isogroup25845,0 | |
| 17173 isogroup25846,-0.8 | |
| 17174 isogroup25847,-1.6 | |
| 17175 isogroup25848,2.6 | |
| 17176 isogroup25849,0 | |
| 17177 isogroup2585,3.9 | |
| 17178 isogroup25850,0.1 | |
| 17179 isogroup25851,5.5 | |
| 17180 isogroup25852,-0.7 | |
| 17181 isogroup25853,0.3 | |
| 17182 isogroup25854,1.7 | |
| 17183 isogroup25855,-2.9 | |
| 17184 isogroup25856,0 | |
| 17185 isogroup25857,0.3 | |
| 17186 isogroup25858,0.2 | |
| 17187 isogroup25859,-0.8 | |
| 17188 isogroup2586,1.9 | |
| 17189 isogroup25860,-0.5 | |
| 17190 isogroup25861,-2.4 | |
| 17191 isogroup25862,-0.6 | |
| 17192 isogroup25863,-0.1 | |
| 17193 isogroup25865,-1.5 | |
| 17194 isogroup25866,-1.8 | |
| 17195 isogroup25867,0 | |
| 17196 isogroup25868,0 | |
| 17197 isogroup25869,-0.6 | |
| 17198 isogroup2587,0.2 | |
| 17199 isogroup25870,-0.5 | |
| 17200 isogroup25871,0 | |
| 17201 isogroup25872,-0.6 | |
| 17202 isogroup25873,-0.1 | |
| 17203 isogroup25874,0.4 | |
| 17204 isogroup25875,-0.6 | |
| 17205 isogroup25876,0 | |
| 17206 isogroup25877,0.4 | |
| 17207 isogroup25878,-1.7 | |
| 17208 isogroup25879,0.5 | |
| 17209 isogroup2588,-1.5 | |
| 17210 isogroup25880,0 | |
| 17211 isogroup25881,0.1 | |
| 17212 isogroup25882,1.3 | |
| 17213 isogroup25883,0.7 | |
| 17214 isogroup25884,-0.5 | |
| 17215 isogroup25885,0.2 | |
| 17216 isogroup25886,1.3 | |
| 17217 isogroup25887,0.1 | |
| 17218 isogroup25888,-0.2 | |
| 17219 isogroup25889,0.2 | |
| 17220 isogroup2589,-0.9 | |
| 17221 isogroup25890,-1.4 | |
| 17222 isogroup25891,0.5 | |
| 17223 isogroup25892,-0.1 | |
| 17224 isogroup25893,-1.1 | |
| 17225 isogroup25894,0.2 | |
| 17226 isogroup25895,0.1 | |
| 17227 isogroup25896,0 | |
| 17228 isogroup25897,1.5 | |
| 17229 isogroup25898,3.9 | |
| 17230 isogroup25899,-0.4 | |
| 17231 isogroup259,7.1 | |
| 17232 isogroup2590,0.3 | |
| 17233 isogroup25900,1.1 | |
| 17234 isogroup25901,0.3 | |
| 17235 isogroup25902,0.8 | |
| 17236 isogroup25903,-0.6 | |
| 17237 isogroup25904,-0.2 | |
| 17238 isogroup25905,1.4 | |
| 17239 isogroup25906,-5.3 | |
| 17240 isogroup25907,0.2 | |
| 17241 isogroup25908,-0.2 | |
| 17242 isogroup25909,-1.2 | |
| 17243 isogroup2591,-2.9 | |
| 17244 isogroup25910,-0.4 | |
| 17245 isogroup25911,0.2 | |
| 17246 isogroup25912,-0.2 | |
| 17247 isogroup25913,0.1 | |
| 17248 isogroup25914,0 | |
| 17249 isogroup25915,-0.1 | |
| 17250 isogroup25916,0.7 | |
| 17251 isogroup25917,0.1 | |
| 17252 isogroup25918,1.1 | |
| 17253 isogroup25919,4.5 | |
| 17254 isogroup2592,-3.7 | |
| 17255 isogroup25920,0.7 | |
| 17256 isogroup25921,-0.4 | |
| 17257 isogroup25922,0.4 | |
| 17258 isogroup25924,0.1 | |
| 17259 isogroup25925,0.4 | |
| 17260 isogroup25926,0.8 | |
| 17261 isogroup25927,0.9 | |
| 17262 isogroup25928,0.7 | |
| 17263 isogroup25929,0.3 | |
| 17264 isogroup2593,-0.2 | |
| 17265 isogroup25930,0.4 | |
| 17266 isogroup25931,0.1 | |
| 17267 isogroup25932,0.4 | |
| 17268 isogroup25933,-0.7 | |
| 17269 isogroup25936,-2.5 | |
| 17270 isogroup25937,0.3 | |
| 17271 isogroup25938,0 | |
| 17272 isogroup25939,0.6 | |
| 17273 isogroup2594,1.5 | |
| 17274 isogroup25940,0.4 | |
| 17275 isogroup25941,0.4 | |
| 17276 isogroup25942,0.3 | |
| 17277 isogroup25943,0 | |
| 17278 isogroup25944,0.2 | |
| 17279 isogroup25945,0.1 | |
| 17280 isogroup25946,0.3 | |
| 17281 isogroup25947,-1.1 | |
| 17282 isogroup25948,1.7 | |
| 17283 isogroup25949,0 | |
| 17284 isogroup2595,0.8 | |
| 17285 isogroup25950,0.3 | |
| 17286 isogroup25951,-0.5 | |
| 17287 isogroup25952,0.5 | |
| 17288 isogroup25953,0.4 | |
| 17289 isogroup25954,-0.7 | |
| 17290 isogroup25955,-0.2 | |
| 17291 isogroup25956,-0.5 | |
| 17292 isogroup25957,-0.7 | |
| 17293 isogroup25958,-0.1 | |
| 17294 isogroup25959,0.3 | |
| 17295 isogroup2596,2.4 | |
| 17296 isogroup25960,0 | |
| 17297 isogroup25961,-1 | |
| 17298 isogroup25962,0.2 | |
| 17299 isogroup25963,-10 | |
| 17300 isogroup25964,0.9 | |
| 17301 isogroup25965,0.2 | |
| 17302 isogroup25966,-0.4 | |
| 17303 isogroup25967,0.3 | |
| 17304 isogroup25968,0.7 | |
| 17305 isogroup25969,-1.4 | |
| 17306 isogroup2597,-0.1 | |
| 17307 isogroup25970,0.5 | |
| 17308 isogroup25971,-0.1 | |
| 17309 isogroup25972,-0.7 | |
| 17310 isogroup25973,-0.1 | |
| 17311 isogroup25974,0.1 | |
| 17312 isogroup25975,0.3 | |
| 17313 isogroup25976,0.3 | |
| 17314 isogroup25977,0.5 | |
| 17315 isogroup25978,0.2 | |
| 17316 isogroup25979,-1.3 | |
| 17317 isogroup2598,0.7 | |
| 17318 isogroup25980,0.3 | |
| 17319 isogroup25982,0 | |
| 17320 isogroup25983,0.2 | |
| 17321 isogroup25984,-0.7 | |
| 17322 isogroup25985,1.1 | |
| 17323 isogroup25986,0 | |
| 17324 isogroup25987,-0.6 | |
| 17325 isogroup25988,-0.5 | |
| 17326 isogroup25989,0.1 | |
| 17327 isogroup2599,0 | |
| 17328 isogroup25990,2.2 | |
| 17329 isogroup25991,0 | |
| 17330 isogroup25992,0.1 | |
| 17331 isogroup25993,0.4 | |
| 17332 isogroup25994,-0.1 | |
| 17333 isogroup25995,0.2 | |
| 17334 isogroup25996,0.1 | |
| 17335 isogroup25998,0.7 | |
| 17336 isogroup25999,0 | |
| 17337 isogroup26,5.8 | |
| 17338 isogroup260,0.6 | |
| 17339 isogroup2600,0.9 | |
| 17340 isogroup26000,-7.2 | |
| 17341 isogroup26001,-0.3 | |
| 17342 isogroup26002,0.1 | |
| 17343 isogroup26003,0.1 | |
| 17344 isogroup26004,1.3 | |
| 17345 isogroup26005,2.3 | |
| 17346 isogroup26006,-0.1 | |
| 17347 isogroup26007,3 | |
| 17348 isogroup26008,-0.1 | |
| 17349 isogroup26009,-1.6 | |
| 17350 isogroup2601,-9.9 | |
| 17351 isogroup26011,0.1 | |
| 17352 isogroup26012,0.3 | |
| 17353 isogroup26013,-1 | |
| 17354 isogroup26014,-8.7 | |
| 17355 isogroup26015,-0.2 | |
| 17356 isogroup26016,2.6 | |
| 17357 isogroup26017,0.2 | |
| 17358 isogroup26018,1.1 | |
| 17359 isogroup26019,0.4 | |
| 17360 isogroup2602,-6.1 | |
| 17361 isogroup26020,2.4 | |
| 17362 isogroup26021,-0.1 | |
| 17363 isogroup26022,0.9 | |
| 17364 isogroup26023,0.5 | |
| 17365 isogroup26024,-0.3 | |
| 17366 isogroup26025,0.5 | |
| 17367 isogroup26026,-0.1 | |
| 17368 isogroup26028,0.5 | |
| 17369 isogroup26029,0.1 | |
| 17370 isogroup2603,0.2 | |
| 17371 isogroup26031,1.2 | |
| 17372 isogroup26032,0.7 | |
| 17373 isogroup26033,0.5 | |
| 17374 isogroup26034,1 | |
| 17375 isogroup26035,0 | |
| 17376 isogroup26036,0.1 | |
| 17377 isogroup26038,-0.3 | |
| 17378 isogroup26039,-0.1 | |
| 17379 isogroup2604,8.4 | |
| 17380 isogroup26040,0.3 | |
| 17381 isogroup26041,0.1 | |
| 17382 isogroup26042,0.3 | |
| 17383 isogroup26043,-1.6 | |
| 17384 isogroup26044,0.4 | |
| 17385 isogroup26045,-0.2 | |
| 17386 isogroup26046,1.2 | |
| 17387 isogroup26047,0 | |
| 17388 isogroup26048,-0.9 | |
| 17389 isogroup26049,-0.4 | |
| 17390 isogroup2605,0 | |
| 17391 isogroup26050,-1 | |
| 17392 isogroup26051,-0.7 | |
| 17393 isogroup26052,1.1 | |
| 17394 isogroup26053,-0.1 | |
| 17395 isogroup26054,0.6 | |
| 17396 isogroup26055,0.2 | |
| 17397 isogroup26056,-0.1 | |
| 17398 isogroup26057,0.4 | |
| 17399 isogroup26059,0 | |
| 17400 isogroup2606,0.2 | |
| 17401 isogroup26060,0.5 | |
| 17402 isogroup26062,-2.3 | |
| 17403 isogroup26063,1.7 | |
| 17404 isogroup26064,0.2 | |
| 17405 isogroup26065,-0.8 | |
| 17406 isogroup26066,-2.7 | |
| 17407 isogroup26067,0.9 | |
| 17408 isogroup26068,0 | |
| 17409 isogroup26069,0.7 | |
| 17410 isogroup2607,5.4 | |
| 17411 isogroup26070,0.3 | |
| 17412 isogroup26071,0.1 | |
| 17413 isogroup26072,-0.2 | |
| 17414 isogroup26073,5.7 | |
| 17415 isogroup26074,-0.8 | |
| 17416 isogroup26076,0.2 | |
| 17417 isogroup26077,0 | |
| 17418 isogroup26078,-0.1 | |
| 17419 isogroup26079,1 | |
| 17420 isogroup2608,2.3 | |
| 17421 isogroup26080,2.8 | |
| 17422 isogroup26081,0.1 | |
| 17423 isogroup26083,0.6 | |
| 17424 isogroup26084,-0.4 | |
| 17425 isogroup26085,3.2 | |
| 17426 isogroup26086,-0.2 | |
| 17427 isogroup26087,-0.3 | |
| 17428 isogroup26088,2.2 | |
| 17429 isogroup2609,1.4 | |
| 17430 isogroup26090,1.2 | |
| 17431 isogroup26091,0.8 | |
| 17432 isogroup26093,0.3 | |
| 17433 isogroup26094,1.4 | |
| 17434 isogroup26095,0.1 | |
| 17435 isogroup26096,1.4 | |
| 17436 isogroup26099,0.2 | |
| 17437 isogroup261,4.9 | |
| 17438 isogroup2610,0.9 | |
| 17439 isogroup26100,-0.3 | |
| 17440 isogroup26101,0.5 | |
| 17441 isogroup26102,0.6 | |
| 17442 isogroup26103,-0.1 | |
| 17443 isogroup26104,0 | |
| 17444 isogroup26105,-0.7 | |
| 17445 isogroup26106,-5.2 | |
| 17446 isogroup26107,-0.2 | |
| 17447 isogroup26108,0.5 | |
| 17448 isogroup26109,-1.2 | |
| 17449 isogroup2611,1.3 | |
| 17450 isogroup26110,-0.1 | |
| 17451 isogroup26112,0 | |
| 17452 isogroup26113,0 | |
| 17453 isogroup26114,0.3 | |
| 17454 isogroup26115,3.2 | |
| 17455 isogroup26116,0.4 | |
| 17456 isogroup26117,0.6 | |
| 17457 isogroup26118,-0.8 | |
| 17458 isogroup26119,4.5 | |
| 17459 isogroup2612,-0.4 | |
| 17460 isogroup26120,-0.4 | |
| 17461 isogroup26121,0.8 | |
| 17462 isogroup26122,1.7 | |
| 17463 isogroup26124,-0.2 | |
| 17464 isogroup26125,-0.4 | |
| 17465 isogroup26126,0.7 | |
| 17466 isogroup26127,0.8 | |
| 17467 isogroup26128,-0.4 | |
| 17468 isogroup26129,-0.1 | |
| 17469 isogroup2613,-0.5 | |
| 17470 isogroup26130,-0.9 | |
| 17471 isogroup26131,1.3 | |
| 17472 isogroup26132,-5.1 | |
| 17473 isogroup26133,0.3 | |
| 17474 isogroup26134,1.5 | |
| 17475 isogroup26135,-2.2 | |
| 17476 isogroup26136,-0.9 | |
| 17477 isogroup26137,0.3 | |
| 17478 isogroup26138,0.6 | |
| 17479 isogroup26139,0.4 | |
| 17480 isogroup2614,0.7 | |
| 17481 isogroup26140,0.2 | |
| 17482 isogroup26141,0.3 | |
| 17483 isogroup26142,-0.3 | |
| 17484 isogroup26143,-1.6 | |
| 17485 isogroup26144,-0.7 | |
| 17486 isogroup26145,1.2 | |
| 17487 isogroup26147,0.1 | |
| 17488 isogroup26148,0 | |
| 17489 isogroup26149,0.1 | |
| 17490 isogroup2615,-2.6 | |
| 17491 isogroup26150,-0.4 | |
| 17492 isogroup26151,-1.4 | |
| 17493 isogroup26152,1 | |
| 17494 isogroup26153,1.5 | |
| 17495 isogroup26154,-1.1 | |
| 17496 isogroup26156,0.8 | |
| 17497 isogroup26157,0.3 | |
| 17498 isogroup26158,0 | |
| 17499 isogroup26159,-4.1 | |
| 17500 isogroup2616,0.2 | |
| 17501 isogroup26160,0.1 | |
| 17502 isogroup26161,0 | |
| 17503 isogroup26162,-0.1 | |
| 17504 isogroup26163,0.3 | |
| 17505 isogroup26164,0.1 | |
| 17506 isogroup26165,-0.6 | |
| 17507 isogroup26166,0 | |
| 17508 isogroup26168,-0.1 | |
| 17509 isogroup26169,0 | |
| 17510 isogroup2617,0 | |
| 17511 isogroup26170,0.5 | |
| 17512 isogroup26171,-0.3 | |
| 17513 isogroup26172,0.5 | |
| 17514 isogroup26174,0.1 | |
| 17515 isogroup26175,0.1 | |
| 17516 isogroup26176,-0.6 | |
| 17517 isogroup26177,-0.1 | |
| 17518 isogroup26178,-0.3 | |
| 17519 isogroup26179,1 | |
| 17520 isogroup2618,-0.1 | |
| 17521 isogroup26180,-0.4 | |
| 17522 isogroup26181,0 | |
| 17523 isogroup26182,2.4 | |
| 17524 isogroup26183,-0.1 | |
| 17525 isogroup26184,1.6 | |
| 17526 isogroup26185,-0.3 | |
| 17527 isogroup26187,0.1 | |
| 17528 isogroup26188,0.7 | |
| 17529 isogroup26189,-2.3 | |
| 17530 isogroup2619,-0.1 | |
| 17531 isogroup26190,1.1 | |
| 17532 isogroup26191,0 | |
| 17533 isogroup26192,0.2 | |
| 17534 isogroup26193,1.4 | |
| 17535 isogroup26194,1.1 | |
| 17536 isogroup26195,-1.5 | |
| 17537 isogroup26196,0.3 | |
| 17538 isogroup26197,0.9 | |
| 17539 isogroup26198,0.2 | |
| 17540 isogroup26199,1.7 | |
| 17541 isogroup262,-1.2 | |
| 17542 isogroup2620,0.6 | |
| 17543 isogroup2620.1,0.1 | |
| 17544 isogroup26200,0.2 | |
| 17545 isogroup26202,-0.2 | |
| 17546 isogroup26203,0.3 | |
| 17547 isogroup26204,1 | |
| 17548 isogroup26205,-0.6 | |
| 17549 isogroup26206,1 | |
| 17550 isogroup26207,0.7 | |
| 17551 isogroup26208,0.7 | |
| 17552 isogroup26209,1.7 | |
| 17553 isogroup2621,1.3 | |
| 17554 isogroup26210,2.5 | |
| 17555 isogroup26211,0.5 | |
| 17556 isogroup26212,0.5 | |
| 17557 isogroup26213,0.4 | |
| 17558 isogroup26214,0.2 | |
| 17559 isogroup26216,0.2 | |
| 17560 isogroup26217,1.3 | |
| 17561 isogroup26218,1.2 | |
| 17562 isogroup26219,0 | |
| 17563 isogroup2622,1.3 | |
| 17564 isogroup26220,-0.4 | |
| 17565 isogroup26221,-1.2 | |
| 17566 isogroup26222,2.5 | |
| 17567 isogroup26223,0.7 | |
| 17568 isogroup26224,-0.4 | |
| 17569 isogroup26225,0.2 | |
| 17570 isogroup26226,-0.1 | |
| 17571 isogroup26227,1.9 | |
| 17572 isogroup26228,5 | |
| 17573 isogroup26229,-0.1 | |
| 17574 isogroup2623,0.3 | |
| 17575 isogroup26230,0.1 | |
| 17576 isogroup26231,-0.4 | |
| 17577 isogroup26232,-2 | |
| 17578 isogroup26233,0.3 | |
| 17579 isogroup26234,-0.3 | |
| 17580 isogroup26235,-0.2 | |
| 17581 isogroup26236,-0.6 | |
| 17582 isogroup26237,-0.2 | |
| 17583 isogroup26238,-0.8 | |
| 17584 isogroup26239,0 | |
| 17585 isogroup2624,-2.1 | |
| 17586 isogroup26240,0.4 | |
| 17587 isogroup26241,0.9 | |
| 17588 isogroup26242,0.2 | |
| 17589 isogroup26243,0.1 | |
| 17590 isogroup26244,-0.8 | |
| 17591 isogroup26245,-0.2 | |
| 17592 isogroup26246,0.6 | |
| 17593 isogroup26247,1.7 | |
| 17594 isogroup26248,-0.1 | |
| 17595 isogroup26249,-0.4 | |
| 17596 isogroup2625,-0.2 | |
| 17597 isogroup26250,0.1 | |
| 17598 isogroup26251,0.7 | |
| 17599 isogroup26252,1.5 | |
| 17600 isogroup26253,0.2 | |
| 17601 isogroup26254,0.2 | |
| 17602 isogroup26255,0.1 | |
| 17603 isogroup26256,-0.8 | |
| 17604 isogroup26257,-0.2 | |
| 17605 isogroup26258,-0.7 | |
| 17606 isogroup26259,2 | |
| 17607 isogroup2626,-0.5 | |
| 17608 isogroup26260,1.1 | |
| 17609 isogroup26261,-0.2 | |
| 17610 isogroup26262,0.3 | |
| 17611 isogroup26263,-10 | |
| 17612 isogroup26264,0.9 | |
| 17613 isogroup26265,0.6 | |
| 17614 isogroup26266,-0.6 | |
| 17615 isogroup26267,0.9 | |
| 17616 isogroup26268,0.6 | |
| 17617 isogroup26269,2 | |
| 17618 isogroup2627,-0.1 | |
| 17619 isogroup26270,-5.7 | |
| 17620 isogroup26272,0.1 | |
| 17621 isogroup26273,0.2 | |
| 17622 isogroup26274,0.3 | |
| 17623 isogroup26275,0.1 | |
| 17624 isogroup26276,0.8 | |
| 17625 isogroup26277,-0.5 | |
| 17626 isogroup26278,-0.4 | |
| 17627 isogroup26279,0.2 | |
| 17628 isogroup2628,-0.7 | |
| 17629 isogroup26280,-10 | |
| 17630 isogroup26281,0.9 | |
| 17631 isogroup26282,0.1 | |
| 17632 isogroup26283,0.2 | |
| 17633 isogroup26284,1.3 | |
| 17634 isogroup26285,0 | |
| 17635 isogroup26286,0.3 | |
| 17636 isogroup26287,0.9 | |
| 17637 isogroup26288,-1.6 | |
| 17638 isogroup26289,0.9 | |
| 17639 isogroup2629,0.3 | |
| 17640 isogroup26290,0.5 | |
| 17641 isogroup26291,1.5 | |
| 17642 isogroup26292,1.6 | |
| 17643 isogroup26293,0.8 | |
| 17644 isogroup26294,0.1 | |
| 17645 isogroup26295,1.2 | |
| 17646 isogroup26296,-1.2 | |
| 17647 isogroup26297,1 | |
| 17648 isogroup26298,-2.3 | |
| 17649 isogroup263,0 | |
| 17650 isogroup2630,-0.5 | |
| 17651 isogroup26300,-0.6 | |
| 17652 isogroup26301,-4.3 | |
| 17653 isogroup26302,0.1 | |
| 17654 isogroup26303,0.5 | |
| 17655 isogroup26304,0.1 | |
| 17656 isogroup26305,-2.7 | |
| 17657 isogroup26306,-0.6 | |
| 17658 isogroup26307,-2.1 | |
| 17659 isogroup26308,-0.1 | |
| 17660 isogroup26309,0.1 | |
| 17661 isogroup2631,0.8 | |
| 17662 isogroup26310,0.3 | |
| 17663 isogroup26311,1.1 | |
| 17664 isogroup26312,0.1 | |
| 17665 isogroup26313,0.8 | |
| 17666 isogroup26314,0.6 | |
| 17667 isogroup26315,-0.5 | |
| 17668 isogroup26316,0.3 | |
| 17669 isogroup26317,0 | |
| 17670 isogroup26318,0.7 | |
| 17671 isogroup26319,-0.4 | |
| 17672 isogroup2632,-2.9 | |
| 17673 isogroup26320,0.9 | |
| 17674 isogroup26321,0.1 | |
| 17675 isogroup26322,-7.5 | |
| 17676 isogroup26323,0 | |
| 17677 isogroup26324,0.7 | |
| 17678 isogroup26326,0.1 | |
| 17679 isogroup26327,0 | |
| 17680 isogroup26328,-1.1 | |
| 17681 isogroup26329,1.6 | |
| 17682 isogroup2633,0.3 | |
| 17683 isogroup26330,0.5 | |
| 17684 isogroup26331,-0.2 | |
| 17685 isogroup26333,0.4 | |
| 17686 isogroup26335,0.6 | |
| 17687 isogroup26336,-1.6 | |
| 17688 isogroup26337,-0.6 | |
| 17689 isogroup26338,0.4 | |
| 17690 isogroup26339,0.3 | |
| 17691 isogroup2634,-2.2 | |
| 17692 isogroup26340,0.6 | |
| 17693 isogroup26341,0.3 | |
| 17694 isogroup26342,0.7 | |
| 17695 isogroup26343,1.8 | |
| 17696 isogroup26344,0.3 | |
| 17697 isogroup26345,0.6 | |
| 17698 isogroup26346,-0.3 | |
| 17699 isogroup26348,0.7 | |
| 17700 isogroup26349,1.5 | |
| 17701 isogroup2635,-0.2 | |
| 17702 isogroup26350,-0.1 | |
| 17703 isogroup26351,0 | |
| 17704 isogroup26352,0.2 | |
| 17705 isogroup26353,0.1 | |
| 17706 isogroup26354,1.3 | |
| 17707 isogroup26355,-0.5 | |
| 17708 isogroup26356,1 | |
| 17709 isogroup26357,-1.3 | |
| 17710 isogroup26358,0.3 | |
| 17711 isogroup26359,-0.9 | |
| 17712 isogroup2636,0.1 | |
| 17713 isogroup26360,1.2 | |
| 17714 isogroup26361,-0.7 | |
| 17715 isogroup26362,0.1 | |
| 17716 isogroup26363,-0.4 | |
| 17717 isogroup26364,0.7 | |
| 17718 isogroup26365,-0.1 | |
| 17719 isogroup26367,0.1 | |
| 17720 isogroup26368,-1.7 | |
| 17721 isogroup26369,0.9 | |
| 17722 isogroup2637,0 | |
| 17723 isogroup26370,0.3 | |
| 17724 isogroup26373,0.4 | |
| 17725 isogroup26374,0.4 | |
| 17726 isogroup26375,-0.7 | |
| 17727 isogroup26376,0.1 | |
| 17728 isogroup26377,-0.4 | |
| 17729 isogroup26378,0.1 | |
| 17730 isogroup26379,0.7 | |
| 17731 isogroup2638,0.5 | |
| 17732 isogroup26380,0.8 | |
| 17733 isogroup26381,-0.4 | |
| 17734 isogroup26382,-5.6 | |
| 17735 isogroup26383,0.6 | |
| 17736 isogroup26384,1.2 | |
| 17737 isogroup26385,-0.3 | |
| 17738 isogroup26386,0.2 | |
| 17739 isogroup26387,0.2 | |
| 17740 isogroup26388,1.3 | |
| 17741 isogroup26389,0 | |
| 17742 isogroup2639,3.4 | |
| 17743 isogroup26390,-1.1 | |
| 17744 isogroup26391,1.3 | |
| 17745 isogroup26392,0.1 | |
| 17746 isogroup26393,0.6 | |
| 17747 isogroup26394,2.5 | |
| 17748 isogroup26396,0.7 | |
| 17749 isogroup26397,0 | |
| 17750 isogroup26398,-1.8 | |
| 17751 isogroup26399,-0.1 | |
| 17752 isogroup264,-0.8 | |
| 17753 isogroup264.1,0.4 | |
| 17754 isogroup2640,1.2 | |
| 17755 isogroup26400,0.1 | |
| 17756 isogroup26401,0 | |
| 17757 isogroup26402,-0.3 | |
| 17758 isogroup26403,-2.4 | |
| 17759 isogroup26404,1.5 | |
| 17760 isogroup26405,1.8 | |
| 17761 isogroup26406,0.2 | |
| 17762 isogroup26407,2.2 | |
| 17763 isogroup26408,0.4 | |
| 17764 isogroup26409,0.6 | |
| 17765 isogroup2641,-1 | |
| 17766 isogroup26410,0.1 | |
| 17767 isogroup26411,0 | |
| 17768 isogroup26412,0.6 | |
| 17769 isogroup26413,-1 | |
| 17770 isogroup26414,0 | |
| 17771 isogroup26415,2 | |
| 17772 isogroup26416,-0.3 | |
| 17773 isogroup26417,0 | |
| 17774 isogroup26418,0.7 | |
| 17775 isogroup26419,2.9 | |
| 17776 isogroup2642,0 | |
| 17777 isogroup26421,0.5 | |
| 17778 isogroup26422,0.3 | |
| 17779 isogroup26423,-0.8 | |
| 17780 isogroup26425,-0.3 | |
| 17781 isogroup26426,0.3 | |
| 17782 isogroup26427,-1 | |
| 17783 isogroup26428,0 | |
| 17784 isogroup26429,0.1 | |
| 17785 isogroup2643,0.9 | |
| 17786 isogroup26430,0.3 | |
| 17787 isogroup26431,0.4 | |
| 17788 isogroup26432,0.4 | |
| 17789 isogroup26433,0.2 | |
| 17790 isogroup26434,0.3 | |
| 17791 isogroup26435,-0.3 | |
| 17792 isogroup26436,0.2 | |
| 17793 isogroup26437,-0.1 | |
| 17794 isogroup26438,0.9 | |
| 17795 isogroup26439,0.3 | |
| 17796 isogroup2644,0.6 | |
| 17797 isogroup26440,0 | |
| 17798 isogroup26441,0.1 | |
| 17799 isogroup26442,-0.5 | |
| 17800 isogroup26443,-0.4 | |
| 17801 isogroup26444,0.4 | |
| 17802 isogroup26445,0.5 | |
| 17803 isogroup26446,-0.2 | |
| 17804 isogroup26447,1.6 | |
| 17805 isogroup26448,2.5 | |
| 17806 isogroup26449,0 | |
| 17807 isogroup2645,-3.2 | |
| 17808 isogroup26450,0.4 | |
| 17809 isogroup26451,1.4 | |
| 17810 isogroup26452,0.2 | |
| 17811 isogroup26453,0.2 | |
| 17812 isogroup26454,1.4 | |
| 17813 isogroup26455,0.1 | |
| 17814 isogroup26456,-0.7 | |
| 17815 isogroup26457,-1.4 | |
| 17816 isogroup26458,-0.1 | |
| 17817 isogroup26459,0.7 | |
| 17818 isogroup2646,0.3 | |
| 17819 isogroup26460,-3.5 | |
| 17820 isogroup26461,-0.1 | |
| 17821 isogroup26462,0.4 | |
| 17822 isogroup26463,1.7 | |
| 17823 isogroup26464,0.6 | |
| 17824 isogroup26465,0.3 | |
| 17825 isogroup26466,0.8 | |
| 17826 isogroup26467,5.5 | |
| 17827 isogroup26468,-1.7 | |
| 17828 isogroup26469,0.3 | |
| 17829 isogroup2647,0.2 | |
| 17830 isogroup26470,-3.7 | |
| 17831 isogroup26471,0.5 | |
| 17832 isogroup26473,-1.5 | |
| 17833 isogroup26474,0.6 | |
| 17834 isogroup26475,0.4 | |
| 17835 isogroup26476,-0.7 | |
| 17836 isogroup26477,0.1 | |
| 17837 isogroup26478,0.5 | |
| 17838 isogroup26479,-0.6 | |
| 17839 isogroup2648,-0.9 | |
| 17840 isogroup26480,1.1 | |
| 17841 isogroup26481,-0.1 | |
| 17842 isogroup26482,0.4 | |
| 17843 isogroup26483,0.5 | |
| 17844 isogroup26484,-0.2 | |
| 17845 isogroup26485,1.5 | |
| 17846 isogroup26486,0.1 | |
| 17847 isogroup26487,0.2 | |
| 17848 isogroup26488,0.3 | |
| 17849 isogroup2649,2.5 | |
| 17850 isogroup26490,0.6 | |
| 17851 isogroup26492,0.4 | |
| 17852 isogroup26493,0.7 | |
| 17853 isogroup26494,0 | |
| 17854 isogroup26495,0 | |
| 17855 isogroup26496,0.6 | |
| 17856 isogroup26497,-0.8 | |
| 17857 isogroup26498,0.4 | |
| 17858 isogroup26499,0.4 | |
| 17859 isogroup265,1.9 | |
| 17860 isogroup2650,0 | |
| 17861 isogroup26500,0.1 | |
| 17862 isogroup26501,0.1 | |
| 17863 isogroup26502,-0.8 | |
| 17864 isogroup26503,0.3 | |
| 17865 isogroup26504,-0.6 | |
| 17866 isogroup26505,2.7 | |
| 17867 isogroup26506,3.1 | |
| 17868 isogroup26507,-2.6 | |
| 17869 isogroup26508,0.5 | |
| 17870 isogroup26509,0.1 | |
| 17871 isogroup2651,-0.2 | |
| 17872 isogroup26510,3.7 | |
| 17873 isogroup26511,1.7 | |
| 17874 isogroup26512,0.6 | |
| 17875 isogroup26513,0.3 | |
| 17876 isogroup26514,0 | |
| 17877 isogroup26515,-5.5 | |
| 17878 isogroup26516,-1.6 | |
| 17879 isogroup26517,0.8 | |
| 17880 isogroup26518,0.2 | |
| 17881 isogroup26519,0.1 | |
| 17882 isogroup2652,0.8 | |
| 17883 isogroup26520,1.6 | |
| 17884 isogroup26521,-0.7 | |
| 17885 isogroup26522,-0.5 | |
| 17886 isogroup26523,-0.3 | |
| 17887 isogroup26524,-0.2 | |
| 17888 isogroup26525,-0.4 | |
| 17889 isogroup26526,0.6 | |
| 17890 isogroup26527,1.3 | |
| 17891 isogroup26528,0.3 | |
| 17892 isogroup26529,0.8 | |
| 17893 isogroup2653,0.8 | |
| 17894 isogroup26530,0.5 | |
| 17895 isogroup26531,0 | |
| 17896 isogroup26532,-3.7 | |
| 17897 isogroup26533,-0.7 | |
| 17898 isogroup26534,-1.4 | |
| 17899 isogroup26535,-0.1 | |
| 17900 isogroup26537,-1.3 | |
| 17901 isogroup26538,1.2 | |
| 17902 isogroup26539,0 | |
| 17903 isogroup2654,0.3 | |
| 17904 isogroup26540,0.3 | |
| 17905 isogroup26541,0.4 | |
| 17906 isogroup26542,-1.6 | |
| 17907 isogroup26543,-0.8 | |
| 17908 isogroup26544,0.1 | |
| 17909 isogroup26545,-2.6 | |
| 17910 isogroup26546,-0.1 | |
| 17911 isogroup26547,0.8 | |
| 17912 isogroup26548,0.3 | |
| 17913 isogroup26549,0.4 | |
| 17914 isogroup2655,0.8 | |
| 17915 isogroup26550,0.5 | |
| 17916 isogroup26551,0.3 | |
| 17917 isogroup26552,0.2 | |
| 17918 isogroup26553,0.4 | |
| 17919 isogroup26554,0 | |
| 17920 isogroup26555,0.1 | |
| 17921 isogroup26556,-0.3 | |
| 17922 isogroup26557,-0.1 | |
| 17923 isogroup26558,-0.4 | |
| 17924 isogroup26559,0.9 | |
| 17925 isogroup2656,0.1 | |
| 17926 isogroup26560,0 | |
| 17927 isogroup26561,-0.1 | |
| 17928 isogroup26562,0.9 | |
| 17929 isogroup26563,0.1 | |
| 17930 isogroup26564,-0.5 | |
| 17931 isogroup26565,-0.8 | |
| 17932 isogroup26566,0.7 | |
| 17933 isogroup26567,-0.8 | |
| 17934 isogroup26568,-1.6 | |
| 17935 isogroup26569,0.6 | |
| 17936 isogroup2657,3.3 | |
| 17937 isogroup26570,-0.7 | |
| 17938 isogroup26571,1.1 | |
| 17939 isogroup26572,0.7 | |
| 17940 isogroup26573,0.6 | |
| 17941 isogroup26575,0.1 | |
| 17942 isogroup26576,-0.4 | |
| 17943 isogroup26577,0.6 | |
| 17944 isogroup26578,-0.3 | |
| 17945 isogroup26579,-1.2 | |
| 17946 isogroup2658,0.3 | |
| 17947 isogroup26580,0.2 | |
| 17948 isogroup26581,-0.5 | |
| 17949 isogroup26582,-0.5 | |
| 17950 isogroup26583,0.2 | |
| 17951 isogroup26584,-6.6 | |
| 17952 isogroup26585,-0.7 | |
| 17953 isogroup26586,-1.3 | |
| 17954 isogroup26587,4.2 | |
| 17955 isogroup26588,0.1 | |
| 17956 isogroup26589,0.8 | |
| 17957 isogroup2659,0.6 | |
| 17958 isogroup26590,2.3 | |
| 17959 isogroup26591,0.5 | |
| 17960 isogroup26593,1.9 | |
| 17961 isogroup26594,0.8 | |
| 17962 isogroup26595,1.5 | |
| 17963 isogroup26596,-0.6 | |
| 17964 isogroup26597,0 | |
| 17965 isogroup26598,-0.6 | |
| 17966 isogroup26599,0 | |
| 17967 isogroup266,0.9 | |
| 17968 isogroup266.1,1.7 | |
| 17969 isogroup2660,0.3 | |
| 17970 isogroup26600,0 | |
| 17971 isogroup26601,-0.1 | |
| 17972 isogroup26602,0.2 | |
| 17973 isogroup26603,0.5 | |
| 17974 isogroup26604,0.2 | |
| 17975 isogroup26605,-0.4 | |
| 17976 isogroup26606,-1 | |
| 17977 isogroup26607,-0.1 | |
| 17978 isogroup26608,0.4 | |
| 17979 isogroup26609,1.5 | |
| 17980 isogroup2661,0.3 | |
| 17981 isogroup26610,0.5 | |
| 17982 isogroup26611,0.2 | |
| 17983 isogroup26612,0.3 | |
| 17984 isogroup26613,-2.2 | |
| 17985 isogroup26614,-0.1 | |
| 17986 isogroup26615,0.5 | |
| 17987 isogroup26616,0.7 | |
| 17988 isogroup26617,0.6 | |
| 17989 isogroup26618,0.5 | |
| 17990 isogroup26619,0.6 | |
| 17991 isogroup2662,0 | |
| 17992 isogroup26620,-0.1 | |
| 17993 isogroup26621,0.3 | |
| 17994 isogroup26622,1 | |
| 17995 isogroup26623,0.9 | |
| 17996 isogroup26624,-0.7 | |
| 17997 isogroup26625,1.2 | |
| 17998 isogroup26626,-2.6 | |
| 17999 isogroup26627,0.8 | |
| 18000 isogroup26628,0.5 | |
| 18001 isogroup26629,0.6 | |
| 18002 isogroup2663,-0.8 | |
| 18003 isogroup26630,-4.3 | |
| 18004 isogroup26631,0.2 | |
| 18005 isogroup26632,-0.2 | |
| 18006 isogroup26634,1.5 | |
| 18007 isogroup26635,-0.5 | |
| 18008 isogroup26636,0.3 | |
| 18009 isogroup26637,-0.3 | |
| 18010 isogroup26638,0.3 | |
| 18011 isogroup26639,-1.2 | |
| 18012 isogroup2664,0.5 | |
| 18013 isogroup26640,0.3 | |
| 18014 isogroup26641,0.1 | |
| 18015 isogroup26642,0 | |
| 18016 isogroup26643,0.7 | |
| 18017 isogroup26644,0.3 | |
| 18018 isogroup26645,-0.5 | |
| 18019 isogroup26646,-0.8 | |
| 18020 isogroup26647,2 | |
| 18021 isogroup26648,0.7 | |
| 18022 isogroup26649,0.4 | |
| 18023 isogroup2665,1.2 | |
| 18024 isogroup26650,0.2 | |
| 18025 isogroup26651,-10 | |
| 18026 isogroup26652,0.2 | |
| 18027 isogroup26653,-0.3 | |
| 18028 isogroup26654,0.4 | |
| 18029 isogroup26655,0.7 | |
| 18030 isogroup26656,-3.4 | |
| 18031 isogroup26657,1.4 | |
| 18032 isogroup26658,0 | |
| 18033 isogroup26659,0.4 | |
| 18034 isogroup2666,3.1 | |
| 18035 isogroup26660,0.7 | |
| 18036 isogroup26661,-4.3 | |
| 18037 isogroup26662,-0.1 | |
| 18038 isogroup26664,-0.2 | |
| 18039 isogroup26665,0.8 | |
| 18040 isogroup26666,0 | |
| 18041 isogroup26667,-3.2 | |
| 18042 isogroup26668,0.5 | |
| 18043 isogroup26669,-0.8 | |
| 18044 isogroup2667,0.9 | |
| 18045 isogroup26671,-0.1 | |
| 18046 isogroup26672,0.7 | |
| 18047 isogroup26673,0.3 | |
| 18048 isogroup26674,1 | |
| 18049 isogroup26675,0.1 | |
| 18050 isogroup26676,1.8 | |
| 18051 isogroup26677,-0.2 | |
| 18052 isogroup26678,0.4 | |
| 18053 isogroup26679,0.1 | |
| 18054 isogroup2668,0.2 | |
| 18055 isogroup26680,-0.3 | |
| 18056 isogroup26681,-0.3 | |
| 18057 isogroup26682,0.6 | |
| 18058 isogroup26683,2.6 | |
| 18059 isogroup26684,0 | |
| 18060 isogroup26685,0.7 | |
| 18061 isogroup26686,2.5 | |
| 18062 isogroup26687,0.5 | |
| 18063 isogroup26688,-0.1 | |
| 18064 isogroup26689,0.5 | |
| 18065 isogroup2669,0.2 | |
| 18066 isogroup26690,0.2 | |
| 18067 isogroup26691,2.2 | |
| 18068 isogroup26692,0.7 | |
| 18069 isogroup26693,0.2 | |
| 18070 isogroup26694,0.2 | |
| 18071 isogroup26695,1.4 | |
| 18072 isogroup26696,0.3 | |
| 18073 isogroup26698,0.2 | |
| 18074 isogroup26699,0.2 | |
| 18075 isogroup267,5.6 | |
| 18076 isogroup2670,3.9 | |
| 18077 isogroup26700,0.1 | |
| 18078 isogroup26701,-3 | |
| 18079 isogroup26702,-0.7 | |
| 18080 isogroup26703,0.1 | |
| 18081 isogroup26704,0.2 | |
| 18082 isogroup26705,0.6 | |
| 18083 isogroup26706,1.1 | |
| 18084 isogroup26707,-4.1 | |
| 18085 isogroup26708,0.2 | |
| 18086 isogroup26709,0.3 | |
| 18087 isogroup2671,0.2 | |
| 18088 isogroup26710,1.1 | |
| 18089 isogroup26711,-0.9 | |
| 18090 isogroup26712,0 | |
| 18091 isogroup26713,1.5 | |
| 18092 isogroup26714,-0.5 | |
| 18093 isogroup26715,-0.2 | |
| 18094 isogroup26716,1.4 | |
| 18095 isogroup26717,0.7 | |
| 18096 isogroup26718,0.6 | |
| 18097 isogroup26719,-0.2 | |
| 18098 isogroup2672,2.1 | |
| 18099 isogroup26720,0.9 | |
| 18100 isogroup26721,-1.5 | |
| 18101 isogroup26722,-0.5 | |
| 18102 isogroup26723,0.9 | |
| 18103 isogroup26724,3.1 | |
| 18104 isogroup26725,0.4 | |
| 18105 isogroup26726,-0.1 | |
| 18106 isogroup26727,-0.2 | |
| 18107 isogroup26728,0 | |
| 18108 isogroup26729,1.2 | |
| 18109 isogroup2673,1 | |
| 18110 isogroup26730,-0.1 | |
| 18111 isogroup26731,0.3 | |
| 18112 isogroup26732,0.9 | |
| 18113 isogroup26733,0.9 | |
| 18114 isogroup26734,1.5 | |
| 18115 isogroup26735,-1 | |
| 18116 isogroup26736,-1.3 | |
| 18117 isogroup26737,0.1 | |
| 18118 isogroup26738,0.2 | |
| 18119 isogroup26739,-1 | |
| 18120 isogroup2674,0.1 | |
| 18121 isogroup26740,1.3 | |
| 18122 isogroup26741,-0.2 | |
| 18123 isogroup26742,0 | |
| 18124 isogroup26743,0.4 | |
| 18125 isogroup26744,-0.8 | |
| 18126 isogroup26745,0.1 | |
| 18127 isogroup26746,-0.4 | |
| 18128 isogroup26747,-3 | |
| 18129 isogroup26748,0.8 | |
| 18130 isogroup26749,0.4 | |
| 18131 isogroup2675,-0.2 | |
| 18132 isogroup26750,0.1 | |
| 18133 isogroup26751,0.7 | |
| 18134 isogroup26752,-0.6 | |
| 18135 isogroup26753,0.5 | |
| 18136 isogroup26754,1.4 | |
| 18137 isogroup26755,1.1 | |
| 18138 isogroup26756,-0.6 | |
| 18139 isogroup26758,0.1 | |
| 18140 isogroup26759,-8.5 | |
| 18141 isogroup2676,-0.6 | |
| 18142 isogroup26760,0.2 | |
| 18143 isogroup26761,-0.6 | |
| 18144 isogroup26762,-0.1 | |
| 18145 isogroup26763,-0.3 | |
| 18146 isogroup26764,-0.7 | |
| 18147 isogroup26765,-0.1 | |
| 18148 isogroup26766,-0.3 | |
| 18149 isogroup26767,0.2 | |
| 18150 isogroup26768,-1.5 | |
| 18151 isogroup26769,-0.2 | |
| 18152 isogroup2677,0.2 | |
| 18153 isogroup26770,0.5 | |
| 18154 isogroup26771,0.6 | |
| 18155 isogroup26772,10 | |
| 18156 isogroup26773,-1.4 | |
| 18157 isogroup26774,-0.4 | |
| 18158 isogroup26775,-0.2 | |
| 18159 isogroup26776,0.1 | |
| 18160 isogroup26777,1.4 | |
| 18161 isogroup26778,0.6 | |
| 18162 isogroup26779,0.4 | |
| 18163 isogroup2678,0.5 | |
| 18164 isogroup26780,1.1 | |
| 18165 isogroup26781,-10 | |
| 18166 isogroup26782,0.4 | |
| 18167 isogroup26783,1.6 | |
| 18168 isogroup26784,0.5 | |
| 18169 isogroup26785,1.1 | |
| 18170 isogroup26786,-0.2 | |
| 18171 isogroup26787,3.1 | |
| 18172 isogroup26788,0.2 | |
| 18173 isogroup26789,0.1 | |
| 18174 isogroup2679,1.5 | |
| 18175 isogroup26790,-2.1 | |
| 18176 isogroup26791,-0.2 | |
| 18177 isogroup26792,0.8 | |
| 18178 isogroup26794,1.6 | |
| 18179 isogroup26795,-1.1 | |
| 18180 isogroup26796,0.2 | |
| 18181 isogroup26797,0.8 | |
| 18182 isogroup26798,0.4 | |
| 18183 isogroup26799,-0.1 | |
| 18184 isogroup268,-0.4 | |
| 18185 isogroup2680,-3.8 | |
| 18186 isogroup26800,0.5 | |
| 18187 isogroup26801,0.3 | |
| 18188 isogroup26802,-1.7 | |
| 18189 isogroup26803,-0.8 | |
| 18190 isogroup26804,1.1 | |
| 18191 isogroup26806,1.3 | |
| 18192 isogroup26807,-0.9 | |
| 18193 isogroup26808,0.1 | |
| 18194 isogroup26809,-0.6 | |
| 18195 isogroup2681,1.2 | |
| 18196 isogroup2681.1,0.4 | |
| 18197 isogroup26810,0 | |
| 18198 isogroup26811,0.5 | |
| 18199 isogroup26812,0 | |
| 18200 isogroup26813,0.2 | |
| 18201 isogroup26814,0 | |
| 18202 isogroup26815,0.2 | |
| 18203 isogroup26816,1.6 | |
| 18204 isogroup26817,-0.1 | |
| 18205 isogroup26818,0.3 | |
| 18206 isogroup26819,-0.3 | |
| 18207 isogroup2682,-0.6 | |
| 18208 isogroup26820,0.3 | |
| 18209 isogroup26821,0 | |
| 18210 isogroup26822,-0.1 | |
| 18211 isogroup26823,0.9 | |
| 18212 isogroup26824,0 | |
| 18213 isogroup26825,2.6 | |
| 18214 isogroup26826,0.8 | |
| 18215 isogroup26827,1.7 | |
| 18216 isogroup26828,2 | |
| 18217 isogroup26829,0.3 | |
| 18218 isogroup2683,0.4 | |
| 18219 isogroup26830,-0.5 | |
| 18220 isogroup26831,1.2 | |
| 18221 isogroup26832,0.2 | |
| 18222 isogroup26833,1.4 | |
| 18223 isogroup26834,1.4 | |
| 18224 isogroup26835,0.4 | |
| 18225 isogroup26836,-0.2 | |
| 18226 isogroup26837,0 | |
| 18227 isogroup26838,0.4 | |
| 18228 isogroup26839,-1.5 | |
| 18229 isogroup2684,2.1 | |
| 18230 isogroup26840,-1.1 | |
| 18231 isogroup26841,0 | |
| 18232 isogroup26842,-0.2 | |
| 18233 isogroup26843,0.1 | |
| 18234 isogroup26844,0 | |
| 18235 isogroup26845,-0.5 | |
| 18236 isogroup26846,0.7 | |
| 18237 isogroup26847,-0.2 | |
| 18238 isogroup26848,-1.8 | |
| 18239 isogroup26849,1.2 | |
| 18240 isogroup2685,-1.5 | |
| 18241 isogroup26850,1.1 | |
| 18242 isogroup26851,0.3 | |
| 18243 isogroup26852,-0.2 | |
| 18244 isogroup26853,0.6 | |
| 18245 isogroup26854,-0.7 | |
| 18246 isogroup26855,0.1 | |
| 18247 isogroup26856,1.6 | |
| 18248 isogroup26857,-0.8 | |
| 18249 isogroup26858,0.1 | |
| 18250 isogroup26859,1.9 | |
| 18251 isogroup2686,0.3 | |
| 18252 isogroup26860,0.6 | |
| 18253 isogroup26861,1.1 | |
| 18254 isogroup26862,-0.4 | |
| 18255 isogroup26863,0.6 | |
| 18256 isogroup26864,-0.4 | |
| 18257 isogroup26865,0.7 | |
| 18258 isogroup26866,1.7 | |
| 18259 isogroup26867,-0.3 | |
| 18260 isogroup26868,0.4 | |
| 18261 isogroup26869,-0.2 | |
| 18262 isogroup2687,1.5 | |
| 18263 isogroup26870,4.2 | |
| 18264 isogroup26871,0.3 | |
| 18265 isogroup26872,-0.3 | |
| 18266 isogroup26873,0.3 | |
| 18267 isogroup26874,2.1 | |
| 18268 isogroup26875,0 | |
| 18269 isogroup26876,0.2 | |
| 18270 isogroup26877,0.2 | |
| 18271 isogroup26878,0.6 | |
| 18272 isogroup26879,-0.4 | |
| 18273 isogroup2688,-0.9 | |
| 18274 isogroup26880,0.7 | |
| 18275 isogroup26881,0.5 | |
| 18276 isogroup26882,0.1 | |
| 18277 isogroup26883,-1 | |
| 18278 isogroup26884,-0.6 | |
| 18279 isogroup26885,-10 | |
| 18280 isogroup26886,0.1 | |
| 18281 isogroup26887,-0.9 | |
| 18282 isogroup26888,-0.7 | |
| 18283 isogroup26889,1.3 | |
| 18284 isogroup2689,0.3 | |
| 18285 isogroup26890,0.3 | |
| 18286 isogroup26891,-0.7 | |
| 18287 isogroup26892,1 | |
| 18288 isogroup26893,-0.7 | |
| 18289 isogroup26894,0.3 | |
| 18290 isogroup26895,-0.4 | |
| 18291 isogroup26896,-0.8 | |
| 18292 isogroup26897,-0.2 | |
| 18293 isogroup26898,0.2 | |
| 18294 isogroup26899,0.7 | |
| 18295 isogroup269,1.9 | |
| 18296 isogroup2690,-0.2 | |
| 18297 isogroup26900,3.1 | |
| 18298 isogroup26901,-0.5 | |
| 18299 isogroup26902,0.4 | |
| 18300 isogroup26903,-0.3 | |
| 18301 isogroup26904,1.3 | |
| 18302 isogroup26905,0.5 | |
| 18303 isogroup26906,0.7 | |
| 18304 isogroup26907,-1.1 | |
| 18305 isogroup26908,-6.7 | |
| 18306 isogroup26909,0.1 | |
| 18307 isogroup2691,-2.8 | |
| 18308 isogroup26910,0.7 | |
| 18309 isogroup26911,-1.5 | |
| 18310 isogroup26912,0.1 | |
| 18311 isogroup26913,0.6 | |
| 18312 isogroup26914,-1.4 | |
| 18313 isogroup26915,0.1 | |
| 18314 isogroup26916,0 | |
| 18315 isogroup26917,1.3 | |
| 18316 isogroup26918,-2.2 | |
| 18317 isogroup26919,-0.7 | |
| 18318 isogroup2692,0.5 | |
| 18319 isogroup26920,0.6 | |
| 18320 isogroup26921,0.1 | |
| 18321 isogroup26922,-0.4 | |
| 18322 isogroup26923,0.1 | |
| 18323 isogroup26924,-0.1 | |
| 18324 isogroup26925,-0.8 | |
| 18325 isogroup26926,0.3 | |
| 18326 isogroup26927,0.1 | |
| 18327 isogroup26928,1.1 | |
| 18328 isogroup26929,-0.3 | |
| 18329 isogroup2693,-0.2 | |
| 18330 isogroup26930,-2.3 | |
| 18331 isogroup26931,0.1 | |
| 18332 isogroup26933,-0.8 | |
| 18333 isogroup26934,0.5 | |
| 18334 isogroup26935,2.9 | |
| 18335 isogroup26936,-3.9 | |
| 18336 isogroup26937,-1 | |
| 18337 isogroup26938,0.7 | |
| 18338 isogroup2694,-4.2 | |
| 18339 isogroup26941,2.4 | |
| 18340 isogroup26942,0.3 | |
| 18341 isogroup26943,0.1 | |
| 18342 isogroup26944,0.1 | |
| 18343 isogroup26945,-3.2 | |
| 18344 isogroup26946,0.2 | |
| 18345 isogroup26947,-0.3 | |
| 18346 isogroup26949,-2.3 | |
| 18347 isogroup2695,4.4 | |
| 18348 isogroup26950,1.2 | |
| 18349 isogroup26951,-0.1 | |
| 18350 isogroup26952,0.2 | |
| 18351 isogroup26953,6.8 | |
| 18352 isogroup26954,-0.1 | |
| 18353 isogroup26955,-8.5 | |
| 18354 isogroup26956,-0.4 | |
| 18355 isogroup26957,0.5 | |
| 18356 isogroup26958,0.1 | |
| 18357 isogroup26959,0.9 | |
| 18358 isogroup2696,0 | |
| 18359 isogroup26960,0.7 | |
| 18360 isogroup26961,1.1 | |
| 18361 isogroup26962,1.9 | |
| 18362 isogroup26963,0.3 | |
| 18363 isogroup26964,0.9 | |
| 18364 isogroup26965,-0.8 | |
| 18365 isogroup26966,-0.6 | |
| 18366 isogroup26967,1.2 | |
| 18367 isogroup26968,0.4 | |
| 18368 isogroup26969,0.2 | |
| 18369 isogroup2697,3.8 | |
| 18370 isogroup26970,0.1 | |
| 18371 isogroup26971,1.1 | |
| 18372 isogroup26972,0.3 | |
| 18373 isogroup26973,1.3 | |
| 18374 isogroup26974,0.1 | |
| 18375 isogroup26975,2.4 | |
| 18376 isogroup26976,0.6 | |
| 18377 isogroup26978,-0.3 | |
| 18378 isogroup26979,-0.1 | |
| 18379 isogroup2698,1.4 | |
| 18380 isogroup26980,0.3 | |
| 18381 isogroup26981,1.1 | |
| 18382 isogroup26982,1.7 | |
| 18383 isogroup26983,0.3 | |
| 18384 isogroup26984,-0.3 | |
| 18385 isogroup26985,-0.9 | |
| 18386 isogroup26986,-2.2 | |
| 18387 isogroup26988,-0.3 | |
| 18388 isogroup2699,-8.6 | |
| 18389 isogroup26990,0.1 | |
| 18390 isogroup26992,0 | |
| 18391 isogroup26993,1.5 | |
| 18392 isogroup26994,-0.2 | |
| 18393 isogroup26995,-5.1 | |
| 18394 isogroup26996,0.1 | |
| 18395 isogroup26997,0.2 | |
| 18396 isogroup26998,-0.4 | |
| 18397 isogroup26999,0.2 | |
| 18398 isogroup27,3.5 | |
| 18399 isogroup270,1.6 | |
| 18400 isogroup2700,1.7 | |
| 18401 isogroup27000,0.1 | |
| 18402 isogroup27001,0.8 | |
| 18403 isogroup27002,0.3 | |
| 18404 isogroup27003,0 | |
| 18405 isogroup27004,0.2 | |
| 18406 isogroup27006,-1.9 | |
| 18407 isogroup27007,1.2 | |
| 18408 isogroup27008,-0.7 | |
| 18409 isogroup27009,0 | |
| 18410 isogroup2701,0.1 | |
| 18411 isogroup27010,-0.3 | |
| 18412 isogroup27011,-0.5 | |
| 18413 isogroup27012,0.5 | |
| 18414 isogroup27013,-0.4 | |
| 18415 isogroup27014,0.3 | |
| 18416 isogroup27015,0.2 | |
| 18417 isogroup27016,0 | |
| 18418 isogroup27017,2.3 | |
| 18419 isogroup27018,-1.9 | |
| 18420 isogroup27019,0.6 | |
| 18421 isogroup2702,0.2 | |
| 18422 isogroup27020,1.6 | |
| 18423 isogroup27021,1.1 | |
| 18424 isogroup27022,0.1 | |
| 18425 isogroup27023,-0.4 | |
| 18426 isogroup27024,-1.2 | |
| 18427 isogroup27025,-0.2 | |
| 18428 isogroup27026,0.9 | |
| 18429 isogroup27027,-0.1 | |
| 18430 isogroup27028,0.2 | |
| 18431 isogroup27029,1.8 | |
| 18432 isogroup2703,1 | |
| 18433 isogroup27030,0.5 | |
| 18434 isogroup27031,1.1 | |
| 18435 isogroup27032,0 | |
| 18436 isogroup27034,0.6 | |
| 18437 isogroup27035,0.9 | |
| 18438 isogroup27036,-0.2 | |
| 18439 isogroup27037,1.5 | |
| 18440 isogroup27038,-4 | |
| 18441 isogroup27039,-0.2 | |
| 18442 isogroup2704,10 | |
| 18443 isogroup27040,0.1 | |
| 18444 isogroup27041,-0.6 | |
| 18445 isogroup27042,2 | |
| 18446 isogroup27043,0.2 | |
| 18447 isogroup27044,-5.5 | |
| 18448 isogroup27045,1.5 | |
| 18449 isogroup27046,-5 | |
| 18450 isogroup27047,1.8 | |
| 18451 isogroup27048,1.7 | |
| 18452 isogroup27049,0 | |
| 18453 isogroup2705,-0.8 | |
| 18454 isogroup27050,0.7 | |
| 18455 isogroup27051,-0.1 | |
| 18456 isogroup27052,0.2 | |
| 18457 isogroup27054,0.8 | |
| 18458 isogroup27055,0.4 | |
| 18459 isogroup27056,0.2 | |
| 18460 isogroup27057,-1.5 | |
| 18461 isogroup27058,0 | |
| 18462 isogroup27059,0.1 | |
| 18463 isogroup2706,0.1 | |
| 18464 isogroup27060,0.4 | |
| 18465 isogroup27061,0.8 | |
| 18466 isogroup27062,0.1 | |
| 18467 isogroup27063,0.8 | |
| 18468 isogroup27064,0.3 | |
| 18469 isogroup27065,10 | |
| 18470 isogroup27066,-0.1 | |
| 18471 isogroup27067,-3.8 | |
| 18472 isogroup27068,0.9 | |
| 18473 isogroup27069,0.5 | |
| 18474 isogroup2707,0 | |
| 18475 isogroup27070,-0.7 | |
| 18476 isogroup27071,-2.4 | |
| 18477 isogroup27072,-0.6 | |
| 18478 isogroup27073,-1.4 | |
| 18479 isogroup27074,-0.3 | |
| 18480 isogroup27075,-10 | |
| 18481 isogroup27076,0.5 | |
| 18482 isogroup27078,0 | |
| 18483 isogroup27079,-0.3 | |
| 18484 isogroup2708,0.2 | |
| 18485 isogroup27080,-0.6 | |
| 18486 isogroup27081,-0.1 | |
| 18487 isogroup27082,1.9 | |
| 18488 isogroup27083,-2.5 | |
| 18489 isogroup27084,0 | |
| 18490 isogroup27085,0.9 | |
| 18491 isogroup27086,1.5 | |
| 18492 isogroup27088,0.1 | |
| 18493 isogroup27089,0.7 | |
| 18494 isogroup2709,-9.7 | |
| 18495 isogroup27090,0.9 | |
| 18496 isogroup27091,-0.2 | |
| 18497 isogroup27092,0.3 | |
| 18498 isogroup27093,3.6 | |
| 18499 isogroup27094,-1 | |
| 18500 isogroup27095,-1.1 | |
| 18501 isogroup27096,0.6 | |
| 18502 isogroup27097,-0.1 | |
| 18503 isogroup27098,0.4 | |
| 18504 isogroup27099,1.2 | |
| 18505 isogroup271,1 | |
| 18506 isogroup2710,-0.1 | |
| 18507 isogroup27100,-0.2 | |
| 18508 isogroup27101,0.1 | |
| 18509 isogroup27101.1,0.2 | |
| 18510 isogroup27102,0.5 | |
| 18511 isogroup27103,-0.1 | |
| 18512 isogroup27104,0.2 | |
| 18513 isogroup27105,-0.4 | |
| 18514 isogroup27106,-0.6 | |
| 18515 isogroup27107,1.2 | |
| 18516 isogroup27108,-4.4 | |
| 18517 isogroup27109,-0.1 | |
| 18518 isogroup2711,1.4 | |
| 18519 isogroup27110,0.4 | |
| 18520 isogroup27111,1.2 | |
| 18521 isogroup27112,0 | |
| 18522 isogroup27113,-0.3 | |
| 18523 isogroup27114,0.2 | |
| 18524 isogroup27115,-0.4 | |
| 18525 isogroup27116,0.7 | |
| 18526 isogroup27117,-0.3 | |
| 18527 isogroup27118,-0.1 | |
| 18528 isogroup27119,0.5 | |
| 18529 isogroup2712,2 | |
| 18530 isogroup2712.1,-0.2 | |
| 18531 isogroup2712.2,-0.6 | |
| 18532 isogroup27120,-0.4 | |
| 18533 isogroup27121,0.2 | |
| 18534 isogroup27122,2.9 | |
| 18535 isogroup27123,-10 | |
| 18536 isogroup27124,-0.3 | |
| 18537 isogroup27125,-0.3 | |
| 18538 isogroup27126,0.7 | |
| 18539 isogroup27127,-0.4 | |
| 18540 isogroup27128,2.1 | |
| 18541 isogroup27129,0.1 | |
| 18542 isogroup2713,6.2 | |
| 18543 isogroup27130,0.9 | |
| 18544 isogroup27131,3.2 | |
| 18545 isogroup27132,0.6 | |
| 18546 isogroup27133,0.3 | |
| 18547 isogroup27134,0 | |
| 18548 isogroup27135.1,0.9 | |
| 18549 isogroup27136,-0.1 | |
| 18550 isogroup27137,-4.3 | |
| 18551 isogroup27138,-10 | |
| 18552 isogroup27139,1.4 | |
| 18553 isogroup2714,-0.7 | |
| 18554 isogroup27140,-1 | |
| 18555 isogroup27141,-2.6 | |
| 18556 isogroup27142,0.7 | |
| 18557 isogroup27143,-0.7 | |
| 18558 isogroup27144,1.6 | |
| 18559 isogroup27145,2.2 | |
| 18560 isogroup27146,-0.8 | |
| 18561 isogroup27148,-0.3 | |
| 18562 isogroup27149,0.3 | |
| 18563 isogroup2715,-10 | |
| 18564 isogroup27150,0 | |
| 18565 isogroup27152,1.2 | |
| 18566 isogroup27153,-0.3 | |
| 18567 isogroup27154,-1.6 | |
| 18568 isogroup27155,-0.7 | |
| 18569 isogroup27156,0.3 | |
| 18570 isogroup27157,-0.6 | |
| 18571 isogroup27158,0.5 | |
| 18572 isogroup27159,-0.7 | |
| 18573 isogroup2716,4.9 | |
| 18574 isogroup27160,-0.7 | |
| 18575 isogroup27162,1.1 | |
| 18576 isogroup27163,0 | |
| 18577 isogroup27165,2 | |
| 18578 isogroup27167,1.9 | |
| 18579 isogroup27168,2 | |
| 18580 isogroup27169,0.4 | |
| 18581 isogroup2717,0.2 | |
| 18582 isogroup27170,-4 | |
| 18583 isogroup27171,0.7 | |
| 18584 isogroup27172,1.3 | |
| 18585 isogroup27173,-0.3 | |
| 18586 isogroup27174,0.1 | |
| 18587 isogroup27175,0 | |
| 18588 isogroup27176,0 | |
| 18589 isogroup27178,0.1 | |
| 18590 isogroup27179,-0.6 | |
| 18591 isogroup2718,0.3 | |
| 18592 isogroup27180,0.2 | |
| 18593 isogroup27181,0.1 | |
| 18594 isogroup27182,-0.3 | |
| 18595 isogroup27183,0.7 | |
| 18596 isogroup27184,-0.2 | |
| 18597 isogroup27185,0.4 | |
| 18598 isogroup27186,0.4 | |
| 18599 isogroup27187,-0.5 | |
| 18600 isogroup27188,0.6 | |
| 18601 isogroup27189,-0.4 | |
| 18602 isogroup2719,0 | |
| 18603 isogroup27190,-0.6 | |
| 18604 isogroup27191,-0.3 | |
| 18605 isogroup27192,0.8 | |
| 18606 isogroup27193,-0.1 | |
| 18607 isogroup27194,1.1 | |
| 18608 isogroup27195,0.2 | |
| 18609 isogroup27196,0.3 | |
| 18610 isogroup27197,1.1 | |
| 18611 isogroup27198,-0.2 | |
| 18612 isogroup27199,-1.3 | |
| 18613 isogroup272,-0.1 | |
| 18614 isogroup2720,0.3 | |
| 18615 isogroup27200,0 | |
| 18616 isogroup27201,0 | |
| 18617 isogroup27202,-2.1 | |
| 18618 isogroup27203,0 | |
| 18619 isogroup27204,0.1 | |
| 18620 isogroup27205,0.4 | |
| 18621 isogroup27206,-0.4 | |
| 18622 isogroup27207,0.5 | |
| 18623 isogroup27208,0.3 | |
| 18624 isogroup27209,0 | |
| 18625 isogroup2721,0.3 | |
| 18626 isogroup27210,0.3 | |
| 18627 isogroup27211,0.1 | |
| 18628 isogroup27212,0.4 | |
| 18629 isogroup27213,0.8 | |
| 18630 isogroup27215,1.9 | |
| 18631 isogroup27216,0.1 | |
| 18632 isogroup27217,0 | |
| 18633 isogroup27218,-0.3 | |
| 18634 isogroup27219,1 | |
| 18635 isogroup2722,-7.3 | |
| 18636 isogroup27220,-4.2 | |
| 18637 isogroup27221,1.8 | |
| 18638 isogroup27222,-0.3 | |
| 18639 isogroup27223,0.1 | |
| 18640 isogroup27224,0 | |
| 18641 isogroup27225,0.1 | |
| 18642 isogroup27226,-0.5 | |
| 18643 isogroup27227,0.2 | |
| 18644 isogroup27228,0.1 | |
| 18645 isogroup27229,0.2 | |
| 18646 isogroup2723,2.3 | |
| 18647 isogroup27230,0.9 | |
| 18648 isogroup27231,0.1 | |
| 18649 isogroup27232,2.4 | |
| 18650 isogroup27233,0.7 | |
| 18651 isogroup27234,0 | |
| 18652 isogroup27235,0.2 | |
| 18653 isogroup27236,-1.3 | |
| 18654 isogroup27237,1.4 | |
| 18655 isogroup27239,-1.6 | |
| 18656 isogroup2724,0.3 | |
| 18657 isogroup27240,-1.8 | |
| 18658 isogroup27241,-0.4 | |
| 18659 isogroup27242,0.3 | |
| 18660 isogroup27243,-1.9 | |
| 18661 isogroup27244,-0.2 | |
| 18662 isogroup27245,0.8 | |
| 18663 isogroup27246,-5.6 | |
| 18664 isogroup27247,0.4 | |
| 18665 isogroup27249,2.1 | |
| 18666 isogroup2725,0.1 | |
| 18667 isogroup27250,-0.4 | |
| 18668 isogroup27251,-0.3 | |
| 18669 isogroup27252,0.7 | |
| 18670 isogroup27253,0.8 | |
| 18671 isogroup27254,6.8 | |
| 18672 isogroup27255,0.2 | |
| 18673 isogroup27256,-1.7 | |
| 18674 isogroup27257,1.8 | |
| 18675 isogroup27258,-8 | |
| 18676 isogroup27259,0.1 | |
| 18677 isogroup2726,-0.1 | |
| 18678 isogroup27260,0.3 | |
| 18679 isogroup27261,0.6 | |
| 18680 isogroup27262,1.4 | |
| 18681 isogroup27263,0.7 | |
| 18682 isogroup27264,0.2 | |
| 18683 isogroup27265,4.7 | |
| 18684 isogroup27266,-0.3 | |
| 18685 isogroup27267,1.3 | |
| 18686 isogroup27268,-0.5 | |
| 18687 isogroup27269,0.5 | |
| 18688 isogroup2727,1.4 | |
| 18689 isogroup27270,1.8 | |
| 18690 isogroup27271,0 | |
| 18691 isogroup27272,0 | |
| 18692 isogroup27273,-10 | |
| 18693 isogroup27274,0.6 | |
| 18694 isogroup27275,-0.1 | |
| 18695 isogroup27276,-2 | |
| 18696 isogroup27277,0.1 | |
| 18697 isogroup27278,0.3 | |
| 18698 isogroup27279,0.7 | |
| 18699 isogroup2728,0.8 | |
| 18700 isogroup27280,0.6 | |
| 18701 isogroup27281,0.1 | |
| 18702 isogroup27282,-0.1 | |
| 18703 isogroup27283,-2 | |
| 18704 isogroup27284,1 | |
| 18705 isogroup27285,0.2 | |
| 18706 isogroup27286,1 | |
| 18707 isogroup27287,0.1 | |
| 18708 isogroup2729,1.7 | |
| 18709 isogroup27290,-1.2 | |
| 18710 isogroup27291,2 | |
| 18711 isogroup27292,-2.6 | |
| 18712 isogroup27294,-0.8 | |
| 18713 isogroup27295,0 | |
| 18714 isogroup27296,0.8 | |
| 18715 isogroup27297,0.1 | |
| 18716 isogroup27298,-1.4 | |
| 18717 isogroup273,1.3 | |
| 18718 isogroup2730,0.1 | |
| 18719 isogroup27300,1.5 | |
| 18720 isogroup27301,0.4 | |
| 18721 isogroup27302,0.7 | |
| 18722 isogroup27303,0 | |
| 18723 isogroup27304,-0.9 | |
| 18724 isogroup27305,0 | |
| 18725 isogroup27306,3 | |
| 18726 isogroup27307,-1 | |
| 18727 isogroup27309,0.1 | |
| 18728 isogroup2731,0.2 | |
| 18729 isogroup27310,0 | |
| 18730 isogroup27311,1.5 | |
| 18731 isogroup27312,-0.4 | |
| 18732 isogroup27313,2.3 | |
| 18733 isogroup27314,0.4 | |
| 18734 isogroup27315,1.3 | |
| 18735 isogroup27318,-1.5 | |
| 18736 isogroup27319,0.1 | |
| 18737 isogroup2732,0.3 | |
| 18738 isogroup27320,-0.5 | |
| 18739 isogroup27321,0.2 | |
| 18740 isogroup27322,-0.7 | |
| 18741 isogroup27323,-1.4 | |
| 18742 isogroup27324,0.3 | |
| 18743 isogroup27325,-0.4 | |
| 18744 isogroup27326,0.6 | |
| 18745 isogroup27328,0.1 | |
| 18746 isogroup2733,0.8 | |
| 18747 isogroup27330,-0.3 | |
| 18748 isogroup27331,1.7 | |
| 18749 isogroup27332,0.2 | |
| 18750 isogroup27333,-0.3 | |
| 18751 isogroup27334,-1.8 | |
| 18752 isogroup27336,0.3 | |
| 18753 isogroup27337,-0.4 | |
| 18754 isogroup27338,0 | |
| 18755 isogroup27339,0.4 | |
| 18756 isogroup2734,4.7 | |
| 18757 isogroup27340,0.3 | |
| 18758 isogroup27341,1 | |
| 18759 isogroup27342,-0.1 | |
| 18760 isogroup27343,-0.1 | |
| 18761 isogroup27344,-1 | |
| 18762 isogroup27345,-0.3 | |
| 18763 isogroup27346,0.2 | |
| 18764 isogroup27347,1.9 | |
| 18765 isogroup27348,-0.5 | |
| 18766 isogroup27349,1.2 | |
| 18767 isogroup2735,1.8 | |
| 18768 isogroup27350,1.8 | |
| 18769 isogroup27351,-0.4 | |
| 18770 isogroup27352,-0.6 | |
| 18771 isogroup27353,-0.1 | |
| 18772 isogroup27354,0 | |
| 18773 isogroup27355,0.5 | |
| 18774 isogroup27356,-0.3 | |
| 18775 isogroup27357,-0.5 | |
| 18776 isogroup27358,0.7 | |
| 18777 isogroup27359,1 | |
| 18778 isogroup2736,2.8 | |
| 18779 isogroup27361,-0.1 | |
| 18780 isogroup27362,-10 | |
| 18781 isogroup27363,0.7 | |
| 18782 isogroup27364,0 | |
| 18783 isogroup27365,0.3 | |
| 18784 isogroup27366,-0.1 | |
| 18785 isogroup27367,0.3 | |
| 18786 isogroup27368,0.4 | |
| 18787 isogroup27369,-0.4 | |
| 18788 isogroup2737,1.8 | |
| 18789 isogroup27370,-0.1 | |
| 18790 isogroup27371,3.1 | |
| 18791 isogroup27372,0.1 | |
| 18792 isogroup27373,0 | |
| 18793 isogroup27374,-0.5 | |
| 18794 isogroup27375,0.3 | |
| 18795 isogroup27376,-1.7 | |
| 18796 isogroup27377,0.2 | |
| 18797 isogroup27379,0.5 | |
| 18798 isogroup2738,1.7 | |
| 18799 isogroup27380,6.7 | |
| 18800 isogroup27381,-0.1 | |
| 18801 isogroup27382,0.1 | |
| 18802 isogroup27383,0.3 | |
| 18803 isogroup27384,-0.4 | |
| 18804 isogroup27385,-0.2 | |
| 18805 isogroup27387,0 | |
| 18806 isogroup27388,-0.2 | |
| 18807 isogroup27389,0 | |
| 18808 isogroup2739,-0.4 | |
| 18809 isogroup27390,0.7 | |
| 18810 isogroup27391,-4.7 | |
| 18811 isogroup27392,0.5 | |
| 18812 isogroup27393,0.3 | |
| 18813 isogroup27394,0.3 | |
| 18814 isogroup27395,-10 | |
| 18815 isogroup27396,-0.4 | |
| 18816 isogroup27397,-0.1 | |
| 18817 isogroup27398,4.3 | |
| 18818 isogroup27399,-0.7 | |
| 18819 isogroup274,0.5 | |
| 18820 isogroup2740,0.1 | |
| 18821 isogroup2740.1,0 | |
| 18822 isogroup27400,0 | |
| 18823 isogroup27401,-0.1 | |
| 18824 isogroup27402,0.9 | |
| 18825 isogroup27403,0.2 | |
| 18826 isogroup27404,0.2 | |
| 18827 isogroup27405,0.5 | |
| 18828 isogroup27406,0.7 | |
| 18829 isogroup27407,0.2 | |
| 18830 isogroup27408,0.1 | |
| 18831 isogroup27409,1 | |
| 18832 isogroup2741,1.8 | |
| 18833 isogroup27410,0.1 | |
| 18834 isogroup27411,0 | |
| 18835 isogroup27412,0.2 | |
| 18836 isogroup27413,0.4 | |
| 18837 isogroup27414,0.3 | |
| 18838 isogroup27415,0.6 | |
| 18839 isogroup27416,0.3 | |
| 18840 isogroup27417,-0.2 | |
| 18841 isogroup27418,0 | |
| 18842 isogroup27419,-10 | |
| 18843 isogroup2742,0.9 | |
| 18844 isogroup27420,0.4 | |
| 18845 isogroup27421,0.3 | |
| 18846 isogroup27422,4.2 | |
| 18847 isogroup27423,0 | |
| 18848 isogroup27424,0 | |
| 18849 isogroup27425,1 | |
| 18850 isogroup27426,-0.8 | |
| 18851 isogroup27427,0.3 | |
| 18852 isogroup27428,-3.3 | |
| 18853 isogroup27429,-1.1 | |
| 18854 isogroup2743,0.3 | |
| 18855 isogroup27430,0.4 | |
| 18856 isogroup27431,1 | |
| 18857 isogroup27432,0.3 | |
| 18858 isogroup27433,-1.5 | |
| 18859 isogroup27434,0.2 | |
| 18860 isogroup27435,0.3 | |
| 18861 isogroup27437,2.7 | |
| 18862 isogroup27438,0.3 | |
| 18863 isogroup27439,-0.4 | |
| 18864 isogroup2744,1.1 | |
| 18865 isogroup27440,-0.2 | |
| 18866 isogroup27441,1.2 | |
| 18867 isogroup27442,-8.1 | |
| 18868 isogroup27443,0.6 | |
| 18869 isogroup27444,0.5 | |
| 18870 isogroup27445,0.3 | |
| 18871 isogroup27446,0.4 | |
| 18872 isogroup27447,1 | |
| 18873 isogroup27448,0.2 | |
| 18874 isogroup27449,-4.4 | |
| 18875 isogroup2745,0.2 | |
| 18876 isogroup27450,0.3 | |
| 18877 isogroup27451,0.1 | |
| 18878 isogroup27452,0.2 | |
| 18879 isogroup27453,1.6 | |
| 18880 isogroup27454,2 | |
| 18881 isogroup27455,0.8 | |
| 18882 isogroup27456,0.8 | |
| 18883 isogroup27457,-2.4 | |
| 18884 isogroup27458,0.8 | |
| 18885 isogroup27459,-0.1 | |
| 18886 isogroup2746,0.5 | |
| 18887 isogroup27460,-0.4 | |
| 18888 isogroup27461,0 | |
| 18889 isogroup27462,0.2 | |
| 18890 isogroup27463,-0.1 | |
| 18891 isogroup27464,-1.2 | |
| 18892 isogroup27465,0 | |
| 18893 isogroup27466,0.2 | |
| 18894 isogroup27467,-0.1 | |
| 18895 isogroup27468,0 | |
| 18896 isogroup2747,6.3 | |
| 18897 isogroup27470,-0.4 | |
| 18898 isogroup27471,0.1 | |
| 18899 isogroup27472,0.9 | |
| 18900 isogroup27473,0 | |
| 18901 isogroup27474,0.6 | |
| 18902 isogroup27475,0.1 | |
| 18903 isogroup27476,0.6 | |
| 18904 isogroup27477,-0.7 | |
| 18905 isogroup27478,0.1 | |
| 18906 isogroup27479,0.7 | |
| 18907 isogroup2748,0 | |
| 18908 isogroup27480,0.1 | |
| 18909 isogroup27481,0 | |
| 18910 isogroup27482,0 | |
| 18911 isogroup27483,0.2 | |
| 18912 isogroup27484,0.4 | |
| 18913 isogroup27485,1 | |
| 18914 isogroup27486,-0.3 | |
| 18915 isogroup27489,0.5 | |
| 18916 isogroup2749,2.2 | |
| 18917 isogroup27490,0.3 | |
| 18918 isogroup27491,0.6 | |
| 18919 isogroup27492,-0.7 | |
| 18920 isogroup27493,0.4 | |
| 18921 isogroup27494,0.4 | |
| 18922 isogroup27495,0.2 | |
| 18923 isogroup27496,0.6 | |
| 18924 isogroup27497,1.8 | |
| 18925 isogroup27498,-0.2 | |
| 18926 isogroup27499,-0.5 | |
| 18927 isogroup275,3.3 | |
| 18928 isogroup2750,-0.1 | |
| 18929 isogroup27500,1.7 | |
| 18930 isogroup27501,2.1 | |
| 18931 isogroup27502,-1.5 | |
| 18932 isogroup27503,0.7 | |
| 18933 isogroup27504,0.3 | |
| 18934 isogroup27505,-1.7 | |
| 18935 isogroup27506,1.2 | |
| 18936 isogroup27507,-1 | |
| 18937 isogroup27508,-0.1 | |
| 18938 isogroup27509,0.1 | |
| 18939 isogroup2751,0.2 | |
| 18940 isogroup27510,0.6 | |
| 18941 isogroup27511,0.2 | |
| 18942 isogroup27512,-0.3 | |
| 18943 isogroup27513,0.3 | |
| 18944 isogroup27514,0.7 | |
| 18945 isogroup27515,0.4 | |
| 18946 isogroup27516,0.1 | |
| 18947 isogroup27517,0 | |
| 18948 isogroup27518,0.3 | |
| 18949 isogroup27519,-0.7 | |
| 18950 isogroup2752,0.3 | |
| 18951 isogroup27520,-1.1 | |
| 18952 isogroup27521,0.3 | |
| 18953 isogroup27522,0.2 | |
| 18954 isogroup27523,0.6 | |
| 18955 isogroup27524,0.2 | |
| 18956 isogroup27525,0.5 | |
| 18957 isogroup27526,1 | |
| 18958 isogroup27527,-0.7 | |
| 18959 isogroup27528,1.2 | |
| 18960 isogroup27529,-0.8 | |
| 18961 isogroup2753,1.4 | |
| 18962 isogroup27530,0.1 | |
| 18963 isogroup27531,-0.1 | |
| 18964 isogroup27532,2.5 | |
| 18965 isogroup27533,0.7 | |
| 18966 isogroup27534,0.2 | |
| 18967 isogroup27535,0.6 | |
| 18968 isogroup27536,-10 | |
| 18969 isogroup27537,-0.4 | |
| 18970 isogroup27538,-0.6 | |
| 18971 isogroup27539,-0.3 | |
| 18972 isogroup2754,1.7 | |
| 18973 isogroup27541,-5.1 | |
| 18974 isogroup27542,-0.2 | |
| 18975 isogroup27543,0.5 | |
| 18976 isogroup27544,0 | |
| 18977 isogroup27545,2.6 | |
| 18978 isogroup27546,0 | |
| 18979 isogroup27547,-1 | |
| 18980 isogroup27548,-0.1 | |
| 18981 isogroup27549,2 | |
| 18982 isogroup2755,0.4 | |
| 18983 isogroup27550,-0.7 | |
| 18984 isogroup27552,0.2 | |
| 18985 isogroup27553,1.5 | |
| 18986 isogroup27554,1.8 | |
| 18987 isogroup27555,0.6 | |
| 18988 isogroup27556,0 | |
| 18989 isogroup27557,0.5 | |
| 18990 isogroup27558,-0.4 | |
| 18991 isogroup27559,0.3 | |
| 18992 isogroup2756,0.3 | |
| 18993 isogroup27560,1.3 | |
| 18994 isogroup27561,0 | |
| 18995 isogroup27562,-0.1 | |
| 18996 isogroup27563,-1.2 | |
| 18997 isogroup27564,-0.5 | |
| 18998 isogroup27565,0 | |
| 18999 isogroup27566,0.8 | |
| 19000 isogroup27567,0.1 | |
| 19001 isogroup27568,-2.9 | |
| 19002 isogroup27569,1.5 | |
| 19003 isogroup2757,0 | |
| 19004 isogroup27570,3.4 | |
| 19005 isogroup27571,-0.9 | |
| 19006 isogroup27572,0.5 | |
| 19007 isogroup27573,0.1 | |
| 19008 isogroup27574,-3.3 | |
| 19009 isogroup27575,-0.3 | |
| 19010 isogroup27576,0.3 | |
| 19011 isogroup27577,-2.2 | |
| 19012 isogroup27578,0.4 | |
| 19013 isogroup27579,0.9 | |
| 19014 isogroup2758,1 | |
| 19015 isogroup27580,0.3 | |
| 19016 isogroup27581,0.7 | |
| 19017 isogroup27583,0.7 | |
| 19018 isogroup27585,-0.3 | |
| 19019 isogroup27586,0.3 | |
| 19020 isogroup27587,1.7 | |
| 19021 isogroup27588,1.2 | |
| 19022 isogroup27589,-3.2 | |
| 19023 isogroup2759,-0.5 | |
| 19024 isogroup27590,-8.3 | |
| 19025 isogroup27591,1.2 | |
| 19026 isogroup27592,-1 | |
| 19027 isogroup27593,-0.5 | |
| 19028 isogroup27594,-0.9 | |
| 19029 isogroup27595,1.5 | |
| 19030 isogroup27596,0.7 | |
| 19031 isogroup27597,0.8 | |
| 19032 isogroup27598,2.2 | |
| 19033 isogroup27599,-0.4 | |
| 19034 isogroup276,-0.2 | |
| 19035 isogroup2760,1.5 | |
| 19036 isogroup27600,0 | |
| 19037 isogroup27601,-0.2 | |
| 19038 isogroup27602,2 | |
| 19039 isogroup27603,-0.2 | |
| 19040 isogroup27604,-3.5 | |
| 19041 isogroup27605,6.8 | |
| 19042 isogroup27608,-7.4 | |
| 19043 isogroup27609,0.2 | |
| 19044 isogroup2761,-0.1 | |
| 19045 isogroup27610,0.3 | |
| 19046 isogroup27611,0.2 | |
| 19047 isogroup27612,0 | |
| 19048 isogroup27613,0.5 | |
| 19049 isogroup27614,0.2 | |
| 19050 isogroup27615,0.9 | |
| 19051 isogroup27616,-2.7 | |
| 19052 isogroup27617,0 | |
| 19053 isogroup27618,0.3 | |
| 19054 isogroup27619,0.4 | |
| 19055 isogroup2762,2.7 | |
| 19056 isogroup27620,0.2 | |
| 19057 isogroup27621,0 | |
| 19058 isogroup27622,-0.4 | |
| 19059 isogroup27623,-0.1 | |
| 19060 isogroup27624,0.9 | |
| 19061 isogroup27625,-4.6 | |
| 19062 isogroup27626,-1.5 | |
| 19063 isogroup27627,-0.6 | |
| 19064 isogroup27628,0.3 | |
| 19065 isogroup27629,-0.2 | |
| 19066 isogroup2763,0.3 | |
| 19067 isogroup27630,0 | |
| 19068 isogroup27631,1.4 | |
| 19069 isogroup27632,0.1 | |
| 19070 isogroup27633,0.6 | |
| 19071 isogroup27634,-0.7 | |
| 19072 isogroup27635,-0.2 | |
| 19073 isogroup27636,1 | |
| 19074 isogroup27637,0.6 | |
| 19075 isogroup27638,0.6 | |
| 19076 isogroup27639,0.2 | |
| 19077 isogroup2764,-0.3 | |
| 19078 isogroup27640,0.2 | |
| 19079 isogroup27641,0.2 | |
| 19080 isogroup27642,-0.6 | |
| 19081 isogroup27643,1.2 | |
| 19082 isogroup27644,0.7 | |
| 19083 isogroup27645,0.6 | |
| 19084 isogroup27646,0.3 | |
| 19085 isogroup27647,1.9 | |
| 19086 isogroup27648,0 | |
| 19087 isogroup27649,-0.2 | |
| 19088 isogroup2765,0.1 | |
| 19089 isogroup27650,0.2 | |
| 19090 isogroup27651,0.6 | |
| 19091 isogroup27652,-1.8 | |
| 19092 isogroup27653,0.4 | |
| 19093 isogroup27654,-0.3 | |
| 19094 isogroup27655,-0.4 | |
| 19095 isogroup27656,1.1 | |
| 19096 isogroup27657,1.1 | |
| 19097 isogroup27658,-1.1 | |
| 19098 isogroup27659,10 | |
| 19099 isogroup2766,-0.4 | |
| 19100 isogroup2766.1,0.3 | |
| 19101 isogroup27661,0 | |
| 19102 isogroup27662,-5.6 | |
| 19103 isogroup27663,0.6 | |
| 19104 isogroup27664,0.4 | |
| 19105 isogroup27667,0.2 | |
| 19106 isogroup27668,1.7 | |
| 19107 isogroup27669,5.9 | |
| 19108 isogroup2767,4.5 | |
| 19109 isogroup27670,0.2 | |
| 19110 isogroup27671,0.2 | |
| 19111 isogroup27672,0 | |
| 19112 isogroup27673,0 | |
| 19113 isogroup27674,1.5 | |
| 19114 isogroup27675,0 | |
| 19115 isogroup27676,1.4 | |
| 19116 isogroup27677,0.4 | |
| 19117 isogroup27678,-0.2 | |
| 19118 isogroup27679,-0.2 | |
| 19119 isogroup2768,10 | |
| 19120 isogroup27680,1.2 | |
| 19121 isogroup27681,0.7 | |
| 19122 isogroup27682,0.8 | |
| 19123 isogroup27683,1.3 | |
| 19124 isogroup27684,0.5 | |
| 19125 isogroup27685,0.3 | |
| 19126 isogroup27686,-0.6 | |
| 19127 isogroup27687,0.8 | |
| 19128 isogroup27688,0.9 | |
| 19129 isogroup27689,1.4 | |
| 19130 isogroup2769,-0.2 | |
| 19131 isogroup27690,0.6 | |
| 19132 isogroup27691,-0.4 | |
| 19133 isogroup27692,2.9 | |
| 19134 isogroup27693,0.5 | |
| 19135 isogroup27694,-0.1 | |
| 19136 isogroup27695,0.3 | |
| 19137 isogroup27696,0.2 | |
| 19138 isogroup27697,2.5 | |
| 19139 isogroup27698,-1.6 | |
| 19140 isogroup27699,-0.2 | |
| 19141 isogroup277,-0.5 | |
| 19142 isogroup2770,-0.1 | |
| 19143 isogroup27700,-0.7 | |
| 19144 isogroup27701,0.6 | |
| 19145 isogroup27702,-0.1 | |
| 19146 isogroup27703,0.1 | |
| 19147 isogroup27704,0 | |
| 19148 isogroup27705,0.3 | |
| 19149 isogroup27707,1.2 | |
| 19150 isogroup27708,1.7 | |
| 19151 isogroup27709,-2.7 | |
| 19152 isogroup2771,-0.2 | |
| 19153 isogroup27710,0 | |
| 19154 isogroup27711,-1.1 | |
| 19155 isogroup27712,-1.6 | |
| 19156 isogroup27713,-0.4 | |
| 19157 isogroup27715,-0.2 | |
| 19158 isogroup27716,0 | |
| 19159 isogroup27717,0.6 | |
| 19160 isogroup27718,0.7 | |
| 19161 isogroup27719,0.6 | |
| 19162 isogroup2772,0.7 | |
| 19163 isogroup27722,0.5 | |
| 19164 isogroup27723,0.5 | |
| 19165 isogroup27724,1.1 | |
| 19166 isogroup27725,0 | |
| 19167 isogroup27726,0.6 | |
| 19168 isogroup27727,-0.1 | |
| 19169 isogroup27728,4.2 | |
| 19170 isogroup27729,0.8 | |
| 19171 isogroup2773,0.6 | |
| 19172 isogroup27730,0.6 | |
| 19173 isogroup27731,-0.1 | |
| 19174 isogroup27732,1.2 | |
| 19175 isogroup27733,1.1 | |
| 19176 isogroup27734,0.2 | |
| 19177 isogroup27735,0 | |
| 19178 isogroup27736,-0.2 | |
| 19179 isogroup27737,0 | |
| 19180 isogroup27738,-0.2 | |
| 19181 isogroup27739,0.8 | |
| 19182 isogroup2774,0.2 | |
| 19183 isogroup27740,1.8 | |
| 19184 isogroup27741,-10 | |
| 19185 isogroup27742,0.1 | |
| 19186 isogroup27743,0 | |
| 19187 isogroup27744,-0.2 | |
| 19188 isogroup27745,0.5 | |
| 19189 isogroup27746,5.2 | |
| 19190 isogroup27747,0 | |
| 19191 isogroup27748,0.2 | |
| 19192 isogroup27749,-0.8 | |
| 19193 isogroup2775,2 | |
| 19194 isogroup27750,1.2 | |
| 19195 isogroup27751,-0.2 | |
| 19196 isogroup27752,1.2 | |
| 19197 isogroup27753,-0.2 | |
| 19198 isogroup27754,3.4 | |
| 19199 isogroup27755,-0.1 | |
| 19200 isogroup27756,0.1 | |
| 19201 isogroup27757,-1.6 | |
| 19202 isogroup27758,-10 | |
| 19203 isogroup27759,3.7 | |
| 19204 isogroup2776,1.2 | |
| 19205 isogroup27760,2.3 | |
| 19206 isogroup27761,0.6 | |
| 19207 isogroup27762,1 | |
| 19208 isogroup27763,0.3 | |
| 19209 isogroup27764,2.9 | |
| 19210 isogroup27765,-1.5 | |
| 19211 isogroup27767,2.8 | |
| 19212 isogroup27768,0.1 | |
| 19213 isogroup27769,0.1 | |
| 19214 isogroup2777,4.2 | |
| 19215 isogroup27770,-1 | |
| 19216 isogroup27771,0 | |
| 19217 isogroup27773,0.5 | |
| 19218 isogroup27774,0 | |
| 19219 isogroup27775,-2.7 | |
| 19220 isogroup27776,1.1 | |
| 19221 isogroup27777,2.6 | |
| 19222 isogroup27778,0.1 | |
| 19223 isogroup27779,1.9 | |
| 19224 isogroup2778,0.2 | |
| 19225 isogroup27780,0 | |
| 19226 isogroup27781,-0.3 | |
| 19227 isogroup27782,-0.7 | |
| 19228 isogroup27783,0.5 | |
| 19229 isogroup27784,-0.1 | |
| 19230 isogroup27785,1.9 | |
| 19231 isogroup27786,0.4 | |
| 19232 isogroup27787,-0.5 | |
| 19233 isogroup27788,0.8 | |
| 19234 isogroup27789,0.5 | |
| 19235 isogroup2779,0.1 | |
| 19236 isogroup27790,0.4 | |
| 19237 isogroup27791,1.2 | |
| 19238 isogroup27792,0 | |
| 19239 isogroup27794,0 | |
| 19240 isogroup27795,2.2 | |
| 19241 isogroup27796,2.4 | |
| 19242 isogroup27797,-1.5 | |
| 19243 isogroup27798,0.6 | |
| 19244 isogroup27799,-1.8 | |
| 19245 isogroup278,4.2 | |
| 19246 isogroup2780,-10 | |
| 19247 isogroup27800,0.4 | |
| 19248 isogroup27801,0.5 | |
| 19249 isogroup27802,-0.2 | |
| 19250 isogroup27803,4.5 | |
| 19251 isogroup27804,0.8 | |
| 19252 isogroup27805,-0.2 | |
| 19253 isogroup27806,1 | |
| 19254 isogroup27808,0.8 | |
| 19255 isogroup27809,-0.1 | |
| 19256 isogroup2781,5.2 | |
| 19257 isogroup27810,-10 | |
| 19258 isogroup27811,-1 | |
| 19259 isogroup27812,0.2 | |
| 19260 isogroup27813,0.1 | |
| 19261 isogroup27814,-0.2 | |
| 19262 isogroup27815,-0.1 | |
| 19263 isogroup27816,0.8 | |
| 19264 isogroup27818,0.3 | |
| 19265 isogroup27819,0.9 | |
| 19266 isogroup2782,0 | |
| 19267 isogroup27820,-0.3 | |
| 19268 isogroup27821,-0.5 | |
| 19269 isogroup27822,0.4 | |
| 19270 isogroup27823,0.2 | |
| 19271 isogroup27824,-1.5 | |
| 19272 isogroup27825,0.1 | |
| 19273 isogroup27826,-0.7 | |
| 19274 isogroup27827,1 | |
| 19275 isogroup27828,1 | |
| 19276 isogroup2783,-0.2 | |
| 19277 isogroup27830,0 | |
| 19278 isogroup27831,0 | |
| 19279 isogroup27832,-1.8 | |
| 19280 isogroup27833,-0.5 | |
| 19281 isogroup27834,-0.1 | |
| 19282 isogroup27835,4.9 | |
| 19283 isogroup27836,0.5 | |
| 19284 isogroup27837,-10 | |
| 19285 isogroup27838,-0.3 | |
| 19286 isogroup2784,2.5 | |
| 19287 isogroup27840,0 | |
| 19288 isogroup27841,0.3 | |
| 19289 isogroup27842,-0.4 | |
| 19290 isogroup27843,-0.2 | |
| 19291 isogroup27844,-0.7 | |
| 19292 isogroup27845,-1.6 | |
| 19293 isogroup27846,0.1 | |
| 19294 isogroup27847,-0.3 | |
| 19295 isogroup27848,0.7 | |
| 19296 isogroup27849,-0.1 | |
| 19297 isogroup2785,1.6 | |
| 19298 isogroup27850,1 | |
| 19299 isogroup27851,1.3 | |
| 19300 isogroup27852,-0.2 | |
| 19301 isogroup27853,-0.8 | |
| 19302 isogroup27854,0 | |
| 19303 isogroup27855,0.1 | |
| 19304 isogroup27856,0 | |
| 19305 isogroup27857,2.3 | |
| 19306 isogroup27858,-0.4 | |
| 19307 isogroup27859,-0.7 | |
| 19308 isogroup2786,-0.3 | |
| 19309 isogroup27860,-0.1 | |
| 19310 isogroup27861,-0.8 | |
| 19311 isogroup27862,-0.3 | |
| 19312 isogroup27863,1.6 | |
| 19313 isogroup27864,1.2 | |
| 19314 isogroup27865,-0.2 | |
| 19315 isogroup27866,0.2 | |
| 19316 isogroup27867,0.3 | |
| 19317 isogroup27868,0.3 | |
| 19318 isogroup27869,-2.6 | |
| 19319 isogroup2787,-6.7 | |
| 19320 isogroup27870,0 | |
| 19321 isogroup27871,-1.8 | |
| 19322 isogroup27873,0.1 | |
| 19323 isogroup27874,0.3 | |
| 19324 isogroup27876,-0.5 | |
| 19325 isogroup27877,-0.5 | |
| 19326 isogroup27878,0.3 | |
| 19327 isogroup27879,0.5 | |
| 19328 isogroup2788,-1.4 | |
| 19329 isogroup27880,0.2 | |
| 19330 isogroup27881,0.4 | |
| 19331 isogroup27882,0.1 | |
| 19332 isogroup27883,0.3 | |
| 19333 isogroup27884,-5.7 | |
| 19334 isogroup27885,1.5 | |
| 19335 isogroup27886,-2.5 | |
| 19336 isogroup27887,2 | |
| 19337 isogroup27888,0.2 | |
| 19338 isogroup27889,1.3 | |
| 19339 isogroup2789,-0.2 | |
| 19340 isogroup27891,0.3 | |
| 19341 isogroup27892,-0.6 | |
| 19342 isogroup27893,0.1 | |
| 19343 isogroup27894,1.3 | |
| 19344 isogroup27895,0 | |
| 19345 isogroup27896,0.1 | |
| 19346 isogroup27897,0.1 | |
| 19347 isogroup27898,0.5 | |
| 19348 isogroup27899,1.6 | |
| 19349 isogroup279,0 | |
| 19350 isogroup279.1,4.1 | |
| 19351 isogroup2790,0.1 | |
| 19352 isogroup27900,0.1 | |
| 19353 isogroup27901,0.6 | |
| 19354 isogroup27902,0 | |
| 19355 isogroup27903,0.3 | |
| 19356 isogroup27904,0.3 | |
| 19357 isogroup27905,1 | |
| 19358 isogroup27906,1.6 | |
| 19359 isogroup27907,0.1 | |
| 19360 isogroup27908,0.4 | |
| 19361 isogroup27909,0.6 | |
| 19362 isogroup2791,0.1 | |
| 19363 isogroup27910,1.4 | |
| 19364 isogroup27911,0.2 | |
| 19365 isogroup27912,0.4 | |
| 19366 isogroup27914,1 | |
| 19367 isogroup27915,9.5 | |
| 19368 isogroup27916,1.1 | |
| 19369 isogroup27917,0.1 | |
| 19370 isogroup27918,-0.8 | |
| 19371 isogroup27919,-1.1 | |
| 19372 isogroup27920,-0.5 | |
| 19373 isogroup27921,-6.7 | |
| 19374 isogroup27923,0.2 | |
| 19375 isogroup27924,0.5 | |
| 19376 isogroup27925,1.2 | |
| 19377 isogroup27926,-0.3 | |
| 19378 isogroup27927,0.1 | |
| 19379 isogroup27928,-10 | |
| 19380 isogroup27929,0 | |
| 19381 isogroup2793,2.2 | |
| 19382 isogroup27930,0.7 | |
| 19383 isogroup27931,0.1 | |
| 19384 isogroup27932,1 | |
| 19385 isogroup27933,1 | |
| 19386 isogroup27934,0.1 | |
| 19387 isogroup27935,0.9 | |
| 19388 isogroup27936,0 | |
| 19389 isogroup27937,-1 | |
| 19390 isogroup27938,-4.7 | |
| 19391 isogroup27939,0.3 | |
| 19392 isogroup2794,-9.1 | |
| 19393 isogroup27940,0.1 | |
| 19394 isogroup27941,5.1 | |
| 19395 isogroup27942,0.2 | |
| 19396 isogroup27943,1.8 | |
| 19397 isogroup27944,0.3 | |
| 19398 isogroup27945,1.2 | |
| 19399 isogroup27946,0.9 | |
| 19400 isogroup27947,0.2 | |
| 19401 isogroup27948,0.2 | |
| 19402 isogroup27949,1 | |
| 19403 isogroup2795,0.4 | |
| 19404 isogroup27950,-0.2 | |
| 19405 isogroup27951,-0.9 | |
| 19406 isogroup27952,-0.3 | |
| 19407 isogroup27953,0.2 | |
| 19408 isogroup27954,0.4 | |
| 19409 isogroup27955,0.3 | |
| 19410 isogroup27956,0.8 | |
| 19411 isogroup27957,0.2 | |
| 19412 isogroup27958,-0.2 | |
| 19413 isogroup27959,2.6 | |
| 19414 isogroup2796,-0.6 | |
| 19415 isogroup27960,-0.1 | |
| 19416 isogroup27961,0.1 | |
| 19417 isogroup27962,-0.5 | |
| 19418 isogroup27963,0.4 | |
| 19419 isogroup27964,5 | |
| 19420 isogroup27965,0.9 | |
| 19421 isogroup27966,-0.2 | |
| 19422 isogroup27967,0.2 | |
| 19423 isogroup27968,1.6 | |
| 19424 isogroup27969,0.3 | |
| 19425 isogroup2797,-0.1 | |
| 19426 isogroup27970,0.3 | |
| 19427 isogroup27971,0.6 | |
| 19428 isogroup27972,0.8 | |
| 19429 isogroup27973,-0.2 | |
| 19430 isogroup27974,-0.6 | |
| 19431 isogroup27975,1.8 | |
| 19432 isogroup27976,0.4 | |
| 19433 isogroup27977,0.4 | |
| 19434 isogroup27978,0.3 | |
| 19435 isogroup27979,-0.1 | |
| 19436 isogroup2798,-0.3 | |
| 19437 isogroup27980,-0.7 | |
| 19438 isogroup27981,0.8 | |
| 19439 isogroup27982,2.9 | |
| 19440 isogroup27983,0.6 | |
| 19441 isogroup27984,-5.7 | |
| 19442 isogroup27985,0.2 | |
| 19443 isogroup27986,0.1 | |
| 19444 isogroup27987,0.3 | |
| 19445 isogroup27988,0.1 | |
| 19446 isogroup27989,0.6 | |
| 19447 isogroup2799,-0.9 | |
| 19448 isogroup27990,0 | |
| 19449 isogroup27991,0.2 | |
| 19450 isogroup27992,-0.3 | |
| 19451 isogroup27993,0.3 | |
| 19452 isogroup27994,0 | |
| 19453 isogroup27995,0.9 | |
| 19454 isogroup27996,0 | |
| 19455 isogroup27997,0 | |
| 19456 isogroup27998,0.2 | |
| 19457 isogroup27999,-0.2 | |
| 19458 isogroup28,4.6 | |
| 19459 isogroup280,1.6 | |
| 19460 isogroup2800,0.6 | |
| 19461 isogroup28000,0.3 | |
| 19462 isogroup28001,0.1 | |
| 19463 isogroup28002,-10 | |
| 19464 isogroup28003,0.1 | |
| 19465 isogroup28004,0.3 | |
| 19466 isogroup28005,1.4 | |
| 19467 isogroup28006,0.5 | |
| 19468 isogroup28007,-0.3 | |
| 19469 isogroup28008,-0.5 | |
| 19470 isogroup28009,-0.1 | |
| 19471 isogroup2801,-2.6 | |
| 19472 isogroup28010,0.7 | |
| 19473 isogroup28011,0 | |
| 19474 isogroup28012,0.2 | |
| 19475 isogroup28013,2.7 | |
| 19476 isogroup28014,-0.2 | |
| 19477 isogroup28015,0.3 | |
| 19478 isogroup28016,0.2 | |
| 19479 isogroup28017,0 | |
| 19480 isogroup28018,1.5 | |
| 19481 isogroup28019,0.8 | |
| 19482 isogroup2802,-1.4 | |
| 19483 isogroup28020,-0.5 | |
| 19484 isogroup28021,1.3 | |
| 19485 isogroup28022,0.4 | |
| 19486 isogroup28023,-0.1 | |
| 19487 isogroup28024,2.3 | |
| 19488 isogroup28025,1 | |
| 19489 isogroup28026,-2.4 | |
| 19490 isogroup28027,-0.6 | |
| 19491 isogroup28028,0 | |
| 19492 isogroup28029,0.3 | |
| 19493 isogroup2803,10 | |
| 19494 isogroup28030,0.1 | |
| 19495 isogroup28031,-1 | |
| 19496 isogroup28032,2.5 | |
| 19497 isogroup28033,-2.5 | |
| 19498 isogroup28034,0.9 | |
| 19499 isogroup28035,-0.3 | |
| 19500 isogroup28036,-0.1 | |
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| 19502 isogroup28038,-0.1 | |
| 19503 isogroup28039,1 | |
| 19504 isogroup2804,0 | |
| 19505 isogroup28040,0.5 | |
| 19506 isogroup28041,0.3 | |
| 19507 isogroup28042,-0.1 | |
| 19508 isogroup28043,-0.1 | |
| 19509 isogroup28044,0.8 | |
| 19510 isogroup28045,0.8 | |
| 19511 isogroup28046,-0.1 | |
| 19512 isogroup28047,-2.5 | |
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| 19514 isogroup28049,-1.1 | |
| 19515 isogroup2805,-1.3 | |
| 19516 isogroup28050,0.2 | |
| 19517 isogroup28051,-0.1 | |
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| 19519 isogroup28053,-9.4 | |
| 19520 isogroup28054,0.9 | |
| 19521 isogroup28055,0.3 | |
| 19522 isogroup28056,-0.2 | |
| 19523 isogroup28057,1.2 | |
| 19524 isogroup28058,2.5 | |
| 19525 isogroup28059,0.5 | |
| 19526 isogroup2806,-9.3 | |
| 19527 isogroup28060,1 | |
| 19528 isogroup28061,3.8 | |
| 19529 isogroup28063,-0.7 | |
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| 19531 isogroup28065,-1.3 | |
| 19532 isogroup28066,0.4 | |
| 19533 isogroup28067,0.3 | |
| 19534 isogroup28068,1.4 | |
| 19535 isogroup2807,-0.5 | |
| 19536 isogroup28070,-0.6 | |
| 19537 isogroup28071,0 | |
| 19538 isogroup28072,0 | |
| 19539 isogroup28073,0.8 | |
| 19540 isogroup28074,1.3 | |
| 19541 isogroup28075,1 | |
| 19542 isogroup28076,-1.4 | |
| 19543 isogroup28077,0.3 | |
| 19544 isogroup28078,1.7 | |
| 19545 isogroup28079,2 | |
| 19546 isogroup2808,2.8 | |
| 19547 isogroup28080,2 | |
| 19548 isogroup28081,0.4 | |
| 19549 isogroup28082,0.7 | |
| 19550 isogroup28083,-0.2 | |
| 19551 isogroup28084,0.7 | |
| 19552 isogroup28085,-0.4 | |
| 19553 isogroup28086,-0.6 | |
| 19554 isogroup28087,0 | |
| 19555 isogroup28088,0.3 | |
| 19556 isogroup28089,-0.3 | |
| 19557 isogroup2809,1.3 | |
| 19558 isogroup28090,1.1 | |
| 19559 isogroup28091,-0.8 | |
| 19560 isogroup28092,-0.6 | |
| 19561 isogroup28093,0.5 | |
| 19562 isogroup28094,0.3 | |
| 19563 isogroup28095,-0.1 | |
| 19564 isogroup28096,0.9 | |
| 19565 isogroup28097,0.6 | |
| 19566 isogroup28098,1.5 | |
| 19567 isogroup281,0.5 | |
| 19568 isogroup2810,-0.1 | |
| 19569 isogroup28100,-0.9 | |
| 19570 isogroup28101,-0.1 | |
| 19571 isogroup28102,0.3 | |
| 19572 isogroup28103,0.3 | |
| 19573 isogroup28104,0.3 | |
| 19574 isogroup28105,-1.8 | |
| 19575 isogroup28106,0.1 | |
| 19576 isogroup28107,1.1 | |
| 19577 isogroup28108,0.7 | |
| 19578 isogroup28109,-0.1 | |
| 19579 isogroup2811,-0.6 | |
| 19580 isogroup28110,0.7 | |
| 19581 isogroup28111,-0.8 | |
| 19582 isogroup28112,-2.7 | |
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| 19584 isogroup28114,0 | |
| 19585 isogroup28115,0.3 | |
| 19586 isogroup28116,0.5 | |
| 19587 isogroup28117,-0.5 | |
| 19588 isogroup28118,0.2 | |
| 19589 isogroup28119,0.5 | |
| 19590 isogroup2812,1.1 | |
| 19591 isogroup28120,0 | |
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| 19594 isogroup28123,1.2 | |
| 19595 isogroup28124,0.9 | |
| 19596 isogroup28125,-0.4 | |
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| 19598 isogroup28127,1.6 | |
| 19599 isogroup28128,-0.5 | |
| 19600 isogroup28129,0.2 | |
| 19601 isogroup2813,0.4 | |
| 19602 isogroup28130,0.3 | |
| 19603 isogroup28131,-0.9 | |
| 19604 isogroup28132,-0.2 | |
| 19605 isogroup28133,0 | |
| 19606 isogroup28134,-0.1 | |
| 19607 isogroup28135,2.9 | |
| 19608 isogroup28136,-0.1 | |
| 19609 isogroup28137,2.4 | |
| 19610 isogroup28138,0.2 | |
| 19611 isogroup28139,1.8 | |
| 19612 isogroup2814,1.9 | |
| 19613 isogroup28140,0.4 | |
| 19614 isogroup28141,0.7 | |
| 19615 isogroup28142,0.3 | |
| 19616 isogroup28143,0.4 | |
| 19617 isogroup28144,0.2 | |
| 19618 isogroup28145,0.3 | |
| 19619 isogroup28146,0.3 | |
| 19620 isogroup28148,0.1 | |
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| 19622 isogroup2815,1 | |
| 19623 isogroup28150,-2.4 | |
| 19624 isogroup28151,-1.9 | |
| 19625 isogroup28152,0.8 | |
| 19626 isogroup28154,-0.5 | |
| 19627 isogroup28155,6.7 | |
| 19628 isogroup28157,-6.6 | |
| 19629 isogroup28158,2.8 | |
| 19630 isogroup28159,0.1 | |
| 19631 isogroup2816,-0.2 | |
| 19632 isogroup28160,-0.1 | |
| 19633 isogroup28161,1 | |
| 19634 isogroup28162,-0.3 | |
| 19635 isogroup28163,-0.1 | |
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| 19637 isogroup28166,1.2 | |
| 19638 isogroup28167,0.1 | |
| 19639 isogroup28168,0.4 | |
| 19640 isogroup28169,0.6 | |
| 19641 isogroup2817,0.3 | |
| 19642 isogroup2817.1,0 | |
| 19643 isogroup28170,0 | |
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| 19645 isogroup28172,-0.3 | |
| 19646 isogroup28173,-0.4 | |
| 19647 isogroup28174,0.3 | |
| 19648 isogroup28175,0.2 | |
| 19649 isogroup28176,0.3 | |
| 19650 isogroup28177,-0.2 | |
| 19651 isogroup28178,0.1 | |
| 19652 isogroup28179,-1.2 | |
| 19653 isogroup2818,-0.2 | |
| 19654 isogroup28180,-0.7 | |
| 19655 isogroup28181,0 | |
| 19656 isogroup28182,0.3 | |
| 19657 isogroup28183,-0.1 | |
| 19658 isogroup28184,0.3 | |
| 19659 isogroup28185,0.2 | |
| 19660 isogroup28186,0.6 | |
| 19661 isogroup28187,0.8 | |
| 19662 isogroup28189,1.4 | |
| 19663 isogroup2819,0.1 | |
| 19664 isogroup28190,-0.4 | |
| 19665 isogroup28191,0.7 | |
| 19666 isogroup28192,-0.7 | |
| 19667 isogroup28193,1 | |
| 19668 isogroup28194,0.8 | |
| 19669 isogroup28195,0.7 | |
| 19670 isogroup28196,-3.6 | |
| 19671 isogroup28197,-0.3 | |
| 19672 isogroup28198,0.3 | |
| 19673 isogroup28199,-0.4 | |
| 19674 isogroup282,0.7 | |
| 19675 isogroup2820,-0.2 | |
| 19676 isogroup28200,-0.3 | |
| 19677 isogroup28201,-0.1 | |
| 19678 isogroup28202,0.5 | |
| 19679 isogroup28203,-0.9 | |
| 19680 isogroup28204,0.3 | |
| 19681 isogroup28205,1.8 | |
| 19682 isogroup28206,1.5 | |
| 19683 isogroup28207,0.3 | |
| 19684 isogroup28208,0.8 | |
| 19685 isogroup28209,1.1 | |
| 19686 isogroup2821,0.7 | |
| 19687 isogroup28210,0.4 | |
| 19688 isogroup28211,0 | |
| 19689 isogroup28212,-0.7 | |
| 19690 isogroup28213,0.1 | |
| 19691 isogroup28214,0.1 | |
| 19692 isogroup28215,-0.1 | |
| 19693 isogroup28217,-0.1 | |
| 19694 isogroup28218,-1.3 | |
| 19695 isogroup28219,-0.1 | |
| 19696 isogroup2822,0.4 | |
| 19697 isogroup28220,0.1 | |
| 19698 isogroup28221,0.1 | |
| 19699 isogroup28222,-0.2 | |
| 19700 isogroup28223,2.6 | |
| 19701 isogroup28224,-9.8 | |
| 19702 isogroup28225,0.1 | |
| 19703 isogroup28226,-0.6 | |
| 19704 isogroup28227,-1.6 | |
| 19705 isogroup28228,-0.3 | |
| 19706 isogroup28229,-0.1 | |
| 19707 isogroup2823,-3.7 | |
| 19708 isogroup28230,1.3 | |
| 19709 isogroup28231,0 | |
| 19710 isogroup28232,1.3 | |
| 19711 isogroup28233,-1.5 | |
| 19712 isogroup28234,0.4 | |
| 19713 isogroup28235,-1.1 | |
| 19714 isogroup28236,1.9 | |
| 19715 isogroup28237,-0.1 | |
| 19716 isogroup28238,0.3 | |
| 19717 isogroup28239,-3.8 | |
| 19718 isogroup2824,0.7 | |
| 19719 isogroup28240,-0.4 | |
| 19720 isogroup28241,2.2 | |
| 19721 isogroup28242,0.2 | |
| 19722 isogroup28243,1.4 | |
| 19723 isogroup28244,-0.1 | |
| 19724 isogroup28246,0.5 | |
| 19725 isogroup28247,-0.2 | |
| 19726 isogroup28248,-0.5 | |
| 19727 isogroup28249,-0.2 | |
| 19728 isogroup2825,0.2 | |
| 19729 isogroup28250,0.8 | |
| 19730 isogroup28251,1.2 | |
| 19731 isogroup28252,1 | |
| 19732 isogroup28253,0.3 | |
| 19733 isogroup28254,-0.4 | |
| 19734 isogroup28255,0 | |
| 19735 isogroup28256,0.3 | |
| 19736 isogroup28257,1.2 | |
| 19737 isogroup28258,0.9 | |
| 19738 isogroup28259,0.4 | |
| 19739 isogroup2826,-1.1 | |
| 19740 isogroup28260,0.4 | |
| 19741 isogroup28261,-0.2 | |
| 19742 isogroup28262,-1.5 | |
| 19743 isogroup28263,0.3 | |
| 19744 isogroup28264,0.1 | |
| 19745 isogroup28265,-1.8 | |
| 19746 isogroup28266,0 | |
| 19747 isogroup28267,-10 | |
| 19748 isogroup28268,0.3 | |
| 19749 isogroup28269,0.3 | |
| 19750 isogroup2827,0 | |
| 19751 isogroup28270,1.9 | |
| 19752 isogroup28271,0.4 | |
| 19753 isogroup28272,0.3 | |
| 19754 isogroup28273,2.9 | |
| 19755 isogroup28274,0 | |
| 19756 isogroup28275,-0.3 | |
| 19757 isogroup28276,-0.7 | |
| 19758 isogroup28277,0.2 | |
| 19759 isogroup28278,0.1 | |
| 19760 isogroup28279,0.3 | |
| 19761 isogroup2828,0.3 | |
| 19762 isogroup28280,0.3 | |
| 19763 isogroup28281,0.4 | |
| 19764 isogroup28282,-0.5 | |
| 19765 isogroup28283,1.3 | |
| 19766 isogroup28284,0.1 | |
| 19767 isogroup28285,-1.6 | |
| 19768 isogroup28286,-0.9 | |
| 19769 isogroup28287,0.2 | |
| 19770 isogroup28288,0.4 | |
| 19771 isogroup28289,-0.2 | |
| 19772 isogroup2829,-0.1 | |
| 19773 isogroup28290,0.2 | |
| 19774 isogroup28291,1.3 | |
| 19775 isogroup28292,0.3 | |
| 19776 isogroup28293,0.5 | |
| 19777 isogroup28294,-0.9 | |
| 19778 isogroup28295,0.7 | |
| 19779 isogroup28296,-0.1 | |
| 19780 isogroup28297,0.2 | |
| 19781 isogroup28298,-0.6 | |
| 19782 isogroup28299,0 | |
| 19783 isogroup283,1.1 | |
| 19784 isogroup283.1,0.6 | |
| 19785 isogroup2830,0 | |
| 19786 isogroup2830.1,-0.3 | |
| 19787 isogroup28300,0.2 | |
| 19788 isogroup28301,-0.2 | |
| 19789 isogroup28302,-1 | |
| 19790 isogroup28303,0 | |
| 19791 isogroup28304,1 | |
| 19792 isogroup28305,2.2 | |
| 19793 isogroup28306,-1.2 | |
| 19794 isogroup28307,-1.4 | |
| 19795 isogroup28308,0.5 | |
| 19796 isogroup28309,0.4 | |
| 19797 isogroup2831,5.2 | |
| 19798 isogroup28310,0 | |
| 19799 isogroup28311,0.3 | |
| 19800 isogroup28312,0.9 | |
| 19801 isogroup28313,0.5 | |
| 19802 isogroup28314,-1.2 | |
| 19803 isogroup28315,-6.8 | |
| 19804 isogroup28316,-0.6 | |
| 19805 isogroup28317,-1.3 | |
| 19806 isogroup28318,0.6 | |
| 19807 isogroup28319,0.1 | |
| 19808 isogroup2832,-1.8 | |
| 19809 isogroup28320,0.9 | |
| 19810 isogroup28321,0.8 | |
| 19811 isogroup28322,0.8 | |
| 19812 isogroup28323,2.4 | |
| 19813 isogroup28324,0.3 | |
| 19814 isogroup28325,-0.5 | |
| 19815 isogroup28326,1.3 | |
| 19816 isogroup28327,0.2 | |
| 19817 isogroup28328,-1.5 | |
| 19818 isogroup28329,1.7 | |
| 19819 isogroup2833,3.5 | |
| 19820 isogroup28330,1.5 | |
| 19821 isogroup28331,-8.2 | |
| 19822 isogroup28332,-0.2 | |
| 19823 isogroup28333,-0.5 | |
| 19824 isogroup28334,0.3 | |
| 19825 isogroup28335,0.8 | |
| 19826 isogroup28336,-2 | |
| 19827 isogroup28337,0.3 | |
| 19828 isogroup28338,0.3 | |
| 19829 isogroup2834,0 | |
| 19830 isogroup28340,0.3 | |
| 19831 isogroup28341,0.2 | |
| 19832 isogroup28342,-0.3 | |
| 19833 isogroup28343,-9.8 | |
| 19834 isogroup28344,-0.1 | |
| 19835 isogroup28345,0.3 | |
| 19836 isogroup28346,0 | |
| 19837 isogroup28347,0.3 | |
| 19838 isogroup28348,-0.9 | |
| 19839 isogroup28349,1.2 | |
| 19840 isogroup2835,4.7 | |
| 19841 isogroup2835.1,-0.1 | |
| 19842 isogroup28350,-0.7 | |
| 19843 isogroup28351,0.6 | |
| 19844 isogroup28352,0.3 | |
| 19845 isogroup28353,2.2 | |
| 19846 isogroup28354,0.7 | |
| 19847 isogroup28356,0 | |
| 19848 isogroup28357,-0.2 | |
| 19849 isogroup28358,0 | |
| 19850 isogroup28359,0.2 | |
| 19851 isogroup2836,0.7 | |
| 19852 isogroup28360,0.2 | |
| 19853 isogroup28361,-0.1 | |
| 19854 isogroup28362,1.1 | |
| 19855 isogroup28363,-1.3 | |
| 19856 isogroup28364,0.2 | |
| 19857 isogroup28365,0.4 | |
| 19858 isogroup28366,-9.9 | |
| 19859 isogroup28367,-1.8 | |
| 19860 isogroup28368,0.3 | |
| 19861 isogroup28369,0.8 | |
| 19862 isogroup2837,-0.3 | |
| 19863 isogroup28370,0.2 | |
| 19864 isogroup28371,-0.1 | |
| 19865 isogroup28372,0.5 | |
| 19866 isogroup28373,-0.4 | |
| 19867 isogroup28374,-0.9 | |
| 19868 isogroup28375,-0.1 | |
| 19869 isogroup28376,0 | |
| 19870 isogroup28377,0.3 | |
| 19871 isogroup28378,0.2 | |
| 19872 isogroup28379,-0.4 | |
| 19873 isogroup2838,0.5 | |
| 19874 isogroup28380,0.5 | |
| 19875 isogroup28381,0.2 | |
| 19876 isogroup28382,-0.1 | |
| 19877 isogroup28383,-0.7 | |
| 19878 isogroup28384,-0.7 | |
| 19879 isogroup28385,-1 | |
| 19880 isogroup28386,1.3 | |
| 19881 isogroup28387,0.1 | |
| 19882 isogroup28388,-1.1 | |
| 19883 isogroup28389,-0.3 | |
| 19884 isogroup2839,0.7 | |
| 19885 isogroup28390,0.7 | |
| 19886 isogroup28391,0.5 | |
| 19887 isogroup28392,0.4 | |
| 19888 isogroup28393,0.3 | |
| 19889 isogroup28394,-1 | |
| 19890 isogroup28395,-0.9 | |
| 19891 isogroup28396,2.1 | |
| 19892 isogroup28397,0.1 | |
| 19893 isogroup28398,2.2 | |
| 19894 isogroup28399,-1.8 | |
| 19895 isogroup284,0.3 | |
| 19896 isogroup2840,-1.9 | |
| 19897 isogroup28400,-0.7 | |
| 19898 isogroup28401,0.3 | |
| 19899 isogroup28402,2 | |
| 19900 isogroup28403,0.2 | |
| 19901 isogroup28404,-0.3 | |
| 19902 isogroup28405,-0.4 | |
| 19903 isogroup28406,0.1 | |
| 19904 isogroup28408,0.2 | |
| 19905 isogroup28409,0.2 | |
| 19906 isogroup2841,0.8 | |
| 19907 isogroup28410,1 | |
| 19908 isogroup28411,-0.7 | |
| 19909 isogroup28412,0.5 | |
| 19910 isogroup28413,-0.2 | |
| 19911 isogroup28414,0.3 | |
| 19912 isogroup28415,0.3 | |
| 19913 isogroup28416,1 | |
| 19914 isogroup28417,1.2 | |
| 19915 isogroup28418,2.2 | |
| 19916 isogroup28419,0.9 | |
| 19917 isogroup2842,0 | |
| 19918 isogroup28420,-0.3 | |
| 19919 isogroup28421,0.3 | |
| 19920 isogroup28422,0.3 | |
| 19921 isogroup28423,-0.2 | |
| 19922 isogroup28424,-0.4 | |
| 19923 isogroup28425,1.1 | |
| 19924 isogroup28426,-1.4 | |
| 19925 isogroup28427,-0.7 | |
| 19926 isogroup28428,-0.3 | |
| 19927 isogroup28429,0.1 | |
| 19928 isogroup2843,0.1 | |
| 19929 isogroup28430,4.4 | |
| 19930 isogroup28431,-0.2 | |
| 19931 isogroup28432,-0.2 | |
| 19932 isogroup28433,0.2 | |
| 19933 isogroup28434,-3.1 | |
| 19934 isogroup28435,-0.6 | |
| 19935 isogroup28436,0.1 | |
| 19936 isogroup28437,-0.2 | |
| 19937 isogroup28438,0.2 | |
| 19938 isogroup28439,0 | |
| 19939 isogroup2844,-0.3 | |
| 19940 isogroup28441,1.7 | |
| 19941 isogroup28442,-1.9 | |
| 19942 isogroup28443,0.2 | |
| 19943 isogroup28444,1.4 | |
| 19944 isogroup28445,0.1 | |
| 19945 isogroup28446,-2.5 | |
| 19946 isogroup28447,-1 | |
| 19947 isogroup28448,0.2 | |
| 19948 isogroup28449,0.6 | |
| 19949 isogroup2845,-0.5 | |
| 19950 isogroup28450,1.4 | |
| 19951 isogroup28451,0.8 | |
| 19952 isogroup28452,0.7 | |
| 19953 isogroup28453,-0.3 | |
| 19954 isogroup28454,0.2 | |
| 19955 isogroup28455,-0.8 | |
| 19956 isogroup28456,0.5 | |
| 19957 isogroup28457,-0.1 | |
| 19958 isogroup28458,0.2 | |
| 19959 isogroup28459,-0.1 | |
| 19960 isogroup2846,-0.4 | |
| 19961 isogroup28461,-1.4 | |
| 19962 isogroup28462,1.5 | |
| 19963 isogroup28463,2.9 | |
| 19964 isogroup28464,0.5 | |
| 19965 isogroup28465,0.2 | |
| 19966 isogroup28466,0.7 | |
| 19967 isogroup28467,-0.5 | |
| 19968 isogroup28468,0.1 | |
| 19969 isogroup2847,0.1 | |
| 19970 isogroup2847.1,0.5 | |
| 19971 isogroup28470,-3.5 | |
| 19972 isogroup28471,-0.1 | |
| 19973 isogroup28472,0 | |
| 19974 isogroup28473,0 | |
| 19975 isogroup28474,2.1 | |
| 19976 isogroup28475,0.3 | |
| 19977 isogroup28476,0.2 | |
| 19978 isogroup28477,0 | |
| 19979 isogroup28478,2.5 | |
| 19980 isogroup28479,0 | |
| 19981 isogroup2848,0 | |
| 19982 isogroup28480,-10 | |
| 19983 isogroup28481,-0.4 | |
| 19984 isogroup28482,0.5 | |
| 19985 isogroup28483,0.1 | |
| 19986 isogroup28484,1.8 | |
| 19987 isogroup28485,-0.4 | |
| 19988 isogroup28486,3 | |
| 19989 isogroup28487,-0.8 | |
| 19990 isogroup28488,-0.3 | |
| 19991 isogroup28489,1.4 | |
| 19992 isogroup2849,-6.5 | |
| 19993 isogroup28490,0.6 | |
| 19994 isogroup28491,-0.6 | |
| 19995 isogroup28492,0.1 | |
| 19996 isogroup28493,10 | |
| 19997 isogroup28494,-0.4 | |
| 19998 isogroup28495,-2.5 | |
| 19999 isogroup28496,-0.3 | |
| 20000 isogroup28497,0.1 | |
| 20001 isogroup28499,0.1 | |
| 20002 isogroup2850,0.5 | |
| 20003 isogroup28500,0.3 | |
| 20004 isogroup28501,-1.2 | |
| 20005 isogroup28502,0 | |
| 20006 isogroup28503,0.1 | |
| 20007 isogroup28504,0.6 | |
| 20008 isogroup28505,0.4 | |
| 20009 isogroup28507,0.2 | |
| 20010 isogroup28508,-1.7 | |
| 20011 isogroup28509,-0.2 | |
| 20012 isogroup2851,0.6 | |
| 20013 isogroup28510,0.3 | |
| 20014 isogroup28511,-0.1 | |
| 20015 isogroup28512,-1 | |
| 20016 isogroup28513,-0.1 | |
| 20017 isogroup28514,0.8 | |
| 20018 isogroup28515,1.1 | |
| 20019 isogroup28516,0.9 | |
| 20020 isogroup28517,0.1 | |
| 20021 isogroup28518,-0.2 | |
| 20022 isogroup28519,3.6 | |
| 20023 isogroup2852,-0.2 | |
| 20024 isogroup28520,1.2 | |
| 20025 isogroup28522,1.3 | |
| 20026 isogroup28523,0.4 | |
| 20027 isogroup28524,-0.1 | |
| 20028 isogroup28525,0.5 | |
| 20029 isogroup28526,0.1 | |
| 20030 isogroup28527,-0.1 | |
| 20031 isogroup28528,0.4 | |
| 20032 isogroup28529,0 | |
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| 20034 isogroup28530,0.6 | |
| 20035 isogroup28531,0.7 | |
| 20036 isogroup28532,0.4 | |
| 20037 isogroup28533,0.1 | |
| 20038 isogroup28534,0.7 | |
| 20039 isogroup28535,0.1 | |
| 20040 isogroup28536,0.1 | |
| 20041 isogroup28537,0 | |
| 20042 isogroup28538,0.1 | |
| 20043 isogroup28539,0.6 | |
| 20044 isogroup2854,0.3 | |
| 20045 isogroup28540,0.8 | |
| 20046 isogroup28541,-0.1 | |
| 20047 isogroup28542,-10 | |
| 20048 isogroup28543,0.9 | |
| 20049 isogroup28544,0.5 | |
| 20050 isogroup28545,-4.4 | |
| 20051 isogroup28546,0 | |
| 20052 isogroup28547,0.3 | |
| 20053 isogroup28549,-1.8 | |
| 20054 isogroup2855,-0.2 | |
| 20055 isogroup28550,-0.2 | |
| 20056 isogroup28551,-0.7 | |
| 20057 isogroup28552,0.3 | |
| 20058 isogroup28553,-0.4 | |
| 20059 isogroup28554,0.8 | |
| 20060 isogroup28555,-0.5 | |
| 20061 isogroup28556,-0.5 | |
| 20062 isogroup28558,1.2 | |
| 20063 isogroup28559,-0.1 | |
| 20064 isogroup2856,0.3 | |
| 20065 isogroup28560,1.5 | |
| 20066 isogroup28561,0 | |
| 20067 isogroup28562,-6.7 | |
| 20068 isogroup28563,-9.7 | |
| 20069 isogroup28564,0.3 | |
| 20070 isogroup28565,1.4 | |
| 20071 isogroup28566,-1.9 | |
| 20072 isogroup28567,1.5 | |
| 20073 isogroup28568,0.1 | |
| 20074 isogroup28569,0.6 | |
| 20075 isogroup2857,3.5 | |
| 20076 isogroup28570,1 | |
| 20077 isogroup28571,0.3 | |
| 20078 isogroup28572,-0.7 | |
| 20079 isogroup28573,0.4 | |
| 20080 isogroup28574,0.5 | |
| 20081 isogroup28575,-3.1 | |
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| 20083 isogroup28577,0.8 | |
| 20084 isogroup28578,0.7 | |
| 20085 isogroup28579,1.6 | |
| 20086 isogroup2858,0.4 | |
| 20087 isogroup28580,0.5 | |
| 20088 isogroup28581,-0.2 | |
| 20089 isogroup28582,-0.3 | |
| 20090 isogroup28583,-0.3 | |
| 20091 isogroup28584,-0.6 | |
| 20092 isogroup28585,-6.1 | |
| 20093 isogroup28586,-0.3 | |
| 20094 isogroup28587,-6.7 | |
| 20095 isogroup28588,-1.2 | |
| 20096 isogroup28589,1.1 | |
| 20097 isogroup2859,-0.7 | |
| 20098 isogroup28590,0.5 | |
| 20099 isogroup28592,0.9 | |
| 20100 isogroup28593,0.4 | |
| 20101 isogroup28594,0.1 | |
| 20102 isogroup28595,1.1 | |
| 20103 isogroup28596,-1.3 | |
| 20104 isogroup28597,-0.3 | |
| 20105 isogroup28598,0.4 | |
| 20106 isogroup28599,-0.5 | |
| 20107 isogroup286,0.6 | |
| 20108 isogroup286.1,0.3 | |
| 20109 isogroup2860,0.9 | |
| 20110 isogroup28600,5.6 | |
| 20111 isogroup28601,0.5 | |
| 20112 isogroup28602,-0.2 | |
| 20113 isogroup28603,-5.8 | |
| 20114 isogroup28604,3.3 | |
| 20115 isogroup28605,1.1 | |
| 20116 isogroup28606,0.2 | |
| 20117 isogroup28607,0.2 | |
| 20118 isogroup28608,0.2 | |
| 20119 isogroup28609,-0.1 | |
| 20120 isogroup2861,0.8 | |
| 20121 isogroup28610,1 | |
| 20122 isogroup28611,3.6 | |
| 20123 isogroup28612,0.3 | |
| 20124 isogroup28613,-0.6 | |
| 20125 isogroup28614,-1.1 | |
| 20126 isogroup28615,-0.5 | |
| 20127 isogroup28616,-0.1 | |
| 20128 isogroup28617,1.4 | |
| 20129 isogroup28618,-0.4 | |
| 20130 isogroup28619,-0.3 | |
| 20131 isogroup2862,10 | |
| 20132 isogroup28620,-1.2 | |
| 20133 isogroup28621,0.9 | |
| 20134 isogroup28622,-6 | |
| 20135 isogroup28623,0.3 | |
| 20136 isogroup28624,-0.1 | |
| 20137 isogroup28625,1 | |
| 20138 isogroup28626,-0.7 | |
| 20139 isogroup28627,0.8 | |
| 20140 isogroup28628,0.1 | |
| 20141 isogroup28629,-0.2 | |
| 20142 isogroup2863,-1.7 | |
| 20143 isogroup28630,-0.1 | |
| 20144 isogroup28631,0 | |
| 20145 isogroup28632,0.5 | |
| 20146 isogroup28633,0.2 | |
| 20147 isogroup28634,-0.1 | |
| 20148 isogroup28635,1.2 | |
| 20149 isogroup28636,-0.1 | |
| 20150 isogroup28637,0.4 | |
| 20151 isogroup28639,1.5 | |
| 20152 isogroup2864,-0.8 | |
| 20153 isogroup28641,-0.1 | |
| 20154 isogroup28642,0.6 | |
| 20155 isogroup28643,0 | |
| 20156 isogroup28644,-0.3 | |
| 20157 isogroup28645,0.4 | |
| 20158 isogroup28646,0.1 | |
| 20159 isogroup28647,0.9 | |
| 20160 isogroup28648,0.7 | |
| 20161 isogroup28649,0.2 | |
| 20162 isogroup2865,0 | |
| 20163 isogroup2865.1,-0.1 | |
| 20164 isogroup28650,3 | |
| 20165 isogroup28651,3.1 | |
| 20166 isogroup28652,-1.9 | |
| 20167 isogroup28653,-0.1 | |
| 20168 isogroup28654,-10 | |
| 20169 isogroup28655,0.6 | |
| 20170 isogroup28656,0.2 | |
| 20171 isogroup28657,-0.1 | |
| 20172 isogroup28658,0.1 | |
| 20173 isogroup28659,1.6 | |
| 20174 isogroup2866,-0.3 | |
| 20175 isogroup28660,0 | |
| 20176 isogroup28661,-0.7 | |
| 20177 isogroup28662,-0.4 | |
| 20178 isogroup28664,-1.4 | |
| 20179 isogroup28665,0.2 | |
| 20180 isogroup28666,0.2 | |
| 20181 isogroup28667,0.4 | |
| 20182 isogroup28668,1 | |
| 20183 isogroup28669,0.9 | |
| 20184 isogroup2867,1.2 | |
| 20185 isogroup28670,0.1 | |
| 20186 isogroup28671,0.9 | |
| 20187 isogroup28672,0.2 | |
| 20188 isogroup28673,-0.1 | |
| 20189 isogroup28674,1.2 | |
| 20190 isogroup28675,0.5 | |
| 20191 isogroup28676,5.4 | |
| 20192 isogroup28677,0.2 | |
| 20193 isogroup28678,0.2 | |
| 20194 isogroup28679,1.4 | |
| 20195 isogroup2868,0.2 | |
| 20196 isogroup28680,0.9 | |
| 20197 isogroup28681,3.9 | |
| 20198 isogroup28682,0 | |
| 20199 isogroup28683,-10 | |
| 20200 isogroup28684,0.9 | |
| 20201 isogroup28686,-0.1 | |
| 20202 isogroup28687,1.3 | |
| 20203 isogroup28688,1 | |
| 20204 isogroup28689,1.4 | |
| 20205 isogroup2869,0.9 | |
| 20206 isogroup2869.1,0.1 | |
| 20207 isogroup28690,0 | |
| 20208 isogroup28691,0.9 | |
| 20209 isogroup28692,0.3 | |
| 20210 isogroup28693,1.3 | |
| 20211 isogroup28694,0.1 | |
| 20212 isogroup28695,-0.6 | |
| 20213 isogroup28696,0.9 | |
| 20214 isogroup28697,0.2 | |
| 20215 isogroup28698,0.5 | |
| 20216 isogroup28699,-0.5 | |
| 20217 isogroup287,4.3 | |
| 20218 isogroup2870,0.6 | |
| 20219 isogroup28700,-0.5 | |
| 20220 isogroup28701,0.5 | |
| 20221 isogroup28702,0.1 | |
| 20222 isogroup28703,0.2 | |
| 20223 isogroup28704,0.3 | |
| 20224 isogroup28705,0.2 | |
| 20225 isogroup28706,1.2 | |
| 20226 isogroup28708,0.3 | |
| 20227 isogroup28709,5.8 | |
| 20228 isogroup2871,-1 | |
| 20229 isogroup28710,-1.6 | |
| 20230 isogroup28711,-0.3 | |
| 20231 isogroup28712,0 | |
| 20232 isogroup28712.1,-0.6 | |
| 20233 isogroup28713,0.2 | |
| 20234 isogroup28714,-0.1 | |
| 20235 isogroup28715,1.9 | |
| 20236 isogroup28716,0 | |
| 20237 isogroup28717,0.4 | |
| 20238 isogroup28718,0.6 | |
| 20239 isogroup28719,-0.3 | |
| 20240 isogroup2872,2.2 | |
| 20241 isogroup28720,0.1 | |
| 20242 isogroup28721,2.8 | |
| 20243 isogroup28722,0.5 | |
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| 20761 isogroup29209,0.2 | |
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| 20763 isogroup29210,0.1 | |
| 20764 isogroup29211,-1.2 | |
| 20765 isogroup29212,-1.6 | |
| 20766 isogroup29213,0.3 | |
| 20767 isogroup29214,0.3 | |
| 20768 isogroup29215,0.4 | |
| 20769 isogroup29216,1.1 | |
| 20770 isogroup29217,-0.7 | |
| 20771 isogroup29218,2.9 | |
| 20772 isogroup29219,1.6 | |
| 20773 isogroup2922,0.1 | |
| 20774 isogroup29220,0 | |
| 20775 isogroup29221,-0.7 | |
| 20776 isogroup29224,0.8 | |
| 20777 isogroup29225,-0.8 | |
| 20778 isogroup29226,0.1 | |
| 20779 isogroup29227,0.2 | |
| 20780 isogroup29228,0.3 | |
| 20781 isogroup29229,2.3 | |
| 20782 isogroup2923,-0.2 | |
| 20783 isogroup29230,3.9 | |
| 20784 isogroup29231,1.2 | |
| 20785 isogroup29232,0.1 | |
| 20786 isogroup29233,-0.5 | |
| 20787 isogroup29234,0.4 | |
| 20788 isogroup29235,0.3 | |
| 20789 isogroup29236,0.7 | |
| 20790 isogroup29237,0.4 | |
| 20791 isogroup29238,0.1 | |
| 20792 isogroup29239,0.2 | |
| 20793 isogroup2924,1.1 | |
| 20794 isogroup29240,1.9 | |
| 20795 isogroup29241,-0.2 | |
| 20796 isogroup29242,0.6 | |
| 20797 isogroup29243,0.3 | |
| 20798 isogroup29244,1.1 | |
| 20799 isogroup29245,0.7 | |
| 20800 isogroup29246,0.6 | |
| 20801 isogroup29247,0.3 | |
| 20802 isogroup29248,-0.3 | |
| 20803 isogroup29249,0 | |
| 20804 isogroup2925,-0.6 | |
| 20805 isogroup29250,0.1 | |
| 20806 isogroup29251,-0.3 | |
| 20807 isogroup29252,-0.3 | |
| 20808 isogroup29253,0 | |
| 20809 isogroup29254,0.2 | |
| 20810 isogroup29255,0.8 | |
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| 20812 isogroup29257,-0.1 | |
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| 20825 isogroup29270,0.2 | |
| 20826 isogroup29271,0.2 | |
| 20827 isogroup29272,1.3 | |
| 20828 isogroup29273,-0.2 | |
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| 20830 isogroup29275,-1 | |
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| 20836 isogroup29280,0.8 | |
| 20837 isogroup29281,0.4 | |
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| 20839 isogroup29283,0 | |
| 20840 isogroup29284,-0.1 | |
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| 20846 isogroup2929,0.7 | |
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| 20848 isogroup29291,0.3 | |
| 20849 isogroup29292,-1.2 | |
| 20850 isogroup29293,1.1 | |
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| 20852 isogroup29295,0.3 | |
| 20853 isogroup29296,0.5 | |
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| 20856 isogroup29299,1.3 | |
| 20857 isogroup293,-0.9 | |
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| 20860 isogroup29302,-0.2 | |
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| 20873 isogroup29314,-9.7 | |
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| 20875 isogroup29316,-0.6 | |
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| 20878 isogroup29319,0.4 | |
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| 20904 isogroup29345,1.7 | |
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| 20951 isogroup2939,2.5 | |
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| 21153 isogroup29582,0.9 | |
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| 21205 isogroup29630,0.7 | |
| 21206 isogroup29631,0 | |
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| 21214 isogroup2964,-10 | |
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| 21225 isogroup29650,0.3 | |
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| 21228 isogroup29653,0.3 | |
| 21229 isogroup29654,-0.6 | |
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| 21243 isogroup29667,0.9 | |
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| 21252 isogroup29675,-0.1 | |
| 21253 isogroup29676,0.6 | |
| 21254 isogroup29677,0.8 | |
| 21255 isogroup29678,1.4 | |
| 21256 isogroup29679,0.1 | |
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| 21264 isogroup29686,0.5 | |
| 21265 isogroup29687,-0.4 | |
| 21266 isogroup29688,0 | |
| 21267 isogroup29689,-0.2 | |
| 21268 isogroup2969,0.4 | |
| 21269 isogroup29690,0.4 | |
| 21270 isogroup29691,0.1 | |
| 21271 isogroup29692,-3.1 | |
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| 21273 isogroup29696,0.9 | |
| 21274 isogroup29697,0.7 | |
| 21275 isogroup29698,0.8 | |
| 21276 isogroup29699,-0.2 | |
| 21277 isogroup297,1.2 | |
| 21278 isogroup2970,-2.2 | |
| 21279 isogroup29701,-1.6 | |
| 21280 isogroup29702,0.4 | |
| 21281 isogroup29703,0.2 | |
| 21282 isogroup29704,0.3 | |
| 21283 isogroup29705,-0.5 | |
| 21284 isogroup29706,0.2 | |
| 21285 isogroup29707,2 | |
| 21286 isogroup29708,-5.7 | |
| 21287 isogroup29709,-0.3 | |
| 21288 isogroup2971,0.3 | |
| 21289 isogroup29710,-2.2 | |
| 21290 isogroup29711,3.7 | |
| 21291 isogroup29712,0.8 | |
| 21292 isogroup29714,3 | |
| 21293 isogroup29715,0.3 | |
| 21294 isogroup29716,0.2 | |
| 21295 isogroup29717,-0.3 | |
| 21296 isogroup29718,0.3 | |
| 21297 isogroup29719,2.4 | |
| 21298 isogroup2972,1.2 | |
| 21299 isogroup29720,0.3 | |
| 21300 isogroup29721,-7.5 | |
| 21301 isogroup29722,-0.2 | |
| 21302 isogroup29723,1.3 | |
| 21303 isogroup29724,0.9 | |
| 21304 isogroup29725,-0.7 | |
| 21305 isogroup29726,2 | |
| 21306 isogroup29727,0.3 | |
| 21307 isogroup29728,0.7 | |
| 21308 isogroup29729,1.6 | |
| 21309 isogroup2973,-0.3 | |
| 21310 isogroup29730,0.4 | |
| 21311 isogroup29731,0.3 | |
| 21312 isogroup29732,-1.1 | |
| 21313 isogroup29733,1.4 | |
| 21314 isogroup29735,1.4 | |
| 21315 isogroup29736,0.3 | |
| 21316 isogroup29737,0.9 | |
| 21317 isogroup29738,0.1 | |
| 21318 isogroup29739,-0.6 | |
| 21319 isogroup2974,1.3 | |
| 21320 isogroup29740,0 | |
| 21321 isogroup29741,-0.1 | |
| 21322 isogroup29742,0 | |
| 21323 isogroup29743,0 | |
| 21324 isogroup29744,-0.5 | |
| 21325 isogroup29745,0.3 | |
| 21326 isogroup29747,0.4 | |
| 21327 isogroup29748,0.6 | |
| 21328 isogroup29749,-7.7 | |
| 21329 isogroup2975,0.3 | |
| 21330 isogroup29750,2 | |
| 21331 isogroup29752,0.4 | |
| 21332 isogroup29753,0.1 | |
| 21333 isogroup29754,-0.2 | |
| 21334 isogroup29755,0.3 | |
| 21335 isogroup29756,0.1 | |
| 21336 isogroup29757,1.3 | |
| 21337 isogroup29758,-0.7 | |
| 21338 isogroup29759,2.5 | |
| 21339 isogroup2976,-0.2 | |
| 21340 isogroup29760,0.4 | |
| 21341 isogroup29761,0.4 | |
| 21342 isogroup29762,0.6 | |
| 21343 isogroup29763,-0.1 | |
| 21344 isogroup29764,0.4 | |
| 21345 isogroup29765,-0.5 | |
| 21346 isogroup29766,0.1 | |
| 21347 isogroup29767,0.6 | |
| 21348 isogroup29768,1.7 | |
| 21349 isogroup29769,0.4 | |
| 21350 isogroup2977,-0.1 | |
| 21351 isogroup29770,0 | |
| 21352 isogroup29771,5.3 | |
| 21353 isogroup29772,0.1 | |
| 21354 isogroup29773,-1 | |
| 21355 isogroup29774,0.3 | |
| 21356 isogroup29775,0 | |
| 21357 isogroup29776,-0.6 | |
| 21358 isogroup29777,-0.1 | |
| 21359 isogroup29778,0.7 | |
| 21360 isogroup29779,-3.5 | |
| 21361 isogroup2978,0 | |
| 21362 isogroup29780,-0.8 | |
| 21363 isogroup29781,2.4 | |
| 21364 isogroup29782,3 | |
| 21365 isogroup29783,-0.3 | |
| 21366 isogroup29784,-0.5 | |
| 21367 isogroup29785,0.9 | |
| 21368 isogroup29786,2.7 | |
| 21369 isogroup29787,0.1 | |
| 21370 isogroup29788,0.8 | |
| 21371 isogroup29789,-0.5 | |
| 21372 isogroup2979,0.4 | |
| 21373 isogroup29790,0 | |
| 21374 isogroup29791,0.1 | |
| 21375 isogroup29792,-0.2 | |
| 21376 isogroup29793,0.5 | |
| 21377 isogroup29794,0.7 | |
| 21378 isogroup29795,-0.7 | |
| 21379 isogroup29796,-1.4 | |
| 21380 isogroup29797,-0.3 | |
| 21381 isogroup29798,0.7 | |
| 21382 isogroup29799,-0.4 | |
| 21383 isogroup298,1 | |
| 21384 isogroup2980,0 | |
| 21385 isogroup29800,0.6 | |
| 21386 isogroup29801,3.2 | |
| 21387 isogroup29802,0 | |
| 21388 isogroup29803,0.3 | |
| 21389 isogroup29804,0.3 | |
| 21390 isogroup29806,0.2 | |
| 21391 isogroup29807,1.1 | |
| 21392 isogroup29808,0.2 | |
| 21393 isogroup29809,0.7 | |
| 21394 isogroup2981,-1.3 | |
| 21395 isogroup29810,-1.9 | |
| 21396 isogroup29811,1 | |
| 21397 isogroup29812,0.5 | |
| 21398 isogroup29813,0.7 | |
| 21399 isogroup29814,-0.1 | |
| 21400 isogroup29815,0 | |
| 21401 isogroup29816,0.5 | |
| 21402 isogroup29817,6 | |
| 21403 isogroup29818,3 | |
| 21404 isogroup29819,-1.2 | |
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| 21406 isogroup29820,-1.5 | |
| 21407 isogroup29822,0.2 | |
| 21408 isogroup29823,0.3 | |
| 21409 isogroup29824,0.3 | |
| 21410 isogroup29826,0.6 | |
| 21411 isogroup29827,0.9 | |
| 21412 isogroup29828,0.4 | |
| 21413 isogroup2983,0.1 | |
| 21414 isogroup29830,0.4 | |
| 21415 isogroup29831,0.3 | |
| 21416 isogroup29832,0.2 | |
| 21417 isogroup29833,0.1 | |
| 21418 isogroup29834,-0.7 | |
| 21419 isogroup29835,0.1 | |
| 21420 isogroup29836,0.4 | |
| 21421 isogroup29837,0.4 | |
| 21422 isogroup29838,0.3 | |
| 21423 isogroup2984,1.4 | |
| 21424 isogroup29840,1.5 | |
| 21425 isogroup29841,-0.3 | |
| 21426 isogroup29842,1.1 | |
| 21427 isogroup29843,-2.3 | |
| 21428 isogroup29846,0.2 | |
| 21429 isogroup29847,0.3 | |
| 21430 isogroup29848,0.6 | |
| 21431 isogroup29849,4.2 | |
| 21432 isogroup2985,1.2 | |
| 21433 isogroup29851,0 | |
| 21434 isogroup29853,-6.4 | |
| 21435 isogroup29854,0.3 | |
| 21436 isogroup29855,1.6 | |
| 21437 isogroup29856,0.5 | |
| 21438 isogroup29857,0.4 | |
| 21439 isogroup29858,-0.2 | |
| 21440 isogroup29859,1.7 | |
| 21441 isogroup2986,0.4 | |
| 21442 isogroup29860,-0.1 | |
| 21443 isogroup29861,-1.6 | |
| 21444 isogroup29862,0.8 | |
| 21445 isogroup29863,1.3 | |
| 21446 isogroup29864,0.5 | |
| 21447 isogroup29865,-0.1 | |
| 21448 isogroup29866,0 | |
| 21449 isogroup29867,-5.8 | |
| 21450 isogroup29868,0.3 | |
| 21451 isogroup2987,1.5 | |
| 21452 isogroup29870,0.4 | |
| 21453 isogroup29871,1.1 | |
| 21454 isogroup29872,0.4 | |
| 21455 isogroup29873,-6.6 | |
| 21456 isogroup29874,2.2 | |
| 21457 isogroup29875,-0.3 | |
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| 21460 isogroup29878,-0.4 | |
| 21461 isogroup29879,0 | |
| 21462 isogroup2988,-1.8 | |
| 21463 isogroup29880,0.4 | |
| 21464 isogroup29881,0.2 | |
| 21465 isogroup29882,0 | |
| 21466 isogroup29883,-1.3 | |
| 21467 isogroup29884,0 | |
| 21468 isogroup29886,-0.5 | |
| 21469 isogroup29887,0.4 | |
| 21470 isogroup29888,0.2 | |
| 21471 isogroup29889,0.6 | |
| 21472 isogroup2989,-10 | |
| 21473 isogroup29890,0.4 | |
| 21474 isogroup29891,-0.9 | |
| 21475 isogroup29892,-1 | |
| 21476 isogroup29893,0.2 | |
| 21477 isogroup29894,0.8 | |
| 21478 isogroup29895,0 | |
| 21479 isogroup29896,-4.4 | |
| 21480 isogroup29897,0.1 | |
| 21481 isogroup29898,0 | |
| 21482 isogroup29899,0.2 | |
| 21483 isogroup299,0.7 | |
| 21484 isogroup2990,1 | |
| 21485 isogroup29900,0.5 | |
| 21486 isogroup29901,0 | |
| 21487 isogroup29902,0.7 | |
| 21488 isogroup29903,-0.5 | |
| 21489 isogroup29904,-1.9 | |
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| 21492 isogroup29907,-0.1 | |
| 21493 isogroup29909,1.4 | |
| 21494 isogroup2991,1.9 | |
| 21495 isogroup29910,1 | |
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| 21498 isogroup29914,1.4 | |
| 21499 isogroup29915,-0.1 | |
| 21500 isogroup29916,0.1 | |
| 21501 isogroup29917,1.4 | |
| 21502 isogroup29918,-0.2 | |
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| 21504 isogroup2992,1.5 | |
| 21505 isogroup29920,0.3 | |
| 21506 isogroup29921,-0.5 | |
| 21507 isogroup29922,0.4 | |
| 21508 isogroup29923,0.1 | |
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| 21512 isogroup29928,1.1 | |
| 21513 isogroup29929,0.8 | |
| 21514 isogroup2993,1.7 | |
| 21515 isogroup29930,0.5 | |
| 21516 isogroup29932,1.8 | |
| 21517 isogroup29933,1.9 | |
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| 21520 isogroup29936,0 | |
| 21521 isogroup29937,0 | |
| 21522 isogroup29938,-1 | |
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| 21525 isogroup29940,-5.3 | |
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| 21527 isogroup29942,0.6 | |
| 21528 isogroup29943,0.8 | |
| 21529 isogroup29944,-0.8 | |
| 21530 isogroup29945,2.9 | |
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| 21532 isogroup29947,0.5 | |
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| 21535 isogroup2995,-0.4 | |
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| 21538 isogroup29952,1.7 | |
| 21539 isogroup29953,0.5 | |
| 21540 isogroup29954,1.9 | |
| 21541 isogroup29955,0.5 | |
| 21542 isogroup29956,-0.8 | |
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| 21544 isogroup29958,1.3 | |
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| 21559 isogroup29971,-5.1 | |
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| 21570 isogroup29981,-1 | |
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| 21575 isogroup29986,0.6 | |
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| 21588 isogroup3,4.8 | |
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| 21590 isogroup300,0.8 | |
| 21591 isogroup3000,-1.6 | |
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| 21593 isogroup30001,0.6 | |
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| 21596 isogroup30004,-0.2 | |
| 21597 isogroup30005,-0.2 | |
| 21598 isogroup30006,0.4 | |
| 21599 isogroup30007,0.2 | |
| 21600 isogroup30008,-7.7 | |
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| 21615 isogroup30021,0.2 | |
| 21616 isogroup30022,-0.4 | |
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| 21622 isogroup30028,0 | |
| 21623 isogroup30029,2.6 | |
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| 21629 isogroup30034,0.8 | |
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| 21640 isogroup30045,-0.5 | |
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| 21643 isogroup30049,1 | |
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| 21645 isogroup30050,0.6 | |
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| 21647 isogroup30053,-0.7 | |
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| 21650 isogroup30056,0.9 | |
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| 21652 isogroup30058,-1.6 | |
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| 21667 isogroup30071,-9.5 | |
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| 21670 isogroup30074,0.5 | |
| 21671 isogroup30075,0.5 | |
| 21672 isogroup30076,0 | |
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| 21674 isogroup30078,-0.4 | |
| 21675 isogroup30079,1.2 | |
| 21676 isogroup3008,0.5 | |
| 21677 isogroup30080,0.1 | |
| 21678 isogroup30081,-0.2 | |
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| 21680 isogroup30084,0.2 | |
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| 21682 isogroup30086,-0.1 | |
| 21683 isogroup30087,0.2 | |
| 21684 isogroup30088,1.1 | |
| 21685 isogroup30089,0.6 | |
| 21686 isogroup3009,2.6 | |
| 21687 isogroup30090,-0.4 | |
| 21688 isogroup30091,-0.8 | |
| 21689 isogroup30092,0.6 | |
| 21690 isogroup30093,0.3 | |
| 21691 isogroup30094,0 | |
| 21692 isogroup30095,-0.6 | |
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| 21694 isogroup30097,0.4 | |
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| 21696 isogroup301,-1 | |
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| 21698 isogroup30100,0.6 | |
| 21699 isogroup30101,0 | |
| 21700 isogroup30102,1.4 | |
| 21701 isogroup30103,2.4 | |
| 21702 isogroup30105,1.1 | |
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| 21712 isogroup30114,0 | |
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| 21714 isogroup30116,0.8 | |
| 21715 isogroup30117,0.2 | |
| 21716 isogroup30118,0.3 | |
| 21717 isogroup30119,0 | |
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| 21720 isogroup30120,0 | |
| 21721 isogroup30121,1.7 | |
| 21722 isogroup30122,0.7 | |
| 21723 isogroup30123,0 | |
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| 21725 isogroup30125,-0.2 | |
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| 21727 isogroup30127,1.4 | |
| 21728 isogroup30128,0.1 | |
| 21729 isogroup30129,0.5 | |
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| 21731 isogroup30130,0.8 | |
| 21732 isogroup30132,1.3 | |
| 21733 isogroup30133,0.4 | |
| 21734 isogroup30134,0.7 | |
| 21735 isogroup30135,0.2 | |
| 21736 isogroup30136,0.3 | |
| 21737 isogroup30137,-0.5 | |
| 21738 isogroup30138,5.3 | |
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| 21740 isogroup3014,2.5 | |
| 21741 isogroup30140,-2.2 | |
| 21742 isogroup30141,0.5 | |
| 21743 isogroup30142,0.1 | |
| 21744 isogroup30144,-0.5 | |
| 21745 isogroup30145,-0.4 | |
| 21746 isogroup30146,-6 | |
| 21747 isogroup30147,0.6 | |
| 21748 isogroup30148,0 | |
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| 21750 isogroup30150,1.2 | |
| 21751 isogroup30151,-4.6 | |
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| 21753 isogroup30153,-0.1 | |
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| 21755 isogroup30155,0.5 | |
| 21756 isogroup30156,0.2 | |
| 21757 isogroup30157,-0.3 | |
| 21758 isogroup30158,0.7 | |
| 21759 isogroup30159,0.5 | |
| 21760 isogroup3016,2.5 | |
| 21761 isogroup30160,1.2 | |
| 21762 isogroup30161,0.3 | |
| 21763 isogroup30162,0.8 | |
| 21764 isogroup30163,0.1 | |
| 21765 isogroup30164,4 | |
| 21766 isogroup30165,-0.7 | |
| 21767 isogroup30166,1.5 | |
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| 21771 isogroup3017,0.2 | |
| 21772 isogroup30171,0.1 | |
| 21773 isogroup30174,1.1 | |
| 21774 isogroup30175,0.5 | |
| 21775 isogroup30176,0.3 | |
| 21776 isogroup30177,0.9 | |
| 21777 isogroup30178,1.3 | |
| 21778 isogroup30179,-0.4 | |
| 21779 isogroup3018,0.8 | |
| 21780 isogroup30180,3.6 | |
| 21781 isogroup30181,0 | |
| 21782 isogroup30182,0.3 | |
| 21783 isogroup30183,1.3 | |
| 21784 isogroup30184,0.1 | |
| 21785 isogroup30185,-0.2 | |
| 21786 isogroup30186,0.1 | |
| 21787 isogroup30187,0.4 | |
| 21788 isogroup30188,0.2 | |
| 21789 isogroup30189,0.3 | |
| 21790 isogroup3019,-5 | |
| 21791 isogroup30190,-0.2 | |
| 21792 isogroup30191,-0.2 | |
| 21793 isogroup30192,-1.3 | |
| 21794 isogroup30193,1.6 | |
| 21795 isogroup30194,0.1 | |
| 21796 isogroup30195,0.1 | |
| 21797 isogroup30196,0.2 | |
| 21798 isogroup30197,0.5 | |
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| 21967 isogroup30356,-0.8 | |
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| 21989 isogroup30379,1.3 | |
| 21990 isogroup3038,0.7 | |
| 21991 isogroup30380,0.1 | |
| 21992 isogroup30381,0.4 | |
| 21993 isogroup30382,0.3 | |
| 21994 isogroup30383,-0.4 | |
| 21995 isogroup30384,-0.2 | |
| 21996 isogroup30385,-1.3 | |
| 21997 isogroup30386,0.8 | |
| 21998 isogroup30387,0.3 | |
| 21999 isogroup30388,0.4 | |
| 22000 isogroup30389,1.4 | |
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| 22015 isogroup30401,0.2 | |
| 22016 isogroup30402,0.1 | |
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| 22018 isogroup30404,0 | |
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| 22021 isogroup30407,0.8 | |
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| 22030 isogroup30415,-9.8 | |
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| 22261 isogroup30638,0 | |
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| 22266 isogroup30642,0.7 | |
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| 22271 isogroup30648,0.3 | |
| 22272 isogroup30649,0.1 | |
| 22273 isogroup3065,0.3 | |
| 22274 isogroup30650,0.6 | |
| 22275 isogroup30651,-0.2 | |
| 22276 isogroup30653,0 | |
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| 22280 isogroup30657,0.3 | |
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| 22288 isogroup30664,0.5 | |
| 22289 isogroup30665,0.3 | |
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| 22291 isogroup30667,1.6 | |
| 22292 isogroup30668,0.1 | |
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| 22294 isogroup3067,0.4 | |
| 22295 isogroup30671,1.3 | |
| 22296 isogroup30672,0.5 | |
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| 22300 isogroup30676,-0.1 | |
| 22301 isogroup30677,0.4 | |
| 22302 isogroup30679,0 | |
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| 22305 isogroup30681,-0.1 | |
| 22306 isogroup30682,-1.6 | |
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| 22310 isogroup30686,0.7 | |
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| 22313 isogroup30689,-0.1 | |
| 22314 isogroup3069,10 | |
| 22315 isogroup30690,-0.8 | |
| 22316 isogroup30691,-0.2 | |
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| 22319 isogroup30694,0.4 | |
| 22320 isogroup30695,0.1 | |
| 22321 isogroup30696,-5.6 | |
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| 22323 isogroup307,0 | |
| 22324 isogroup3070,0.5 | |
| 22325 isogroup30700,1.2 | |
| 22326 isogroup30701,0.3 | |
| 22327 isogroup30703,-2.2 | |
| 22328 isogroup30704,1.7 | |
| 22329 isogroup30705,-0.4 | |
| 22330 isogroup30706,0.2 | |
| 22331 isogroup30707,0.3 | |
| 22332 isogroup30708,0.5 | |
| 22333 isogroup30709,1.1 | |
| 22334 isogroup3071,0.2 | |
| 22335 isogroup30710,0.3 | |
| 22336 isogroup30711,-0.4 | |
| 22337 isogroup30712,0 | |
| 22338 isogroup30713,0.9 | |
| 22339 isogroup30714,0.5 | |
| 22340 isogroup30715,0.5 | |
| 22341 isogroup30716,1.1 | |
| 22342 isogroup30717,1.1 | |
| 22343 isogroup30718,0.4 | |
| 22344 isogroup30719,0.6 | |
| 22345 isogroup3072,-0.5 | |
| 22346 isogroup30720,0.8 | |
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| 22350 isogroup30725,0.6 | |
| 22351 isogroup30726,0.5 | |
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| 22356 isogroup30730,0 | |
| 22357 isogroup30731,4.9 | |
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| 22360 isogroup30734,-0.9 | |
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| 22363 isogroup30738,0.5 | |
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| 22370 isogroup30745,-0.2 | |
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| 22387 isogroup30760,0.8 | |
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| 22401 isogroup30774,1.4 | |
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| 22416 isogroup30788,-0.8 | |
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| 22445 isogroup30818,0.6 | |
| 22446 isogroup30819,0.5 | |
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| 22448 isogroup30820,0.7 | |
| 22449 isogroup30821,-0.6 | |
| 22450 isogroup30822,1.3 | |
| 22451 isogroup30823,0.8 | |
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| 22454 isogroup30826,0 | |
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| 22459 isogroup30830,0.1 | |
| 22460 isogroup30831,0.2 | |
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| 22485 isogroup30855,0.1 | |
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| 22487 isogroup30857,0.5 | |
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| 22491 isogroup30861,0 | |
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| 22493 isogroup30863,0.7 | |
| 22494 isogroup30865,-4.7 | |
| 22495 isogroup30866,0.6 | |
| 22496 isogroup30867,0.3 | |
| 22497 isogroup30868,0.5 | |
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| 22500 isogroup3087.1,0.3 | |
| 22501 isogroup3087.2,0.2 | |
| 22502 isogroup30870,0 | |
| 22503 isogroup30871,0.5 | |
| 22504 isogroup30872,0.6 | |
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| 22507 isogroup30875,-0.4 | |
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| 22514 isogroup30881,-0.4 | |
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| 22517 isogroup30885,0.1 | |
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| 22519 isogroup30887,-10 | |
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| 22522 isogroup3089,-0.1 | |
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| 22524 isogroup30892,0.4 | |
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| 22537 isogroup30903,0.6 | |
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| 22550 isogroup30916,0 | |
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| 22598 isogroup30962,0.4 | |
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| 22640 isogroup310,2.4 | |
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| 22646 isogroup31004,2.3 | |
| 22647 isogroup31005,0.3 | |
| 22648 isogroup31006,1.2 | |
| 22649 isogroup31007,0.6 | |
| 22650 isogroup31008,-0.1 | |
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| 22699 isogroup31055,0.7 | |
| 22700 isogroup31056,-0.9 | |
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| 22703 isogroup31059,0.4 | |
| 22704 isogroup3106,0.5 | |
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| 22714 isogroup3107,-0.6 | |
| 22715 isogroup31070,0.3 | |
| 22716 isogroup31071,0.8 | |
| 22717 isogroup31072,-0.1 | |
| 22718 isogroup31073,-0.5 | |
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| 22720 isogroup31075,0.1 | |
| 22721 isogroup31076,-0.9 | |
| 22722 isogroup31077,-0.2 | |
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| 22725 isogroup31080,0.8 | |
| 22726 isogroup31081,2.5 | |
| 22727 isogroup31083,1.8 | |
| 22728 isogroup31084,-0.4 | |
| 22729 isogroup31085,0.7 | |
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| 22731 isogroup31087,-1 | |
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| 22735 isogroup31090,0.5 | |
| 22736 isogroup31091,-1.1 | |
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| 22739 isogroup31094,0.3 | |
| 22740 isogroup31095,-2.2 | |
| 22741 isogroup31096,1.4 | |
| 22742 isogroup31097,-0.2 | |
| 22743 isogroup31098,0.6 | |
| 22744 isogroup31099,-0.6 | |
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| 22746 isogroup3110,0.5 | |
| 22747 isogroup31101,-0.1 | |
| 22748 isogroup31102,0 | |
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| 22750 isogroup31104,0.3 | |
| 22751 isogroup31105,0.4 | |
| 22752 isogroup31106,-0.1 | |
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| 22754 isogroup31108,-8.6 | |
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| 22756 isogroup3111,-0.1 | |
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| 22762 isogroup31116,0.4 | |
| 22763 isogroup31117,0.8 | |
| 22764 isogroup31118,0.1 | |
| 22765 isogroup31119,0 | |
| 22766 isogroup3112,0 | |
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| 22770 isogroup31123,0.7 | |
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| 22772 isogroup31126,0.6 | |
| 22773 isogroup31127,0.7 | |
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| 22775 isogroup31129,1.2 | |
| 22776 isogroup3113,0.8 | |
| 22777 isogroup31130,2.9 | |
| 22778 isogroup31131,4.2 | |
| 22779 isogroup31132,0.7 | |
| 22780 isogroup31133,-0.6 | |
| 22781 isogroup31134,3 | |
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| 22783 isogroup31136,-0.4 | |
| 22784 isogroup31137,0.3 | |
| 22785 isogroup31138,0.2 | |
| 22786 isogroup31139,0.5 | |
| 22787 isogroup3114,2.5 | |
| 22788 isogroup31140,0 | |
| 22789 isogroup31141,-0.1 | |
| 22790 isogroup31142,2.9 | |
| 22791 isogroup31143,0.5 | |
| 22792 isogroup31144,0.2 | |
| 22793 isogroup31145,1.4 | |
| 22794 isogroup31148,0.8 | |
| 22795 isogroup31149,0.5 | |
| 22796 isogroup3115,1.5 | |
| 22797 isogroup31150,-2 | |
| 22798 isogroup31152,0.4 | |
| 22799 isogroup31153,-0.1 | |
| 22800 isogroup31154,1.5 | |
| 22801 isogroup31155,-1.5 | |
| 22802 isogroup31156,-0.3 | |
| 22803 isogroup31157,4.5 | |
| 22804 isogroup31158,0.1 | |
| 22805 isogroup31159,1.1 | |
| 22806 isogroup3116,1.4 | |
| 22807 isogroup31160,0.1 | |
| 22808 isogroup31161,0.3 | |
| 22809 isogroup31162,-0.3 | |
| 22810 isogroup31163,0.1 | |
| 22811 isogroup31164,0 | |
| 22812 isogroup31166,0.5 | |
| 22813 isogroup31167,-0.1 | |
| 22814 isogroup31168,0.8 | |
| 22815 isogroup31169,0.9 | |
| 22816 isogroup3117,0.2 | |
| 22817 isogroup31171,-0.2 | |
| 22818 isogroup31173,-1.3 | |
| 22819 isogroup31174,-0.5 | |
| 22820 isogroup31175,0.6 | |
| 22821 isogroup31176,0.8 | |
| 22822 isogroup31177,-10 | |
| 22823 isogroup31178,0 | |
| 22824 isogroup3118,-1 | |
| 22825 isogroup31180,0.5 | |
| 22826 isogroup31181,-0.3 | |
| 22827 isogroup31182,0.5 | |
| 22828 isogroup31183,0.9 | |
| 22829 isogroup31184,1.4 | |
| 22830 isogroup31185,0 | |
| 22831 isogroup31186,0.8 | |
| 22832 isogroup31187,0.5 | |
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| 23866 isogroup32179,-0.4 | |
| 23867 isogroup3218,0.3 | |
| 23868 isogroup3218.1,-0.2 | |
| 23869 isogroup32180,1.9 | |
| 23870 isogroup32181,-0.2 | |
| 23871 isogroup32182,0.5 | |
| 23872 isogroup32183,0.3 | |
| 23873 isogroup32184,-0.2 | |
| 23874 isogroup32185,-0.8 | |
| 23875 isogroup32186,-0.2 | |
| 23876 isogroup32187,-0.3 | |
| 23877 isogroup32188,0.4 | |
| 23878 isogroup32189,0.8 | |
| 23879 isogroup3219,-4.4 | |
| 23880 isogroup32190,-0.9 | |
| 23881 isogroup32191,0.7 | |
| 23882 isogroup32192,-2.4 | |
| 23883 isogroup32194,0.7 | |
| 23884 isogroup32195,-1.2 | |
| 23885 isogroup32196,0.3 | |
| 23886 isogroup32197,-0.2 | |
| 23887 isogroup32198,0 | |
| 23888 isogroup32199,1.4 | |
| 23889 isogroup322,1.4 | |
| 23890 isogroup3220,-0.3 | |
| 23891 isogroup32200,-0.3 | |
| 23892 isogroup32201,1.1 | |
| 23893 isogroup32202,0.4 | |
| 23894 isogroup32203,0.2 | |
| 23895 isogroup32204,0.7 | |
| 23896 isogroup32205,-1.1 | |
| 23897 isogroup32206,2.6 | |
| 23898 isogroup32207,0.2 | |
| 23899 isogroup32208,0.1 | |
| 23900 isogroup3221,-0.3 | |
| 23901 isogroup32210,-0.1 | |
| 23902 isogroup32211,1.5 | |
| 23903 isogroup32212,0.9 | |
| 23904 isogroup32213,-0.3 | |
| 23905 isogroup32214,-1.1 | |
| 23906 isogroup32215,0.4 | |
| 23907 isogroup32216,0.4 | |
| 23908 isogroup32217,2.2 | |
| 23909 isogroup32219,0.6 | |
| 23910 isogroup3222,0.2 | |
| 23911 isogroup32220,0.1 | |
| 23912 isogroup32221,0.2 | |
| 23913 isogroup32222,-0.1 | |
| 23914 isogroup32223,-1.7 | |
| 23915 isogroup32224,-1.2 | |
| 23916 isogroup32225,0.5 | |
| 23917 isogroup32226,0.2 | |
| 23918 isogroup32227,0.7 | |
| 23919 isogroup32228,0.3 | |
| 23920 isogroup32229,0.7 | |
| 23921 isogroup3223,1.5 | |
| 23922 isogroup32231,-0.7 | |
| 23923 isogroup32232,-0.1 | |
| 23924 isogroup32233,-1.1 | |
| 23925 isogroup32234,0.2 | |
| 23926 isogroup32235,-0.4 | |
| 23927 isogroup32236,-0.2 | |
| 23928 isogroup32237,-4.4 | |
| 23929 isogroup32238,0.4 | |
| 23930 isogroup32239,0.8 | |
| 23931 isogroup3224,2.5 | |
| 23932 isogroup32240,0 | |
| 23933 isogroup32241,0.2 | |
| 23934 isogroup32243,2.4 | |
| 23935 isogroup32244,0.4 | |
| 23936 isogroup32245,5.4 | |
| 23937 isogroup32246,0 | |
| 23938 isogroup32247,-0.1 | |
| 23939 isogroup32248,0.5 | |
| 23940 isogroup32249,-1.5 | |
| 23941 isogroup3225,-0.6 | |
| 23942 isogroup32250,0.5 | |
| 23943 isogroup32251,0 | |
| 23944 isogroup32252,0.3 | |
| 23945 isogroup32253,-1.1 | |
| 23946 isogroup32254,0.3 | |
| 23947 isogroup32255,0.3 | |
| 23948 isogroup32256,0.6 | |
| 23949 isogroup32257,1 | |
| 23950 isogroup32258,1.6 | |
| 23951 isogroup32259,0.8 | |
| 23952 isogroup3226,0.2 | |
| 23953 isogroup32261,-1.5 | |
| 23954 isogroup32262,-0.5 | |
| 23955 isogroup32263,-0.1 | |
| 23956 isogroup32265,0.9 | |
| 23957 isogroup32266,-0.2 | |
| 23958 isogroup32267,-0.1 | |
| 23959 isogroup32268,0.1 | |
| 23960 isogroup32269,2.2 | |
| 23961 isogroup3227,-4.3 | |
| 23962 isogroup32270,-7.4 | |
| 23963 isogroup32271,1.4 | |
| 23964 isogroup32272,0.3 | |
| 23965 isogroup32273,-0.2 | |
| 23966 isogroup32274,0.4 | |
| 23967 isogroup32275,0.4 | |
| 23968 isogroup32278,-0.3 | |
| 23969 isogroup32279,1 | |
| 23970 isogroup3228,-0.1 | |
| 23971 isogroup32280,0.2 | |
| 23972 isogroup32281,0.7 | |
| 23973 isogroup32282,0.4 | |
| 23974 isogroup32283,0.2 | |
| 23975 isogroup32285,-0.1 | |
| 23976 isogroup32286,0.6 | |
| 23977 isogroup32287,0.4 | |
| 23978 isogroup32288,0.5 | |
| 23979 isogroup32289,-0.1 | |
| 23980 isogroup3229,-0.5 | |
| 23981 isogroup32290,-0.5 | |
| 23982 isogroup32291,-0.7 | |
| 23983 isogroup32292,0.3 | |
| 23984 isogroup32293,0 | |
| 23985 isogroup32294,0.7 | |
| 23986 isogroup32295,-3.1 | |
| 23987 isogroup32296,0 | |
| 23988 isogroup32297,-0.4 | |
| 23989 isogroup32298,0.3 | |
| 23990 isogroup32299,-0.8 | |
| 23991 isogroup323,0.2 | |
| 23992 isogroup3230,-0.2 | |
| 23993 isogroup32300,0.6 | |
| 23994 isogroup32301,1.4 | |
| 23995 isogroup32302,0.1 | |
| 23996 isogroup32303,0 | |
| 23997 isogroup32304,0.7 | |
| 23998 isogroup32305,0.4 | |
| 23999 isogroup32306,-0.3 | |
| 24000 isogroup32307,1.7 | |
| 24001 isogroup32308,1.2 | |
| 24002 isogroup32309,0.3 | |
| 24003 isogroup3231,0.5 | |
| 24004 isogroup32310,0.3 | |
| 24005 isogroup32311,0.5 | |
| 24006 isogroup32312,-0.5 | |
| 24007 isogroup32314,0.1 | |
| 24008 isogroup32315,0.3 | |
| 24009 isogroup32316,0.3 | |
| 24010 isogroup32317,-0.6 | |
| 24011 isogroup32318,0.5 | |
| 24012 isogroup32319,0.7 | |
| 24013 isogroup3232,-5.5 | |
| 24014 isogroup32320,1.1 | |
| 24015 isogroup32321,-0.2 | |
| 24016 isogroup32322,0 | |
| 24017 isogroup32323,-0.3 | |
| 24018 isogroup32324,0.2 | |
| 24019 isogroup32325,0.1 | |
| 24020 isogroup32326,0.2 | |
| 24021 isogroup32327,0 | |
| 24022 isogroup32328,-10 | |
| 24023 isogroup32329,-0.7 | |
| 24024 isogroup3233,3.4 | |
| 24025 isogroup32330,3.2 | |
| 24026 isogroup32332,0.6 | |
| 24027 isogroup32333,0.3 | |
| 24028 isogroup32334,0.1 | |
| 24029 isogroup32335,-0.2 | |
| 24030 isogroup32336,0.4 | |
| 24031 isogroup32337,-0.4 | |
| 24032 isogroup32338,0.1 | |
| 24033 isogroup32339,-0.2 | |
| 24034 isogroup3234,1.6 | |
| 24035 isogroup32340,-0.2 | |
| 24036 isogroup32341,-0.1 | |
| 24037 isogroup32342,0.9 | |
| 24038 isogroup32343,-0.2 | |
| 24039 isogroup32344,0.4 | |
| 24040 isogroup32345,0.6 | |
| 24041 isogroup32346,0.3 | |
| 24042 isogroup32347,0.2 | |
| 24043 isogroup32348,0.2 | |
| 24044 isogroup32349,0.4 | |
| 24045 isogroup3235,1.1 | |
| 24046 isogroup32350,1.6 | |
| 24047 isogroup32351,0.9 | |
| 24048 isogroup32352,3.7 | |
| 24049 isogroup32353,1.2 | |
| 24050 isogroup32354,2.3 | |
| 24051 isogroup32355,0 | |
| 24052 isogroup32356,-0.8 | |
| 24053 isogroup32357,0.7 | |
| 24054 isogroup32358,-0.1 | |
| 24055 isogroup32359,-0.2 | |
| 24056 isogroup3236,0.6 | |
| 24057 isogroup32360,-0.3 | |
| 24058 isogroup32361,0.2 | |
| 24059 isogroup32362,0.3 | |
| 24060 isogroup32363,0.5 | |
| 24061 isogroup32364,0.8 | |
| 24062 isogroup32365,0.3 | |
| 24063 isogroup32366,-0.3 | |
| 24064 isogroup32367,0 | |
| 24065 isogroup32368,1.8 | |
| 24066 isogroup3237,0 | |
| 24067 isogroup32370,0.4 | |
| 24068 isogroup32371,0.5 | |
| 24069 isogroup32372,0.4 | |
| 24070 isogroup32373,0.5 | |
| 24071 isogroup32374,-1 | |
| 24072 isogroup32375,0 | |
| 24073 isogroup32376,0.2 | |
| 24074 isogroup32377,0.4 | |
| 24075 isogroup32378,-0.2 | |
| 24076 isogroup3238,1.6 | |
| 24077 isogroup32380,0.2 | |
| 24078 isogroup32381,-0.6 | |
| 24079 isogroup32382,-1.5 | |
| 24080 isogroup32383,-0.1 | |
| 24081 isogroup32384,0.8 | |
| 24082 isogroup32385,4.7 | |
| 24083 isogroup32386,1.2 | |
| 24084 isogroup32387,0.3 | |
| 24085 isogroup32388,0.5 | |
| 24086 isogroup32389,0.8 | |
| 24087 isogroup3239,0.5 | |
| 24088 isogroup32390,0.8 | |
| 24089 isogroup32391,-0.2 | |
| 24090 isogroup32392,1.4 | |
| 24091 isogroup32393,0.5 | |
| 24092 isogroup32394,1.3 | |
| 24093 isogroup32395,-1.8 | |
| 24094 isogroup32396,0.1 | |
| 24095 isogroup32397,0.8 | |
| 24096 isogroup32398,0.7 | |
| 24097 isogroup32399,-0.1 | |
| 24098 isogroup324,0.5 | |
| 24099 isogroup3240,-9.8 | |
| 24100 isogroup32402,0.5 | |
| 24101 isogroup32403,0.7 | |
| 24102 isogroup32405,-0.2 | |
| 24103 isogroup32406,-1.9 | |
| 24104 isogroup32407,1.1 | |
| 24105 isogroup32409,0.9 | |
| 24106 isogroup3241,0.3 | |
| 24107 isogroup32410,-1 | |
| 24108 isogroup32411,-0.2 | |
| 24109 isogroup32412,0 | |
| 24110 isogroup32413,-1.7 | |
| 24111 isogroup32414,2.3 | |
| 24112 isogroup32415,2.2 | |
| 24113 isogroup32416,2 | |
| 24114 isogroup32417,0.6 | |
| 24115 isogroup32419,-4.4 | |
| 24116 isogroup3242,0.3 | |
| 24117 isogroup32420,3.4 | |
| 24118 isogroup32421,0.8 | |
| 24119 isogroup32422,1.3 | |
| 24120 isogroup32423,0.2 | |
| 24121 isogroup32425,5.7 | |
| 24122 isogroup32426,-8.7 | |
| 24123 isogroup32427,0.9 | |
| 24124 isogroup32428,1 | |
| 24125 isogroup32429,0.4 | |
| 24126 isogroup3243,1.2 | |
| 24127 isogroup32430,-0.1 | |
| 24128 isogroup32431,-0.1 | |
| 24129 isogroup32432,1.8 | |
| 24130 isogroup32433,0.1 | |
| 24131 isogroup32434,0.3 | |
| 24132 isogroup32436,0 | |
| 24133 isogroup32437,0.3 | |
| 24134 isogroup32438,-2.9 | |
| 24135 isogroup32439,-0.8 | |
| 24136 isogroup3244,2.8 | |
| 24137 isogroup32440,0.5 | |
| 24138 isogroup32441,0.7 | |
| 24139 isogroup32442,0 | |
| 24140 isogroup32443,-9.1 | |
| 24141 isogroup32444,0.2 | |
| 24142 isogroup32445,-0.5 | |
| 24143 isogroup32446,0.5 | |
| 24144 isogroup32447,1.7 | |
| 24145 isogroup32448,-0.1 | |
| 24146 isogroup32449,0.9 | |
| 24147 isogroup3245,0.4 | |
| 24148 isogroup32450,0 | |
| 24149 isogroup32451,0.4 | |
| 24150 isogroup32452,-0.1 | |
| 24151 isogroup32453,-0.7 | |
| 24152 isogroup32454,0 | |
| 24153 isogroup32455,-0.7 | |
| 24154 isogroup32456,0.2 | |
| 24155 isogroup32457,0.1 | |
| 24156 isogroup32458,-0.2 | |
| 24157 isogroup32459,0 | |
| 24158 isogroup3246,1 | |
| 24159 isogroup32460,0.2 | |
| 24160 isogroup32462,-4.9 | |
| 24161 isogroup32463,0.2 | |
| 24162 isogroup32464,-0.1 | |
| 24163 isogroup32465,-0.8 | |
| 24164 isogroup32466,-0.3 | |
| 24165 isogroup32467,-0.3 | |
| 24166 isogroup32468,0.3 | |
| 24167 isogroup32469,0.1 | |
| 24168 isogroup3247,-0.2 | |
| 24169 isogroup32471,0.2 | |
| 24170 isogroup32472,0 | |
| 24171 isogroup32473,-0.5 | |
| 24172 isogroup32474,-0.5 | |
| 24173 isogroup32475,0.1 | |
| 24174 isogroup32476,3.3 | |
| 24175 isogroup32477,0.3 | |
| 24176 isogroup32478,-0.9 | |
| 24177 isogroup32479,0.4 | |
| 24178 isogroup3248,0.5 | |
| 24179 isogroup32480,-0.5 | |
| 24180 isogroup32483,-2.1 | |
| 24181 isogroup32484,0.5 | |
| 24182 isogroup32485,0.1 | |
| 24183 isogroup32486,-0.6 | |
| 24184 isogroup32487,1.3 | |
| 24185 isogroup32488,1.1 | |
| 24186 isogroup32489,0.9 | |
| 24187 isogroup3249,1 | |
| 24188 isogroup32490,0.3 | |
| 24189 isogroup32491,-0.5 | |
| 24190 isogroup32492,0.8 | |
| 24191 isogroup32493,0.2 | |
| 24192 isogroup32494,-0.9 | |
| 24193 isogroup32495,0.7 | |
| 24194 isogroup32496,1.2 | |
| 24195 isogroup32497,-0.6 | |
| 24196 isogroup32498,0.1 | |
| 24197 isogroup32499,0 | |
| 24198 isogroup325,1.1 | |
| 24199 isogroup3250,1.3 | |
| 24200 isogroup32500,0.2 | |
| 24201 isogroup32501,-0.6 | |
| 24202 isogroup32503,-2.7 | |
| 24203 isogroup32504,-0.6 | |
| 24204 isogroup32505,0 | |
| 24205 isogroup32506,-0.4 | |
| 24206 isogroup32507,-0.7 | |
| 24207 isogroup32508,0 | |
| 24208 isogroup32509,2.7 | |
| 24209 isogroup3251,0.2 | |
| 24210 isogroup32510,-0.1 | |
| 24211 isogroup32511,1 | |
| 24212 isogroup32512,0.8 | |
| 24213 isogroup32513,-3.8 | |
| 24214 isogroup32514,-0.2 | |
| 24215 isogroup32515,-0.7 | |
| 24216 isogroup32516,0.1 | |
| 24217 isogroup32517,0.1 | |
| 24218 isogroup32518,0.5 | |
| 24219 isogroup32519,0.7 | |
| 24220 isogroup3252,0 | |
| 24221 isogroup32520,1.5 | |
| 24222 isogroup32521,1.4 | |
| 24223 isogroup32522,-5.3 | |
| 24224 isogroup32523,1.3 | |
| 24225 isogroup32524,0.5 | |
| 24226 isogroup32525,0.3 | |
| 24227 isogroup32526,-0.7 | |
| 24228 isogroup32527,-0.5 | |
| 24229 isogroup32528,4.2 | |
| 24230 isogroup32529,-0.2 | |
| 24231 isogroup3253,-0.6 | |
| 24232 isogroup32530,-0.4 | |
| 24233 isogroup32531,3.9 | |
| 24234 isogroup32532,5.9 | |
| 24235 isogroup32533,-3.3 | |
| 24236 isogroup32534,-0.9 | |
| 24237 isogroup32535,0.4 | |
| 24238 isogroup32536,0.5 | |
| 24239 isogroup32537,-3.2 | |
| 24240 isogroup32538,0.3 | |
| 24241 isogroup32539,0.1 | |
| 24242 isogroup3254,-1 | |
| 24243 isogroup32541,0.2 | |
| 24244 isogroup32542,0.4 | |
| 24245 isogroup32543,-0.1 | |
| 24246 isogroup32545,-0.4 | |
| 24247 isogroup32546,-0.7 | |
| 24248 isogroup32547,1.3 | |
| 24249 isogroup32549,-1.1 | |
| 24250 isogroup3255,-2.4 | |
| 24251 isogroup32550,-1.7 | |
| 24252 isogroup32551,-0.1 | |
| 24253 isogroup32552,-3.3 | |
| 24254 isogroup32553,0.6 | |
| 24255 isogroup32554,0.5 | |
| 24256 isogroup32555,0.3 | |
| 24257 isogroup32556,1.1 | |
| 24258 isogroup32557,0.2 | |
| 24259 isogroup32558,1.1 | |
| 24260 isogroup32559,-0.3 | |
| 24261 isogroup3256,-1.1 | |
| 24262 isogroup32560,0 | |
| 24263 isogroup32561,0.3 | |
| 24264 isogroup32562,-0.1 | |
| 24265 isogroup32563,1.8 | |
| 24266 isogroup32564,0.2 | |
| 24267 isogroup32566,1.4 | |
| 24268 isogroup32567,0.8 | |
| 24269 isogroup32568,1.7 | |
| 24270 isogroup32569,0.2 | |
| 24271 isogroup3257,0.1 | |
| 24272 isogroup32570,0.3 | |
| 24273 isogroup32571,-0.4 | |
| 24274 isogroup32572,0.5 | |
| 24275 isogroup32573,0 | |
| 24276 isogroup32574,0 | |
| 24277 isogroup32575,0.3 | |
| 24278 isogroup32576,-0.1 | |
| 24279 isogroup32577,0.7 | |
| 24280 isogroup32578,0.7 | |
| 24281 isogroup32579,0.9 | |
| 24282 isogroup3258,-0.2 | |
| 24283 isogroup32580,-0.1 | |
| 24284 isogroup32581,0.1 | |
| 24285 isogroup32582,-0.4 | |
| 24286 isogroup32583,0.2 | |
| 24287 isogroup32584,0 | |
| 24288 isogroup32585,0.1 | |
| 24289 isogroup32586,0.7 | |
| 24290 isogroup32587,0.4 | |
| 24291 isogroup32588,-0.2 | |
| 24292 isogroup32589,0 | |
| 24293 isogroup3259,-0.1 | |
| 24294 isogroup32590,0.2 | |
| 24295 isogroup32591,0.5 | |
| 24296 isogroup32593,2.3 | |
| 24297 isogroup32594,0.5 | |
| 24298 isogroup32595,0.1 | |
| 24299 isogroup32596,-0.1 | |
| 24300 isogroup32597,0.4 | |
| 24301 isogroup32599,-0.2 | |
| 24302 isogroup326,1.8 | |
| 24303 isogroup326.1,1.1 | |
| 24304 isogroup3260,-0.2 | |
| 24305 isogroup32600,-0.4 | |
| 24306 isogroup32601,-0.4 | |
| 24307 isogroup32602,0 | |
| 24308 isogroup32603,0.3 | |
| 24309 isogroup32604,-0.2 | |
| 24310 isogroup32605,-1.1 | |
| 24311 isogroup32606,-0.1 | |
| 24312 isogroup32607,0.1 | |
| 24313 isogroup32608,0.5 | |
| 24314 isogroup32609,-0.1 | |
| 24315 isogroup3261,0.4 | |
| 24316 isogroup32610,0.5 | |
| 24317 isogroup32611,-1.6 | |
| 24318 isogroup32612,0 | |
| 24319 isogroup32613,1.7 | |
| 24320 isogroup32614,2.9 | |
| 24321 isogroup32616,0.6 | |
| 24322 isogroup32617,-0.8 | |
| 24323 isogroup32618,0.4 | |
| 24324 isogroup32619,0 | |
| 24325 isogroup3262,-0.1 | |
| 24326 isogroup32620,-0.1 | |
| 24327 isogroup32621,-0.2 | |
| 24328 isogroup32622,0.1 | |
| 24329 isogroup32623,1.9 | |
| 24330 isogroup32624,-0.1 | |
| 24331 isogroup32625,0.2 | |
| 24332 isogroup32626,-1.5 | |
| 24333 isogroup32627,1.1 | |
| 24334 isogroup32628,1.3 | |
| 24335 isogroup32629,0 | |
| 24336 isogroup3263,-0.7 | |
| 24337 isogroup32630,-0.7 | |
| 24338 isogroup32631,0.9 | |
| 24339 isogroup32632,0.5 | |
| 24340 isogroup32633,0.3 | |
| 24341 isogroup32635,-1.8 | |
| 24342 isogroup32636,-0.4 | |
| 24343 isogroup32637,0 | |
| 24344 isogroup32638,0.2 | |
| 24345 isogroup32639,0 | |
| 24346 isogroup3264,10 | |
| 24347 isogroup32640,1.1 | |
| 24348 isogroup32641,-1.2 | |
| 24349 isogroup32642,-1.2 | |
| 24350 isogroup32643,-0.9 | |
| 24351 isogroup32644,0.5 | |
| 24352 isogroup32645,1 | |
| 24353 isogroup32646,0.3 | |
| 24354 isogroup32647,0.8 | |
| 24355 isogroup32649,0.4 | |
| 24356 isogroup3265,0.6 | |
| 24357 isogroup32650,0.2 | |
| 24358 isogroup32651,0.1 | |
| 24359 isogroup32652,0.7 | |
| 24360 isogroup32653,-0.3 | |
| 24361 isogroup32654,-0.2 | |
| 24362 isogroup32655,0.3 | |
| 24363 isogroup32656,1 | |
| 24364 isogroup32657,0.5 | |
| 24365 isogroup32658,0.2 | |
| 24366 isogroup32660,0.1 | |
| 24367 isogroup32661,-0.2 | |
| 24368 isogroup32662,-1.6 | |
| 24369 isogroup32663,-1.5 | |
| 24370 isogroup32664,0.9 | |
| 24371 isogroup32665,-1 | |
| 24372 isogroup32666,0.6 | |
| 24373 isogroup32667,0.7 | |
| 24374 isogroup32669,-0.2 | |
| 24375 isogroup3267,0.1 | |
| 24376 isogroup32670,0.8 | |
| 24377 isogroup32671,-0.1 | |
| 24378 isogroup32673,-0.3 | |
| 24379 isogroup32674,0.8 | |
| 24380 isogroup32676,0.7 | |
| 24381 isogroup32677,0.8 | |
| 24382 isogroup32678,-0.6 | |
| 24383 isogroup32679,-0.6 | |
| 24384 isogroup3268,3.4 | |
| 24385 isogroup32680,0.3 | |
| 24386 isogroup32681,0.7 | |
| 24387 isogroup32683,0.7 | |
| 24388 isogroup32684,-0.3 | |
| 24389 isogroup32685,0.3 | |
| 24390 isogroup32686,0.3 | |
| 24391 isogroup32687,-0.3 | |
| 24392 isogroup32688,0.9 | |
| 24393 isogroup32689,-0.3 | |
| 24394 isogroup3269,1.5 | |
| 24395 isogroup32690,0.4 | |
| 24396 isogroup32691,0.7 | |
| 24397 isogroup32692,-0.8 | |
| 24398 isogroup32693,-0.5 | |
| 24399 isogroup32694,-0.3 | |
| 24400 isogroup32695,0.8 | |
| 24401 isogroup32696,-0.7 | |
| 24402 isogroup32697,-0.1 | |
| 24403 isogroup32698,-3.2 | |
| 24404 isogroup32699,0.3 | |
| 24405 isogroup3270,2 | |
| 24406 isogroup32700,-1.8 | |
| 24407 isogroup32701,-0.3 | |
| 24408 isogroup32703,-0.1 | |
| 24409 isogroup32704,0.4 | |
| 24410 isogroup32705,0.2 | |
| 24411 isogroup32706,-6.3 | |
| 24412 isogroup32707,0.3 | |
| 24413 isogroup32708,-2.2 | |
| 24414 isogroup32709,-0.5 | |
| 24415 isogroup3271,0.4 | |
| 24416 isogroup32710,-0.5 | |
| 24417 isogroup32711,-4 | |
| 24418 isogroup32712,1.4 | |
| 24419 isogroup32713,2.4 | |
| 24420 isogroup32714,0.6 | |
| 24421 isogroup32716,0 | |
| 24422 isogroup32717,-0.1 | |
| 24423 isogroup32718,0.1 | |
| 24424 isogroup32719,-0.1 | |
| 24425 isogroup3272,0.3 | |
| 24426 isogroup32721,1.8 | |
| 24427 isogroup32722,-0.1 | |
| 24428 isogroup32723,-0.1 | |
| 24429 isogroup32724,0.5 | |
| 24430 isogroup32725,0.1 | |
| 24431 isogroup32726,0.1 | |
| 24432 isogroup32727,0.3 | |
| 24433 isogroup32728,-0.8 | |
| 24434 isogroup32729,-0.3 | |
| 24435 isogroup3273,0.8 | |
| 24436 isogroup32730,0.1 | |
| 24437 isogroup32731,-0.3 | |
| 24438 isogroup32732,1.3 | |
| 24439 isogroup32734,0.3 | |
| 24440 isogroup32735,-0.1 | |
| 24441 isogroup32736,-0.9 | |
| 24442 isogroup32737,0.5 | |
| 24443 isogroup32738,1.1 | |
| 24444 isogroup32739,0.1 | |
| 24445 isogroup3274,-0.2 | |
| 24446 isogroup32740,1.1 | |
| 24447 isogroup32741,-0.1 | |
| 24448 isogroup32742,1.3 | |
| 24449 isogroup32743,0.1 | |
| 24450 isogroup32744,0.2 | |
| 24451 isogroup32745,2.2 | |
| 24452 isogroup32746,3.1 | |
| 24453 isogroup32747,0 | |
| 24454 isogroup32748,0.3 | |
| 24455 isogroup32749,1 | |
| 24456 isogroup3275,-0.8 | |
| 24457 isogroup32750,4.5 | |
| 24458 isogroup32751,0.1 | |
| 24459 isogroup32752,-0.3 | |
| 24460 isogroup32753,0.2 | |
| 24461 isogroup32754,0 | |
| 24462 isogroup32755,-3.4 | |
| 24463 isogroup32756,2.1 | |
| 24464 isogroup32757,1.5 | |
| 24465 isogroup32758,0.2 | |
| 24466 isogroup32759,0.3 | |
| 24467 isogroup3276,-0.9 | |
| 24468 isogroup3276.1,-0.9 | |
| 24469 isogroup32760,0.8 | |
| 24470 isogroup32761,0.4 | |
| 24471 isogroup32762,-8.6 | |
| 24472 isogroup32763,1.9 | |
| 24473 isogroup32764,0.9 | |
| 24474 isogroup32765,-0.2 | |
| 24475 isogroup32766,-0.6 | |
| 24476 isogroup32768,0.2 | |
| 24477 isogroup3277,0.8 | |
| 24478 isogroup3277.1,0.3 | |
| 24479 isogroup32770,0.4 | |
| 24480 isogroup32771,0.3 | |
| 24481 isogroup32772,-0.4 | |
| 24482 isogroup32773,2.7 | |
| 24483 isogroup32774,0 | |
| 24484 isogroup32775,0.5 | |
| 24485 isogroup32776,0.3 | |
| 24486 isogroup32777,-0.1 | |
| 24487 isogroup32778,0 | |
| 24488 isogroup32779,-0.1 | |
| 24489 isogroup3278,0 | |
| 24490 isogroup3278.1,0.1 | |
| 24491 isogroup32780,-0.4 | |
| 24492 isogroup32782,-0.4 | |
| 24493 isogroup32783,-0.1 | |
| 24494 isogroup32784,2 | |
| 24495 isogroup32785,-0.7 | |
| 24496 isogroup32786,0.5 | |
| 24497 isogroup32787,-6.8 | |
| 24498 isogroup32788,-0.6 | |
| 24499 isogroup32789,-0.3 | |
| 24500 isogroup3279,0.2 | |
| 24501 isogroup32790,-0.1 | |
| 24502 isogroup32791,0.7 | |
| 24503 isogroup32792,1.1 | |
| 24504 isogroup32793,2.3 | |
| 24505 isogroup32794,0.8 | |
| 24506 isogroup32795,0.1 | |
| 24507 isogroup32796,-0.3 | |
| 24508 isogroup32797,0.3 | |
| 24509 isogroup32798,-1.3 | |
| 24510 isogroup32799,0.5 | |
| 24511 isogroup328,4.5 | |
| 24512 isogroup3280,0 | |
| 24513 isogroup32800,0.3 | |
| 24514 isogroup32801,0.3 | |
| 24515 isogroup32802,-0.8 | |
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| 24517 isogroup32805,-0.7 | |
| 24518 isogroup32806,0 | |
| 24519 isogroup32807,-0.7 | |
| 24520 isogroup32808,0 | |
| 24521 isogroup32809,0 | |
| 24522 isogroup3281,0.2 | |
| 24523 isogroup32810,0.5 | |
| 24524 isogroup32811,-0.9 | |
| 24525 isogroup32813,-1.5 | |
| 24526 isogroup32814,0 | |
| 24527 isogroup32815,0 | |
| 24528 isogroup32816,-0.1 | |
| 24529 isogroup32817,0.2 | |
| 24530 isogroup32818,0.7 | |
| 24531 isogroup3282,0 | |
| 24532 isogroup32820,0.6 | |
| 24533 isogroup32821,0.6 | |
| 24534 isogroup32822,0.4 | |
| 24535 isogroup32824,-0.5 | |
| 24536 isogroup32825,0.6 | |
| 24537 isogroup32826,0.5 | |
| 24538 isogroup32827,0.5 | |
| 24539 isogroup32828,-0.8 | |
| 24540 isogroup32829,2.1 | |
| 24541 isogroup3283,0.6 | |
| 24542 isogroup32831,0 | |
| 24543 isogroup32832,1 | |
| 24544 isogroup32833,0.4 | |
| 24545 isogroup32834,-10 | |
| 24546 isogroup32836,-1.5 | |
| 24547 isogroup32837,0 | |
| 24548 isogroup32838,2.2 | |
| 24549 isogroup32839,0.1 | |
| 24550 isogroup3284,0.5 | |
| 24551 isogroup32840,2.1 | |
| 24552 isogroup32841,0.6 | |
| 24553 isogroup32842,-0.2 | |
| 24554 isogroup32843,2.2 | |
| 24555 isogroup32844,-0.5 | |
| 24556 isogroup32845,0.2 | |
| 24557 isogroup32846,2 | |
| 24558 isogroup32847,-0.2 | |
| 24559 isogroup32848,0.4 | |
| 24560 isogroup32849,1.6 | |
| 24561 isogroup3285,-0.2 | |
| 24562 isogroup32850,0.5 | |
| 24563 isogroup32851,0.4 | |
| 24564 isogroup32852,-0.4 | |
| 24565 isogroup32853,-0.1 | |
| 24566 isogroup32854,0.9 | |
| 24567 isogroup32855,0 | |
| 24568 isogroup32856,0.1 | |
| 24569 isogroup32857,0.3 | |
| 24570 isogroup32858,-0.1 | |
| 24571 isogroup32859,0.1 | |
| 24572 isogroup3286,0.8 | |
| 24573 isogroup32860,-3.1 | |
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| 24576 isogroup32863,-0.2 | |
| 24577 isogroup32864,-0.2 | |
| 24578 isogroup32865,1.3 | |
| 24579 isogroup32866,0 | |
| 24580 isogroup32867,0.6 | |
| 24581 isogroup32868,2 | |
| 24582 isogroup32869,-1.3 | |
| 24583 isogroup3287,2.8 | |
| 24584 isogroup32870,0.2 | |
| 24585 isogroup32871,-0.3 | |
| 24586 isogroup32872,0.2 | |
| 24587 isogroup32873,-1 | |
| 24588 isogroup32874,1 | |
| 24589 isogroup32875,0 | |
| 24590 isogroup32876,0.6 | |
| 24591 isogroup32877,-0.7 | |
| 24592 isogroup32878,-6.2 | |
| 24593 isogroup32879,-0.1 | |
| 24594 isogroup3288,1.5 | |
| 24595 isogroup32880,0.9 | |
| 24596 isogroup32881,0.2 | |
| 24597 isogroup32882,5 | |
| 24598 isogroup32884,-0.2 | |
| 24599 isogroup32885,-1.3 | |
| 24600 isogroup32886,0.3 | |
| 24601 isogroup32887,2.1 | |
| 24602 isogroup32888,-10 | |
| 24603 isogroup32889,0.8 | |
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| 24605 isogroup32891,-0.4 | |
| 24606 isogroup32892,-0.1 | |
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| 24608 isogroup32895,-0.5 | |
| 24609 isogroup32896,1.5 | |
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| 24614 isogroup3290,0.1 | |
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| 24619 isogroup32905,0.7 | |
| 24620 isogroup32906,0.1 | |
| 24621 isogroup32907,0.1 | |
| 24622 isogroup32908,-3.3 | |
| 24623 isogroup32909,0.7 | |
| 24624 isogroup3291,0.3 | |
| 24625 isogroup32910,-1.2 | |
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| 24627 isogroup32912,0.4 | |
| 24628 isogroup32913,0.3 | |
| 24629 isogroup32914,0 | |
| 24630 isogroup32915,1.1 | |
| 24631 isogroup32916,0.5 | |
| 24632 isogroup32917,0.2 | |
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| 24636 isogroup32920,0.1 | |
| 24637 isogroup32921,0.4 | |
| 24638 isogroup32922,1.3 | |
| 24639 isogroup32923,3.5 | |
| 24640 isogroup32924,-0.2 | |
| 24641 isogroup32925,-0.3 | |
| 24642 isogroup32926,0.7 | |
| 24643 isogroup32927,0.2 | |
| 24644 isogroup32928,0.2 | |
| 24645 isogroup32929,-3.5 | |
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| 24648 isogroup32931,0.4 | |
| 24649 isogroup32932,1.4 | |
| 24650 isogroup32934,-0.1 | |
| 24651 isogroup32935,-0.1 | |
| 24652 isogroup32936,0.5 | |
| 24653 isogroup32937,0.5 | |
| 24654 isogroup32938,0.6 | |
| 24655 isogroup32939,0.5 | |
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| 24657 isogroup32940,0.3 | |
| 24658 isogroup32941,-0.4 | |
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| 24662 isogroup32945,0.9 | |
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| 24669 isogroup32952,0 | |
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| 24675 isogroup32959,0 | |
| 24676 isogroup3296,0.2 | |
| 24677 isogroup32960,0.8 | |
| 24678 isogroup32961,-0.6 | |
| 24679 isogroup32962,-10 | |
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| 24681 isogroup32964,-3.5 | |
| 24682 isogroup32965,0.5 | |
| 24683 isogroup32966,0.6 | |
| 24684 isogroup32967,-0.4 | |
| 24685 isogroup32968,-0.3 | |
| 24686 isogroup32969,-0.3 | |
| 24687 isogroup3297,3.4 | |
| 24688 isogroup32970,1.7 | |
| 24689 isogroup32971,-0.4 | |
| 24690 isogroup32972,-0.1 | |
| 24691 isogroup32973,5.5 | |
| 24692 isogroup32974,0.3 | |
| 24693 isogroup32975,2 | |
| 24694 isogroup32976,0 | |
| 24695 isogroup32977,0.1 | |
| 24696 isogroup32978,-0.6 | |
| 24697 isogroup32979,0.1 | |
| 24698 isogroup3298,-0.7 | |
| 24699 isogroup32980,0.5 | |
| 24700 isogroup32981,0.4 | |
| 24701 isogroup32982,1.4 | |
| 24702 isogroup32983,0 | |
| 24703 isogroup32984,0.1 | |
| 24704 isogroup32985,0.2 | |
| 24705 isogroup32986,1 | |
| 24706 isogroup32987,-0.1 | |
| 24707 isogroup32988,-0.6 | |
| 24708 isogroup32989,-0.8 | |
| 24709 isogroup3299,0.2 | |
| 24710 isogroup3299.1,-0.4 | |
| 24711 isogroup32990,1 | |
| 24712 isogroup32991,0 | |
| 24713 isogroup32992,2.9 | |
| 24714 isogroup32993,0.3 | |
| 24715 isogroup32994,0.2 | |
| 24716 isogroup32996,0.8 | |
| 24717 isogroup32997,0.3 | |
| 24718 isogroup32998,0.5 | |
| 24719 isogroup32999,0.3 | |
| 24720 isogroup33,5 | |
| 24721 isogroup330,1.8 | |
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| 24723 isogroup33001,0.4 | |
| 24724 isogroup33002,0 | |
| 24725 isogroup33003,0.1 | |
| 24726 isogroup33004,-0.4 | |
| 24727 isogroup33005,0.7 | |
| 24728 isogroup33006,3.5 | |
| 24729 isogroup33007,-2.3 | |
| 24730 isogroup33008,-0.1 | |
| 24731 isogroup33009,0 | |
| 24732 isogroup3301,0.1 | |
| 24733 isogroup33011,0.3 | |
| 24734 isogroup33012,0.2 | |
| 24735 isogroup33013,0 | |
| 24736 isogroup33014,-1.3 | |
| 24737 isogroup33015,0.9 | |
| 24738 isogroup33017,0.2 | |
| 24739 isogroup33018,1.4 | |
| 24740 isogroup33019,0.9 | |
| 24741 isogroup3302,9.3 | |
| 24742 isogroup33021,0.1 | |
| 24743 isogroup33022,0.9 | |
| 24744 isogroup33023,0.5 | |
| 24745 isogroup33024,0.1 | |
| 24746 isogroup33025,-0.4 | |
| 24747 isogroup33026,-0.5 | |
| 24748 isogroup33027,0.2 | |
| 24749 isogroup33028,-0.6 | |
| 24750 isogroup33029,-0.1 | |
| 24751 isogroup3303,-6.5 | |
| 24752 isogroup33030,0.5 | |
| 24753 isogroup33031,2.7 | |
| 24754 isogroup33032,0.8 | |
| 24755 isogroup33033,0.3 | |
| 24756 isogroup33034,0.3 | |
| 24757 isogroup33035,-0.1 | |
| 24758 isogroup33037,0.5 | |
| 24759 isogroup33038,0.2 | |
| 24760 isogroup33039,1.7 | |
| 24761 isogroup3304,0.9 | |
| 24762 isogroup33040,0.2 | |
| 24763 isogroup33041,0 | |
| 24764 isogroup33042,1.3 | |
| 24765 isogroup33043,0.2 | |
| 24766 isogroup33044,-0.5 | |
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| 24768 isogroup33047,1.1 | |
| 24769 isogroup33049,-0.2 | |
| 24770 isogroup3305,0.6 | |
| 24771 isogroup33050,0.3 | |
| 24772 isogroup33051,0 | |
| 24773 isogroup33052,0.5 | |
| 24774 isogroup33053,0.3 | |
| 24775 isogroup33054,-0.9 | |
| 24776 isogroup33055,2.1 | |
| 24777 isogroup33056,0 | |
| 24778 isogroup33057,-0.1 | |
| 24779 isogroup33058,0 | |
| 24780 isogroup33059,0.8 | |
| 24781 isogroup3306,0.6 | |
| 24782 isogroup33060,-0.6 | |
| 24783 isogroup33061,-0.6 | |
| 24784 isogroup33062,0 | |
| 24785 isogroup33063,0.5 | |
| 24786 isogroup33065,0.2 | |
| 24787 isogroup33066,-10 | |
| 24788 isogroup33067,2.3 | |
| 24789 isogroup33068,1.3 | |
| 24790 isogroup3307,0.1 | |
| 24791 isogroup33070,-0.1 | |
| 24792 isogroup33071,0.5 | |
| 24793 isogroup33072,0.7 | |
| 24794 isogroup33073,-0.1 | |
| 24795 isogroup33075,-0.7 | |
| 24796 isogroup33076,0.3 | |
| 24797 isogroup33077,-1.1 | |
| 24798 isogroup33078,0.4 | |
| 24799 isogroup33079,0.2 | |
| 24800 isogroup3308,0.2 | |
| 24801 isogroup33080,-0.8 | |
| 24802 isogroup33081,0.3 | |
| 24803 isogroup33082,0.5 | |
| 24804 isogroup33083,-0.1 | |
| 24805 isogroup33084,0.6 | |
| 24806 isogroup33085,0.1 | |
| 24807 isogroup33086,0.1 | |
| 24808 isogroup33087,-7 | |
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| 24810 isogroup33089,0.3 | |
| 24811 isogroup3309,1.3 | |
| 24812 isogroup33090,0.2 | |
| 24813 isogroup33091,1.7 | |
| 24814 isogroup33092,-0.2 | |
| 24815 isogroup33093,0.5 | |
| 24816 isogroup33094,-0.8 | |
| 24817 isogroup33095,0.1 | |
| 24818 isogroup33096,0.6 | |
| 24819 isogroup33097,0.1 | |
| 24820 isogroup33099,-0.2 | |
| 24821 isogroup331,3.2 | |
| 24822 isogroup3310,-1.6 | |
| 24823 isogroup33100,0.3 | |
| 24824 isogroup33103,0.6 | |
| 24825 isogroup33104,0.5 | |
| 24826 isogroup33105,0.4 | |
| 24827 isogroup33106,-0.1 | |
| 24828 isogroup33107,-0.1 | |
| 24829 isogroup33108,0.5 | |
| 24830 isogroup33109,-0.4 | |
| 24831 isogroup3311,0 | |
| 24832 isogroup33111,1.1 | |
| 24833 isogroup33112,1.8 | |
| 24834 isogroup33113,0.6 | |
| 24835 isogroup33114,0.4 | |
| 24836 isogroup33115,-0.4 | |
| 24837 isogroup33117,0.4 | |
| 24838 isogroup33118,0.3 | |
| 24839 isogroup33119,-0.3 | |
| 24840 isogroup3312,2.6 | |
| 24841 isogroup33120,-0.4 | |
| 24842 isogroup33124,-0.9 | |
| 24843 isogroup33125,1.6 | |
| 24844 isogroup33126,0.7 | |
| 24845 isogroup33129,-1.3 | |
| 24846 isogroup3313,-0.2 | |
| 24847 isogroup33130,0 | |
| 24848 isogroup33131,0.9 | |
| 24849 isogroup33132,-0.1 | |
| 24850 isogroup33133,4.4 | |
| 24851 isogroup33134,1.3 | |
| 24852 isogroup33135,0.8 | |
| 24853 isogroup33136,-4.9 | |
| 24854 isogroup33137,0.6 | |
| 24855 isogroup33138,0 | |
| 24856 isogroup33139,-1.2 | |
| 24857 isogroup3314,0.8 | |
| 24858 isogroup33140,0 | |
| 24859 isogroup33141,1 | |
| 24860 isogroup33143,-0.2 | |
| 24861 isogroup33144,0.3 | |
| 24862 isogroup33145,0.3 | |
| 24863 isogroup33146,-0.1 | |
| 24864 isogroup33147,0 | |
| 24865 isogroup33148,-0.1 | |
| 24866 isogroup33149,1 | |
| 24867 isogroup3315,-10 | |
| 24868 isogroup33150,0.8 | |
| 24869 isogroup33151,-0.7 | |
| 24870 isogroup33152,1 | |
| 24871 isogroup33153,0.7 | |
| 24872 isogroup33154,1.2 | |
| 24873 isogroup33155,-1.5 | |
| 24874 isogroup33157,2.5 | |
| 24875 isogroup33158,0.7 | |
| 24876 isogroup3316,-1.2 | |
| 24877 isogroup33160,0.9 | |
| 24878 isogroup33161,0.8 | |
| 24879 isogroup33162,0.5 | |
| 24880 isogroup33163,0.4 | |
| 24881 isogroup33164,0.7 | |
| 24882 isogroup33165,-8.2 | |
| 24883 isogroup33166,1.6 | |
| 24884 isogroup33167,0.8 | |
| 24885 isogroup33168,-3.3 | |
| 24886 isogroup33169,0.3 | |
| 24887 isogroup3317,-0.1 | |
| 24888 isogroup33170,0.7 | |
| 24889 isogroup33171,0 | |
| 24890 isogroup33172,-0.9 | |
| 24891 isogroup33175,0.6 | |
| 24892 isogroup33176,-0.2 | |
| 24893 isogroup33177,0 | |
| 24894 isogroup33178,0.3 | |
| 24895 isogroup33179,0.9 | |
| 24896 isogroup3318,-3 | |
| 24897 isogroup33181,-0.1 | |
| 24898 isogroup33182,0 | |
| 24899 isogroup33183,2.4 | |
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| 25349 isogroup33625,0.6 | |
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| 25413 isogroup33686,0.1 | |
| 25414 isogroup33687,0 | |
| 25415 isogroup33688,-0.3 | |
| 25416 isogroup33689,1.7 | |
| 25417 isogroup3369,-0.6 | |
| 25418 isogroup33690,0.3 | |
| 25419 isogroup33691,1.1 | |
| 25420 isogroup33692,1 | |
| 25421 isogroup33693,-0.1 | |
| 25422 isogroup33694,-2.3 | |
| 25423 isogroup33695,0 | |
| 25424 isogroup33696,-0.1 | |
| 25425 isogroup33697,0.8 | |
| 25426 isogroup33698,1.5 | |
| 25427 isogroup33699,-0.6 | |
| 25428 isogroup337,10 | |
| 25429 isogroup3370,3.2 | |
| 25430 isogroup33700,0.7 | |
| 25431 isogroup33701,0 | |
| 25432 isogroup33702,-0.6 | |
| 25433 isogroup33703,0 | |
| 25434 isogroup33704,0.7 | |
| 25435 isogroup33705,0 | |
| 25436 isogroup33706,-0.4 | |
| 25437 isogroup33707,0.1 | |
| 25438 isogroup33708,0.3 | |
| 25439 isogroup33709,5 | |
| 25440 isogroup3371,-5.4 | |
| 25441 isogroup33711,0.6 | |
| 25442 isogroup33712,-2.3 | |
| 25443 isogroup33713,0.4 | |
| 25444 isogroup33714,0.1 | |
| 25445 isogroup33715,2.4 | |
| 25446 isogroup33716,-0.2 | |
| 25447 isogroup33717,0.3 | |
| 25448 isogroup33718,0.7 | |
| 25449 isogroup33719,2.4 | |
| 25450 isogroup3372,0 | |
| 25451 isogroup33720,1.4 | |
| 25452 isogroup33721,-0.2 | |
| 25453 isogroup33722,0.2 | |
| 25454 isogroup33723,0.3 | |
| 25455 isogroup33725,0.7 | |
| 25456 isogroup33726,0.3 | |
| 25457 isogroup33727,0.4 | |
| 25458 isogroup33728,-3.3 | |
| 25459 isogroup33729,-0.1 | |
| 25460 isogroup3373,1.3 | |
| 25461 isogroup33730,-0.9 | |
| 25462 isogroup33731,0.2 | |
| 25463 isogroup33732,0.3 | |
| 25464 isogroup33733,0.3 | |
| 25465 isogroup33734,0.2 | |
| 25466 isogroup33735,0.4 | |
| 25467 isogroup33736,0.1 | |
| 25468 isogroup33737,-0.1 | |
| 25469 isogroup33738,0.1 | |
| 25470 isogroup33739,0.4 | |
| 25471 isogroup3374,-0.2 | |
| 25472 isogroup33740,-0.1 | |
| 25473 isogroup33741,1.5 | |
| 25474 isogroup33742,0.8 | |
| 25475 isogroup33743,0.6 | |
| 25476 isogroup33744,1.1 | |
| 25477 isogroup33745,0.1 | |
| 25478 isogroup33746,0.6 | |
| 25479 isogroup33747,-7.4 | |
| 25480 isogroup33749,1.3 | |
| 25481 isogroup3375,-0.7 | |
| 25482 isogroup33750,-2.4 | |
| 25483 isogroup33751,1.3 | |
| 25484 isogroup33752,0.7 | |
| 25485 isogroup33753,0.4 | |
| 25486 isogroup33754,0.1 | |
| 25487 isogroup33756,0.1 | |
| 25488 isogroup33757,1.6 | |
| 25489 isogroup33758,0.3 | |
| 25490 isogroup33759,0.6 | |
| 25491 isogroup3376,-0.3 | |
| 25492 isogroup33760,-0.3 | |
| 25493 isogroup33761,7.5 | |
| 25494 isogroup33762,0 | |
| 25495 isogroup33763,0.2 | |
| 25496 isogroup33764,0.4 | |
| 25497 isogroup33765,1 | |
| 25498 isogroup33766,0.6 | |
| 25499 isogroup33767,2.4 | |
| 25500 isogroup33768,-0.3 | |
| 25501 isogroup33769,0.3 | |
| 25502 isogroup3377,-0.1 | |
| 25503 isogroup33770,0.4 | |
| 25504 isogroup33771,0.1 | |
| 25505 isogroup33773,-0.6 | |
| 25506 isogroup33774,-0.4 | |
| 25507 isogroup33775,0.3 | |
| 25508 isogroup33776,0.4 | |
| 25509 isogroup33777,-0.8 | |
| 25510 isogroup33778,-0.6 | |
| 25511 isogroup33779,0.4 | |
| 25512 isogroup3378,-0.9 | |
| 25513 isogroup33780,-2.5 | |
| 25514 isogroup33781,0.8 | |
| 25515 isogroup33782,0.2 | |
| 25516 isogroup33783,0.9 | |
| 25517 isogroup33784,0.1 | |
| 25518 isogroup33785,1 | |
| 25519 isogroup33786,0.3 | |
| 25520 isogroup33787,-0.4 | |
| 25521 isogroup33788,-4.5 | |
| 25522 isogroup33789,-0.2 | |
| 25523 isogroup3379,10 | |
| 25524 isogroup33790,0.3 | |
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| 25526 isogroup33793,0.1 | |
| 25527 isogroup33794,1.4 | |
| 25528 isogroup33795,0.4 | |
| 25529 isogroup33796,0.1 | |
| 25530 isogroup33797,-4.9 | |
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| 25532 isogroup33799,1.6 | |
| 25533 isogroup338,3.9 | |
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| 25535 isogroup33800,2.5 | |
| 25536 isogroup33801,-5.6 | |
| 25537 isogroup33802,0.2 | |
| 25538 isogroup33803,0.5 | |
| 25539 isogroup33804,-0.1 | |
| 25540 isogroup33805,0.2 | |
| 25541 isogroup33806,-0.4 | |
| 25542 isogroup33807,-0.5 | |
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| 25544 isogroup33809,0.1 | |
| 25545 isogroup3381,0.1 | |
| 25546 isogroup33810,0.1 | |
| 25547 isogroup33811,0.6 | |
| 25548 isogroup33812,-10 | |
| 25549 isogroup33813,2.3 | |
| 25550 isogroup33814,0.4 | |
| 25551 isogroup33815,0.2 | |
| 25552 isogroup33816,0.3 | |
| 25553 isogroup33817,0.2 | |
| 25554 isogroup33818,0.2 | |
| 25555 isogroup33819,1.6 | |
| 25556 isogroup3382,0.5 | |
| 25557 isogroup33820,1.1 | |
| 25558 isogroup33821,0.6 | |
| 25559 isogroup33822,0.3 | |
| 25560 isogroup33823,-0.2 | |
| 25561 isogroup33824,-0.3 | |
| 25562 isogroup33825,1.2 | |
| 25563 isogroup33826,0.1 | |
| 25564 isogroup33827,0.1 | |
| 25565 isogroup33828,-0.3 | |
| 25566 isogroup33829,0.7 | |
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| 25568 isogroup33830,0 | |
| 25569 isogroup33831,0 | |
| 25570 isogroup33833,-1 | |
| 25571 isogroup33834,0 | |
| 25572 isogroup33835,2.5 | |
| 25573 isogroup33836,0.5 | |
| 25574 isogroup33837,-0.1 | |
| 25575 isogroup33838,0 | |
| 25576 isogroup33839,-0.1 | |
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| 25578 isogroup33840,0.5 | |
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| 25580 isogroup33842,0.9 | |
| 25581 isogroup33843,3.8 | |
| 25582 isogroup33844,0 | |
| 25583 isogroup33845,0.5 | |
| 25584 isogroup33846,0 | |
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| 25588 isogroup3385,-1.1 | |
| 25589 isogroup33850,0.6 | |
| 25590 isogroup33851,0.3 | |
| 25591 isogroup33853,1.1 | |
| 25592 isogroup33854,0.5 | |
| 25593 isogroup33855,0.5 | |
| 25594 isogroup33856,0.7 | |
| 25595 isogroup33857,0.3 | |
| 25596 isogroup33858,2.6 | |
| 25597 isogroup33859,-0.2 | |
| 25598 isogroup3386,0.2 | |
| 25599 isogroup33860,-0.3 | |
| 25600 isogroup33861,0.6 | |
| 25601 isogroup33862,0.2 | |
| 25602 isogroup33863,0 | |
| 25603 isogroup33864,0.3 | |
| 25604 isogroup33866,0.1 | |
| 25605 isogroup33867,0.7 | |
| 25606 isogroup33868,0.6 | |
| 25607 isogroup33869,0 | |
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| 25609 isogroup33870,-1.5 | |
| 25610 isogroup33872,2 | |
| 25611 isogroup33874,-0.3 | |
| 25612 isogroup33875,-0.6 | |
| 25613 isogroup33876,0.9 | |
| 25614 isogroup33877,0 | |
| 25615 isogroup33878,-3.1 | |
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| 25617 isogroup33880,-1.5 | |
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| 25619 isogroup33883,-0.1 | |
| 25620 isogroup33884,0.2 | |
| 25621 isogroup33885,0.4 | |
| 25622 isogroup33886,0.4 | |
| 25623 isogroup33887,0.4 | |
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| 25625 isogroup3389,-0.7 | |
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| 25640 isogroup33901,1.5 | |
| 25641 isogroup33902,-0.7 | |
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| 25644 isogroup33906,-0.1 | |
| 25645 isogroup33907,2 | |
| 25646 isogroup33908,0.4 | |
| 25647 isogroup33909,0.4 | |
| 25648 isogroup3391,-0.5 | |
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| 25651 isogroup33911,0 | |
| 25652 isogroup33912,0.7 | |
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| 25654 isogroup33914,0.4 | |
| 25655 isogroup33915,0.5 | |
| 25656 isogroup33916,0.1 | |
| 25657 isogroup33918,1.5 | |
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| 25662 isogroup33921,0.3 | |
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| 25683 isogroup33942,1.9 | |
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| 25698 isogroup33956,0.3 | |
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| 25707 isogroup33964,-0.1 | |
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| 25714 isogroup33971,0.2 | |
| 25715 isogroup33972,-0.1 | |
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| 25724 isogroup33981,0.6 | |
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| 25726 isogroup33983,0 | |
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| 25729 isogroup33986,0.3 | |
| 25730 isogroup33987,0.7 | |
| 25731 isogroup33988,0.6 | |
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| 25736 isogroup33992,-0.1 | |
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| 25739 isogroup33995,0.4 | |
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| 25744 isogroup340,-0.1 | |
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| 25746 isogroup34000,0.1 | |
| 25747 isogroup34001,0.1 | |
| 25748 isogroup34002,-0.2 | |
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| 25750 isogroup34004,0.2 | |
| 25751 isogroup34005,-1.4 | |
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| 25754 isogroup34008,-0.1 | |
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| 25756 isogroup3401,1.7 | |
| 25757 isogroup34011,0.4 | |
| 25758 isogroup34012,0.4 | |
| 25759 isogroup34013,1.2 | |
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| 25761 isogroup34016,-0.1 | |
| 25762 isogroup34017,0.2 | |
| 25763 isogroup34019,-0.1 | |
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| 25765 isogroup34020,0 | |
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| 25767 isogroup34022,0.7 | |
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| 25770 isogroup34026,0 | |
| 25771 isogroup34027,3.2 | |
| 25772 isogroup34028,0.7 | |
| 25773 isogroup34029,-1.3 | |
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| 25776 isogroup34031,-0.9 | |
| 25777 isogroup34032,0.3 | |
| 25778 isogroup34033,1.5 | |
| 25779 isogroup34034,-0.1 | |
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| 25781 isogroup34036,0.9 | |
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| 25786 isogroup34040,0.5 | |
| 25787 isogroup34041,0.1 | |
| 25788 isogroup34042,-0.1 | |
| 25789 isogroup34043,1.4 | |
| 25790 isogroup34044,-0.1 | |
| 25791 isogroup34045,0.8 | |
| 25792 isogroup34046,0.8 | |
| 25793 isogroup34047,0.9 | |
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| 25795 isogroup34049,-3.9 | |
| 25796 isogroup3405,0.4 | |
| 25797 isogroup34050,-0.3 | |
| 25798 isogroup34051,0 | |
| 25799 isogroup34052,0.4 | |
| 25800 isogroup34053,0.5 | |
| 25801 isogroup34054,0.1 | |
| 25802 isogroup34055,-0.5 | |
| 25803 isogroup34056,0.3 | |
| 25804 isogroup34057,1.6 | |
| 25805 isogroup34058,0.5 | |
| 25806 isogroup34059,0 | |
| 25807 isogroup3406,-1.8 | |
| 25808 isogroup34060,0.1 | |
| 25809 isogroup34061,-0.5 | |
| 25810 isogroup34063,2.4 | |
| 25811 isogroup34064,-0.4 | |
| 25812 isogroup34065,0.6 | |
| 25813 isogroup34066,-0.1 | |
| 25814 isogroup34067,2.4 | |
| 25815 isogroup34068,0.3 | |
| 25816 isogroup3407,1.7 | |
| 25817 isogroup34070,-0.1 | |
| 25818 isogroup34071,0.6 | |
| 25819 isogroup34072,-0.4 | |
| 25820 isogroup34073,0.6 | |
| 25821 isogroup34074,1.6 | |
| 25822 isogroup34075,0 | |
| 25823 isogroup34076,0.1 | |
| 25824 isogroup34077,0.4 | |
| 25825 isogroup34078,-0.3 | |
| 25826 isogroup34079,-0.2 | |
| 25827 isogroup3408,1.1 | |
| 25828 isogroup34080,0 | |
| 25829 isogroup34081,-2.1 | |
| 25830 isogroup34082,0.3 | |
| 25831 isogroup34083,0.8 | |
| 25832 isogroup34084,0.2 | |
| 25833 isogroup34085,1.3 | |
| 25834 isogroup34086,2.2 | |
| 25835 isogroup34087,0.3 | |
| 25836 isogroup34088,0.3 | |
| 25837 isogroup34089,0 | |
| 25838 isogroup3409,-1.3 | |
| 25839 isogroup34090,0.8 | |
| 25840 isogroup34091,-0.4 | |
| 25841 isogroup34092,-0.1 | |
| 25842 isogroup34093,-0.9 | |
| 25843 isogroup34095,-0.5 | |
| 25844 isogroup34096,0.2 | |
| 25845 isogroup34097,-0.3 | |
| 25846 isogroup34098,0 | |
| 25847 isogroup34099,0.9 | |
| 25848 isogroup341,0.4 | |
| 25849 isogroup3410,-0.1 | |
| 25850 isogroup34100,0 | |
| 25851 isogroup34101,-0.4 | |
| 25852 isogroup34102,0.1 | |
| 25853 isogroup34103,-0.1 | |
| 25854 isogroup34104,0.2 | |
| 25855 isogroup34106,-0.6 | |
| 25856 isogroup34107,0.4 | |
| 25857 isogroup34108,-0.1 | |
| 25858 isogroup3411,0.6 | |
| 25859 isogroup34110,0.3 | |
| 25860 isogroup34111,-1.3 | |
| 25861 isogroup34112,-0.4 | |
| 25862 isogroup34113,0.2 | |
| 25863 isogroup34114,-0.1 | |
| 25864 isogroup34115,-6.5 | |
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| 25866 isogroup34117,3.4 | |
| 25867 isogroup34118,0.6 | |
| 25868 isogroup34119,0.4 | |
| 25869 isogroup3412,0.8 | |
| 25870 isogroup34120,1.4 | |
| 25871 isogroup34121,0.6 | |
| 25872 isogroup34122,0.7 | |
| 25873 isogroup34123,0.2 | |
| 25874 isogroup34124,0.1 | |
| 25875 isogroup34125,2.1 | |
| 25876 isogroup34126,-0.1 | |
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| 25878 isogroup34129,0.2 | |
| 25879 isogroup3413,0.4 | |
| 25880 isogroup34130,0.6 | |
| 25881 isogroup34131,-0.5 | |
| 25882 isogroup34132,0.2 | |
| 25883 isogroup34133,-0.3 | |
| 25884 isogroup34134,1 | |
| 25885 isogroup34135,-0.1 | |
| 25886 isogroup34136,-0.6 | |
| 25887 isogroup34137,-0.5 | |
| 25888 isogroup34138,0.2 | |
| 25889 isogroup34139,1.8 | |
| 25890 isogroup3414,0.2 | |
| 25891 isogroup34142,1.3 | |
| 25892 isogroup34144,0 | |
| 25893 isogroup34145,0.7 | |
| 25894 isogroup34146,0.3 | |
| 25895 isogroup34147,0.7 | |
| 25896 isogroup34148,1.2 | |
| 25897 isogroup34149,0.3 | |
| 25898 isogroup3415,-1.3 | |
| 25899 isogroup34150,-1.7 | |
| 25900 isogroup34151,0.1 | |
| 25901 isogroup34152,0.7 | |
| 25902 isogroup34153,1 | |
| 25903 isogroup34154,-0.9 | |
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| 25905 isogroup34157,0.2 | |
| 25906 isogroup34158,0 | |
| 25907 isogroup34159,1.4 | |
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| 25909 isogroup34160,1.1 | |
| 25910 isogroup34161,0.3 | |
| 25911 isogroup34163,0.2 | |
| 25912 isogroup34164,1 | |
| 25913 isogroup34165,-0.2 | |
| 25914 isogroup34166,0.3 | |
| 25915 isogroup34167,0.8 | |
| 25916 isogroup34168,0.2 | |
| 25917 isogroup34169,0.1 | |
| 25918 isogroup3417,0.6 | |
| 25919 isogroup34170,0.2 | |
| 25920 isogroup34171,-0.2 | |
| 25921 isogroup34172,0.3 | |
| 25922 isogroup34173,0.4 | |
| 25923 isogroup34174,0 | |
| 25924 isogroup34175,0.6 | |
| 25925 isogroup34176,0.2 | |
| 25926 isogroup34177,0.2 | |
| 25927 isogroup34178,0.8 | |
| 25928 isogroup34179,0.3 | |
| 25929 isogroup3418,2.2 | |
| 25930 isogroup34180,0.3 | |
| 25931 isogroup34181,-0.6 | |
| 25932 isogroup34182,-0.1 | |
| 25933 isogroup34183,0 | |
| 25934 isogroup34184,-0.4 | |
| 25935 isogroup34185,-6.1 | |
| 25936 isogroup34186,-0.2 | |
| 25937 isogroup34187,0.4 | |
| 25938 isogroup34188,-1.5 | |
| 25939 isogroup34189,1.2 | |
| 25940 isogroup3419,-3.1 | |
| 25941 isogroup3419.1,-8.7 | |
| 25942 isogroup34190,-3 | |
| 25943 isogroup34191,0.3 | |
| 25944 isogroup34192,0.2 | |
| 25945 isogroup34193,0.5 | |
| 25946 isogroup34194,0.6 | |
| 25947 isogroup34195,-1 | |
| 25948 isogroup34196,0.8 | |
| 25949 isogroup34197,1.4 | |
| 25950 isogroup34198,-0.6 | |
| 25951 isogroup34199,0.4 | |
| 25952 isogroup342,2.2 | |
| 25953 isogroup3420,2.6 | |
| 25954 isogroup34200,0.8 | |
| 25955 isogroup34201,0 | |
| 25956 isogroup34202,0.4 | |
| 25957 isogroup34204,0 | |
| 25958 isogroup34205,1.2 | |
| 25959 isogroup34206,2.5 | |
| 25960 isogroup34207,1.4 | |
| 25961 isogroup34208,1 | |
| 25962 isogroup34209,-2 | |
| 25963 isogroup3421,0.6 | |
| 25964 isogroup34210,1.7 | |
| 25965 isogroup34211,-1.3 | |
| 25966 isogroup34212,2.4 | |
| 25967 isogroup34213,-2.7 | |
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| 25969 isogroup34215,0.7 | |
| 25970 isogroup34216,1.8 | |
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| 25973 isogroup34219,0 | |
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| 25977 isogroup34222,-5.2 | |
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| 25980 isogroup34225,0.6 | |
| 25981 isogroup34226,0.7 | |
| 25982 isogroup34227,1.2 | |
| 25983 isogroup34228,0 | |
| 25984 isogroup34229,0.3 | |
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| 25987 isogroup34232,0.4 | |
| 25988 isogroup34233,-1.2 | |
| 25989 isogroup34234,0 | |
| 25990 isogroup34235,0.6 | |
| 25991 isogroup34236,0.5 | |
| 25992 isogroup34237,1.3 | |
| 25993 isogroup34239,0.2 | |
| 25994 isogroup3424,-0.5 | |
| 25995 isogroup34240,1.3 | |
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| 25997 isogroup34242,-0.1 | |
| 25998 isogroup34243,1.8 | |
| 25999 isogroup34244,-0.8 | |
| 26000 isogroup34245,-0.2 | |
| 26001 isogroup34246,-0.2 | |
| 26002 isogroup34248,-5.6 | |
| 26003 isogroup34249,0.1 | |
| 26004 isogroup3425,-0.6 | |
| 26005 isogroup34250,1.3 | |
| 26006 isogroup34251,2.5 | |
| 26007 isogroup34252,-2.4 | |
| 26008 isogroup34253,0.8 | |
| 26009 isogroup34254,-3.3 | |
| 26010 isogroup34255,1.5 | |
| 26011 isogroup34256,0.7 | |
| 26012 isogroup34257,0.3 | |
| 26013 isogroup34258,-5.6 | |
| 26014 isogroup34259,0.3 | |
| 26015 isogroup3426,6.4 | |
| 26016 isogroup34260,0.3 | |
| 26017 isogroup34261,0.6 | |
| 26018 isogroup34262,0.4 | |
| 26019 isogroup34263,0.4 | |
| 26020 isogroup34264,0.3 | |
| 26021 isogroup34265,-0.2 | |
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| 26027 isogroup34270,-0.1 | |
| 26028 isogroup34271,-0.3 | |
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| 26030 isogroup34273,0.1 | |
| 26031 isogroup34274,0.7 | |
| 26032 isogroup34275,0 | |
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| 26035 isogroup34278,0.5 | |
| 26036 isogroup34279,0.4 | |
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| 26040 isogroup34281,0 | |
| 26041 isogroup34282,-0.1 | |
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| 26050 isogroup34292,0.6 | |
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| 26053 isogroup34296,0.4 | |
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| 26060 isogroup34301,-0.5 | |
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| 26062 isogroup34303,2.8 | |
| 26063 isogroup34304,-0.6 | |
| 26064 isogroup34305,0.3 | |
| 26065 isogroup34306,0.3 | |
| 26066 isogroup34307,0 | |
| 26067 isogroup34308,0.5 | |
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| 26070 isogroup34310,-0.7 | |
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| 26073 isogroup34313,0.4 | |
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| 26078 isogroup34318,-2.5 | |
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| 26082 isogroup34322,0 | |
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| 26089 isogroup34329,0.8 | |
| 26090 isogroup3433,0.7 | |
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| 26096 isogroup34338,1.2 | |
| 26097 isogroup34339,-6 | |
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| 26101 isogroup34342,0 | |
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| 26107 isogroup34348,-2.1 | |
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| 26110 isogroup34350,1.4 | |
| 26111 isogroup34351,-0.2 | |
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| 26113 isogroup34353,0.5 | |
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| 26120 isogroup3436,0.8 | |
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| 26122 isogroup34361,-4.5 | |
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| 26124 isogroup34363,1.4 | |
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| 26127 isogroup34366,0.7 | |
| 26128 isogroup34367,-0.2 | |
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| 26133 isogroup34373,-0.7 | |
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| 26143 isogroup34383,6.3 | |
| 26144 isogroup34384,-1.8 | |
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| 26149 isogroup34389,1 | |
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| 26154 isogroup34393,0.6 | |
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| 26159 isogroup34398,0.6 | |
| 26160 isogroup344,0.8 | |
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| 26171 isogroup34410,0.2 | |
| 26172 isogroup34412,0.9 | |
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| 26175 isogroup34416,0.1 | |
| 26176 isogroup34417,0.3 | |
| 26177 isogroup34418,2.8 | |
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| 26179 isogroup3442,-0.6 | |
| 26180 isogroup34420,-0.2 | |
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| 26186 isogroup34427,0.4 | |
| 26187 isogroup34428,0.3 | |
| 26188 isogroup34429,0.8 | |
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| 26190 isogroup34430,1 | |
| 26191 isogroup34431,-0.2 | |
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| 26196 isogroup34436,0.4 | |
| 26197 isogroup34437,0.5 | |
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| 26199 isogroup34439,2 | |
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| 26201 isogroup34440,-0.6 | |
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| 26204 isogroup34444,0.8 | |
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| 26208 isogroup34448,0 | |
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| 26211 isogroup34450,0.1 | |
| 26212 isogroup34451,0.5 | |
| 26213 isogroup34452,1.4 | |
| 26214 isogroup34453,-0.2 | |
| 26215 isogroup34454,0.9 | |
| 26216 isogroup34455,0.4 | |
| 26217 isogroup34456,0.2 | |
| 26218 isogroup34457,-0.3 | |
| 26219 isogroup34458,0.7 | |
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| 26223 isogroup34462,0.2 | |
| 26224 isogroup34463,-0.3 | |
| 26225 isogroup34464,0.6 | |
| 26226 isogroup34465,0.9 | |
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| 26233 isogroup34471,1.8 | |
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| 26235 isogroup34473,0.4 | |
| 26236 isogroup34474,0.3 | |
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| 26239 isogroup34477,0.5 | |
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| 26244 isogroup34481,-10 | |
| 26245 isogroup34482,-0.4 | |
| 26246 isogroup34483,0.7 | |
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| 26248 isogroup34485,0 | |
| 26249 isogroup34486,0.6 | |
| 26250 isogroup34487,4.4 | |
| 26251 isogroup34488,-3.1 | |
| 26252 isogroup34489,7.2 | |
| 26253 isogroup3449,-1.6 | |
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| 26255 isogroup34491,0.4 | |
| 26256 isogroup34492,-0.3 | |
| 26257 isogroup34493,0.2 | |
| 26258 isogroup34494,0.2 | |
| 26259 isogroup34495,0.2 | |
| 26260 isogroup34496,1.1 | |
| 26261 isogroup34497,4.4 | |
| 26262 isogroup34498,1.5 | |
| 26263 isogroup34499,0.2 | |
| 26264 isogroup345,0.6 | |
| 26265 isogroup3450,1.7 | |
| 26266 isogroup34500,0 | |
| 26267 isogroup34501,1.5 | |
| 26268 isogroup34502,0.6 | |
| 26269 isogroup34503,-0.1 | |
| 26270 isogroup34504,1.8 | |
| 26271 isogroup34505,-0.2 | |
| 26272 isogroup34506,-1.2 | |
| 26273 isogroup34507,0.2 | |
| 26274 isogroup34508,0.9 | |
| 26275 isogroup34509,1.7 | |
| 26276 isogroup3451,0.2 | |
| 26277 isogroup34511,2.6 | |
| 26278 isogroup34512,-10 | |
| 26279 isogroup34513,0.3 | |
| 26280 isogroup34514,0.4 | |
| 26281 isogroup34515,-1 | |
| 26282 isogroup34516,0 | |
| 26283 isogroup34517,-0.1 | |
| 26284 isogroup34518,0.8 | |
| 26285 isogroup34519,0.8 | |
| 26286 isogroup3452,-0.9 | |
| 26287 isogroup34520,0.7 | |
| 26288 isogroup34521,-0.2 | |
| 26289 isogroup34522,0.2 | |
| 26290 isogroup34523,0.1 | |
| 26291 isogroup34524,-0.6 | |
| 26292 isogroup34525,-0.1 | |
| 26293 isogroup34526,-1.4 | |
| 26294 isogroup34527,0.5 | |
| 26295 isogroup34528,0.7 | |
| 26296 isogroup34529,-0.1 | |
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| 26298 isogroup34530,-1 | |
| 26299 isogroup34531,0.3 | |
| 26300 isogroup34532,0.6 | |
| 26301 isogroup34533,0.2 | |
| 26302 isogroup34534,0.3 | |
| 26303 isogroup34535,-0.2 | |
| 26304 isogroup34536,-0.4 | |
| 26305 isogroup34537,-1.1 | |
| 26306 isogroup34538,0.5 | |
| 26307 isogroup34539,0.6 | |
| 26308 isogroup3454,0.5 | |
| 26309 isogroup34540,0.4 | |
| 26310 isogroup34541,0.3 | |
| 26311 isogroup34542,-0.4 | |
| 26312 isogroup34543,0.9 | |
| 26313 isogroup34544,2.7 | |
| 26314 isogroup34545,-0.6 | |
| 26315 isogroup34546,-0.7 | |
| 26316 isogroup34547,-0.1 | |
| 26317 isogroup34548,-0.3 | |
| 26318 isogroup34549,0.7 | |
| 26319 isogroup3455,0.2 | |
| 26320 isogroup34550,0.9 | |
| 26321 isogroup34551,-4.3 | |
| 26322 isogroup34552,0.6 | |
| 26323 isogroup34553,0.5 | |
| 26324 isogroup34554,-0.9 | |
| 26325 isogroup34555,-0.8 | |
| 26326 isogroup34556,-0.7 | |
| 26327 isogroup34557,-0.7 | |
| 26328 isogroup34558,0.8 | |
| 26329 isogroup34559,0.6 | |
| 26330 isogroup34561,0.5 | |
| 26331 isogroup34562,0.1 | |
| 26332 isogroup34563,0.3 | |
| 26333 isogroup34564,0.7 | |
| 26334 isogroup34565,-0.9 | |
| 26335 isogroup34566,2.7 | |
| 26336 isogroup34567,3.3 | |
| 26337 isogroup34568,1 | |
| 26338 isogroup34569,1.2 | |
| 26339 isogroup3457,-1.2 | |
| 26340 isogroup34570,1.3 | |
| 26341 isogroup34571,0.5 | |
| 26342 isogroup34572,0.6 | |
| 26343 isogroup34573,2.3 | |
| 26344 isogroup34574,0.8 | |
| 26345 isogroup34575,0.3 | |
| 26346 isogroup34576,0.3 | |
| 26347 isogroup34577,0 | |
| 26348 isogroup34578,-0.4 | |
| 26349 isogroup34579,-0.1 | |
| 26350 isogroup3458,1.9 | |
| 26351 isogroup34580,1.4 | |
| 26352 isogroup34581,0.4 | |
| 26353 isogroup34582,-0.3 | |
| 26354 isogroup34584,1 | |
| 26355 isogroup34585,0.2 | |
| 26356 isogroup34586,-0.1 | |
| 26357 isogroup34587,4 | |
| 26358 isogroup34588,0.2 | |
| 26359 isogroup3459,0.9 | |
| 26360 isogroup34590,0.4 | |
| 26361 isogroup34591,3.2 | |
| 26362 isogroup34592,0.6 | |
| 26363 isogroup34593,0.2 | |
| 26364 isogroup34594,-0.2 | |
| 26365 isogroup34595,0.7 | |
| 26366 isogroup34596,-0.4 | |
| 26367 isogroup34597,0.1 | |
| 26368 isogroup34598,1.3 | |
| 26369 isogroup34599,0.3 | |
| 26370 isogroup346,-0.5 | |
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| 26372 isogroup3460,0.1 | |
| 26373 isogroup34600,0.1 | |
| 26374 isogroup34601,0.6 | |
| 26375 isogroup34602,-5.8 | |
| 26376 isogroup34603,0.1 | |
| 26377 isogroup34604,1.2 | |
| 26378 isogroup34606,-0.3 | |
| 26379 isogroup34607,0.3 | |
| 26380 isogroup34608,0 | |
| 26381 isogroup34609,-0.1 | |
| 26382 isogroup34610,0.6 | |
| 26383 isogroup34611,0.3 | |
| 26384 isogroup34612,-0.1 | |
| 26385 isogroup34613,0.2 | |
| 26386 isogroup34614,0.8 | |
| 26387 isogroup34615,0 | |
| 26388 isogroup34616,-0.5 | |
| 26389 isogroup34617,-1.5 | |
| 26390 isogroup34618,0.6 | |
| 26391 isogroup3462,0.2 | |
| 26392 isogroup34620,0.1 | |
| 26393 isogroup34621,-0.6 | |
| 26394 isogroup34622,-1.2 | |
| 26395 isogroup34624,0.8 | |
| 26396 isogroup34625,0.2 | |
| 26397 isogroup34626,0.3 | |
| 26398 isogroup34627,1.2 | |
| 26399 isogroup34628,0.1 | |
| 26400 isogroup34629,-0.2 | |
| 26401 isogroup3463,0 | |
| 26402 isogroup34630,-0.2 | |
| 26403 isogroup34631,-0.8 | |
| 26404 isogroup34632,0.9 | |
| 26405 isogroup34633,-0.4 | |
| 26406 isogroup34635,1.3 | |
| 26407 isogroup34636,0 | |
| 26408 isogroup34637,1 | |
| 26409 isogroup34638,-0.6 | |
| 26410 isogroup34639,0 | |
| 26411 isogroup3464,-9.5 | |
| 26412 isogroup34640,0.3 | |
| 26413 isogroup34641,0.1 | |
| 26414 isogroup34642,0 | |
| 26415 isogroup34643,0 | |
| 26416 isogroup34644,-0.3 | |
| 26417 isogroup34645,-0.6 | |
| 26418 isogroup34646,0.3 | |
| 26419 isogroup34647,0.5 | |
| 26420 isogroup34648,0 | |
| 26421 isogroup34649,-0.2 | |
| 26422 isogroup3465,1.9 | |
| 26423 isogroup34650,0.1 | |
| 26424 isogroup34651,-0.5 | |
| 26425 isogroup34652,-0.5 | |
| 26426 isogroup34653,-1.4 | |
| 26427 isogroup34654,0.5 | |
| 26428 isogroup34655,-0.2 | |
| 26429 isogroup34656,0 | |
| 26430 isogroup34658,0.4 | |
| 26431 isogroup34659,0.5 | |
| 26432 isogroup3466,0 | |
| 26433 isogroup34660,-0.8 | |
| 26434 isogroup34661,1.5 | |
| 26435 isogroup34663,0.4 | |
| 26436 isogroup34664,0.8 | |
| 26437 isogroup34666,-1.2 | |
| 26438 isogroup34667,0.3 | |
| 26439 isogroup34668,-1.5 | |
| 26440 isogroup34669,-0.2 | |
| 26441 isogroup3467,0.3 | |
| 26442 isogroup34670,0.5 | |
| 26443 isogroup34671,-0.8 | |
| 26444 isogroup34673,-0.2 | |
| 26445 isogroup34674,1.4 | |
| 26446 isogroup34675,-0.5 | |
| 26447 isogroup34676,0.2 | |
| 26448 isogroup34678,0.9 | |
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| 27483 isogroup35676,0.4 | |
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| 27485 isogroup35678,0.7 | |
| 27486 isogroup3568,-1 | |
| 27487 isogroup35680,0.7 | |
| 27488 isogroup35681,0 | |
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| 27490 isogroup35683,-1.1 | |
| 27491 isogroup35684,0.6 | |
| 27492 isogroup35685,-8.9 | |
| 27493 isogroup35686,-4.9 | |
| 27494 isogroup35687,-0.1 | |
| 27495 isogroup35688,1.5 | |
| 27496 isogroup35689,1.1 | |
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| 27499 isogroup35691,1 | |
| 27500 isogroup35692,1.1 | |
| 27501 isogroup35694,0.7 | |
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| 27504 isogroup35697,0.2 | |
| 27505 isogroup35698,0.3 | |
| 27506 isogroup35699,0.6 | |
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| 27511 isogroup35701,0.4 | |
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| 27514 isogroup35704,0.9 | |
| 27515 isogroup35705,0.6 | |
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| 27521 isogroup35710,-0.9 | |
| 27522 isogroup35711,-0.4 | |
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| 27529 isogroup35719,0.9 | |
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| 27904 isogroup36081,-0.7 | |
| 27905 isogroup36082,0.8 | |
| 27906 isogroup36083,0 | |
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| 27910 isogroup36088,1.8 | |
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| 27917 isogroup36094,-0.7 | |
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| 27938 isogroup36112,0.6 | |
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| 27943 isogroup36117,1 | |
| 27944 isogroup36118,0.6 | |
| 27945 isogroup36119,-2.2 | |
| 27946 isogroup3612,-0.4 | |
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| 27948 isogroup36121,-0.1 | |
| 27949 isogroup36122,0.3 | |
| 27950 isogroup36123,0.4 | |
| 27951 isogroup36124,0 | |
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| 27953 isogroup36126,1.2 | |
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| 27955 isogroup36128,-0.3 | |
| 27956 isogroup36129,1.9 | |
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| 27959 isogroup36131,0.8 | |
| 27960 isogroup36132,-2.9 | |
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| 27963 isogroup36135,1.4 | |
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| 27974 isogroup36146,0 | |
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| 27978 isogroup3615,-0.6 | |
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| 27980 isogroup36151,0 | |
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| 27985 isogroup36156,-10 | |
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| 27987 isogroup36158,0.1 | |
| 27988 isogroup36159,0.3 | |
| 27989 isogroup3616,0.7 | |
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| 27991 isogroup36161,4.7 | |
| 27992 isogroup36162,0.6 | |
| 27993 isogroup36163,-0.5 | |
| 27994 isogroup36164,0.1 | |
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| 27996 isogroup36166,4.6 | |
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| 27999 isogroup36169,1.9 | |
| 28000 isogroup3617,2.5 | |
| 28001 isogroup36170,-0.2 | |
| 28002 isogroup36171,0.1 | |
| 28003 isogroup36172,-5.3 | |
| 28004 isogroup36173,0.5 | |
| 28005 isogroup36174,9.5 | |
| 28006 isogroup36175,-0.4 | |
| 28007 isogroup36176,-1.1 | |
| 28008 isogroup36177,-0.2 | |
| 28009 isogroup36178,0.4 | |
| 28010 isogroup36179,0.4 | |
| 28011 isogroup3618,-2.5 | |
| 28012 isogroup36180,-0.4 | |
| 28013 isogroup36181,0.9 | |
| 28014 isogroup36183,0.3 | |
| 28015 isogroup36184,0.5 | |
| 28016 isogroup36185,-0.3 | |
| 28017 isogroup36186,-0.2 | |
| 28018 isogroup36187,0.3 | |
| 28019 isogroup36188,-0.3 | |
| 28020 isogroup36189,-0.5 | |
| 28021 isogroup3619,-0.1 | |
| 28022 isogroup36190,-1.1 | |
| 28023 isogroup36191,0 | |
| 28024 isogroup36192,0.1 | |
| 28025 isogroup36193,0.1 | |
| 28026 isogroup36194,0.4 | |
| 28027 isogroup36195,-3 | |
| 28028 isogroup36196,-0.8 | |
| 28029 isogroup36197,-0.4 | |
| 28030 isogroup36198,0 | |
| 28031 isogroup36199,-0.3 | |
| 28032 isogroup362,2.9 | |
| 28033 isogroup3620,0 | |
| 28034 isogroup36200,-0.3 | |
| 28035 isogroup36201,0 | |
| 28036 isogroup36202,0.2 | |
| 28037 isogroup36203,1.7 | |
| 28038 isogroup36204,4.5 | |
| 28039 isogroup36205,0.8 | |
| 28040 isogroup36206,0.3 | |
| 28041 isogroup36207,-4.4 | |
| 28042 isogroup36208,-7.4 | |
| 28043 isogroup36209,0.4 | |
| 28044 isogroup3621,-0.7 | |
| 28045 isogroup36210,0.1 | |
| 28046 isogroup36211,-0.1 | |
| 28047 isogroup36212,-0.6 | |
| 28048 isogroup36213,0.6 | |
| 28049 isogroup36214,1.6 | |
| 28050 isogroup36215,0.8 | |
| 28051 isogroup36216,0.5 | |
| 28052 isogroup36217,3 | |
| 28053 isogroup36218,-0.5 | |
| 28054 isogroup36219,-0.1 | |
| 28055 isogroup3622,3.8 | |
| 28056 isogroup36220,0.2 | |
| 28057 isogroup36221,-0.5 | |
| 28058 isogroup36222,-1.4 | |
| 28059 isogroup36223,-2.3 | |
| 28060 isogroup36224,-0.1 | |
| 28061 isogroup36225,-0.6 | |
| 28062 isogroup36226,-0.8 | |
| 28063 isogroup36227,0.3 | |
| 28064 isogroup36228,0.5 | |
| 28065 isogroup36229,-0.1 | |
| 28066 isogroup3623,1.2 | |
| 28067 isogroup36230,-0.7 | |
| 28068 isogroup36232,-0.7 | |
| 28069 isogroup36233,0.9 | |
| 28070 isogroup36234,0.1 | |
| 28071 isogroup36235,-0.2 | |
| 28072 isogroup36236,0.1 | |
| 28073 isogroup36237,0.6 | |
| 28074 isogroup36238,-0.4 | |
| 28075 isogroup36239,0.2 | |
| 28076 isogroup3624,0.6 | |
| 28077 isogroup36240,0.8 | |
| 28078 isogroup36241,1.9 | |
| 28079 isogroup36242,0.3 | |
| 28080 isogroup36243,0.3 | |
| 28081 isogroup36244,5.4 | |
| 28082 isogroup36245,-0.3 | |
| 28083 isogroup36246,-0.1 | |
| 28084 isogroup36247,1.3 | |
| 28085 isogroup36248,0.3 | |
| 28086 isogroup36249,-0.4 | |
| 28087 isogroup3625,-0.2 | |
| 28088 isogroup36250,-0.1 | |
| 28089 isogroup36251,0.2 | |
| 28090 isogroup36252,3.2 | |
| 28091 isogroup36253,0.4 | |
| 28092 isogroup36254,0.5 | |
| 28093 isogroup36256,0.5 | |
| 28094 isogroup36257,0 | |
| 28095 isogroup36258,0.3 | |
| 28096 isogroup36259,1 | |
| 28097 isogroup3626,2.6 | |
| 28098 isogroup36260,-3 | |
| 28099 isogroup36261,0.7 | |
| 28100 isogroup36262,0.2 | |
| 28101 isogroup36263,0.9 | |
| 28102 isogroup36264,-0.1 | |
| 28103 isogroup36265,0.8 | |
| 28104 isogroup36266,-0.4 | |
| 28105 isogroup36267,2.2 | |
| 28106 isogroup36268,0.2 | |
| 28107 isogroup36269,-1 | |
| 28108 isogroup3627,1.9 | |
| 28109 isogroup36270,0.9 | |
| 28110 isogroup36271,-0.8 | |
| 28111 isogroup36272,1.1 | |
| 28112 isogroup36273,0 | |
| 28113 isogroup36274,0.4 | |
| 28114 isogroup36275,0.5 | |
| 28115 isogroup36278,-1.6 | |
| 28116 isogroup36279,-1 | |
| 28117 isogroup3628,2.8 | |
| 28118 isogroup36281,0 | |
| 28119 isogroup36282,0.8 | |
| 28120 isogroup36283,0.4 | |
| 28121 isogroup36284,0.6 | |
| 28122 isogroup36285,-2.4 | |
| 28123 isogroup36286,2.7 | |
| 28124 isogroup36287,-4.6 | |
| 28125 isogroup36289,2.4 | |
| 28126 isogroup3629,0.2 | |
| 28127 isogroup36290,0.2 | |
| 28128 isogroup36291,-0.4 | |
| 28129 isogroup36292,0.1 | |
| 28130 isogroup36293,1.2 | |
| 28131 isogroup36294,0.3 | |
| 28132 isogroup36295,1.3 | |
| 28133 isogroup36296,-2.1 | |
| 28134 isogroup36298,-0.1 | |
| 28135 isogroup36299,0.3 | |
| 28136 isogroup363,2.3 | |
| 28137 isogroup3630,-0.1 | |
| 28138 isogroup36300,0 | |
| 28139 isogroup36301,-0.6 | |
| 28140 isogroup36302,-0.3 | |
| 28141 isogroup36303,-0.9 | |
| 28142 isogroup36305,0.7 | |
| 28143 isogroup36306,0.5 | |
| 28144 isogroup36307,-0.2 | |
| 28145 isogroup36308,0.2 | |
| 28146 isogroup36309,0.1 | |
| 28147 isogroup3631,2.1 | |
| 28148 isogroup36311,0.2 | |
| 28149 isogroup36312,0.2 | |
| 28150 isogroup36313,-0.6 | |
| 28151 isogroup36315,-0.5 | |
| 28152 isogroup36316,-0.7 | |
| 28153 isogroup36317,-0.1 | |
| 28154 isogroup36318,1.4 | |
| 28155 isogroup36319,0 | |
| 28156 isogroup3632,0.1 | |
| 28157 isogroup36320,-0.1 | |
| 28158 isogroup36321,0.7 | |
| 28159 isogroup36323,0.3 | |
| 28160 isogroup36324,0.5 | |
| 28161 isogroup36325,0.2 | |
| 28162 isogroup36326,0.4 | |
| 28163 isogroup36327,0.4 | |
| 28164 isogroup36328,0.6 | |
| 28165 isogroup36329,-3.6 | |
| 28166 isogroup3633,0.4 | |
| 28167 isogroup36330,-0.2 | |
| 28168 isogroup36331,-0.4 | |
| 28169 isogroup36333,-1.3 | |
| 28170 isogroup36334,0.5 | |
| 28171 isogroup36335,0.9 | |
| 28172 isogroup36337,-0.2 | |
| 28173 isogroup36338,0.4 | |
| 28174 isogroup36339,-0.2 | |
| 28175 isogroup3634,3.5 | |
| 28176 isogroup36340,1.4 | |
| 28177 isogroup36341,0 | |
| 28178 isogroup36342,0.8 | |
| 28179 isogroup36343,-7.2 | |
| 28180 isogroup36344,0.4 | |
| 28181 isogroup36345,-0.5 | |
| 28182 isogroup36346,-1.8 | |
| 28183 isogroup36347,1 | |
| 28184 isogroup36348,0.2 | |
| 28185 isogroup36349,0.4 | |
| 28186 isogroup3635,0.2 | |
| 28187 isogroup36350,-10 | |
| 28188 isogroup36351,-0.4 | |
| 28189 isogroup36352,-0.7 | |
| 28190 isogroup36353,0.7 | |
| 28191 isogroup36355,2.7 | |
| 28192 isogroup36356,-0.2 | |
| 28193 isogroup36357,-0.2 | |
| 28194 isogroup36358,0 | |
| 28195 isogroup36359,-0.3 | |
| 28196 isogroup3636,-0.1 | |
| 28197 isogroup36360,-0.2 | |
| 28198 isogroup36361,0.6 | |
| 28199 isogroup36362,0.5 | |
| 28200 isogroup36363,0.2 | |
| 28201 isogroup36364,-0.6 | |
| 28202 isogroup36365,0.2 | |
| 28203 isogroup36366,0.9 | |
| 28204 isogroup36367,-0.3 | |
| 28205 isogroup36368,-1.5 | |
| 28206 isogroup36369,1.4 | |
| 28207 isogroup3637,0.2 | |
| 28208 isogroup36371,0 | |
| 28209 isogroup36373,-0.5 | |
| 28210 isogroup36374,0 | |
| 28211 isogroup36375,-7.6 | |
| 28212 isogroup36376,0 | |
| 28213 isogroup36377,-10 | |
| 28214 isogroup36378,0 | |
| 28215 isogroup36379,0.1 | |
| 28216 isogroup3638,0.7 | |
| 28217 isogroup36380,-0.6 | |
| 28218 isogroup36381,0.3 | |
| 28219 isogroup36382,0 | |
| 28220 isogroup36383,-0.8 | |
| 28221 isogroup36384,-0.6 | |
| 28222 isogroup36385,0 | |
| 28223 isogroup36386,0.2 | |
| 28224 isogroup36387,0 | |
| 28225 isogroup36388,-0.3 | |
| 28226 isogroup36389,0.7 | |
| 28227 isogroup3639,0.8 | |
| 28228 isogroup36390,0.5 | |
| 28229 isogroup36391,1.7 | |
| 28230 isogroup36392,0.7 | |
| 28231 isogroup36394,1.6 | |
| 28232 isogroup36395,-0.1 | |
| 28233 isogroup36396,0.4 | |
| 28234 isogroup36397,0.3 | |
| 28235 isogroup36399,-3.8 | |
| 28236 isogroup364,6.5 | |
| 28237 isogroup3640,0.9 | |
| 28238 isogroup36400,1 | |
| 28239 isogroup36401,0.1 | |
| 28240 isogroup36403,0.9 | |
| 28241 isogroup36404,0.7 | |
| 28242 isogroup36405,-2 | |
| 28243 isogroup36406,-7.1 | |
| 28244 isogroup36407,0.6 | |
| 28245 isogroup36408,1.2 | |
| 28246 isogroup36409,1.1 | |
| 28247 isogroup3641.1,0.8 | |
| 28248 isogroup36410,0 | |
| 28249 isogroup36412,0.4 | |
| 28250 isogroup36413,0 | |
| 28251 isogroup36414,0 | |
| 28252 isogroup36415,-0.6 | |
| 28253 isogroup36416,0.6 | |
| 28254 isogroup36418,0.1 | |
| 28255 isogroup3642,0.3 | |
| 28256 isogroup36420,-0.4 | |
| 28257 isogroup36421,-0.5 | |
| 28258 isogroup36422,1.4 | |
| 28259 isogroup36423,-0.1 | |
| 28260 isogroup36424,-0.1 | |
| 28261 isogroup36425,0.3 | |
| 28262 isogroup36426,0.2 | |
| 28263 isogroup36427,1 | |
| 28264 isogroup36428,1.1 | |
| 28265 isogroup36429,0 | |
| 28266 isogroup3643,0.1 | |
| 28267 isogroup36430,-0.3 | |
| 28268 isogroup36431,0.1 | |
| 28269 isogroup36432,1.9 | |
| 28270 isogroup36433,-0.2 | |
| 28271 isogroup36434,0.3 | |
| 28272 isogroup36435,-0.2 | |
| 28273 isogroup36436,1.3 | |
| 28274 isogroup36438,0.3 | |
| 28275 isogroup36439,0.4 | |
| 28276 isogroup3644,0.2 | |
| 28277 isogroup36440,-0.8 | |
| 28278 isogroup36441,0.8 | |
| 28279 isogroup36442,-0.1 | |
| 28280 isogroup36443,-0.2 | |
| 28281 isogroup36444,0.6 | |
| 28282 isogroup36445,0.5 | |
| 28283 isogroup36446,-0.1 | |
| 28284 isogroup36447,0 | |
| 28285 isogroup36448,0.6 | |
| 28286 isogroup3645,1.3 | |
| 28287 isogroup36451,0.1 | |
| 28288 isogroup36452,-0.3 | |
| 28289 isogroup36453,2.2 | |
| 28290 isogroup36454,0.7 | |
| 28291 isogroup36456,2.7 | |
| 28292 isogroup36457,-0.2 | |
| 28293 isogroup36458,0.2 | |
| 28294 isogroup36459,-0.1 | |
| 28295 isogroup3646,-1 | |
| 28296 isogroup36460,0 | |
| 28297 isogroup36461,0.1 | |
| 28298 isogroup36462,0.3 | |
| 28299 isogroup36463,1.1 | |
| 28300 isogroup36464,0.3 | |
| 28301 isogroup36465,-3.7 | |
| 28302 isogroup36466,0 | |
| 28303 isogroup36467,0.2 | |
| 28304 isogroup36468,1.5 | |
| 28305 isogroup36469,0 | |
| 28306 isogroup3647,0.9 | |
| 28307 isogroup36470,0.3 | |
| 28308 isogroup36471,5 | |
| 28309 isogroup36473,1.3 | |
| 28310 isogroup36474,-0.6 | |
| 28311 isogroup36475,0.3 | |
| 28312 isogroup36476,0.2 | |
| 28313 isogroup36477,0 | |
| 28314 isogroup36478,0.5 | |
| 28315 isogroup36479,-1.1 | |
| 28316 isogroup3648,-10 | |
| 28317 isogroup36480,1 | |
| 28318 isogroup36481,1.1 | |
| 28319 isogroup36483,-0.1 | |
| 28320 isogroup36484,0.7 | |
| 28321 isogroup36485,-1.5 | |
| 28322 isogroup36486,-0.1 | |
| 28323 isogroup36488,-2.4 | |
| 28324 isogroup36489,-0.4 | |
| 28325 isogroup3649,0 | |
| 28326 isogroup36490,-0.4 | |
| 28327 isogroup36491,-0.1 | |
| 28328 isogroup36492,1 | |
| 28329 isogroup36493,0.2 | |
| 28330 isogroup36494,-0.9 | |
| 28331 isogroup36495,0 | |
| 28332 isogroup36496,0 | |
| 28333 isogroup36497,-0.2 | |
| 28334 isogroup36498,0.3 | |
| 28335 isogroup36499,4 | |
| 28336 isogroup365,-0.6 | |
| 28337 isogroup3650,0.4 | |
| 28338 isogroup36500,-0.4 | |
| 28339 isogroup36501,1.3 | |
| 28340 isogroup36502,0.5 | |
| 28341 isogroup36503,0.2 | |
| 28342 isogroup36504,0.1 | |
| 28343 isogroup36505,-0.8 | |
| 28344 isogroup36506,-0.5 | |
| 28345 isogroup36507,0.3 | |
| 28346 isogroup36508,-0.8 | |
| 28347 isogroup36509,-0.7 | |
| 28348 isogroup3651,-0.6 | |
| 28349 isogroup36510,1.4 | |
| 28350 isogroup36511,0.6 | |
| 28351 isogroup36512,-0.5 | |
| 28352 isogroup36513,-0.5 | |
| 28353 isogroup36514,0.2 | |
| 28354 isogroup36515,-0.2 | |
| 28355 isogroup36516,0.8 | |
| 28356 isogroup36517,0.3 | |
| 28357 isogroup36518,1.1 | |
| 28358 isogroup36519,-0.6 | |
| 28359 isogroup3652,-0.1 | |
| 28360 isogroup36521,1.3 | |
| 28361 isogroup36522,-0.1 | |
| 28362 isogroup36523,0 | |
| 28363 isogroup36524,0 | |
| 28364 isogroup36525,0.1 | |
| 28365 isogroup36527,0.4 | |
| 28366 isogroup36528,-0.1 | |
| 28367 isogroup36529,0 | |
| 28368 isogroup3653,0.2 | |
| 28369 isogroup36530,0.5 | |
| 28370 isogroup36531,-10 | |
| 28371 isogroup36532,0.6 | |
| 28372 isogroup36533,0.6 | |
| 28373 isogroup36534,0.3 | |
| 28374 isogroup36535,0 | |
| 28375 isogroup36536,-2.8 | |
| 28376 isogroup36537,0.1 | |
| 28377 isogroup36538,0.1 | |
| 28378 isogroup36539,-0.9 | |
| 28379 isogroup3654,-0.6 | |
| 28380 isogroup36540,0.9 | |
| 28381 isogroup36541,-2.1 | |
| 28382 isogroup36542,0 | |
| 28383 isogroup36543,0 | |
| 28384 isogroup36544,1 | |
| 28385 isogroup36545,-0.2 | |
| 28386 isogroup36546,0.2 | |
| 28387 isogroup36547,0.1 | |
| 28388 isogroup36548,-0.1 | |
| 28389 isogroup36549,0.3 | |
| 28390 isogroup3655,0.2 | |
| 28391 isogroup36550,-0.6 | |
| 28392 isogroup36551,0.1 | |
| 28393 isogroup36552,-0.1 | |
| 28394 isogroup36553,-2 | |
| 28395 isogroup36554,-0.7 | |
| 28396 isogroup36555,0.6 | |
| 28397 isogroup36556,-0.1 | |
| 28398 isogroup36558,-0.7 | |
| 28399 isogroup36559,-0.1 | |
| 28400 isogroup3656,1.8 | |
| 28401 isogroup36560,-0.7 | |
| 28402 isogroup36561,-0.3 | |
| 28403 isogroup36562,0.9 | |
| 28404 isogroup36563,-1.7 | |
| 28405 isogroup36564,0 | |
| 28406 isogroup36565,1.3 | |
| 28407 isogroup36566,-0.9 | |
| 28408 isogroup36569,-0.1 | |
| 28409 isogroup3657,0.2 | |
| 28410 isogroup36570,0.2 | |
| 28411 isogroup36571,0.2 | |
| 28412 isogroup36572,-0.3 | |
| 28413 isogroup36574,0.5 | |
| 28414 isogroup36575,0 | |
| 28415 isogroup36576,1 | |
| 28416 isogroup36577,0.3 | |
| 28417 isogroup36578,0.7 | |
| 28418 isogroup36579,0.6 | |
| 28419 isogroup3658,1.2 | |
| 28420 isogroup36581,0.3 | |
| 28421 isogroup36582,-1.1 | |
| 28422 isogroup36583,0.6 | |
| 28423 isogroup36584,0.7 | |
| 28424 isogroup36585,-0.4 | |
| 28425 isogroup36586,2.7 | |
| 28426 isogroup36587,1.4 | |
| 28427 isogroup36588,1.6 | |
| 28428 isogroup36589,0.3 | |
| 28429 isogroup3659,-0.1 | |
| 28430 isogroup36590,0 | |
| 28431 isogroup36591,0.3 | |
| 28432 isogroup36592,-1.9 | |
| 28433 isogroup36593,0.2 | |
| 28434 isogroup36594,1.6 | |
| 28435 isogroup36595,0.4 | |
| 28436 isogroup36596,-0.9 | |
| 28437 isogroup36597,0.9 | |
| 28438 isogroup36598,-2.7 | |
| 28439 isogroup36599,-1.1 | |
| 28440 isogroup366,1.4 | |
| 28441 isogroup3660,0.2 | |
| 28442 isogroup36600,-0.3 | |
| 28443 isogroup36601,0.9 | |
| 28444 isogroup36602,-0.4 | |
| 28445 isogroup36603,0.3 | |
| 28446 isogroup36604,0.5 | |
| 28447 isogroup36605,2.1 | |
| 28448 isogroup36606,-0.4 | |
| 28449 isogroup36607,0.2 | |
| 28450 isogroup36608,0 | |
| 28451 isogroup36609,0.8 | |
| 28452 isogroup3661,-1.1 | |
| 28453 isogroup36610,0.1 | |
| 28454 isogroup36611,-0.7 | |
| 28455 isogroup36612,-0.5 | |
| 28456 isogroup36613,1.6 | |
| 28457 isogroup36614,1.5 | |
| 28458 isogroup36615,0 | |
| 28459 isogroup36616,-1.1 | |
| 28460 isogroup36617,0.1 | |
| 28461 isogroup36618,-0.1 | |
| 28462 isogroup36619,-1.2 | |
| 28463 isogroup3662,-6.4 | |
| 28464 isogroup36620,2 | |
| 28465 isogroup36621,2.2 | |
| 28466 isogroup36622,-0.3 | |
| 28467 isogroup36623,-0.1 | |
| 28468 isogroup36624,-0.5 | |
| 28469 isogroup36625,0.8 | |
| 28470 isogroup36626,-0.1 | |
| 28471 isogroup36628,-0.5 | |
| 28472 isogroup36629,0.3 | |
| 28473 isogroup3663,-0.1 | |
| 28474 isogroup36630,0.7 | |
| 28475 isogroup36631,-0.2 | |
| 28476 isogroup36632,0.3 | |
| 28477 isogroup36633,-7.5 | |
| 28478 isogroup36634,0.1 | |
| 28479 isogroup36635,1.1 | |
| 28480 isogroup36639,0.4 | |
| 28481 isogroup3664,1 | |
| 28482 isogroup36640,1.6 | |
| 28483 isogroup36641,0.1 | |
| 28484 isogroup36642,0.3 | |
| 28485 isogroup36643,0 | |
| 28486 isogroup36646,0.2 | |
| 28487 isogroup36647,0.6 | |
| 28488 isogroup36648,0 | |
| 28489 isogroup36649,0 | |
| 28490 isogroup3665,-0.3 | |
| 28491 isogroup36650,0.5 | |
| 28492 isogroup36651,1.1 | |
| 28493 isogroup36652,1.6 | |
| 28494 isogroup36653,1.6 | |
| 28495 isogroup36655,0.3 | |
| 28496 isogroup36657,2 | |
| 28497 isogroup36658,0.3 | |
| 28498 isogroup36659,0.6 | |
| 28499 isogroup3666,-0.2 | |
| 28500 isogroup36660,0.6 | |
| 28501 isogroup36661,0 | |
| 28502 isogroup36662,-0.2 | |
| 28503 isogroup36663,-1.2 | |
| 28504 isogroup36664,0.4 | |
| 28505 isogroup36665,0.1 | |
| 28506 isogroup36666,0 | |
| 28507 isogroup36667,0.3 | |
| 28508 isogroup36668,0 | |
| 28509 isogroup36669,0.3 | |
| 28510 isogroup3667,0.6 | |
| 28511 isogroup36670,0.4 | |
| 28512 isogroup36671,0.3 | |
| 28513 isogroup36672,0.6 | |
| 28514 isogroup36673,-0.1 | |
| 28515 isogroup36675,0.3 | |
| 28516 isogroup36676,-0.3 | |
| 28517 isogroup36677,0.2 | |
| 28518 isogroup36678,0.1 | |
| 28519 isogroup36679,0.8 | |
| 28520 isogroup3668,0.7 | |
| 28521 isogroup36680,-1.3 | |
| 28522 isogroup36681,0.3 | |
| 28523 isogroup36682,1.9 | |
| 28524 isogroup36683,-0.9 | |
| 28525 isogroup36684,-0.4 | |
| 28526 isogroup36685,-1.1 | |
| 28527 isogroup36686,0.9 | |
| 28528 isogroup36687,0.1 | |
| 28529 isogroup36688,0 | |
| 28530 isogroup36689,0.6 | |
| 28531 isogroup3669,0 | |
| 28532 isogroup36690,-0.4 | |
| 28533 isogroup36691,0.2 | |
| 28534 isogroup36692,-0.2 | |
| 28535 isogroup36693,0.7 | |
| 28536 isogroup36694,0.3 | |
| 28537 isogroup36696,0.2 | |
| 28538 isogroup36697,0.6 | |
| 28539 isogroup36698,0.6 | |
| 28540 isogroup36699,1.8 | |
| 28541 isogroup367,-0.3 | |
| 28542 isogroup3670,0.7 | |
| 28543 isogroup36700,-0.1 | |
| 28544 isogroup36701,1.9 | |
| 28545 isogroup36702,0 | |
| 28546 isogroup36703,1.2 | |
| 28547 isogroup36704,-0.6 | |
| 28548 isogroup36705,0.1 | |
| 28549 isogroup36706,10 | |
| 28550 isogroup36707,0.4 | |
| 28551 isogroup36708,-0.4 | |
| 28552 isogroup36709,0.3 | |
| 28553 isogroup3671,0.1 | |
| 28554 isogroup36710,0.7 | |
| 28555 isogroup36711,0.5 | |
| 28556 isogroup36713,0.5 | |
| 28557 isogroup36715,-0.3 | |
| 28558 isogroup36716,3 | |
| 28559 isogroup36717,-0.4 | |
| 28560 isogroup36718,-0.5 | |
| 28561 isogroup36719,-0.2 | |
| 28562 isogroup3672,-0.6 | |
| 28563 isogroup36720,0.5 | |
| 28564 isogroup36721,0.1 | |
| 28565 isogroup36722,0.5 | |
| 28566 isogroup36723,-10 | |
| 28567 isogroup36724,0.7 | |
| 28568 isogroup36725,-0.2 | |
| 28569 isogroup36727,0.2 | |
| 28570 isogroup36729,0.1 | |
| 28571 isogroup3673,2.9 | |
| 28572 isogroup36730,-0.6 | |
| 28573 isogroup36731,0.2 | |
| 28574 isogroup36732,0.6 | |
| 28575 isogroup36733,0.7 | |
| 28576 isogroup36734,0 | |
| 28577 isogroup36735,0.4 | |
| 28578 isogroup36736,0 | |
| 28579 isogroup36737,2.8 | |
| 28580 isogroup36738,0 | |
| 28581 isogroup36739,1.1 | |
| 28582 isogroup3674,1.1 | |
| 28583 isogroup36740,0.1 | |
| 28584 isogroup36741,2.9 | |
| 28585 isogroup36742,-0.1 | |
| 28586 isogroup36743,0 | |
| 28587 isogroup36744,0.4 | |
| 28588 isogroup36745,0.2 | |
| 28589 isogroup36746,0 | |
| 28590 isogroup36748,1.7 | |
| 28591 isogroup36749,0.2 | |
| 28592 isogroup3675,1.6 | |
| 28593 isogroup36750,0.9 | |
| 28594 isogroup36751,0.2 | |
| 28595 isogroup36752,0.2 | |
| 28596 isogroup36753,0.4 | |
| 28597 isogroup36754,0.1 | |
| 28598 isogroup36755,-1 | |
| 28599 isogroup36756,-0.2 | |
| 28600 isogroup36757,0.3 | |
| 28601 isogroup36758,-5.2 | |
| 28602 isogroup36759,-0.2 | |
| 28603 isogroup3676,-0.8 | |
| 28604 isogroup36760,0.3 | |
| 28605 isogroup36761,-1.1 | |
| 28606 isogroup36762,0.2 | |
| 28607 isogroup36763,0.5 | |
| 28608 isogroup36764,-3.1 | |
| 28609 isogroup36765,-0.9 | |
| 28610 isogroup36766,0.2 | |
| 28611 isogroup36767,0.9 | |
| 28612 isogroup36768,-0.6 | |
| 28613 isogroup36769,-0.2 | |
| 28614 isogroup3677,0 | |
| 28615 isogroup36770,0.8 | |
| 28616 isogroup36771,0.1 | |
| 28617 isogroup36772,0 | |
| 28618 isogroup36773,0.2 | |
| 28619 isogroup36774,1 | |
| 28620 isogroup36775,0.2 | |
| 28621 isogroup36776,0.1 | |
| 28622 isogroup36778,-0.3 | |
| 28623 isogroup36779,0.1 | |
| 28624 isogroup3678,0.8 | |
| 28625 isogroup36780,-0.6 | |
| 28626 isogroup36781,0.3 | |
| 28627 isogroup36782,0.2 | |
| 28628 isogroup36783,0.3 | |
| 28629 isogroup36785,2.4 | |
| 28630 isogroup36786,1.1 | |
| 28631 isogroup36787,0.2 | |
| 28632 isogroup36788,0.7 | |
| 28633 isogroup3679,0.3 | |
| 28634 isogroup36790,-0.2 | |
| 28635 isogroup36792,0.5 | |
| 28636 isogroup36793,0.3 | |
| 28637 isogroup36794,0.6 | |
| 28638 isogroup36796,1 | |
| 28639 isogroup36797,0.6 | |
| 28640 isogroup36798,0.3 | |
| 28641 isogroup368,-0.1 | |
| 28642 isogroup3680,1.7 | |
| 28643 isogroup36800,-0.4 | |
| 28644 isogroup36801,0.4 | |
| 28645 isogroup36802,0 | |
| 28646 isogroup36803,0.8 | |
| 28647 isogroup36804,0.3 | |
| 28648 isogroup36805,0.6 | |
| 28649 isogroup36806,2 | |
| 28650 isogroup36807,0.5 | |
| 28651 isogroup36808,-0.5 | |
| 28652 isogroup36809,0.1 | |
| 28653 isogroup3681,2 | |
| 28654 isogroup3681.1,1.5 | |
| 28655 isogroup36810,0.8 | |
| 28656 isogroup36811,1.5 | |
| 28657 isogroup36812,0.1 | |
| 28658 isogroup36813,0.9 | |
| 28659 isogroup36814,0.4 | |
| 28660 isogroup36815,-0.4 | |
| 28661 isogroup36817,0.4 | |
| 28662 isogroup36818,0 | |
| 28663 isogroup36819,-7.2 | |
| 28664 isogroup3682,-0.2 | |
| 28665 isogroup36820,-0.1 | |
| 28666 isogroup36821,0.2 | |
| 28667 isogroup36822,0.3 | |
| 28668 isogroup36823,-0.8 | |
| 28669 isogroup36824,2.1 | |
| 28670 isogroup36825,-0.1 | |
| 28671 isogroup36826,0.1 | |
| 28672 isogroup36827,0 | |
| 28673 isogroup36828,-0.3 | |
| 28674 isogroup36829,-2.6 | |
| 28675 isogroup3683,0.9 | |
| 28676 isogroup36830,-0.2 | |
| 28677 isogroup36831,0.6 | |
| 28678 isogroup36832,-0.5 | |
| 28679 isogroup36833,0.3 | |
| 28680 isogroup36834,-10 | |
| 28681 isogroup36835,0.5 | |
| 28682 isogroup36836,-0.5 | |
| 28683 isogroup36837,-1 | |
| 28684 isogroup36838,0 | |
| 28685 isogroup36839,0.2 | |
| 28686 isogroup3684,-2.6 | |
| 28687 isogroup36840,0.2 | |
| 28688 isogroup36841,-0.1 | |
| 28689 isogroup36842,-0.6 | |
| 28690 isogroup36843,2.4 | |
| 28691 isogroup36844,-0.4 | |
| 28692 isogroup36845,0.9 | |
| 28693 isogroup36846,0.4 | |
| 28694 isogroup36847,0.9 | |
| 28695 isogroup36848,0 | |
| 28696 isogroup36849,-0.3 | |
| 28697 isogroup3685,1.5 | |
| 28698 isogroup36850,0.4 | |
| 28699 isogroup36852,0.1 | |
| 28700 isogroup36853,-4.9 | |
| 28701 isogroup36854,-0.4 | |
| 28702 isogroup36855,0.6 | |
| 28703 isogroup36856,0.2 | |
| 28704 isogroup36858,-1.2 | |
| 28705 isogroup36859,0.9 | |
| 28706 isogroup3686,1.6 | |
| 28707 isogroup36860,0.7 | |
| 28708 isogroup36861,0.5 | |
| 28709 isogroup36862,0.7 | |
| 28710 isogroup36863,1.4 | |
| 28711 isogroup36864,0.5 | |
| 28712 isogroup36866,0.4 | |
| 28713 isogroup36867,0.2 | |
| 28714 isogroup36868,0 | |
| 28715 isogroup36869,0.3 | |
| 28716 isogroup3687,0.4 | |
| 28717 isogroup36870,-1.3 | |
| 28718 isogroup36871,0.5 | |
| 28719 isogroup36872,0.2 | |
| 28720 isogroup36873,-0.2 | |
| 28721 isogroup36874,-0.6 | |
| 28722 isogroup36875,8.6 | |
| 28723 isogroup36876,0 | |
| 28724 isogroup36877,1.1 | |
| 28725 isogroup36878,-5 | |
| 28726 isogroup3688,0 | |
| 28727 isogroup36880,0.5 | |
| 28728 isogroup36881,0.5 | |
| 28729 isogroup36882,0.6 | |
| 28730 isogroup36884,1.2 | |
| 28731 isogroup36885,-0.7 | |
| 28732 isogroup36886,-0.3 | |
| 28733 isogroup36887,-0.1 | |
| 28734 isogroup36888,0.4 | |
| 28735 isogroup36889,-0.2 | |
| 28736 isogroup3689,1.3 | |
| 28737 isogroup36890,0.2 | |
| 28738 isogroup36891,0.4 | |
| 28739 isogroup36892,0.1 | |
| 28740 isogroup36893,-0.6 | |
| 28741 isogroup36894,-0.1 | |
| 28742 isogroup36895,-0.2 | |
| 28743 isogroup36896,0.4 | |
| 28744 isogroup36897,0.8 | |
| 28745 isogroup36898,0.3 | |
| 28746 isogroup36899,0.2 | |
| 28747 isogroup369,7.7 | |
| 28748 isogroup3690,3.4 | |
| 28749 isogroup36900,0.4 | |
| 28750 isogroup36901,0.3 | |
| 28751 isogroup36902,0 | |
| 28752 isogroup36903,0.5 | |
| 28753 isogroup36904,0.1 | |
| 28754 isogroup36905,1.6 | |
| 28755 isogroup36906,-3 | |
| 28756 isogroup36909,0.7 | |
| 28757 isogroup3691,-0.1 | |
| 28758 isogroup36911,-1 | |
| 28759 isogroup36912,0 | |
| 28760 isogroup36913,0.2 | |
| 28761 isogroup36914,0.3 | |
| 28762 isogroup36915,0 | |
| 28763 isogroup36916,0.1 | |
| 28764 isogroup36917,0 | |
| 28765 isogroup36918,-0.1 | |
| 28766 isogroup3692,10 | |
| 28767 isogroup36920,-0.2 | |
| 28768 isogroup36921,0.2 | |
| 28769 isogroup36922,0.4 | |
| 28770 isogroup36924,0.5 | |
| 28771 isogroup36925,1.3 | |
| 28772 isogroup36926,0 | |
| 28773 isogroup36927,-0.5 | |
| 28774 isogroup36928,-0.6 | |
| 28775 isogroup36929,0 | |
| 28776 isogroup3693,0.9 | |
| 28777 isogroup36930,-0.5 | |
| 28778 isogroup36931,-10 | |
| 28779 isogroup36932,1.5 | |
| 28780 isogroup36934,0.2 | |
| 28781 isogroup36935,1.4 | |
| 28782 isogroup36936,0.5 | |
| 28783 isogroup36937,0 | |
| 28784 isogroup36938,0.1 | |
| 28785 isogroup3694,-0.1 | |
| 28786 isogroup36940,0.6 | |
| 28787 isogroup36941,0.4 | |
| 28788 isogroup36942,-0.6 | |
| 28789 isogroup36943,0.5 | |
| 28790 isogroup36944,0.2 | |
| 28791 isogroup36945,0.5 | |
| 28792 isogroup36946,-3.3 | |
| 28793 isogroup36947,-0.1 | |
| 28794 isogroup36948,0.1 | |
| 28795 isogroup36949,-1.2 | |
| 28796 isogroup3695,-0.8 | |
| 28797 isogroup36950,0.7 | |
| 28798 isogroup36951,2.3 | |
| 28799 isogroup36952,0.7 | |
| 28800 isogroup36953,0.1 | |
| 28801 isogroup36954,1.5 | |
| 28802 isogroup36955,1 | |
| 28803 isogroup36956,0.4 | |
| 28804 isogroup36957,0.6 | |
| 28805 isogroup36958,0.5 | |
| 28806 isogroup36959,2 | |
| 28807 isogroup3696,-0.1 | |
| 28808 isogroup36960,0.4 | |
| 28809 isogroup36961,-0.5 | |
| 28810 isogroup36962,-0.3 | |
| 28811 isogroup36963,-0.3 | |
| 28812 isogroup36964,0.4 | |
| 28813 isogroup36965,0.1 | |
| 28814 isogroup36966,0 | |
| 28815 isogroup36967,-0.3 | |
| 28816 isogroup36968,9.8 | |
| 28817 isogroup36969,-0.3 | |
| 28818 isogroup3697,1 | |
| 28819 isogroup36970,0.1 | |
| 28820 isogroup36971,1 | |
| 28821 isogroup36973,1.4 | |
| 28822 isogroup36975,0.9 | |
| 28823 isogroup36976,0.1 | |
| 28824 isogroup36977,0.9 | |
| 28825 isogroup36979,0.6 | |
| 28826 isogroup3698,1.3 | |
| 28827 isogroup36980,1.1 | |
| 28828 isogroup36981,0.4 | |
| 28829 isogroup36982,0.9 | |
| 28830 isogroup36983,0.1 | |
| 28831 isogroup36984,0.6 | |
| 28832 isogroup36985,2.3 | |
| 28833 isogroup36986,-1 | |
| 28834 isogroup36987,0.6 | |
| 28835 isogroup36988,0.8 | |
| 28836 isogroup36989,-0.4 | |
| 28837 isogroup3699,0 | |
| 28838 isogroup36990,0 | |
| 28839 isogroup36991,0.7 | |
| 28840 isogroup36993,1 | |
| 28841 isogroup36994,-0.7 | |
| 28842 isogroup36995,0.3 | |
| 28843 isogroup36996,0.6 | |
| 28844 isogroup36997,-0.1 | |
| 28845 isogroup36999,-0.7 | |
| 28846 isogroup37,5 | |
| 28847 isogroup370,1.1 | |
| 28848 isogroup3700,2.7 | |
| 28849 isogroup37000,-0.2 | |
| 28850 isogroup37001,0.4 | |
| 28851 isogroup37002,0.4 | |
| 28852 isogroup37003,-0.3 | |
| 28853 isogroup37004,-1.3 | |
| 28854 isogroup37005,0.9 | |
| 28855 isogroup37006,-0.4 | |
| 28856 isogroup37007,-0.2 | |
| 28857 isogroup37008,0 | |
| 28858 isogroup37009,0.7 | |
| 28859 isogroup3701,0.5 | |
| 28860 isogroup37010,-0.2 | |
| 28861 isogroup37011,0 | |
| 28862 isogroup37012,0.1 | |
| 28863 isogroup37013,0.2 | |
| 28864 isogroup37014,-0.5 | |
| 28865 isogroup37015,-0.1 | |
| 28866 isogroup37016,0.1 | |
| 28867 isogroup37017,-0.9 | |
| 28868 isogroup3702,0.2 | |
| 28869 isogroup37020,0.4 | |
| 28870 isogroup37021,0.6 | |
| 28871 isogroup37022,0.9 | |
| 28872 isogroup37023,1.8 | |
| 28873 isogroup37024,-0.5 | |
| 28874 isogroup37025,0.1 | |
| 28875 isogroup37028,-0.2 | |
| 28876 isogroup37029,-1 | |
| 28877 isogroup3703,1.2 | |
| 28878 isogroup37030,0.5 | |
| 28879 isogroup37031,-1.2 | |
| 28880 isogroup37032,0.4 | |
| 28881 isogroup37033,0 | |
| 28882 isogroup37034,1.4 | |
| 28883 isogroup37035,0.4 | |
| 28884 isogroup37036,0 | |
| 28885 isogroup37037,-0.2 | |
| 28886 isogroup37039,0.2 | |
| 28887 isogroup3704,-0.5 | |
| 28888 isogroup37040,0.1 | |
| 28889 isogroup37041,0 | |
| 28890 isogroup37042,0.6 | |
| 28891 isogroup37043,1.7 | |
| 28892 isogroup37045,0.6 | |
| 28893 isogroup37046,0 | |
| 28894 isogroup37047,0.4 | |
| 28895 isogroup37048,1.8 | |
| 28896 isogroup37049,1.2 | |
| 28897 isogroup3705,-0.6 | |
| 28898 isogroup37052,0.5 | |
| 28899 isogroup37053,0 | |
| 28900 isogroup37054,1.1 | |
| 28901 isogroup37055,0.9 | |
| 28902 isogroup37056,1 | |
| 28903 isogroup37057,0.4 | |
| 28904 isogroup37058,0.3 | |
| 28905 isogroup37059,1.3 | |
| 28906 isogroup3706,-3.3 | |
| 28907 isogroup37060,2.2 | |
| 28908 isogroup37061,0.5 | |
| 28909 isogroup37062,-0.1 | |
| 28910 isogroup37064,-0.5 | |
| 28911 isogroup37065,-0.1 | |
| 28912 isogroup37066,2.3 | |
| 28913 isogroup37067,0.2 | |
| 28914 isogroup37068,0 | |
| 28915 isogroup37069,0.1 | |
| 28916 isogroup3707,-0.2 | |
| 28917 isogroup37071,0.5 | |
| 28918 isogroup37072,0.5 | |
| 28919 isogroup37073,1.2 | |
| 28920 isogroup37074,0.4 | |
| 28921 isogroup37076,-4.2 | |
| 28922 isogroup37077,0 | |
| 28923 isogroup37078,0.7 | |
| 28924 isogroup37079,-0.2 | |
| 28925 isogroup3708,-0.5 | |
| 28926 isogroup37080,-0.1 | |
| 28927 isogroup37081,-0.5 | |
| 28928 isogroup37082,0.5 | |
| 28929 isogroup37083,0.4 | |
| 28930 isogroup37084,-0.2 | |
| 28931 isogroup37085,0.7 | |
| 28932 isogroup37086,0 | |
| 28933 isogroup37088,-1 | |
| 28934 isogroup37089,-0.1 | |
| 28935 isogroup3709,-1.7 | |
| 28936 isogroup37090,0 | |
| 28937 isogroup37091,1.7 | |
| 28938 isogroup37092,-0.1 | |
| 28939 isogroup37093,0.3 | |
| 28940 isogroup37094,-0.3 | |
| 28941 isogroup37095,0.6 | |
| 28942 isogroup37096,-1.1 | |
| 28943 isogroup37097,0.3 | |
| 28944 isogroup37098,0.8 | |
| 28945 isogroup37099,-0.6 | |
| 28946 isogroup371,1.4 | |
| 28947 isogroup3710,-0.1 | |
| 28948 isogroup37100,-0.9 | |
| 28949 isogroup37101,0.3 | |
| 28950 isogroup37102,1.8 | |
| 28951 isogroup37104,0.2 | |
| 28952 isogroup37105,0.3 | |
| 28953 isogroup37106,-0.3 | |
| 28954 isogroup37107,0 | |
| 28955 isogroup37108,-0.4 | |
| 28956 isogroup37109,0.3 | |
| 28957 isogroup3711,-0.2 | |
| 28958 isogroup37110,-2.8 | |
| 28959 isogroup37111,0 | |
| 28960 isogroup37112,0.6 | |
| 28961 isogroup37113,0 | |
| 28962 isogroup37114,-0.9 | |
| 28963 isogroup37115,0.3 | |
| 28964 isogroup37116,-0.6 | |
| 28965 isogroup37117,0.7 | |
| 28966 isogroup37119,-0.4 | |
| 28967 isogroup3712,0 | |
| 28968 isogroup37120,0.3 | |
| 28969 isogroup37122,-0.9 | |
| 28970 isogroup37123,-0.3 | |
| 28971 isogroup37124,0.2 | |
| 28972 isogroup37125,1 | |
| 28973 isogroup37126,0.5 | |
| 28974 isogroup37127,-0.3 | |
| 28975 isogroup37128,0.2 | |
| 28976 isogroup37129,0.9 | |
| 28977 isogroup3713,0.3 | |
| 28978 isogroup37130,0 | |
| 28979 isogroup37131,1.6 | |
| 28980 isogroup37133,-0.5 | |
| 28981 isogroup37134,-0.5 | |
| 28982 isogroup37135,0.1 | |
| 28983 isogroup37136,1.5 | |
| 28984 isogroup37137,0 | |
| 28985 isogroup37138,-0.3 | |
| 28986 isogroup37139,0.7 | |
| 28987 isogroup3714,-0.1 | |
| 28988 isogroup37140,-0.9 | |
| 28989 isogroup37141,-0.9 | |
| 28990 isogroup37142,-0.4 | |
| 28991 isogroup37143,-8.8 | |
| 28992 isogroup37144,0.3 | |
| 28993 isogroup37146,-0.2 | |
| 28994 isogroup37147,0.1 | |
| 28995 isogroup37148,-0.9 | |
| 28996 isogroup3715,-0.4 | |
| 28997 isogroup37150,-0.5 | |
| 28998 isogroup37151,-0.4 | |
| 28999 isogroup37152,-0.7 | |
| 29000 isogroup37154,0.3 | |
| 29001 isogroup37155,-0.3 | |
| 29002 isogroup37156,0.2 | |
| 29003 isogroup37157,-0.1 | |
| 29004 isogroup3716,-0.1 | |
| 29005 isogroup37160,0.5 | |
| 29006 isogroup37161,0.4 | |
| 29007 isogroup37162,-0.8 | |
| 29008 isogroup37163,0.2 | |
| 29009 isogroup37164,-0.9 | |
| 29010 isogroup37165,-0.1 | |
| 29011 isogroup37166,0.3 | |
| 29012 isogroup37167,1.9 | |
| 29013 isogroup37168,-0.7 | |
| 29014 isogroup37169,0.6 | |
| 29015 isogroup3717,0.6 | |
| 29016 isogroup37170,-0.4 | |
| 29017 isogroup37171,1.9 | |
| 29018 isogroup37172,-0.6 | |
| 29019 isogroup37173,0.2 | |
| 29020 isogroup37174,-0.6 | |
| 29021 isogroup37175,0.4 | |
| 29022 isogroup37176,-0.1 | |
| 29023 isogroup37177,1.5 | |
| 29024 isogroup37178,0.5 | |
| 29025 isogroup37179,-0.3 | |
| 29026 isogroup3718,0.8 | |
| 29027 isogroup37180,2 | |
| 29028 isogroup37181,0.2 | |
| 29029 isogroup37182,0.6 | |
| 29030 isogroup37183,0.5 | |
| 29031 isogroup37184,-0.2 | |
| 29032 isogroup37185,0.5 | |
| 29033 isogroup37186,0.3 | |
| 29034 isogroup37187,1 | |
| 29035 isogroup37188,0 | |
| 29036 isogroup37189,0.3 | |
| 29037 isogroup3719,-0.1 | |
| 29038 isogroup37190,0.4 | |
| 29039 isogroup37191,0.7 | |
| 29040 isogroup37192,1.3 | |
| 29041 isogroup37193,0.5 | |
| 29042 isogroup37194,-0.7 | |
| 29043 isogroup37195,0.5 | |
| 29044 isogroup37196,0.1 | |
| 29045 isogroup37197,0.3 | |
| 29046 isogroup37199,-0.1 | |
| 29047 isogroup372,1.2 | |
| 29048 isogroup3720,3.2 | |
| 29049 isogroup37200,0.1 | |
| 29050 isogroup37201,0.2 | |
| 29051 isogroup37202,-0.1 | |
| 29052 isogroup37203,-0.1 | |
| 29053 isogroup37205,-0.1 | |
| 29054 isogroup37206,0.1 | |
| 29055 isogroup37207,0.8 | |
| 29056 isogroup37208,0.7 | |
| 29057 isogroup37209,1.4 | |
| 29058 isogroup3721,-0.1 | |
| 29059 isogroup37210,0.5 | |
| 29060 isogroup37211,1.3 | |
| 29061 isogroup37212,0.7 | |
| 29062 isogroup37213,0.7 | |
| 29063 isogroup37214,0.2 | |
| 29064 isogroup37215,0.9 | |
| 29065 isogroup37216,1.9 | |
| 29066 isogroup37217,0.3 | |
| 29067 isogroup37219,0.9 | |
| 29068 isogroup3722,-3.7 | |
| 29069 isogroup37220,-1.7 | |
| 29070 isogroup37221,0.4 | |
| 29071 isogroup37222,1 | |
| 29072 isogroup37223,0.3 | |
| 29073 isogroup37224,0.4 | |
| 29074 isogroup37226,-0.2 | |
| 29075 isogroup37227,1.3 | |
| 29076 isogroup37228,0.8 | |
| 29077 isogroup37229,0.2 | |
| 29078 isogroup3723,0.7 | |
| 29079 isogroup37230,-0.9 | |
| 29080 isogroup37231,0.3 | |
| 29081 isogroup37233,0 | |
| 29082 isogroup37234,-0.2 | |
| 29083 isogroup37235,0.6 | |
| 29084 isogroup37236,-0.1 | |
| 29085 isogroup37237,-0.4 | |
| 29086 isogroup37238,1 | |
| 29087 isogroup37239,0 | |
| 29088 isogroup3724,-0.4 | |
| 29089 isogroup37240,0.2 | |
| 29090 isogroup37241,-1.5 | |
| 29091 isogroup37242,0.1 | |
| 29092 isogroup37243,0.1 | |
| 29093 isogroup37244,0.3 | |
| 29094 isogroup37245,1.1 | |
| 29095 isogroup37246,0.2 | |
| 29096 isogroup37247,-1.8 | |
| 29097 isogroup37248,0.6 | |
| 29098 isogroup37249,2.4 | |
| 29099 isogroup3725,0.4 | |
| 29100 isogroup37250,-0.5 | |
| 29101 isogroup37251,-0.8 | |
| 29102 isogroup37252,-0.4 | |
| 29103 isogroup37253,0.1 | |
| 29104 isogroup37254,1.3 | |
| 29105 isogroup37255,1.9 | |
| 29106 isogroup37256,0.5 | |
| 29107 isogroup37257,0.3 | |
| 29108 isogroup37258,0.4 | |
| 29109 isogroup37259,0.4 | |
| 29110 isogroup3726,-0.7 | |
| 29111 isogroup37260,-0.4 | |
| 29112 isogroup37261,0.2 | |
| 29113 isogroup37262,-6 | |
| 29114 isogroup37263,0.1 | |
| 29115 isogroup37264,-0.2 | |
| 29116 isogroup37265,-0.8 | |
| 29117 isogroup37266,1.1 | |
| 29118 isogroup37267,-0.1 | |
| 29119 isogroup37268,0 | |
| 29120 isogroup37269,0.4 | |
| 29121 isogroup3727,4.5 | |
| 29122 isogroup37270,0.5 | |
| 29123 isogroup37271,-0.4 | |
| 29124 isogroup37272,-10 | |
| 29125 isogroup37273,0.2 | |
| 29126 isogroup37275,-0.3 | |
| 29127 isogroup37276,-0.2 | |
| 29128 isogroup37277,0.8 | |
| 29129 isogroup37278,-0.4 | |
| 29130 isogroup37279,0.8 | |
| 29131 isogroup3728,0.1 | |
| 29132 isogroup37280,0.1 | |
| 29133 isogroup37281,0 | |
| 29134 isogroup37282,0.3 | |
| 29135 isogroup37283,-0.6 | |
| 29136 isogroup37284,0.3 | |
| 29137 isogroup37285,-0.1 | |
| 29138 isogroup37286,-0.1 | |
| 29139 isogroup37287,0.3 | |
| 29140 isogroup37288,0.5 | |
| 29141 isogroup37289,0.3 | |
| 29142 isogroup3729,0.1 | |
| 29143 isogroup37290,3.2 | |
| 29144 isogroup37291,-0.2 | |
| 29145 isogroup37292,-0.1 | |
| 29146 isogroup37293,0.4 | |
| 29147 isogroup37294,0.8 | |
| 29148 isogroup37295,-0.7 | |
| 29149 isogroup37296,-0.1 | |
| 29150 isogroup37297,-0.6 | |
| 29151 isogroup37298,-0.1 | |
| 29152 isogroup37299,0.1 | |
| 29153 isogroup373,10 | |
| 29154 isogroup3730,-0.3 | |
| 29155 isogroup37300,-0.4 | |
| 29156 isogroup37301,0.2 | |
| 29157 isogroup37302,0.1 | |
| 29158 isogroup37303,-1.5 | |
| 29159 isogroup37304,0.3 | |
| 29160 isogroup37305,-0.1 | |
| 29161 isogroup37306,0.1 | |
| 29162 isogroup37307,1.7 | |
| 29163 isogroup37309,0.2 | |
| 29164 isogroup3731,-0.4 | |
| 29165 isogroup37310,-0.2 | |
| 29166 isogroup37311,0.2 | |
| 29167 isogroup37312,1.4 | |
| 29168 isogroup37313,2.1 | |
| 29169 isogroup37314,0.5 | |
| 29170 isogroup37315,-0.2 | |
| 29171 isogroup37316,-7.5 | |
| 29172 isogroup37317,-3 | |
| 29173 isogroup37318,0.2 | |
| 29174 isogroup3732,-0.3 | |
| 29175 isogroup37320,-0.2 | |
| 29176 isogroup37321,0.4 | |
| 29177 isogroup37322,-0.4 | |
| 29178 isogroup37323,2.8 | |
| 29179 isogroup37324,0.8 | |
| 29180 isogroup37325,1.3 | |
| 29181 isogroup37326,0.4 | |
| 29182 isogroup37327,-0.2 | |
| 29183 isogroup37328,-1.5 | |
| 29184 isogroup37329,0.2 | |
| 29185 isogroup3733,0.4 | |
| 29186 isogroup37330,0.2 | |
| 29187 isogroup37331,0.7 | |
| 29188 isogroup37333,1.5 | |
| 29189 isogroup37334,1.6 | |
| 29190 isogroup37335,-0.9 | |
| 29191 isogroup37336,-1.2 | |
| 29192 isogroup37337,1.2 | |
| 29193 isogroup37338,0 | |
| 29194 isogroup37339,0.3 | |
| 29195 isogroup3734,-0.9 | |
| 29196 isogroup37340,0.3 | |
| 29197 isogroup37341,0.6 | |
| 29198 isogroup37342,-0.1 | |
| 29199 isogroup37343,0.3 | |
| 29200 isogroup37344,0.2 | |
| 29201 isogroup37345,0.3 | |
| 29202 isogroup37346,0.7 | |
| 29203 isogroup37347,0.9 | |
| 29204 isogroup37348,-4.2 | |
| 29205 isogroup37349,-1.2 | |
| 29206 isogroup3735,0.6 | |
| 29207 isogroup37350,-0.9 | |
| 29208 isogroup37351,0.5 | |
| 29209 isogroup37352,0.9 | |
| 29210 isogroup37353,0.6 | |
| 29211 isogroup37354,-0.1 | |
| 29212 isogroup37355,2.8 | |
| 29213 isogroup37356,-0.4 | |
| 29214 isogroup37357,-0.1 | |
| 29215 isogroup37358,0.4 | |
| 29216 isogroup37359,0.4 | |
| 29217 isogroup3736,-2.3 | |
| 29218 isogroup37360,0.3 | |
| 29219 isogroup37361,0.1 | |
| 29220 isogroup37362,0.9 | |
| 29221 isogroup37363,0.9 | |
| 29222 isogroup37364,0.2 | |
| 29223 isogroup37365,-0.8 | |
| 29224 isogroup37366,-0.2 | |
| 29225 isogroup37367,0.7 | |
| 29226 isogroup37368,0 | |
| 29227 isogroup3737,0.1 | |
| 29228 isogroup37370,0.5 | |
| 29229 isogroup37371,0.2 | |
| 29230 isogroup37372,-0.3 | |
| 29231 isogroup37373,0.3 | |
| 29232 isogroup37374,-0.8 | |
| 29233 isogroup37375,-1 | |
| 29234 isogroup37376,0.1 | |
| 29235 isogroup37378,0.5 | |
| 29236 isogroup37379,0 | |
| 29237 isogroup3738,4.7 | |
| 29238 isogroup37381,0 | |
| 29239 isogroup37382,1.5 | |
| 29240 isogroup37383,0.4 | |
| 29241 isogroup37384,-0.3 | |
| 29242 isogroup37385,0 | |
| 29243 isogroup37386,-0.5 | |
| 29244 isogroup37387,0.3 | |
| 29245 isogroup37388,1.3 | |
| 29246 isogroup37389,0.5 | |
| 29247 isogroup3739,0 | |
| 29248 isogroup37390,0.4 | |
| 29249 isogroup37391,0.7 | |
| 29250 isogroup37393,0 | |
| 29251 isogroup37394,-2.3 | |
| 29252 isogroup37395,-0.3 | |
| 29253 isogroup37396,-0.2 | |
| 29254 isogroup37397,-7.3 | |
| 29255 isogroup37398,0 | |
| 29256 isogroup374,0.3 | |
| 29257 isogroup3740,-0.2 | |
| 29258 isogroup37400,-0.1 | |
| 29259 isogroup37401,0.4 | |
| 29260 isogroup37402,1.7 | |
| 29261 isogroup37403,-0.1 | |
| 29262 isogroup37405,0.8 | |
| 29263 isogroup37406,0.4 | |
| 29264 isogroup37407,0.5 | |
| 29265 isogroup37408,-4.6 | |
| 29266 isogroup37409,0.3 | |
| 29267 isogroup3741,-0.1 | |
| 29268 isogroup37410,0.2 | |
| 29269 isogroup37411,0.3 | |
| 29270 isogroup37413,0.7 | |
| 29271 isogroup37414,-1.3 | |
| 29272 isogroup37415,-0.1 | |
| 29273 isogroup37416,-0.1 | |
| 29274 isogroup37417,0.9 | |
| 29275 isogroup37418,0.2 | |
| 29276 isogroup37419,1.9 | |
| 29277 isogroup3742,-0.5 | |
| 29278 isogroup37421,0.7 | |
| 29279 isogroup37422,-0.4 | |
| 29280 isogroup37423,-2.9 | |
| 29281 isogroup37424,0 | |
| 29282 isogroup37425,-0.9 | |
| 29283 isogroup37426,0.2 | |
| 29284 isogroup37427,-0.3 | |
| 29285 isogroup37428,-0.1 | |
| 29286 isogroup37429,0.1 | |
| 29287 isogroup3743,1.1 | |
| 29288 isogroup37430,-0.1 | |
| 29289 isogroup37431,0.6 | |
| 29290 isogroup37432,0 | |
| 29291 isogroup37434,0.9 | |
| 29292 isogroup37435,-0.5 | |
| 29293 isogroup37436,0.3 | |
| 29294 isogroup37437,0 | |
| 29295 isogroup37438,-2.7 | |
| 29296 isogroup37439,-0.4 | |
| 29297 isogroup3744,1.2 | |
| 29298 isogroup37440,0.3 | |
| 29299 isogroup37441,0.2 | |
| 29300 isogroup37442,-0.4 | |
| 29301 isogroup37443,0.4 | |
| 29302 isogroup37444,0.3 | |
| 29303 isogroup37445,0.8 | |
| 29304 isogroup37446,-0.5 | |
| 29305 isogroup37448,-0.8 | |
| 29306 isogroup37449,0.2 | |
| 29307 isogroup3745,6.4 | |
| 29308 isogroup37450,0.5 | |
| 29309 isogroup37451,1.8 | |
| 29310 isogroup37452,-0.5 | |
| 29311 isogroup37453,0.1 | |
| 29312 isogroup37455,0.2 | |
| 29313 isogroup37456,0 | |
| 29314 isogroup37457,-0.7 | |
| 29315 isogroup37458,0.6 | |
| 29316 isogroup37459,0.4 | |
| 29317 isogroup3746,1.2 | |
| 29318 isogroup37460,1.3 | |
| 29319 isogroup37461,0.7 | |
| 29320 isogroup37462,1.2 | |
| 29321 isogroup37463,0.2 | |
| 29322 isogroup37465,-0.3 | |
| 29323 isogroup37467,2.2 | |
| 29324 isogroup37468,-1 | |
| 29325 isogroup37469,-0.7 | |
| 29326 isogroup3747,-7.8 | |
| 29327 isogroup37470,-1.3 | |
| 29328 isogroup37471,0.7 | |
| 29329 isogroup37472,-0.1 | |
| 29330 isogroup37473,-2 | |
| 29331 isogroup37474,0 | |
| 29332 isogroup37475,-0.2 | |
| 29333 isogroup37476,0.7 | |
| 29334 isogroup37477,0 | |
| 29335 isogroup37478,2.2 | |
| 29336 isogroup37479,0.2 | |
| 29337 isogroup3748,0 | |
| 29338 isogroup37480,-0.2 | |
| 29339 isogroup37481,0.3 | |
| 29340 isogroup37482,-1.4 | |
| 29341 isogroup37483,0.1 | |
| 29342 isogroup37484,1.6 | |
| 29343 isogroup37485,-0.2 | |
| 29344 isogroup37486,0.7 | |
| 29345 isogroup37487,0.5 | |
| 29346 isogroup37488,-0.1 | |
| 29347 isogroup3749,0.1 | |
| 29348 isogroup37491,0.2 | |
| 29349 isogroup37492,1.9 | |
| 29350 isogroup37493,0.2 | |
| 29351 isogroup37494,-0.3 | |
| 29352 isogroup37495,2.8 | |
| 29353 isogroup37496,0.1 | |
| 29354 isogroup37497,-0.2 | |
| 29355 isogroup37498,0.2 | |
| 29356 isogroup37499,0 | |
| 29357 isogroup375,0 | |
| 29358 isogroup3750,0.3 | |
| 29359 isogroup37500,-1 | |
| 29360 isogroup37501,3.3 | |
| 29361 isogroup37502,-0.1 | |
| 29362 isogroup37503,0.2 | |
| 29363 isogroup37504,1.8 | |
| 29364 isogroup37505,0 | |
| 29365 isogroup37506,-0.3 | |
| 29366 isogroup37507,1.3 | |
| 29367 isogroup37508,-0.1 | |
| 29368 isogroup37509,0.8 | |
| 29369 isogroup3751,0.2 | |
| 29370 isogroup37510,0.2 | |
| 29371 isogroup37511,0.2 | |
| 29372 isogroup37512,-0.2 | |
| 29373 isogroup37514,0.4 | |
| 29374 isogroup37515,0.3 | |
| 29375 isogroup37516,0.5 | |
| 29376 isogroup37517,0.6 | |
| 29377 isogroup37518,0.3 | |
| 29378 isogroup37519,0.3 | |
| 29379 isogroup3752,0 | |
| 29380 isogroup37520,-0.6 | |
| 29381 isogroup37521,1 | |
| 29382 isogroup37523,0.4 | |
| 29383 isogroup37524,0.5 | |
| 29384 isogroup37525,-0.9 | |
| 29385 isogroup37526,0.3 | |
| 29386 isogroup37527,-0.6 | |
| 29387 isogroup37528,3.7 | |
| 29388 isogroup3753,-10 | |
| 29389 isogroup37530,0.3 | |
| 29390 isogroup37531,0.6 | |
| 29391 isogroup37532,0.7 | |
| 29392 isogroup37533,-0.1 | |
| 29393 isogroup37534,0.3 | |
| 29394 isogroup37535,0.3 | |
| 29395 isogroup37536,-0.3 | |
| 29396 isogroup37538,0.5 | |
| 29397 isogroup37539,-1 | |
| 29398 isogroup3754,0.1 | |
| 29399 isogroup37540,0.3 | |
| 29400 isogroup37541,0 | |
| 29401 isogroup37542,1 | |
| 29402 isogroup37543,0.8 | |
| 29403 isogroup37544,0.7 | |
| 29404 isogroup37545,-0.6 | |
| 29405 isogroup37546,-0.7 | |
| 29406 isogroup37547,-0.2 | |
| 29407 isogroup37548,-0.1 | |
| 29408 isogroup37549,0.1 | |
| 29409 isogroup3755,0.1 | |
| 29410 isogroup37550,4.3 | |
| 29411 isogroup37551,-4.1 | |
| 29412 isogroup37552,0.9 | |
| 29413 isogroup37553,-0.6 | |
| 29414 isogroup37554,0.4 | |
| 29415 isogroup37555,-5.8 | |
| 29416 isogroup37556,2.2 | |
| 29417 isogroup37557,-0.1 | |
| 29418 isogroup37559,-0.7 | |
| 29419 isogroup3756,0.2 | |
| 29420 isogroup37560,0.4 | |
| 29421 isogroup37561,-0.1 | |
| 29422 isogroup37562,0.8 | |
| 29423 isogroup37563,2.2 | |
| 29424 isogroup37564,0.1 | |
| 29425 isogroup37565,0 | |
| 29426 isogroup37566,0.4 | |
| 29427 isogroup37568,0.5 | |
| 29428 isogroup37569,0.8 | |
| 29429 isogroup3757,-3.1 | |
| 29430 isogroup37570,-0.7 | |
| 29431 isogroup37571,1.7 | |
| 29432 isogroup37573,1.5 | |
| 29433 isogroup37574,-3.9 | |
| 29434 isogroup37575,0 | |
| 29435 isogroup37576,0.6 | |
| 29436 isogroup37577,0.5 | |
| 29437 isogroup37578,0.8 | |
| 29438 isogroup37579,0.2 | |
| 29439 isogroup3758,-0.7 | |
| 29440 isogroup37580,0.6 | |
| 29441 isogroup37581,1.5 | |
| 29442 isogroup37582,0.3 | |
| 29443 isogroup37583,-0.4 | |
| 29444 isogroup37585,0 | |
| 29445 isogroup37586,1.1 | |
| 29446 isogroup37587,0.1 | |
| 29447 isogroup37588,-1.1 | |
| 29448 isogroup37589,0.5 | |
| 29449 isogroup3759,-0.9 | |
| 29450 isogroup37590,0.4 | |
| 29451 isogroup37591,0.7 | |
| 29452 isogroup37592,-0.1 | |
| 29453 isogroup37593,0.5 | |
| 29454 isogroup37594,0.3 | |
| 29455 isogroup37595,0.4 | |
| 29456 isogroup37596,-0.7 | |
| 29457 isogroup37597,0.5 | |
| 29458 isogroup37598,0.7 | |
| 29459 isogroup37599,-0.7 | |
| 29460 isogroup376,4.5 | |
| 29461 isogroup3760,0.7 | |
| 29462 isogroup37600,0.1 | |
| 29463 isogroup37601,0.4 | |
| 29464 isogroup37602,0.2 | |
| 29465 isogroup37603,-0.3 | |
| 29466 isogroup37604,-0.1 | |
| 29467 isogroup37605,-0.3 | |
| 29468 isogroup37606,-1.4 | |
| 29469 isogroup37607,1 | |
| 29470 isogroup37608,0 | |
| 29471 isogroup37609,0.4 | |
| 29472 isogroup3761,0 | |
| 29473 isogroup37610,1.6 | |
| 29474 isogroup37611,0.4 | |
| 29475 isogroup37612,0.5 | |
| 29476 isogroup37613,1.7 | |
| 29477 isogroup37614,1.6 | |
| 29478 isogroup37615,2.5 | |
| 29479 isogroup37618,0 | |
| 29480 isogroup3762,1 | |
| 29481 isogroup37620,0.3 | |
| 29482 isogroup37621,-0.1 | |
| 29483 isogroup37622,0.1 | |
| 29484 isogroup37623,-0.2 | |
| 29485 isogroup37624,0.2 | |
| 29486 isogroup37625,-0.2 | |
| 29487 isogroup37627,0.1 | |
| 29488 isogroup37628,0.1 | |
| 29489 isogroup37629,-0.4 | |
| 29490 isogroup3763,2.2 | |
| 29491 isogroup37630,0.8 | |
| 29492 isogroup37631,0.1 | |
| 29493 isogroup37632,1 | |
| 29494 isogroup37633,0 | |
| 29495 isogroup37634,0.2 | |
| 29496 isogroup37635,-0.2 | |
| 29497 isogroup37636,-9.5 | |
| 29498 isogroup37638,0.2 | |
| 29499 isogroup37639,1.1 | |
| 29500 isogroup3764,1.4 | |
| 29501 isogroup37640,0.6 | |
| 29502 isogroup37641,1.4 | |
| 29503 isogroup37642,-0.3 | |
| 29504 isogroup37644,0.2 | |
| 29505 isogroup37645,0.5 | |
| 29506 isogroup37646,1.7 | |
| 29507 isogroup37648,3.6 | |
| 29508 isogroup37649,1.8 | |
| 29509 isogroup3765,-0.1 | |
| 29510 isogroup37650,-1.6 | |
| 29511 isogroup37652,-0.1 | |
| 29512 isogroup37653,1.2 | |
| 29513 isogroup37654,-0.7 | |
| 29514 isogroup37655,0.1 | |
| 29515 isogroup37656,-0.1 | |
| 29516 isogroup37657,0.3 | |
| 29517 isogroup37658,1 | |
| 29518 isogroup3766,7.4 | |
| 29519 isogroup37660,0.2 | |
| 29520 isogroup37661,0.1 | |
| 29521 isogroup37662,-0.1 | |
| 29522 isogroup37663,-0.4 | |
| 29523 isogroup37664,-0.4 | |
| 29524 isogroup37665,0.4 | |
| 29525 isogroup37666,0.4 | |
| 29526 isogroup37667,0.6 | |
| 29527 isogroup37668,-0.1 | |
| 29528 isogroup3767,2.7 | |
| 29529 isogroup37670,-1.4 | |
| 29530 isogroup37671,-0.5 | |
| 29531 isogroup37672,0.9 | |
| 29532 isogroup37673,-0.4 | |
| 29533 isogroup37674,-1.1 | |
| 29534 isogroup37675,0.5 | |
| 29535 isogroup37676,0.6 | |
| 29536 isogroup37677,0.5 | |
| 29537 isogroup37679,-0.1 | |
| 29538 isogroup3768,5.2 | |
| 29539 isogroup37680,-0.2 | |
| 29540 isogroup37681,0 | |
| 29541 isogroup37682,0.4 | |
| 29542 isogroup37683,0.5 | |
| 29543 isogroup37684,-0.3 | |
| 29544 isogroup37685,0.6 | |
| 29545 isogroup37687,-0.1 | |
| 29546 isogroup37688,0.3 | |
| 29547 isogroup37689,1.3 | |
| 29548 isogroup3769,-5.5 | |
| 29549 isogroup37690,-1.1 | |
| 29550 isogroup37691,1 | |
| 29551 isogroup37692,0.4 | |
| 29552 isogroup37693,1.5 | |
| 29553 isogroup37694,0.5 | |
| 29554 isogroup37695,-9.5 | |
| 29555 isogroup37697,0.4 | |
| 29556 isogroup37699,-0.6 | |
| 29557 isogroup377,1.5 | |
| 29558 isogroup3770,1 | |
| 29559 isogroup37700,-0.1 | |
| 29560 isogroup37701,0.1 | |
| 29561 isogroup37702,-0.6 | |
| 29562 isogroup37703,-1.5 | |
| 29563 isogroup37704,-1.1 | |
| 29564 isogroup37705,0.1 | |
| 29565 isogroup37706,-1.9 | |
| 29566 isogroup37707,0 | |
| 29567 isogroup37708,0.2 | |
| 29568 isogroup37709,-0.6 | |
| 29569 isogroup3771,1 | |
| 29570 isogroup37710,-1.5 | |
| 29571 isogroup37711,0 | |
| 29572 isogroup37712,-1 | |
| 29573 isogroup37713,-0.7 | |
| 29574 isogroup37714,0 | |
| 29575 isogroup37715,0.1 | |
| 29576 isogroup37716,0.8 | |
| 29577 isogroup37717,0.5 | |
| 29578 isogroup37718,-0.5 | |
| 29579 isogroup37719,-0.9 | |
| 29580 isogroup3772,2.9 | |
| 29581 isogroup37720,-0.6 | |
| 29582 isogroup37721,8.3 | |
| 29583 isogroup37722,1.4 | |
| 29584 isogroup37723,2.1 | |
| 29585 isogroup37724,-0.2 | |
| 29586 isogroup37725,0 | |
| 29587 isogroup37726,0.5 | |
| 29588 isogroup37727,0.7 | |
| 29589 isogroup37728,0.9 | |
| 29590 isogroup3773,1 | |
| 29591 isogroup37730,-0.6 | |
| 29592 isogroup37731,-0.1 | |
| 29593 isogroup37732,2.1 | |
| 29594 isogroup37733,0.5 | |
| 29595 isogroup37734,0.4 | |
| 29596 isogroup37735,-10 | |
| 29597 isogroup37736,0.3 | |
| 29598 isogroup37737,1.2 | |
| 29599 isogroup37738,0.3 | |
| 29600 isogroup37739,2 | |
| 29601 isogroup3774,-0.2 | |
| 29602 isogroup37740,1 | |
| 29603 isogroup37741,-2.6 | |
| 29604 isogroup37742,0.3 | |
| 29605 isogroup37744,-0.1 | |
| 29606 isogroup37745,0 | |
| 29607 isogroup37746,0.3 | |
| 29608 isogroup37747,-0.1 | |
| 29609 isogroup37748,0.6 | |
| 29610 isogroup37749,0.1 | |
| 29611 isogroup3775,0.8 | |
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| 29613 isogroup37751,0.6 | |
| 29614 isogroup37752,-0.2 | |
| 29615 isogroup37753,0.5 | |
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| 29618 isogroup37758,0.8 | |
| 29619 isogroup37759,0.6 | |
| 29620 isogroup3776,2.8 | |
| 29621 isogroup37760,10 | |
| 29622 isogroup37761,0 | |
| 29623 isogroup37763,0.2 | |
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| 29625 isogroup37765,-3.8 | |
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| 29627 isogroup37768,-0.7 | |
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| 29633 isogroup37773,-0.5 | |
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| 29635 isogroup37775,-8.3 | |
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| 29637 isogroup37777,0.3 | |
| 29638 isogroup37778,0.6 | |
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| 29640 isogroup3778,0.2 | |
| 29641 isogroup37780,0.7 | |
| 29642 isogroup37781,0.8 | |
| 29643 isogroup37782,0 | |
| 29644 isogroup37783,0.2 | |
| 29645 isogroup37784,0.6 | |
| 29646 isogroup37785,0 | |
| 29647 isogroup37786,-1.2 | |
| 29648 isogroup37787,-0.4 | |
| 29649 isogroup37788,0.8 | |
| 29650 isogroup37789,0 | |
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| 29655 isogroup37793,-0.2 | |
| 29656 isogroup37794,-0.2 | |
| 29657 isogroup37795,0.1 | |
| 29658 isogroup37796,0.1 | |
| 29659 isogroup37797,0.8 | |
| 29660 isogroup37798,0.2 | |
| 29661 isogroup378,0.9 | |
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| 29663 isogroup37801,-0.1 | |
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| 29666 isogroup37806,0.1 | |
| 29667 isogroup37808,-0.1 | |
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| 29670 isogroup37810,0.4 | |
| 29671 isogroup37811,0.3 | |
| 29672 isogroup37812,0.6 | |
| 29673 isogroup37813,0 | |
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| 29676 isogroup37816,0.3 | |
| 29677 isogroup37817,1 | |
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| 29682 isogroup37821,2 | |
| 29683 isogroup37822,0.7 | |
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| 29687 isogroup37827,0.6 | |
| 29688 isogroup37828,0.5 | |
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| 29690 isogroup3783,-0.3 | |
| 29691 isogroup37830,0.2 | |
| 29692 isogroup37831,-0.1 | |
| 29693 isogroup37832,0.4 | |
| 29694 isogroup37833,0.3 | |
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| 29697 isogroup37836,0.4 | |
| 29698 isogroup37837,0.9 | |
| 29699 isogroup37838,0.2 | |
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| 29703 isogroup37841,0.1 | |
| 29704 isogroup37842,1 | |
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| 29708 isogroup37846,0.3 | |
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| 29715 isogroup37853,0.1 | |
| 29716 isogroup37854,0.8 | |
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| 29719 isogroup37857,-0.4 | |
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| 29721 isogroup3786,3.6 | |
| 29722 isogroup37860,-1.2 | |
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| 29726 isogroup37864,2 | |
| 29727 isogroup37865,0.2 | |
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| 29740 isogroup37879,0.6 | |
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| 29745 isogroup37884,0.6 | |
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| 29748 isogroup37887,0.5 | |
| 29749 isogroup37888,0.5 | |
| 29750 isogroup37889,-0.1 | |
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| 29752 isogroup37891,0.4 | |
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| 29755 isogroup37895,0.2 | |
| 29756 isogroup37897,0.1 | |
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| 29771 isogroup3791,0.3 | |
| 29772 isogroup37910,0.3 | |
| 29773 isogroup37911,0.2 | |
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| 29775 isogroup37913,-0.1 | |
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| 29785 isogroup37923,0.8 | |
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| 29789 isogroup37927,0 | |
| 29790 isogroup37929,0.2 | |
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| 29801 isogroup37941,-0.2 | |
| 29802 isogroup37942,0.5 | |
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| 29815 isogroup37954,0.2 | |
| 29816 isogroup37955,0.6 | |
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| 29818 isogroup37957,0.4 | |
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| 29840 isogroup37978,0.5 | |
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| 29844 isogroup37981,-4.3 | |
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| 29850 isogroup37988,-0.5 | |
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| 29855 isogroup37992,0.4 | |
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| 29888 isogroup38023,0.5 | |
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| 29890 isogroup38025,-0.1 | |
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| 29893 isogroup38028,-0.9 | |
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| 29895 isogroup3803,1 | |
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| 29913 isogroup38047,0.9 | |
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| 29953 isogroup38085,1.5 | |
| 29954 isogroup38086,0.3 | |
| 29955 isogroup38087,0.5 | |
| 29956 isogroup38088,0 | |
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| 29960 isogroup38091,0.5 | |
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| 29988 isogroup38119,0 | |
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| 29993 isogroup38123,0 | |
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| 29995 isogroup38125,3.3 | |
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| 30011 isogroup38143,-0.5 | |
| 30012 isogroup38144,0.8 | |
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| 30015 isogroup38147,0 | |
| 30016 isogroup38148,-0.2 | |
| 30017 isogroup3815,0.6 | |
| 30018 isogroup38150,0.6 | |
| 30019 isogroup38152,0.8 | |
| 30020 isogroup38154,-0.4 | |
| 30021 isogroup38155,0.4 | |
| 30022 isogroup38157,0.7 | |
| 30023 isogroup38158,0.2 | |
| 30024 isogroup38159,0.6 | |
| 30025 isogroup3816,-0.1 | |
| 30026 isogroup38160,-1.2 | |
| 30027 isogroup38161,0.7 | |
| 30028 isogroup38162,0.1 | |
| 30029 isogroup38163,-0.6 | |
| 30030 isogroup38164,-0.9 | |
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| 30032 isogroup38166,1.4 | |
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| 30034 isogroup38168,1.9 | |
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| 30038 isogroup38171,1.4 | |
| 30039 isogroup38173,1.5 | |
| 30040 isogroup38174,0.5 | |
| 30041 isogroup38175,0.2 | |
| 30042 isogroup38176,2.1 | |
| 30043 isogroup38177,-0.7 | |
| 30044 isogroup38178,-2.2 | |
| 30045 isogroup38179,0.8 | |
| 30046 isogroup3818,0.7 | |
| 30047 isogroup38180,-0.7 | |
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| 30049 isogroup38182,0.9 | |
| 30050 isogroup38184,-0.3 | |
| 30051 isogroup38185,0.2 | |
| 30052 isogroup38186,0.3 | |
| 30053 isogroup38187,0.4 | |
| 30054 isogroup38188,-2.1 | |
| 30055 isogroup38189,0.3 | |
| 30056 isogroup3819,10 | |
| 30057 isogroup38190,-9.9 | |
| 30058 isogroup38191,0.3 | |
| 30059 isogroup38192,0.6 | |
| 30060 isogroup38193,0 | |
| 30061 isogroup38194,0.2 | |
| 30062 isogroup38195,-1 | |
| 30063 isogroup38196,0.6 | |
| 30064 isogroup38197,0 | |
| 30065 isogroup38198,0.4 | |
| 30066 isogroup38199,-0.9 | |
| 30067 isogroup382,4.3 | |
| 30068 isogroup3820,0.2 | |
| 30069 isogroup38200,0.7 | |
| 30070 isogroup38201,1.1 | |
| 30071 isogroup38202,-0.1 | |
| 30072 isogroup38203,-0.6 | |
| 30073 isogroup38204,0.9 | |
| 30074 isogroup38205,-10 | |
| 30075 isogroup38206,-0.4 | |
| 30076 isogroup38208,0.8 | |
| 30077 isogroup38209,0 | |
| 30078 isogroup3821,-0.6 | |
| 30079 isogroup38212,0.6 | |
| 30080 isogroup38213,0.2 | |
| 30081 isogroup38214,0.5 | |
| 30082 isogroup38215,-0.1 | |
| 30083 isogroup38216,0.3 | |
| 30084 isogroup38218,0.4 | |
| 30085 isogroup38219,0.6 | |
| 30086 isogroup3822,1.1 | |
| 30087 isogroup38221,0.9 | |
| 30088 isogroup38223,0.4 | |
| 30089 isogroup38224,2.7 | |
| 30090 isogroup38225,0.3 | |
| 30091 isogroup38226,0.1 | |
| 30092 isogroup38227,0 | |
| 30093 isogroup38229,0.4 | |
| 30094 isogroup3823,0 | |
| 30095 isogroup38230,-0.9 | |
| 30096 isogroup38231,0.4 | |
| 30097 isogroup38232,-0.9 | |
| 30098 isogroup38234,0.4 | |
| 30099 isogroup38236,1 | |
| 30100 isogroup38237,0.1 | |
| 30101 isogroup38238,0.4 | |
| 30102 isogroup38239,-0.1 | |
| 30103 isogroup3824,-3.3 | |
| 30104 isogroup38240,0.1 | |
| 30105 isogroup38241,3.4 | |
| 30106 isogroup38242,-0.2 | |
| 30107 isogroup38243,0.4 | |
| 30108 isogroup38244,0.5 | |
| 30109 isogroup38245,0 | |
| 30110 isogroup38246,0.6 | |
| 30111 isogroup38247,-1.8 | |
| 30112 isogroup38248,-1 | |
| 30113 isogroup38249,0 | |
| 30114 isogroup3825,0 | |
| 30115 isogroup38250,0.8 | |
| 30116 isogroup38251,0.8 | |
| 30117 isogroup38252,-0.3 | |
| 30118 isogroup38253,0.6 | |
| 30119 isogroup38254,0.3 | |
| 30120 isogroup38255,0.2 | |
| 30121 isogroup38256,-0.3 | |
| 30122 isogroup38257,1.1 | |
| 30123 isogroup38258,0.1 | |
| 30124 isogroup38259,1.3 | |
| 30125 isogroup3826,0.3 | |
| 30126 isogroup38260,0 | |
| 30127 isogroup38261,-2.6 | |
| 30128 isogroup38262,0.7 | |
| 30129 isogroup38263,0.1 | |
| 30130 isogroup38264,0.2 | |
| 30131 isogroup38265,0.5 | |
| 30132 isogroup38266,0 | |
| 30133 isogroup38267,-0.4 | |
| 30134 isogroup38268,0.2 | |
| 30135 isogroup38269,0 | |
| 30136 isogroup3827,-7.3 | |
| 30137 isogroup38270,-0.2 | |
| 30138 isogroup38271,1.5 | |
| 30139 isogroup38272,-0.4 | |
| 30140 isogroup38273,-0.1 | |
| 30141 isogroup38274,0.3 | |
| 30142 isogroup38275,0.3 | |
| 30143 isogroup38277,-0.5 | |
| 30144 isogroup38278,-0.9 | |
| 30145 isogroup38279,0.2 | |
| 30146 isogroup3828,0 | |
| 30147 isogroup38280,1.3 | |
| 30148 isogroup38281,1.3 | |
| 30149 isogroup38282,0.6 | |
| 30150 isogroup38283,-0.6 | |
| 30151 isogroup38284,0.5 | |
| 30152 isogroup38285,0.5 | |
| 30153 isogroup38286,0 | |
| 30154 isogroup38287,0.8 | |
| 30155 isogroup38288,0 | |
| 30156 isogroup38289,0 | |
| 30157 isogroup3829,2.4 | |
| 30158 isogroup38290,-0.2 | |
| 30159 isogroup38291,1.3 | |
| 30160 isogroup38292,-0.2 | |
| 30161 isogroup38293,0.2 | |
| 30162 isogroup38294,0 | |
| 30163 isogroup38295,-0.6 | |
| 30164 isogroup38297,0 | |
| 30165 isogroup38299,0.7 | |
| 30166 isogroup383,7.5 | |
| 30167 isogroup3830,-8.5 | |
| 30168 isogroup38300,-0.9 | |
| 30169 isogroup38301,0.7 | |
| 30170 isogroup38302,-0.2 | |
| 30171 isogroup38303,0.7 | |
| 30172 isogroup38304,0.1 | |
| 30173 isogroup38305,-10 | |
| 30174 isogroup38306,0.4 | |
| 30175 isogroup38307,-0.4 | |
| 30176 isogroup38308,0.4 | |
| 30177 isogroup38309,-0.3 | |
| 30178 isogroup3831,-0.1 | |
| 30179 isogroup38310,6.5 | |
| 30180 isogroup38311,0.3 | |
| 30181 isogroup38312,0 | |
| 30182 isogroup38313,0 | |
| 30183 isogroup38314,0.6 | |
| 30184 isogroup38315,-0.3 | |
| 30185 isogroup38316,0 | |
| 30186 isogroup38317,0.5 | |
| 30187 isogroup38319,2.1 | |
| 30188 isogroup3832,-0.1 | |
| 30189 isogroup38320,0 | |
| 30190 isogroup38322,-0.3 | |
| 30191 isogroup38323,1 | |
| 30192 isogroup38324,1.2 | |
| 30193 isogroup38325,-2.5 | |
| 30194 isogroup38326,-0.3 | |
| 30195 isogroup38327,-0.5 | |
| 30196 isogroup38328,0 | |
| 30197 isogroup38329,0.8 | |
| 30198 isogroup3833,1 | |
| 30199 isogroup38331,0 | |
| 30200 isogroup38332,0.3 | |
| 30201 isogroup38333,0.1 | |
| 30202 isogroup38334,-5.4 | |
| 30203 isogroup38335,-2 | |
| 30204 isogroup38336,-0.3 | |
| 30205 isogroup38337,0.2 | |
| 30206 isogroup38338,-0.9 | |
| 30207 isogroup38339,-0.1 | |
| 30208 isogroup3834,0.2 | |
| 30209 isogroup38340,0.6 | |
| 30210 isogroup38341,0 | |
| 30211 isogroup38342,0.6 | |
| 30212 isogroup38343,0.8 | |
| 30213 isogroup38344,0.4 | |
| 30214 isogroup38345,0.4 | |
| 30215 isogroup38346,-0.2 | |
| 30216 isogroup38347,0.4 | |
| 30217 isogroup38348,0.7 | |
| 30218 isogroup38349,0.1 | |
| 30219 isogroup3835,5.5 | |
| 30220 isogroup38350,2.2 | |
| 30221 isogroup38351,0.4 | |
| 30222 isogroup38352,1 | |
| 30223 isogroup38353,-0.8 | |
| 30224 isogroup38354,0.4 | |
| 30225 isogroup38355,0 | |
| 30226 isogroup38356,0.5 | |
| 30227 isogroup38357,-3 | |
| 30228 isogroup38358,0.2 | |
| 30229 isogroup38359,0.1 | |
| 30230 isogroup3836,0.6 | |
| 30231 isogroup38360,1.6 | |
| 30232 isogroup38361,-0.1 | |
| 30233 isogroup38362,0.5 | |
| 30234 isogroup38363,2.8 | |
| 30235 isogroup38364,-0.3 | |
| 30236 isogroup38365,0.4 | |
| 30237 isogroup38366,-0.8 | |
| 30238 isogroup38367,-0.2 | |
| 30239 isogroup38368,0 | |
| 30240 isogroup38369,0.1 | |
| 30241 isogroup3837,0.7 | |
| 30242 isogroup38370,0.3 | |
| 30243 isogroup38371,0.4 | |
| 30244 isogroup38372,-1.8 | |
| 30245 isogroup38373,2.1 | |
| 30246 isogroup38374,0.4 | |
| 30247 isogroup38375,0.1 | |
| 30248 isogroup38376,0 | |
| 30249 isogroup38377,1.6 | |
| 30250 isogroup38378,0.3 | |
| 30251 isogroup38379,0.1 | |
| 30252 isogroup3838,0.4 | |
| 30253 isogroup38380,-0.5 | |
| 30254 isogroup38382,0.2 | |
| 30255 isogroup38383,-0.4 | |
| 30256 isogroup38384,-0.7 | |
| 30257 isogroup38385,0 | |
| 30258 isogroup38387,-0.1 | |
| 30259 isogroup38388,1.5 | |
| 30260 isogroup38389,1.3 | |
| 30261 isogroup3839,-2 | |
| 30262 isogroup38390,-0.1 | |
| 30263 isogroup38391,0.4 | |
| 30264 isogroup38392,-0.7 | |
| 30265 isogroup38393,0.5 | |
| 30266 isogroup38394,0.1 | |
| 30267 isogroup38395,0.2 | |
| 30268 isogroup38396,0.9 | |
| 30269 isogroup38397,-0.1 | |
| 30270 isogroup38398,0.5 | |
| 30271 isogroup38399,0.1 | |
| 30272 isogroup384,0.6 | |
| 30273 isogroup3840,0 | |
| 30274 isogroup38400,0.7 | |
| 30275 isogroup38401,-0.2 | |
| 30276 isogroup38402,-0.2 | |
| 30277 isogroup38403,0.8 | |
| 30278 isogroup38404,1 | |
| 30279 isogroup38405,-0.3 | |
| 30280 isogroup38406,-0.7 | |
| 30281 isogroup38407,1.1 | |
| 30282 isogroup38408,3.8 | |
| 30283 isogroup38409,-0.4 | |
| 30284 isogroup3841,0 | |
| 30285 isogroup38410,0.3 | |
| 30286 isogroup38411,-0.5 | |
| 30287 isogroup38412,0.1 | |
| 30288 isogroup38413,0.7 | |
| 30289 isogroup38414,0.9 | |
| 30290 isogroup38415,0.4 | |
| 30291 isogroup38416,0.8 | |
| 30292 isogroup38417,-0.3 | |
| 30293 isogroup38418,0.3 | |
| 30294 isogroup38419,-0.6 | |
| 30295 isogroup3842,-2.3 | |
| 30296 isogroup38420,-0.6 | |
| 30297 isogroup38421,1.2 | |
| 30298 isogroup38422,0.6 | |
| 30299 isogroup38423,0.4 | |
| 30300 isogroup38424,1 | |
| 30301 isogroup38425,-0.9 | |
| 30302 isogroup38426,1.3 | |
| 30303 isogroup38427,0.7 | |
| 30304 isogroup38428,0.8 | |
| 30305 isogroup3843,-0.1 | |
| 30306 isogroup38430,0.8 | |
| 30307 isogroup38431,1.5 | |
| 30308 isogroup38432,1.3 | |
| 30309 isogroup38433,2.4 | |
| 30310 isogroup38434,0.8 | |
| 30311 isogroup38435,-0.2 | |
| 30312 isogroup38436,0.3 | |
| 30313 isogroup38437,0.7 | |
| 30314 isogroup38438,0.9 | |
| 30315 isogroup38439,1.1 | |
| 30316 isogroup3844,3.1 | |
| 30317 isogroup38440,0.5 | |
| 30318 isogroup38441,2.3 | |
| 30319 isogroup38442,-0.2 | |
| 30320 isogroup38443,0.2 | |
| 30321 isogroup38444,0.4 | |
| 30322 isogroup38445,0.3 | |
| 30323 isogroup38446,0.2 | |
| 30324 isogroup38447,0.6 | |
| 30325 isogroup38448,-0.1 | |
| 30326 isogroup38449,-0.1 | |
| 30327 isogroup3845,-0.3 | |
| 30328 isogroup38450,0.3 | |
| 30329 isogroup38451,0.5 | |
| 30330 isogroup38452,0.5 | |
| 30331 isogroup38453,1.5 | |
| 30332 isogroup38455,0.9 | |
| 30333 isogroup38456,-0.2 | |
| 30334 isogroup38458,0.7 | |
| 30335 isogroup38459,-0.4 | |
| 30336 isogroup3846,2.9 | |
| 30337 isogroup38460,-0.1 | |
| 30338 isogroup38461,-0.2 | |
| 30339 isogroup38462,0.3 | |
| 30340 isogroup38463,0.2 | |
| 30341 isogroup38464,0 | |
| 30342 isogroup38465,0.1 | |
| 30343 isogroup38466,0.5 | |
| 30344 isogroup38467,0.1 | |
| 30345 isogroup38468,0.1 | |
| 30346 isogroup38469,-0.2 | |
| 30347 isogroup3847,3.1 | |
| 30348 isogroup38470,0.3 | |
| 30349 isogroup38471,-0.3 | |
| 30350 isogroup38472,0.2 | |
| 30351 isogroup38473,1 | |
| 30352 isogroup38474,0 | |
| 30353 isogroup38475,0.3 | |
| 30354 isogroup38476,-0.7 | |
| 30355 isogroup38477,2.5 | |
| 30356 isogroup38478,-0.7 | |
| 30357 isogroup38479,0 | |
| 30358 isogroup3848,0.2 | |
| 30359 isogroup38480,0.2 | |
| 30360 isogroup38481,0 | |
| 30361 isogroup38482,0.9 | |
| 30362 isogroup38483,0.2 | |
| 30363 isogroup38484,0.2 | |
| 30364 isogroup38485,0.6 | |
| 30365 isogroup38486,-0.1 | |
| 30366 isogroup38488,0.3 | |
| 30367 isogroup38489,1.2 | |
| 30368 isogroup3849,0.1 | |
| 30369 isogroup38490,0.4 | |
| 30370 isogroup38491,0 | |
| 30371 isogroup38492,0.9 | |
| 30372 isogroup38493,-0.2 | |
| 30373 isogroup38494,0 | |
| 30374 isogroup38495,0.2 | |
| 30375 isogroup38496,0.3 | |
| 30376 isogroup38497,0 | |
| 30377 isogroup38498,0.3 | |
| 30378 isogroup38499,-0.6 | |
| 30379 isogroup385,5.7 | |
| 30380 isogroup3850,-1.2 | |
| 30381 isogroup38500,0.1 | |
| 30382 isogroup38502,0.5 | |
| 30383 isogroup38503,1.5 | |
| 30384 isogroup38504,0.6 | |
| 30385 isogroup38505,0.6 | |
| 30386 isogroup38507,0.7 | |
| 30387 isogroup38508,0.3 | |
| 30388 isogroup38509,2 | |
| 30389 isogroup3851,0 | |
| 30390 isogroup38510,0.1 | |
| 30391 isogroup38511,0 | |
| 30392 isogroup38512,-1.2 | |
| 30393 isogroup38513,-0.2 | |
| 30394 isogroup38514,1.6 | |
| 30395 isogroup38515,0.1 | |
| 30396 isogroup38516,0.2 | |
| 30397 isogroup38517,0.2 | |
| 30398 isogroup38518,-0.8 | |
| 30399 isogroup38519,-3.1 | |
| 30400 isogroup3852,0 | |
| 30401 isogroup38520,0 | |
| 30402 isogroup38521,2.6 | |
| 30403 isogroup38524,0.8 | |
| 30404 isogroup38525,-1.1 | |
| 30405 isogroup38526,-0.1 | |
| 30406 isogroup38527,0.3 | |
| 30407 isogroup38528,0.8 | |
| 30408 isogroup38529,0.4 | |
| 30409 isogroup3853,-0.7 | |
| 30410 isogroup38530,0.9 | |
| 30411 isogroup38531,0.2 | |
| 30412 isogroup38532,-0.1 | |
| 30413 isogroup38533,0.5 | |
| 30414 isogroup38534,0.2 | |
| 30415 isogroup38535,7.9 | |
| 30416 isogroup38536,-0.6 | |
| 30417 isogroup38537,2 | |
| 30418 isogroup38538,0.5 | |
| 30419 isogroup38539,0.1 | |
| 30420 isogroup3854,-2.5 | |
| 30421 isogroup38540,0.9 | |
| 30422 isogroup38541,0.1 | |
| 30423 isogroup38542,0.2 | |
| 30424 isogroup38543,1 | |
| 30425 isogroup38544,1 | |
| 30426 isogroup38546,1 | |
| 30427 isogroup38548,0.3 | |
| 30428 isogroup38549,-0.3 | |
| 30429 isogroup3855,0.8 | |
| 30430 isogroup38550,-1.6 | |
| 30431 isogroup38551,-0.3 | |
| 30432 isogroup38552,1.6 | |
| 30433 isogroup38553,-0.1 | |
| 30434 isogroup38554,-0.1 | |
| 30435 isogroup38555,0 | |
| 30436 isogroup38556,-1.7 | |
| 30437 isogroup38557,0.3 | |
| 30438 isogroup38558,2 | |
| 30439 isogroup38559,0.8 | |
| 30440 isogroup3856,0.6 | |
| 30441 isogroup38560,-1.1 | |
| 30442 isogroup38561,-0.1 | |
| 30443 isogroup38562,-0.2 | |
| 30444 isogroup38563,1 | |
| 30445 isogroup38564,0.5 | |
| 30446 isogroup38566,-0.3 | |
| 30447 isogroup38567,0.7 | |
| 30448 isogroup38568,0 | |
| 30449 isogroup38569,0.3 | |
| 30450 isogroup3857,0.3 | |
| 30451 isogroup38570,-0.6 | |
| 30452 isogroup38571,0.3 | |
| 30453 isogroup38573,-0.5 | |
| 30454 isogroup38574,0.1 | |
| 30455 isogroup38575,0.4 | |
| 30456 isogroup38576,-1.2 | |
| 30457 isogroup38579,-0.1 | |
| 30458 isogroup3858,2.4 | |
| 30459 isogroup38580,0 | |
| 30460 isogroup38581,-0.3 | |
| 30461 isogroup38582,0.5 | |
| 30462 isogroup38583,0.7 | |
| 30463 isogroup38584,1.3 | |
| 30464 isogroup38585,0.3 | |
| 30465 isogroup38586,0.3 | |
| 30466 isogroup38587,0.8 | |
| 30467 isogroup38588,0.6 | |
| 30468 isogroup38589,1 | |
| 30469 isogroup3859,-0.7 | |
| 30470 isogroup38590,1.3 | |
| 30471 isogroup38591,0.7 | |
| 30472 isogroup38592,-0.6 | |
| 30473 isogroup38593,0.3 | |
| 30474 isogroup38594,-0.1 | |
| 30475 isogroup38595,0.6 | |
| 30476 isogroup38596,0.1 | |
| 30477 isogroup38597,0.2 | |
| 30478 isogroup38598,0.9 | |
| 30479 isogroup38599,-0.6 | |
| 30480 isogroup386,2.1 | |
| 30481 isogroup3860,0.7 | |
| 30482 isogroup38600,0.6 | |
| 30483 isogroup38601,0.1 | |
| 30484 isogroup38602,0.1 | |
| 30485 isogroup38603,0.1 | |
| 30486 isogroup38604,0.4 | |
| 30487 isogroup38605,-0.4 | |
| 30488 isogroup38607,-0.3 | |
| 30489 isogroup38608,1.3 | |
| 30490 isogroup38609,0 | |
| 30491 isogroup3861,-0.2 | |
| 30492 isogroup38610,0.7 | |
| 30493 isogroup38611,0.5 | |
| 30494 isogroup38612,0.7 | |
| 30495 isogroup38613,0.8 | |
| 30496 isogroup38614,-0.4 | |
| 30497 isogroup38615,-0.2 | |
| 30498 isogroup38616,-0.1 | |
| 30499 isogroup38617,0.2 | |
| 30500 isogroup38618,-0.3 | |
| 30501 isogroup38619,-0.9 | |
| 30502 isogroup38620,0.1 | |
| 30503 isogroup38621,0.1 | |
| 30504 isogroup38622,0.3 | |
| 30505 isogroup38623,0.3 | |
| 30506 isogroup38624,-0.2 | |
| 30507 isogroup38625,0.4 | |
| 30508 isogroup38626,0.6 | |
| 30509 isogroup38627,0 | |
| 30510 isogroup38628,0.9 | |
| 30511 isogroup38629,-0.1 | |
| 30512 isogroup3863,4.3 | |
| 30513 isogroup38630,-0.3 | |
| 30514 isogroup38631,0.4 | |
| 30515 isogroup38632,0.2 | |
| 30516 isogroup38633,1 | |
| 30517 isogroup38634,0.3 | |
| 30518 isogroup38635,-3 | |
| 30519 isogroup38636,0.4 | |
| 30520 isogroup38637,-0.4 | |
| 30521 isogroup38638,-0.1 | |
| 30522 isogroup38639,0.3 | |
| 30523 isogroup3864,0 | |
| 30524 isogroup38641,-0.2 | |
| 30525 isogroup38642,-0.4 | |
| 30526 isogroup38643,0.3 | |
| 30527 isogroup38644,0.4 | |
| 30528 isogroup38646,1.9 | |
| 30529 isogroup38647,0.8 | |
| 30530 isogroup38649,0.4 | |
| 30531 isogroup3865,1.4 | |
| 30532 isogroup38651,0.2 | |
| 30533 isogroup38652,1.4 | |
| 30534 isogroup38654,0.4 | |
| 30535 isogroup38656,-0.8 | |
| 30536 isogroup38657,0.1 | |
| 30537 isogroup38658,1.3 | |
| 30538 isogroup38659,0.7 | |
| 30539 isogroup3866,-6.7 | |
| 30540 isogroup38660,-0.3 | |
| 30541 isogroup38661,-0.3 | |
| 30542 isogroup38663,-1.4 | |
| 30543 isogroup38664,0.8 | |
| 30544 isogroup38665,-1.2 | |
| 30545 isogroup38666,0.6 | |
| 30546 isogroup38667,0.9 | |
| 30547 isogroup38668,0.1 | |
| 30548 isogroup38669,0.2 | |
| 30549 isogroup3867,-0.9 | |
| 30550 isogroup38670,-1.8 | |
| 30551 isogroup38671,0.5 | |
| 30552 isogroup38673,-1.2 | |
| 30553 isogroup38674,1.8 | |
| 30554 isogroup38675,-0.1 | |
| 30555 isogroup38677,-0.4 | |
| 30556 isogroup38678,-1.5 | |
| 30557 isogroup38679,-0.2 | |
| 30558 isogroup3868,1.8 | |
| 30559 isogroup38680,-0.1 | |
| 30560 isogroup38681,1 | |
| 30561 isogroup38682,0.4 | |
| 30562 isogroup38683,0.4 | |
| 30563 isogroup38684,0.4 | |
| 30564 isogroup38686,0.5 | |
| 30565 isogroup38687,-0.1 | |
| 30566 isogroup38688,0.1 | |
| 30567 isogroup38689,1.6 | |
| 30568 isogroup3869,-0.1 | |
| 30569 isogroup38690,1.8 | |
| 30570 isogroup38691,0.2 | |
| 30571 isogroup38692,0.6 | |
| 30572 isogroup38693,-0.5 | |
| 30573 isogroup38694,1.5 | |
| 30574 isogroup38695,0.2 | |
| 30575 isogroup38696,0.6 | |
| 30576 isogroup38697,-1 | |
| 30577 isogroup38698,0.4 | |
| 30578 isogroup38699,0 | |
| 30579 isogroup387,-4.1 | |
| 30580 isogroup3870,-3.4 | |
| 30581 isogroup38700,0.7 | |
| 30582 isogroup38701,-0.4 | |
| 30583 isogroup38702,-0.1 | |
| 30584 isogroup38703,0 | |
| 30585 isogroup38704,-0.1 | |
| 30586 isogroup38705,-1 | |
| 30587 isogroup38706,-0.1 | |
| 30588 isogroup38707,0.2 | |
| 30589 isogroup38708,0.2 | |
| 30590 isogroup38709,0.1 | |
| 30591 isogroup3871,0.9 | |
| 30592 isogroup38710,0.3 | |
| 30593 isogroup38711,0.8 | |
| 30594 isogroup38712,-0.2 | |
| 30595 isogroup38713,0.4 | |
| 30596 isogroup38714,0.1 | |
| 30597 isogroup38715,-0.1 | |
| 30598 isogroup38716,0.6 | |
| 30599 isogroup38717,-0.1 | |
| 30600 isogroup38718,0.3 | |
| 30601 isogroup38719,0.4 | |
| 30602 isogroup38720,0.4 | |
| 30603 isogroup38721,0.9 | |
| 30604 isogroup38722,-0.2 | |
| 30605 isogroup38723,-0.5 | |
| 30606 isogroup38724,0.3 | |
| 30607 isogroup38726,0 | |
| 30608 isogroup38727,0.3 | |
| 30609 isogroup38728,-3.2 | |
| 30610 isogroup38729,-0.4 | |
| 30611 isogroup3873,0.2 | |
| 30612 isogroup38730,-0.8 | |
| 30613 isogroup38731,0.5 | |
| 30614 isogroup38732,1 | |
| 30615 isogroup38733,0.1 | |
| 30616 isogroup38734,2.5 | |
| 30617 isogroup38735,-0.1 | |
| 30618 isogroup38736,0 | |
| 30619 isogroup38737,0.1 | |
| 30620 isogroup38738,0.2 | |
| 30621 isogroup38739,-0.3 | |
| 30622 isogroup3874,-0.2 | |
| 30623 isogroup38740,0.1 | |
| 30624 isogroup38741,-0.3 | |
| 30625 isogroup38742,-0.4 | |
| 30626 isogroup38743,9.4 | |
| 30627 isogroup38744,0.1 | |
| 30628 isogroup38745,0.8 | |
| 30629 isogroup38746,0.1 | |
| 30630 isogroup38747,4 | |
| 30631 isogroup38748,0.4 | |
| 30632 isogroup38749,2.6 | |
| 30633 isogroup3875,-0.3 | |
| 30634 isogroup38750,-0.3 | |
| 30635 isogroup38751,-0.1 | |
| 30636 isogroup38752,0.4 | |
| 30637 isogroup38753,-0.3 | |
| 30638 isogroup38755,0.9 | |
| 30639 isogroup38756,0.3 | |
| 30640 isogroup38757,-0.2 | |
| 30641 isogroup38758,0.1 | |
| 30642 isogroup38759,0.9 | |
| 30643 isogroup3876,-4 | |
| 30644 isogroup38760,1.2 | |
| 30645 isogroup38761,0.2 | |
| 30646 isogroup38762,0 | |
| 30647 isogroup38763,0.4 | |
| 30648 isogroup38764,0.4 | |
| 30649 isogroup38765,-0.1 | |
| 30650 isogroup38766,3.1 | |
| 30651 isogroup38767,0.3 | |
| 30652 isogroup38768,-0.3 | |
| 30653 isogroup38769,-0.4 | |
| 30654 isogroup3877,0.4 | |
| 30655 isogroup38771,0.7 | |
| 30656 isogroup38772,-1 | |
| 30657 isogroup38773,2.9 | |
| 30658 isogroup38774,0.8 | |
| 30659 isogroup38775,-0.8 | |
| 30660 isogroup38776,0.2 | |
| 30661 isogroup38777,0.3 | |
| 30662 isogroup38778,0 | |
| 30663 isogroup38779,0.4 | |
| 30664 isogroup3878,2.3 | |
| 30665 isogroup38780,0.2 | |
| 30666 isogroup38781,0.3 | |
| 30667 isogroup38782,2.2 | |
| 30668 isogroup38783,1.1 | |
| 30669 isogroup38784,0.2 | |
| 30670 isogroup38785,0.3 | |
| 30671 isogroup38786,-0.8 | |
| 30672 isogroup38788,0 | |
| 30673 isogroup3879,-0.1 | |
| 30674 isogroup38790,0.1 | |
| 30675 isogroup38792,0.6 | |
| 30676 isogroup38794,0 | |
| 30677 isogroup38795,0.2 | |
| 30678 isogroup38797,-0.8 | |
| 30679 isogroup38798,-0.1 | |
| 30680 isogroup38799,-0.6 | |
| 30681 isogroup388,6 | |
| 30682 isogroup3880,9.7 | |
| 30683 isogroup3880.1,3.4 | |
| 30684 isogroup38800,0.3 | |
| 30685 isogroup38801,0.3 | |
| 30686 isogroup38803,0.2 | |
| 30687 isogroup38804,0.5 | |
| 30688 isogroup38805,-0.2 | |
| 30689 isogroup38806,0 | |
| 30690 isogroup38807,-1.7 | |
| 30691 isogroup3881,0.1 | |
| 30692 isogroup38810,0.5 | |
| 30693 isogroup38811,-0.4 | |
| 30694 isogroup38813,0.9 | |
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| 30696 isogroup38815,0.1 | |
| 30697 isogroup38816,0.1 | |
| 30698 isogroup38817,1 | |
| 30699 isogroup38818,-0.5 | |
| 30700 isogroup38819,-0.3 | |
| 30701 isogroup3882,0.9 | |
| 30702 isogroup38820,0.1 | |
| 30703 isogroup38821,0 | |
| 30704 isogroup38822,-0.2 | |
| 30705 isogroup38823,-0.1 | |
| 30706 isogroup38824,0.7 | |
| 30707 isogroup38825,0.4 | |
| 30708 isogroup38826,-0.1 | |
| 30709 isogroup38827,0 | |
| 30710 isogroup38828,0.3 | |
| 30711 isogroup3883,2 | |
| 30712 isogroup38830,0 | |
| 30713 isogroup38831,1.7 | |
| 30714 isogroup38832,0.2 | |
| 30715 isogroup38833,-0.1 | |
| 30716 isogroup38834,0.3 | |
| 30717 isogroup38835,0.2 | |
| 30718 isogroup38836,-3 | |
| 30719 isogroup38837,0.5 | |
| 30720 isogroup38839,0.3 | |
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| 30722 isogroup38840,0.2 | |
| 30723 isogroup38841,0.2 | |
| 30724 isogroup38843,0 | |
| 30725 isogroup38844,0.8 | |
| 30726 isogroup38845,0.3 | |
| 30727 isogroup38846,0.1 | |
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| 30736 isogroup38854,0.3 | |
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| 30738 isogroup38856,0.6 | |
| 30739 isogroup38857,0.5 | |
| 30740 isogroup38858,0 | |
| 30741 isogroup3886,0.8 | |
| 30742 isogroup38861,-0.4 | |
| 30743 isogroup38862,0 | |
| 30744 isogroup38863,0.1 | |
| 30745 isogroup38864,0.3 | |
| 30746 isogroup38865,-0.9 | |
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| 30748 isogroup38867,0.2 | |
| 30749 isogroup38869,0.4 | |
| 30750 isogroup3887,-0.8 | |
| 30751 isogroup38870,0 | |
| 30752 isogroup38871,0.6 | |
| 30753 isogroup38873,0.5 | |
| 30754 isogroup38874,0.3 | |
| 30755 isogroup38875,0.2 | |
| 30756 isogroup38876,-1.1 | |
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| 30758 isogroup38878,2.6 | |
| 30759 isogroup38879,-10 | |
| 30760 isogroup3888,2.5 | |
| 30761 isogroup38880,0.4 | |
| 30762 isogroup38881,0.1 | |
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| 30765 isogroup38885,-0.3 | |
| 30766 isogroup38886,1.6 | |
| 30767 isogroup38887,0.3 | |
| 30768 isogroup38888,-0.3 | |
| 30769 isogroup38889,0.6 | |
| 30770 isogroup3889,-9.6 | |
| 30771 isogroup38890,0.1 | |
| 30772 isogroup38891,0.3 | |
| 30773 isogroup38892,0.3 | |
| 30774 isogroup38893,0 | |
| 30775 isogroup38894,0 | |
| 30776 isogroup38895,0.2 | |
| 30777 isogroup38896,-2.5 | |
| 30778 isogroup38897,1.4 | |
| 30779 isogroup38898,0.4 | |
| 30780 isogroup38899,0 | |
| 30781 isogroup389,1.4 | |
| 30782 isogroup3890,2 | |
| 30783 isogroup38900,0 | |
| 30784 isogroup38901,0.8 | |
| 30785 isogroup38902,0.4 | |
| 30786 isogroup38903,0.7 | |
| 30787 isogroup38904,1.7 | |
| 30788 isogroup38905,0 | |
| 30789 isogroup38906,0.4 | |
| 30790 isogroup38907,0 | |
| 30791 isogroup38908,-0.5 | |
| 30792 isogroup38909,1 | |
| 30793 isogroup3891,0.8 | |
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| 30795 isogroup38911,1.2 | |
| 30796 isogroup38912,-0.1 | |
| 30797 isogroup38913,0.1 | |
| 30798 isogroup38915,0.9 | |
| 30799 isogroup38916,0.3 | |
| 30800 isogroup38917,-0.9 | |
| 30801 isogroup38918,-1.5 | |
| 30802 isogroup3892,0.2 | |
| 30803 isogroup38920,1.3 | |
| 30804 isogroup38921,0 | |
| 30805 isogroup38923,1.6 | |
| 30806 isogroup38924,-0.5 | |
| 30807 isogroup38926,0 | |
| 30808 isogroup38927,0.7 | |
| 30809 isogroup38928,0.3 | |
| 30810 isogroup38929,0.4 | |
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| 30812 isogroup38930,-2.7 | |
| 30813 isogroup38931,0.6 | |
| 30814 isogroup38932,0.2 | |
| 30815 isogroup38933,0.3 | |
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| 30818 isogroup38936,0 | |
| 30819 isogroup38937,0.8 | |
| 30820 isogroup38938,0.4 | |
| 30821 isogroup38939,0.9 | |
| 30822 isogroup3894,0 | |
| 30823 isogroup38940,0 | |
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| 30827 isogroup38944,0.1 | |
| 30828 isogroup38945,0.2 | |
| 30829 isogroup38947,0.6 | |
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| 30838 isogroup38957,0.5 | |
| 30839 isogroup38959,0.4 | |
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| 30841 isogroup38960,-2.5 | |
| 30842 isogroup38961,0.1 | |
| 30843 isogroup38962,0.5 | |
| 30844 isogroup38963,-0.1 | |
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| 30846 isogroup38965,-1.4 | |
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| 30848 isogroup38967,0.2 | |
| 30849 isogroup38968,4.6 | |
| 30850 isogroup38969,0.6 | |
| 30851 isogroup3897,3 | |
| 30852 isogroup38970,1.1 | |
| 30853 isogroup38971,-0.3 | |
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| 30855 isogroup38973,0.5 | |
| 30856 isogroup38974,0 | |
| 30857 isogroup38975,0 | |
| 30858 isogroup38976,0 | |
| 30859 isogroup38977,0 | |
| 30860 isogroup38978,1 | |
| 30861 isogroup38979,-0.1 | |
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| 30864 isogroup38981,2.3 | |
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| 30866 isogroup38983,-2.6 | |
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| 30870 isogroup38988,0.6 | |
| 30871 isogroup38989,0.7 | |
| 30872 isogroup3899,3.4 | |
| 30873 isogroup38990,0.3 | |
| 30874 isogroup38991,0 | |
| 30875 isogroup38992,0 | |
| 30876 isogroup38993,-0.3 | |
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| 30878 isogroup38995,0 | |
| 30879 isogroup38996,0 | |
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| 30881 isogroup38998,0.2 | |
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| 30883 isogroup39,1.4 | |
| 30884 isogroup390,1.8 | |
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| 30888 isogroup39003,0.2 | |
| 30889 isogroup39004,-0.4 | |
| 30890 isogroup39005,1.1 | |
| 30891 isogroup39006,0.3 | |
| 30892 isogroup39007,0.1 | |
| 30893 isogroup39008,0.3 | |
| 30894 isogroup39009,-0.6 | |
| 30895 isogroup3901,-1.9 | |
| 30896 isogroup39012,-0.9 | |
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| 30898 isogroup39015,-0.7 | |
| 30899 isogroup39016,0.1 | |
| 30900 isogroup39017,0 | |
| 30901 isogroup39018,0 | |
| 30902 isogroup39019,0.2 | |
| 30903 isogroup3902,1.1 | |
| 30904 isogroup39020,0.1 | |
| 30905 isogroup39022,-0.1 | |
| 30906 isogroup39023,0.7 | |
| 30907 isogroup39024,0.3 | |
| 30908 isogroup39025,0 | |
| 30909 isogroup39026,0.1 | |
| 30910 isogroup39027,0.4 | |
| 30911 isogroup39028,-0.1 | |
| 30912 isogroup39029,0 | |
| 30913 isogroup3903,1.4 | |
| 30914 isogroup39030,-0.2 | |
| 30915 isogroup39031,0.1 | |
| 30916 isogroup39032,-10 | |
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| 30920 isogroup39036,0.2 | |
| 30921 isogroup39037,2.1 | |
| 30922 isogroup39038,0.3 | |
| 30923 isogroup39039,1.1 | |
| 30924 isogroup3904,0.5 | |
| 30925 isogroup39040,0.3 | |
| 30926 isogroup39041,0.6 | |
| 30927 isogroup39042,-0.3 | |
| 30928 isogroup39043,-0.3 | |
| 30929 isogroup39044,0.2 | |
| 30930 isogroup39046,1.2 | |
| 30931 isogroup39047,-0.2 | |
| 30932 isogroup39048,0.5 | |
| 30933 isogroup39049,-0.8 | |
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| 30935 isogroup39050,-0.6 | |
| 30936 isogroup39051,-0.3 | |
| 30937 isogroup39052,1.3 | |
| 30938 isogroup39053,0.5 | |
| 30939 isogroup39054,-0.2 | |
| 30940 isogroup39055,1.9 | |
| 30941 isogroup39056,-0.2 | |
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| 30943 isogroup39058,0.1 | |
| 30944 isogroup3906,0.2 | |
| 30945 isogroup39060,0 | |
| 30946 isogroup39061,0.4 | |
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| 30949 isogroup39065,0 | |
| 30950 isogroup39066,0.4 | |
| 30951 isogroup39067,1.4 | |
| 30952 isogroup39068,-0.2 | |
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| 30954 isogroup3907,1 | |
| 30955 isogroup39070,-0.4 | |
| 30956 isogroup39071,-0.1 | |
| 30957 isogroup39072,0.8 | |
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| 30959 isogroup39074,0.9 | |
| 30960 isogroup39075,-0.1 | |
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| 30962 isogroup39077,-5.9 | |
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| 30970 isogroup39084,1.8 | |
| 30971 isogroup39085,0.7 | |
| 30972 isogroup39086,0.2 | |
| 30973 isogroup39088,1.2 | |
| 30974 isogroup39089,0.5 | |
| 30975 isogroup3909,2 | |
| 30976 isogroup39090,-0.2 | |
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| 30978 isogroup39092,-0.1 | |
| 30979 isogroup39093,0.2 | |
| 30980 isogroup39094,-0.8 | |
| 30981 isogroup39095,-1.7 | |
| 30982 isogroup39096,-0.2 | |
| 30983 isogroup39097,0.3 | |
| 30984 isogroup39098,0.6 | |
| 30985 isogroup39099,0.3 | |
| 30986 isogroup391,1.2 | |
| 30987 isogroup3910,-2.6 | |
| 30988 isogroup39100,0.8 | |
| 30989 isogroup39101,0.8 | |
| 30990 isogroup39102,0.3 | |
| 30991 isogroup39103,0.3 | |
| 30992 isogroup39104,0.5 | |
| 30993 isogroup39105,-3.1 | |
| 30994 isogroup39106,0.2 | |
| 30995 isogroup39107,2.5 | |
| 30996 isogroup39108,0.3 | |
| 30997 isogroup39109,0.6 | |
| 30998 isogroup3911,0.7 | |
| 30999 isogroup39110,-0.1 | |
| 31000 isogroup39111,-0.1 | |
| 31001 isogroup39112,-0.1 | |
| 31002 isogroup39113,-0.2 | |
| 31003 isogroup39114,0.6 | |
| 31004 isogroup39115,3.2 | |
| 31005 isogroup39117,0 | |
| 31006 isogroup39118,0.6 | |
| 31007 isogroup39119,-1.3 | |
| 31008 isogroup3912,3.5 | |
| 31009 isogroup39120,1.1 | |
| 31010 isogroup39121,-0.2 | |
| 31011 isogroup39122,0.2 | |
| 31012 isogroup39123,0.2 | |
| 31013 isogroup39124,0.7 | |
| 31014 isogroup39125,-1 | |
| 31015 isogroup39126,0.5 | |
| 31016 isogroup39129,-2.2 | |
| 31017 isogroup3913,0.9 | |
| 31018 isogroup39130,0.4 | |
| 31019 isogroup39132,1.5 | |
| 31020 isogroup39133,0.8 | |
| 31021 isogroup39134,1.2 | |
| 31022 isogroup39135,-0.6 | |
| 31023 isogroup39136,1.1 | |
| 31024 isogroup39137,0 | |
| 31025 isogroup39138,0 | |
| 31026 isogroup39139,0.4 | |
| 31027 isogroup3914,10 | |
| 31028 isogroup39140,0.1 | |
| 31029 isogroup39141,-0.2 | |
| 31030 isogroup39142,1.3 | |
| 31031 isogroup39143,1.9 | |
| 31032 isogroup39144,1.2 | |
| 31033 isogroup39145,0 | |
| 31034 isogroup39146,0.6 | |
| 31035 isogroup39147,0.9 | |
| 31036 isogroup39148,-5.2 | |
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| 31038 isogroup3915,0.5 | |
| 31039 isogroup39150,0.2 | |
| 31040 isogroup39151,-0.2 | |
| 31041 isogroup39152,1.1 | |
| 31042 isogroup39153,0.6 | |
| 31043 isogroup39154,0.5 | |
| 31044 isogroup39155,1.9 | |
| 31045 isogroup39156,-0.3 | |
| 31046 isogroup39157,0.3 | |
| 31047 isogroup39158,-0.3 | |
| 31048 isogroup39159,-0.4 | |
| 31049 isogroup3916,-0.1 | |
| 31050 isogroup39160,1.7 | |
| 31051 isogroup39161,0.3 | |
| 31052 isogroup39162,2.5 | |
| 31053 isogroup39163,2.2 | |
| 31054 isogroup39164,0.1 | |
| 31055 isogroup39165,1 | |
| 31056 isogroup39166,0.5 | |
| 31057 isogroup39167,1.7 | |
| 31058 isogroup39168,0.4 | |
| 31059 isogroup39169,-0.2 | |
| 31060 isogroup3917,0.1 | |
| 31061 isogroup39170,0.1 | |
| 31062 isogroup39171,-0.4 | |
| 31063 isogroup39172,0.1 | |
| 31064 isogroup39173,-0.2 | |
| 31065 isogroup39174,0.3 | |
| 31066 isogroup39175,0.8 | |
| 31067 isogroup39176,0.1 | |
| 31068 isogroup39177,1.2 | |
| 31069 isogroup39178,0.4 | |
| 31070 isogroup3918,-4.1 | |
| 31071 isogroup39180,0.6 | |
| 31072 isogroup39181,0.9 | |
| 31073 isogroup39182,-0.6 | |
| 31074 isogroup39183,1.4 | |
| 31075 isogroup39186,0.4 | |
| 31076 isogroup39187,0.2 | |
| 31077 isogroup39188,-0.3 | |
| 31078 isogroup39189,-1 | |
| 31079 isogroup3919,-10 | |
| 31080 isogroup39191,0.7 | |
| 31081 isogroup39192,0 | |
| 31082 isogroup39194,-0.1 | |
| 31083 isogroup39195,0.2 | |
| 31084 isogroup39197,0.8 | |
| 31085 isogroup39198,-0.1 | |
| 31086 isogroup39199,2.2 | |
| 31087 isogroup392,1.1 | |
| 31088 isogroup3920,-6.3 | |
| 31089 isogroup39200,1 | |
| 31090 isogroup39201,-0.2 | |
| 31091 isogroup39202,0.1 | |
| 31092 isogroup39203,0 | |
| 31093 isogroup39204,0.2 | |
| 31094 isogroup39205,-0.3 | |
| 31095 isogroup39206,0.9 | |
| 31096 isogroup39207,0.2 | |
| 31097 isogroup39208,-0.3 | |
| 31098 isogroup3921,-10 | |
| 31099 isogroup39210,0.8 | |
| 31100 isogroup39211,-0.5 | |
| 31101 isogroup39212,0 | |
| 31102 isogroup39213,0.3 | |
| 31103 isogroup39214,-1.8 | |
| 31104 isogroup39215,0.6 | |
| 31105 isogroup39216,0.2 | |
| 31106 isogroup39217,-0.5 | |
| 31107 isogroup39218,1.1 | |
| 31108 isogroup3922,0.1 | |
| 31109 isogroup39220,0.8 | |
| 31110 isogroup39221,0.7 | |
| 31111 isogroup39222,-0.9 | |
| 31112 isogroup39223,0 | |
| 31113 isogroup39224,0.4 | |
| 31114 isogroup39225,0.2 | |
| 31115 isogroup39226,0.4 | |
| 31116 isogroup39227,-0.9 | |
| 31117 isogroup39229,0.3 | |
| 31118 isogroup3923,1.3 | |
| 31119 isogroup39230,0.2 | |
| 31120 isogroup39231,0.4 | |
| 31121 isogroup39232,0 | |
| 31122 isogroup39233,0 | |
| 31123 isogroup39234,-0.1 | |
| 31124 isogroup39235,0.5 | |
| 31125 isogroup39237,-0.2 | |
| 31126 isogroup39239,0.4 | |
| 31127 isogroup3924,2.7 | |
| 31128 isogroup39240,0.2 | |
| 31129 isogroup39241,-2.3 | |
| 31130 isogroup39242,0.4 | |
| 31131 isogroup39243,0.6 | |
| 31132 isogroup39244,0.5 | |
| 31133 isogroup39245,0.3 | |
| 31134 isogroup39246,0.4 | |
| 31135 isogroup39247,0.2 | |
| 31136 isogroup39248,0.2 | |
| 31137 isogroup39249,0.1 | |
| 31138 isogroup3925,0.2 | |
| 31139 isogroup39250,0.1 | |
| 31140 isogroup39251,0.3 | |
| 31141 isogroup39252,0.1 | |
| 31142 isogroup39253,0.9 | |
| 31143 isogroup39254,0 | |
| 31144 isogroup39255,-0.4 | |
| 31145 isogroup39256,0.5 | |
| 31146 isogroup39257,-0.2 | |
| 31147 isogroup39258,-3.1 | |
| 31148 isogroup39259,0 | |
| 31149 isogroup3926,0.1 | |
| 31150 isogroup39260,-0.1 | |
| 31151 isogroup39261,-0.7 | |
| 31152 isogroup39262,-0.1 | |
| 31153 isogroup39263,1.8 | |
| 31154 isogroup39264,0.2 | |
| 31155 isogroup39265,0.9 | |
| 31156 isogroup39266,0.4 | |
| 31157 isogroup39268,0.5 | |
| 31158 isogroup3927,-0.3 | |
| 31159 isogroup39271,-0.1 | |
| 31160 isogroup39272,-1.1 | |
| 31161 isogroup39273,0.3 | |
| 31162 isogroup39274,0.1 | |
| 31163 isogroup39275,0.4 | |
| 31164 isogroup39276,0.6 | |
| 31165 isogroup39277,-0.9 | |
| 31166 isogroup39278,0.1 | |
| 31167 isogroup39279,0.2 | |
| 31168 isogroup3928,5 | |
| 31169 isogroup39280,-0.2 | |
| 31170 isogroup39281,0 | |
| 31171 isogroup39282,0.3 | |
| 31172 isogroup39283,0.4 | |
| 31173 isogroup39284,-0.3 | |
| 31174 isogroup39285,0.5 | |
| 31175 isogroup39286,0.3 | |
| 31176 isogroup39287,-0.1 | |
| 31177 isogroup39288,-0.1 | |
| 31178 isogroup39289,-0.1 | |
| 31179 isogroup3929,0.4 | |
| 31180 isogroup39291,0.5 | |
| 31181 isogroup39293,0.2 | |
| 31182 isogroup39294,0.5 | |
| 31183 isogroup39295,0.4 | |
| 31184 isogroup39296,1.5 | |
| 31185 isogroup39297,0 | |
| 31186 isogroup39298,-0.1 | |
| 31187 isogroup39299,-0.1 | |
| 31188 isogroup393,0.9 | |
| 31189 isogroup3930,0.1 | |
| 31190 isogroup39300,0.3 | |
| 31191 isogroup39301,0.3 | |
| 31192 isogroup39302,0.4 | |
| 31193 isogroup39303,0.3 | |
| 31194 isogroup39304,1 | |
| 31195 isogroup39305,-4 | |
| 31196 isogroup39306,0.3 | |
| 31197 isogroup39307,-0.5 | |
| 31198 isogroup39308,-0.1 | |
| 31199 isogroup39309,0.2 | |
| 31200 isogroup3931,-0.4 | |
| 31201 isogroup39311,0.9 | |
| 31202 isogroup39312,0.4 | |
| 31203 isogroup39313,-0.4 | |
| 31204 isogroup39314,1.4 | |
| 31205 isogroup39315,0.8 | |
| 31206 isogroup39316,0.3 | |
| 31207 isogroup39317,-0.2 | |
| 31208 isogroup39319,0.9 | |
| 31209 isogroup3932,2.8 | |
| 31210 isogroup39321,1.5 | |
| 31211 isogroup39322,0.7 | |
| 31212 isogroup39323,-0.1 | |
| 31213 isogroup39324,0.2 | |
| 31214 isogroup39325,1.2 | |
| 31215 isogroup39326,0 | |
| 31216 isogroup39327,0.5 | |
| 31217 isogroup39329,-0.3 | |
| 31218 isogroup3933,1.6 | |
| 31219 isogroup39331,0.1 | |
| 31220 isogroup39332,0.4 | |
| 31221 isogroup39333,0.8 | |
| 31222 isogroup39334,0.5 | |
| 31223 isogroup39335,0.1 | |
| 31224 isogroup39336,0.2 | |
| 31225 isogroup39337,0.5 | |
| 31226 isogroup39338,-0.3 | |
| 31227 isogroup39339,-0.5 | |
| 31228 isogroup3934,-0.1 | |
| 31229 isogroup39340,-0.3 | |
| 31230 isogroup39341,0.4 | |
| 31231 isogroup39342,0.1 | |
| 31232 isogroup39343,0.7 | |
| 31233 isogroup39344,0.3 | |
| 31234 isogroup39345,1 | |
| 31235 isogroup39346,1.3 | |
| 31236 isogroup39347,0.4 | |
| 31237 isogroup39348,1.1 | |
| 31238 isogroup39349,-2.4 | |
| 31239 isogroup3935,-0.6 | |
| 31240 isogroup39351,-0.4 | |
| 31241 isogroup39352,1.5 | |
| 31242 isogroup39353,0.1 | |
| 31243 isogroup39354,-0.1 | |
| 31244 isogroup39355,0.4 | |
| 31245 isogroup39356,0.3 | |
| 31246 isogroup39357,-0.3 | |
| 31247 isogroup39358,0.2 | |
| 31248 isogroup39359,0.2 | |
| 31249 isogroup3936,1.8 | |
| 31250 isogroup39360,-0.4 | |
| 31251 isogroup39361,0.3 | |
| 31252 isogroup39362,0 | |
| 31253 isogroup39364,0.3 | |
| 31254 isogroup39365,0.5 | |
| 31255 isogroup39366,1.5 | |
| 31256 isogroup39367,0 | |
| 31257 isogroup39368,-0.4 | |
| 31258 isogroup3937,0.4 | |
| 31259 isogroup39370,0.8 | |
| 31260 isogroup39371,0.1 | |
| 31261 isogroup39372,-0.6 | |
| 31262 isogroup39374,-3.1 | |
| 31263 isogroup39375,0.1 | |
| 31264 isogroup39376,-0.1 | |
| 31265 isogroup39377,-0.5 | |
| 31266 isogroup39378,0.3 | |
| 31267 isogroup39379,-0.1 | |
| 31268 isogroup3938,-0.8 | |
| 31269 isogroup39380,-0.4 | |
| 31270 isogroup39381,-0.4 | |
| 31271 isogroup39382,1.2 | |
| 31272 isogroup39383,0.3 | |
| 31273 isogroup39384,0.2 | |
| 31274 isogroup39385,1.1 | |
| 31275 isogroup39386,0.3 | |
| 31276 isogroup39387,-0.1 | |
| 31277 isogroup39388,0.4 | |
| 31278 isogroup39389,0.6 | |
| 31279 isogroup3939,0.9 | |
| 31280 isogroup39390,-0.2 | |
| 31281 isogroup39391,0 | |
| 31282 isogroup39392,-1.4 | |
| 31283 isogroup39393,-0.4 | |
| 31284 isogroup39394,0.1 | |
| 31285 isogroup39395,-0.8 | |
| 31286 isogroup39396,0.6 | |
| 31287 isogroup39399,0.1 | |
| 31288 isogroup394,2.4 | |
| 31289 isogroup3940,0.4 | |
| 31290 isogroup39400,-3.5 | |
| 31291 isogroup39401,0 | |
| 31292 isogroup39402,0.4 | |
| 31293 isogroup39403,-1.3 | |
| 31294 isogroup39404,0.7 | |
| 31295 isogroup39406,0.1 | |
| 31296 isogroup39407,-0.1 | |
| 31297 isogroup39408,1.2 | |
| 31298 isogroup39409,1.1 | |
| 31299 isogroup3941,-0.7 | |
| 31300 isogroup39410,-0.2 | |
| 31301 isogroup39411,1.5 | |
| 31302 isogroup39412,0.2 | |
| 31303 isogroup39413,0.1 | |
| 31304 isogroup39414,0 | |
| 31305 isogroup39415,0.5 | |
| 31306 isogroup39416,0.4 | |
| 31307 isogroup39417,0 | |
| 31308 isogroup39418,1.4 | |
| 31309 isogroup39419,0.2 | |
| 31310 isogroup3942,-1.5 | |
| 31311 isogroup3942.1,-8.1 | |
| 31312 isogroup39420,-0.5 | |
| 31313 isogroup39421,0.6 | |
| 31314 isogroup39422,0.3 | |
| 31315 isogroup39423,1.8 | |
| 31316 isogroup39425,0.2 | |
| 31317 isogroup39426,0.3 | |
| 31318 isogroup39427,0.6 | |
| 31319 isogroup39428,-0.4 | |
| 31320 isogroup39429,0.5 | |
| 31321 isogroup3943,-10 | |
| 31322 isogroup39431,-9.8 | |
| 31323 isogroup39432,-0.2 | |
| 31324 isogroup39433,0.4 | |
| 31325 isogroup39434,0.1 | |
| 31326 isogroup39435,0.3 | |
| 31327 isogroup39436,0.1 | |
| 31328 isogroup39437,2.1 | |
| 31329 isogroup39438,0.5 | |
| 31330 isogroup39439,0.3 | |
| 31331 isogroup3944,0.1 | |
| 31332 isogroup39440,0.3 | |
| 31333 isogroup39441,0.5 | |
| 31334 isogroup39442,0.3 | |
| 31335 isogroup39443,-0.9 | |
| 31336 isogroup39444,0.6 | |
| 31337 isogroup39445,0.4 | |
| 31338 isogroup39446,-0.5 | |
| 31339 isogroup39447,0 | |
| 31340 isogroup39448,0.4 | |
| 31341 isogroup39449,0 | |
| 31342 isogroup3945,0.1 | |
| 31343 isogroup39450,-0.2 | |
| 31344 isogroup39451,-0.8 | |
| 31345 isogroup39452,-0.1 | |
| 31346 isogroup39453,0.3 | |
| 31347 isogroup39454,-1.2 | |
| 31348 isogroup39455,0.4 | |
| 31349 isogroup39456,0.3 | |
| 31350 isogroup39457,-7.8 | |
| 31351 isogroup39458,-0.6 | |
| 31352 isogroup39459,0.8 | |
| 31353 isogroup3946,0.3 | |
| 31354 isogroup39461,-0.6 | |
| 31355 isogroup39462,-0.5 | |
| 31356 isogroup39463,0.3 | |
| 31357 isogroup39464,1.2 | |
| 31358 isogroup39465,0 | |
| 31359 isogroup39467,0.5 | |
| 31360 isogroup39468,0.5 | |
| 31361 isogroup39469,-0.7 | |
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| 31363 isogroup39470,3.8 | |
| 31364 isogroup39471,0.5 | |
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| 31366 isogroup39473,-0.1 | |
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| 31369 isogroup39477,0.4 | |
| 31370 isogroup39478,0.1 | |
| 31371 isogroup39479,0 | |
| 31372 isogroup3948,2.4 | |
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| 31376 isogroup39482,1.2 | |
| 31377 isogroup39483,-0.3 | |
| 31378 isogroup39484,0.1 | |
| 31379 isogroup39486,1.7 | |
| 31380 isogroup39487,-0.1 | |
| 31381 isogroup39488,0.7 | |
| 31382 isogroup39489,0.2 | |
| 31383 isogroup3949,2.4 | |
| 31384 isogroup39490,-0.5 | |
| 31385 isogroup39491,1.2 | |
| 31386 isogroup39492,-0.4 | |
| 31387 isogroup39493,0.5 | |
| 31388 isogroup39494,0 | |
| 31389 isogroup39495,-0.6 | |
| 31390 isogroup39496,1 | |
| 31391 isogroup39497,-0.9 | |
| 31392 isogroup39498,0.8 | |
| 31393 isogroup39499,0.5 | |
| 31394 isogroup395,-5.3 | |
| 31395 isogroup3950,-0.5 | |
| 31396 isogroup39500,2.8 | |
| 31397 isogroup39501,0.8 | |
| 31398 isogroup39502,1.1 | |
| 31399 isogroup39503,-0.6 | |
| 31400 isogroup39504,0 | |
| 31401 isogroup39505,0.3 | |
| 31402 isogroup39506,0 | |
| 31403 isogroup39507,0.2 | |
| 31404 isogroup39508,-0.1 | |
| 31405 isogroup3951,0.2 | |
| 31406 isogroup39510,-2.2 | |
| 31407 isogroup39511,0.3 | |
| 31408 isogroup39512,-0.1 | |
| 31409 isogroup39513,1.2 | |
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| 31411 isogroup39516,0.3 | |
| 31412 isogroup39518,0.2 | |
| 31413 isogroup39519,0.8 | |
| 31414 isogroup3952,1.6 | |
| 31415 isogroup39520,0.5 | |
| 31416 isogroup39521,0.3 | |
| 31417 isogroup39523,0.1 | |
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| 31419 isogroup39525,0.8 | |
| 31420 isogroup39526,0.8 | |
| 31421 isogroup39527,0.9 | |
| 31422 isogroup39528,-0.2 | |
| 31423 isogroup39529,0.1 | |
| 31424 isogroup3953,1.5 | |
| 31425 isogroup39530,-1.4 | |
| 31426 isogroup39531,0 | |
| 31427 isogroup39532,0.2 | |
| 31428 isogroup39533,0 | |
| 31429 isogroup39534,0.2 | |
| 31430 isogroup39535,0.8 | |
| 31431 isogroup39536,0.6 | |
| 31432 isogroup39537,-0.3 | |
| 31433 isogroup39538,0.7 | |
| 31434 isogroup39539,0.1 | |
| 31435 isogroup3954,1.1 | |
| 31436 isogroup39541,0.1 | |
| 31437 isogroup39542,-0.3 | |
| 31438 isogroup39543,0.9 | |
| 31439 isogroup39544,1.4 | |
| 31440 isogroup39545,0.4 | |
| 31441 isogroup39546,0.3 | |
| 31442 isogroup39547,-0.3 | |
| 31443 isogroup39548,0.4 | |
| 31444 isogroup39549,-0.1 | |
| 31445 isogroup3955,-9.7 | |
| 31446 isogroup39550,0.7 | |
| 31447 isogroup39552,-1.5 | |
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| 31449 isogroup39557,0.4 | |
| 31450 isogroup39558,1.2 | |
| 31451 isogroup39559,-0.2 | |
| 31452 isogroup3956,1.2 | |
| 31453 isogroup39560,-0.5 | |
| 31454 isogroup39561,0 | |
| 31455 isogroup39562,0.1 | |
| 31456 isogroup39563,-0.1 | |
| 31457 isogroup39567,0.9 | |
| 31458 isogroup39568,0.6 | |
| 31459 isogroup39569,-0.5 | |
| 31460 isogroup3957,0.1 | |
| 31461 isogroup39570,0.5 | |
| 31462 isogroup39571,0.3 | |
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| 31465 isogroup39574,0.7 | |
| 31466 isogroup39575,0.1 | |
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| 31469 isogroup39578,0.5 | |
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| 31471 isogroup3958,0.9 | |
| 31472 isogroup39580,0.4 | |
| 31473 isogroup39581,0 | |
| 31474 isogroup39582,2.1 | |
| 31475 isogroup39583,0.7 | |
| 31476 isogroup39584,-0.5 | |
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| 31478 isogroup39586,-0.4 | |
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| 31480 isogroup39588,-0.2 | |
| 31481 isogroup3959,2.6 | |
| 31482 isogroup39591,-0.2 | |
| 31483 isogroup39592,0.3 | |
| 31484 isogroup39593,1.9 | |
| 31485 isogroup39594,0.8 | |
| 31486 isogroup39595,6.8 | |
| 31487 isogroup39596,0.4 | |
| 31488 isogroup39597,-0.5 | |
| 31489 isogroup39598,0.3 | |
| 31490 isogroup39599,1.5 | |
| 31491 isogroup396,0.6 | |
| 31492 isogroup3960,0.3 | |
| 31493 isogroup39601,0.5 | |
| 31494 isogroup39602,-0.2 | |
| 31495 isogroup39604,0.6 | |
| 31496 isogroup39605,1.2 | |
| 31497 isogroup39606,0 | |
| 31498 isogroup39607,0.4 | |
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| 31500 isogroup3961,1 | |
| 31501 isogroup39610,-0.1 | |
| 31502 isogroup39611,2.4 | |
| 31503 isogroup39612,0.1 | |
| 31504 isogroup39613,-0.2 | |
| 31505 isogroup39614,-0.3 | |
| 31506 isogroup39615,0.3 | |
| 31507 isogroup39616,-0.2 | |
| 31508 isogroup39617,1 | |
| 31509 isogroup39618,0.6 | |
| 31510 isogroup3962,0.2 | |
| 31511 isogroup39621,0.5 | |
| 31512 isogroup39622,0.2 | |
| 31513 isogroup39623,-0.3 | |
| 31514 isogroup39624,1.3 | |
| 31515 isogroup39625,-0.3 | |
| 31516 isogroup39626,-0.5 | |
| 31517 isogroup39627,-0.1 | |
| 31518 isogroup39628,-1.3 | |
| 31519 isogroup3963,-3.4 | |
| 31520 isogroup39630,0.2 | |
| 31521 isogroup39631,0.1 | |
| 31522 isogroup39632,0 | |
| 31523 isogroup39633,-0.1 | |
| 31524 isogroup39634,1.6 | |
| 31525 isogroup39635,0.2 | |
| 31526 isogroup39636,0.6 | |
| 31527 isogroup39637,0.4 | |
| 31528 isogroup39638,0.8 | |
| 31529 isogroup39639,-0.6 | |
| 31530 isogroup3964,0.7 | |
| 31531 isogroup39640,0.1 | |
| 31532 isogroup39641,0.3 | |
| 31533 isogroup39642,0.5 | |
| 31534 isogroup39645,0.4 | |
| 31535 isogroup39646,1.5 | |
| 31536 isogroup39647,-0.4 | |
| 31537 isogroup39648,-0.5 | |
| 31538 isogroup39649,-0.1 | |
| 31539 isogroup3965,-0.2 | |
| 31540 isogroup39650,0.1 | |
| 31541 isogroup39651,0.2 | |
| 31542 isogroup39652,1.4 | |
| 31543 isogroup39653,0.4 | |
| 31544 isogroup39654,-0.1 | |
| 31545 isogroup39655,-2.3 | |
| 31546 isogroup39656,1.2 | |
| 31547 isogroup39657,0.5 | |
| 31548 isogroup39658,0.8 | |
| 31549 isogroup39659,-0.6 | |
| 31550 isogroup3966,0.1 | |
| 31551 isogroup39660,0.5 | |
| 31552 isogroup39661,-0.3 | |
| 31553 isogroup39662,0.1 | |
| 31554 isogroup39663,0.1 | |
| 31555 isogroup39664,0.3 | |
| 31556 isogroup39665,-0.1 | |
| 31557 isogroup39666,-1.2 | |
| 31558 isogroup39667,0.3 | |
| 31559 isogroup39668,-1 | |
| 31560 isogroup39669,0.1 | |
| 31561 isogroup3967,-0.1 | |
| 31562 isogroup39670,1.4 | |
| 31563 isogroup39671,-2.3 | |
| 31564 isogroup39672,-0.2 | |
| 31565 isogroup39673,0.5 | |
| 31566 isogroup39675,-0.1 | |
| 31567 isogroup39676,0.3 | |
| 31568 isogroup39677,-0.6 | |
| 31569 isogroup39678,0.5 | |
| 31570 isogroup39679,0.5 | |
| 31571 isogroup3968,0 | |
| 31572 isogroup39680,1.9 | |
| 31573 isogroup39681,0.3 | |
| 31574 isogroup39682,0.1 | |
| 31575 isogroup39683,0.4 | |
| 31576 isogroup39684,-0.3 | |
| 31577 isogroup39685,1.3 | |
| 31578 isogroup39686,0.1 | |
| 31579 isogroup39687,1.6 | |
| 31580 isogroup39688,-0.5 | |
| 31581 isogroup39689,1.3 | |
| 31582 isogroup3969,0.6 | |
| 31583 isogroup39690,0.5 | |
| 31584 isogroup39691,0.2 | |
| 31585 isogroup39692,0.3 | |
| 31586 isogroup39693,0.2 | |
| 31587 isogroup39694,-1.2 | |
| 31588 isogroup39695,0.3 | |
| 31589 isogroup39696,1.1 | |
| 31590 isogroup39697,-1.1 | |
| 31591 isogroup39698,0.1 | |
| 31592 isogroup39699,0.3 | |
| 31593 isogroup397,1 | |
| 31594 isogroup3970,0 | |
| 31595 isogroup39701,0.6 | |
| 31596 isogroup39702,0.1 | |
| 31597 isogroup39703,-0.1 | |
| 31598 isogroup39704,3.7 | |
| 31599 isogroup39705,0.3 | |
| 31600 isogroup39706,-0.1 | |
| 31601 isogroup39707,0.3 | |
| 31602 isogroup39708,1.3 | |
| 31603 isogroup39709,0.9 | |
| 31604 isogroup3971,1 | |
| 31605 isogroup39710,-0.2 | |
| 31606 isogroup39711,0.5 | |
| 31607 isogroup39712,-1 | |
| 31608 isogroup39713,-0.4 | |
| 31609 isogroup39714,-1.4 | |
| 31610 isogroup39715,-0.3 | |
| 31611 isogroup39716,-0.7 | |
| 31612 isogroup39717,-0.3 | |
| 31613 isogroup39718,0.2 | |
| 31614 isogroup39719,0.4 | |
| 31615 isogroup3972,1.5 | |
| 31616 isogroup39720,0.6 | |
| 31617 isogroup39722,-0.6 | |
| 31618 isogroup39723,0.5 | |
| 31619 isogroup39724,1.5 | |
| 31620 isogroup39725,-2.5 | |
| 31621 isogroup39726,0.6 | |
| 31622 isogroup39727,0 | |
| 31623 isogroup39728,7.5 | |
| 31624 isogroup39729,-0.2 | |
| 31625 isogroup3973,3 | |
| 31626 isogroup39730,-0.8 | |
| 31627 isogroup39731,0.4 | |
| 31628 isogroup39733,1.3 | |
| 31629 isogroup39734,1.3 | |
| 31630 isogroup39736,10 | |
| 31631 isogroup39737,1.8 | |
| 31632 isogroup39738,0.4 | |
| 31633 isogroup39739,0.2 | |
| 31634 isogroup3974,0.8 | |
| 31635 isogroup39740,1.2 | |
| 31636 isogroup39741,-1.9 | |
| 31637 isogroup39743,-0.3 | |
| 31638 isogroup39744,1.8 | |
| 31639 isogroup39745,1.6 | |
| 31640 isogroup39746,0.6 | |
| 31641 isogroup39747,-0.5 | |
| 31642 isogroup39748,-0.7 | |
| 31643 isogroup39749,0.1 | |
| 31644 isogroup3975,-0.3 | |
| 31645 isogroup39750,0.3 | |
| 31646 isogroup39751,0.8 | |
| 31647 isogroup39753,-0.1 | |
| 31648 isogroup39754,1.3 | |
| 31649 isogroup39755,0.3 | |
| 31650 isogroup39756,1.7 | |
| 31651 isogroup39757,0.6 | |
| 31652 isogroup39758,0.3 | |
| 31653 isogroup39759,0.1 | |
| 31654 isogroup3976,-1.9 | |
| 31655 isogroup39760,1 | |
| 31656 isogroup39761,-1.1 | |
| 31657 isogroup39762,0 | |
| 31658 isogroup39763,-0.2 | |
| 31659 isogroup39764,-0.7 | |
| 31660 isogroup39765,0 | |
| 31661 isogroup39766,0.5 | |
| 31662 isogroup39767,-0.1 | |
| 31663 isogroup39768,1.2 | |
| 31664 isogroup39769,0.5 | |
| 31665 isogroup3977,1.1 | |
| 31666 isogroup3977.1,-0.2 | |
| 31667 isogroup39770,-0.6 | |
| 31668 isogroup39771,0.2 | |
| 31669 isogroup39772,0 | |
| 31670 isogroup39773,-0.6 | |
| 31671 isogroup39774,0.1 | |
| 31672 isogroup39775,0.7 | |
| 31673 isogroup39776,-0.1 | |
| 31674 isogroup39777,0.8 | |
| 31675 isogroup39778,-0.1 | |
| 31676 isogroup39779,0 | |
| 31677 isogroup3978,1.4 | |
| 31678 isogroup39780,-0.5 | |
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| 31680 isogroup39784,3 | |
| 31681 isogroup39785,1.1 | |
| 31682 isogroup39786,0 | |
| 31683 isogroup39787,0.4 | |
| 31684 isogroup39788,1.3 | |
| 31685 isogroup39789,0 | |
| 31686 isogroup3979,-3.2 | |
| 31687 isogroup39790,0.6 | |
| 31688 isogroup39791,0.6 | |
| 31689 isogroup39792,-0.8 | |
| 31690 isogroup39793,0 | |
| 31691 isogroup39794,0.6 | |
| 31692 isogroup39795,0.3 | |
| 31693 isogroup39796,-0.6 | |
| 31694 isogroup39797,-0.4 | |
| 31695 isogroup39798,0.9 | |
| 31696 isogroup39799,0 | |
| 31697 isogroup398,1 | |
| 31698 isogroup3980,0.5 | |
| 31699 isogroup39800,-0.1 | |
| 31700 isogroup39801,0.4 | |
| 31701 isogroup39802,0.8 | |
| 31702 isogroup39803,0.4 | |
| 31703 isogroup39804,-3.9 | |
| 31704 isogroup39805,0.2 | |
| 31705 isogroup39806,0.5 | |
| 31706 isogroup39807,-1.8 | |
| 31707 isogroup39808,0.3 | |
| 31708 isogroup39809,0.4 | |
| 31709 isogroup3981,0.5 | |
| 31710 isogroup3981.1,0.3 | |
| 31711 isogroup39810,1.2 | |
| 31712 isogroup39811,0.3 | |
| 31713 isogroup39812,0.5 | |
| 31714 isogroup39813,0.9 | |
| 31715 isogroup39814,0.6 | |
| 31716 isogroup39815,0 | |
| 31717 isogroup39816,0.3 | |
| 31718 isogroup39817,-0.5 | |
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| 31722 isogroup39820,-0.3 | |
| 31723 isogroup39821,-0.2 | |
| 31724 isogroup39822,0.1 | |
| 31725 isogroup39823,-0.2 | |
| 31726 isogroup39824,0.6 | |
| 31727 isogroup39825,-0.4 | |
| 31728 isogroup39826,-0.7 | |
| 31729 isogroup39827,-0.1 | |
| 31730 isogroup39828,-3.3 | |
| 31731 isogroup39829,1 | |
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| 31734 isogroup39831,0 | |
| 31735 isogroup39832,-0.3 | |
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| 31738 isogroup39835,0.5 | |
| 31739 isogroup39836,1.2 | |
| 31740 isogroup39837,-0.5 | |
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| 31743 isogroup3984,0.3 | |
| 31744 isogroup39840,-0.4 | |
| 31745 isogroup39842,-1.3 | |
| 31746 isogroup39843,1.7 | |
| 31747 isogroup39844,0.6 | |
| 31748 isogroup39845,0.6 | |
| 31749 isogroup39846,1.2 | |
| 31750 isogroup39848,1.2 | |
| 31751 isogroup39849,0.6 | |
| 31752 isogroup3985,0.6 | |
| 31753 isogroup39850,0 | |
| 31754 isogroup39851,-0.8 | |
| 31755 isogroup39852,0.1 | |
| 31756 isogroup39853,0.7 | |
| 31757 isogroup39855,0 | |
| 31758 isogroup39856,0.2 | |
| 31759 isogroup39858,0.5 | |
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| 31762 isogroup39860,0.3 | |
| 31763 isogroup39861,1.9 | |
| 31764 isogroup39862,0.2 | |
| 31765 isogroup39863,0 | |
| 31766 isogroup39864,-1.8 | |
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| 31768 isogroup39867,1.5 | |
| 31769 isogroup39868,1.6 | |
| 31770 isogroup3987,1.5 | |
| 31771 isogroup39870,0.4 | |
| 31772 isogroup39871,-1.5 | |
| 31773 isogroup39872,0.5 | |
| 31774 isogroup39873,0.9 | |
| 31775 isogroup39874,0.1 | |
| 31776 isogroup39875,0.4 | |
| 31777 isogroup39876,1.6 | |
| 31778 isogroup39877,0.3 | |
| 31779 isogroup39878,0.6 | |
| 31780 isogroup39879,0.2 | |
| 31781 isogroup3988,0 | |
| 31782 isogroup39880,0.7 | |
| 31783 isogroup39881,-0.2 | |
| 31784 isogroup39882,0.3 | |
| 31785 isogroup39883,-0.2 | |
| 31786 isogroup39884,0.3 | |
| 31787 isogroup39885,0.3 | |
| 31788 isogroup39886,0.6 | |
| 31789 isogroup39887,-0.1 | |
| 31790 isogroup39888,-0.2 | |
| 31791 isogroup39889,0.5 | |
| 31792 isogroup3989,-0.9 | |
| 31793 isogroup39890,1.2 | |
| 31794 isogroup39891,-0.2 | |
| 31795 isogroup39892,0 | |
| 31796 isogroup39893,-0.5 | |
| 31797 isogroup39894,0.4 | |
| 31798 isogroup39895,4.6 | |
| 31799 isogroup39896,0.4 | |
| 31800 isogroup39897,1.2 | |
| 31801 isogroup39898,0.3 | |
| 31802 isogroup39899,0.1 | |
| 31803 isogroup399,1.1 | |
| 31804 isogroup3990,-0.1 | |
| 31805 isogroup39900,-0.6 | |
| 31806 isogroup39901,-0.1 | |
| 31807 isogroup39902,1.1 | |
| 31808 isogroup39903,-0.7 | |
| 31809 isogroup39904,0 | |
| 31810 isogroup39906,0.3 | |
| 31811 isogroup39907,-0.1 | |
| 31812 isogroup39908,0.8 | |
| 31813 isogroup39909,0.7 | |
| 31814 isogroup3991,2.5 | |
| 31815 isogroup39910,0.5 | |
| 31816 isogroup39911,-5.9 | |
| 31817 isogroup39913,-0.3 | |
| 31818 isogroup39914,-3.8 | |
| 31819 isogroup39915,-0.2 | |
| 31820 isogroup39916,0.2 | |
| 31821 isogroup39917,0.6 | |
| 31822 isogroup39918,-0.1 | |
| 31823 isogroup39919,0 | |
| 31824 isogroup3992,2.7 | |
| 31825 isogroup39920,-0.9 | |
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| 31827 isogroup39922,-0.7 | |
| 31828 isogroup39923,-0.2 | |
| 31829 isogroup39924,0.5 | |
| 31830 isogroup39925,2.1 | |
| 31831 isogroup39926,0.6 | |
| 31832 isogroup39927,-0.2 | |
| 31833 isogroup39928,0.5 | |
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| 31835 isogroup3993,1.9 | |
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| 31838 isogroup39932,0.2 | |
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| 31840 isogroup39934,0.1 | |
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| 31844 isogroup39940,2.8 | |
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| 31856 isogroup39951,-0.4 | |
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| 31887 isogroup39983,0.6 | |
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| 31900 isogroup39998,0 | |
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| 31922 isogroup40018,0.5 | |
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| 31927 isogroup40022,-0.6 | |
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| 31929 isogroup40024,0.6 | |
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| 31947 isogroup40041,0.9 | |
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| 31949 isogroup40044,1 | |
| 31950 isogroup40045,0.2 | |
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| 31955 isogroup4005,0.6 | |
| 31956 isogroup40050,0.4 | |
| 31957 isogroup40051,-0.1 | |
| 31958 isogroup40052,1.4 | |
| 31959 isogroup40053,0.7 | |
| 31960 isogroup40054,-0.8 | |
| 31961 isogroup40055,0.7 | |
| 31962 isogroup40056,0.5 | |
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| 31964 isogroup40058,-0.4 | |
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| 31966 isogroup4006,1.9 | |
| 31967 isogroup40060,0.6 | |
| 31968 isogroup40061,1.5 | |
| 31969 isogroup40063,2.3 | |
| 31970 isogroup40064,0 | |
| 31971 isogroup40065,-0.7 | |
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| 31977 isogroup40071,0.2 | |
| 31978 isogroup40074,0.4 | |
| 31979 isogroup40075,-5.5 | |
| 31980 isogroup40076,0.4 | |
| 31981 isogroup40077,-0.4 | |
| 31982 isogroup40078,-0.4 | |
| 31983 isogroup40079,0.8 | |
| 31984 isogroup4008,0.4 | |
| 31985 isogroup40080,2.5 | |
| 31986 isogroup40081,1.3 | |
| 31987 isogroup40082,-0.2 | |
| 31988 isogroup40083,0.3 | |
| 31989 isogroup40084,0.9 | |
| 31990 isogroup40085,-1.3 | |
| 31991 isogroup40087,0.2 | |
| 31992 isogroup40088,0.3 | |
| 31993 isogroup40089,0 | |
| 31994 isogroup4009,1 | |
| 31995 isogroup40090,0.2 | |
| 31996 isogroup40091,-0.1 | |
| 31997 isogroup40092,0.9 | |
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| 31999 isogroup40095,-1.1 | |
| 32000 isogroup40096,0.3 | |
| 32001 isogroup40097,0 | |
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| 32003 isogroup401,-2.6 | |
| 32004 isogroup4010,0.5 | |
| 32005 isogroup40101,0.3 | |
| 32006 isogroup40102,0.1 | |
| 32007 isogroup40103,1 | |
| 32008 isogroup40104,0.5 | |
| 32009 isogroup40105,0.1 | |
| 32010 isogroup40108,1.4 | |
| 32011 isogroup40109,0.4 | |
| 32012 isogroup4011,-0.5 | |
| 32013 isogroup40110,-0.3 | |
| 32014 isogroup40111,0 | |
| 32015 isogroup40112,-0.2 | |
| 32016 isogroup40113,1.7 | |
| 32017 isogroup40114,0.1 | |
| 32018 isogroup40115,0.5 | |
| 32019 isogroup40116,0.2 | |
| 32020 isogroup40117,0.1 | |
| 32021 isogroup40118,0.1 | |
| 32022 isogroup40119,0.5 | |
| 32023 isogroup4012,0 | |
| 32024 isogroup40120,0.7 | |
| 32025 isogroup40121,0.4 | |
| 32026 isogroup40122,0.7 | |
| 32027 isogroup40123,0.5 | |
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| 32030 isogroup40126,0.9 | |
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| 32035 isogroup40130,0.9 | |
| 32036 isogroup40131,0.7 | |
| 32037 isogroup40132,0.4 | |
| 32038 isogroup40133,0.2 | |
| 32039 isogroup40134,0 | |
| 32040 isogroup40135,0.8 | |
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| 32048 isogroup40142,-2.4 | |
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| 32051 isogroup40145,0.3 | |
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| 32056 isogroup4015,-0.6 | |
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| 32079 isogroup40171,0 | |
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| 32082 isogroup40174,-0.2 | |
| 32083 isogroup40175,0.1 | |
| 32084 isogroup40176,2.9 | |
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| 32086 isogroup40178,0.6 | |
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| 32088 isogroup4018,0.2 | |
| 32089 isogroup40180,0.1 | |
| 32090 isogroup40181,0.8 | |
| 32091 isogroup40182,0.1 | |
| 32092 isogroup40183,-1.7 | |
| 32093 isogroup40184,0.5 | |
| 32094 isogroup40185,0.7 | |
| 32095 isogroup40186,0.3 | |
| 32096 isogroup40187,1.1 | |
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| 32099 isogroup4019,0 | |
| 32100 isogroup40190,0.4 | |
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| 32102 isogroup40192,0 | |
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| 32104 isogroup40194,0.3 | |
| 32105 isogroup40195,1.1 | |
| 32106 isogroup40197,0.5 | |
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| 32111 isogroup40200,0.2 | |
| 32112 isogroup40201,0.6 | |
| 32113 isogroup40202,1.7 | |
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| 32115 isogroup40204,-0.3 | |
| 32116 isogroup40205,0.3 | |
| 32117 isogroup40206,-0.6 | |
| 32118 isogroup40207,0.6 | |
| 32119 isogroup40208,0.3 | |
| 32120 isogroup40209,0.9 | |
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| 32123 isogroup40211,-0.1 | |
| 32124 isogroup40212,0.3 | |
| 32125 isogroup40213,-0.4 | |
| 32126 isogroup40214,-0.9 | |
| 32127 isogroup40215,0.8 | |
| 32128 isogroup40216,-0.7 | |
| 32129 isogroup40217,0.2 | |
| 32130 isogroup40218,0.3 | |
| 32131 isogroup40219,0.3 | |
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| 32133 isogroup40220,0.5 | |
| 32134 isogroup40221,0.6 | |
| 32135 isogroup40222,0.3 | |
| 32136 isogroup40223,6.5 | |
| 32137 isogroup40224,0.4 | |
| 32138 isogroup40225,-1.6 | |
| 32139 isogroup40226,0.2 | |
| 32140 isogroup40227,0.2 | |
| 32141 isogroup40228,0.6 | |
| 32142 isogroup40229,0.1 | |
| 32143 isogroup4023,3.3 | |
| 32144 isogroup40230,2.4 | |
| 32145 isogroup40231,1.8 | |
| 32146 isogroup40232,0.2 | |
| 32147 isogroup40233,2.8 | |
| 32148 isogroup40234,-0.4 | |
| 32149 isogroup40235,1 | |
| 32150 isogroup40236,0.1 | |
| 32151 isogroup40237,0.1 | |
| 32152 isogroup40238,0.5 | |
| 32153 isogroup40239,-1.2 | |
| 32154 isogroup4024,-0.1 | |
| 32155 isogroup40240,0.3 | |
| 32156 isogroup40241,-0.5 | |
| 32157 isogroup40242,0.3 | |
| 32158 isogroup40243,-0.2 | |
| 32159 isogroup40244,2 | |
| 32160 isogroup40245,0.6 | |
| 32161 isogroup40246,0.3 | |
| 32162 isogroup40247,1 | |
| 32163 isogroup40248,0.1 | |
| 32164 isogroup40249,1.1 | |
| 32165 isogroup4025,3.3 | |
| 32166 isogroup40250,-0.4 | |
| 32167 isogroup40251,0.8 | |
| 32168 isogroup40252,0.1 | |
| 32169 isogroup40253,-0.7 | |
| 32170 isogroup40254,-0.7 | |
| 32171 isogroup40255,0.1 | |
| 32172 isogroup40256,-1.8 | |
| 32173 isogroup40257,0.4 | |
| 32174 isogroup40258,-0.4 | |
| 32175 isogroup40259,0.5 | |
| 32176 isogroup4026,-1.5 | |
| 32177 isogroup40260,0.3 | |
| 32178 isogroup40261,1 | |
| 32179 isogroup40262,-0.9 | |
| 32180 isogroup40263,-0.2 | |
| 32181 isogroup40264,0 | |
| 32182 isogroup40265,-1.3 | |
| 32183 isogroup40266,1.1 | |
| 32184 isogroup40267,0.1 | |
| 32185 isogroup40268,0.3 | |
| 32186 isogroup40269,0 | |
| 32187 isogroup4027,-1.2 | |
| 32188 isogroup40270,0.2 | |
| 32189 isogroup40272,0.8 | |
| 32190 isogroup40273,-0.8 | |
| 32191 isogroup40274,-1.3 | |
| 32192 isogroup40275,0.2 | |
| 32193 isogroup40276,0.4 | |
| 32194 isogroup40277,0.2 | |
| 32195 isogroup40278,-0.7 | |
| 32196 isogroup40279,0.3 | |
| 32197 isogroup4028,-1.3 | |
| 32198 isogroup40280,0.3 | |
| 32199 isogroup40282,-1.3 | |
| 32200 isogroup40284,0.3 | |
| 32201 isogroup40285,0.9 | |
| 32202 isogroup40286,0.1 | |
| 32203 isogroup40287,0 | |
| 32204 isogroup40288,0.7 | |
| 32205 isogroup40289,-0.2 | |
| 32206 isogroup4029,1 | |
| 32207 isogroup40291,1 | |
| 32208 isogroup40292,0.4 | |
| 32209 isogroup40293,1.7 | |
| 32210 isogroup40296,0.1 | |
| 32211 isogroup40297,0 | |
| 32212 isogroup40298,-0.7 | |
| 32213 isogroup40299,0.4 | |
| 32214 isogroup403,3.2 | |
| 32215 isogroup4030,0.3 | |
| 32216 isogroup40300,-0.3 | |
| 32217 isogroup40301,-0.2 | |
| 32218 isogroup40302,1.2 | |
| 32219 isogroup40303,1 | |
| 32220 isogroup40304,-0.4 | |
| 32221 isogroup40305,0.8 | |
| 32222 isogroup40306,0.5 | |
| 32223 isogroup40307,-2.8 | |
| 32224 isogroup40308,-0.2 | |
| 32225 isogroup40309,0.1 | |
| 32226 isogroup4031,-0.3 | |
| 32227 isogroup40310,0.7 | |
| 32228 isogroup40311,-0.2 | |
| 32229 isogroup40312,0.4 | |
| 32230 isogroup40313,-7.7 | |
| 32231 isogroup40314,0.8 | |
| 32232 isogroup40315,0.2 | |
| 32233 isogroup40316,0.2 | |
| 32234 isogroup40317,0.1 | |
| 32235 isogroup40318,-0.5 | |
| 32236 isogroup40319,0.3 | |
| 32237 isogroup4032,1.7 | |
| 32238 isogroup40320,0.4 | |
| 32239 isogroup40321,1 | |
| 32240 isogroup40322,0.4 | |
| 32241 isogroup40323,0 | |
| 32242 isogroup40324,-0.1 | |
| 32243 isogroup40325,0.8 | |
| 32244 isogroup40326,0.3 | |
| 32245 isogroup40327,1.4 | |
| 32246 isogroup40328,-0.2 | |
| 32247 isogroup40329,-0.6 | |
| 32248 isogroup4033,0.5 | |
| 32249 isogroup40330,0.6 | |
| 32250 isogroup40331,0 | |
| 32251 isogroup40332,-1.6 | |
| 32252 isogroup40333,0.2 | |
| 32253 isogroup40334,0.6 | |
| 32254 isogroup40335,0.3 | |
| 32255 isogroup40337,-5.1 | |
| 32256 isogroup40338,-0.1 | |
| 32257 isogroup40339,0 | |
| 32258 isogroup4034,1 | |
| 32259 isogroup40340,0.1 | |
| 32260 isogroup40341,0.5 | |
| 32261 isogroup40342,1 | |
| 32262 isogroup40343,-0.4 | |
| 32263 isogroup40344,0.7 | |
| 32264 isogroup40345,-1.8 | |
| 32265 isogroup40346,1 | |
| 32266 isogroup40347,0.4 | |
| 32267 isogroup40348,-0.7 | |
| 32268 isogroup40349,0.4 | |
| 32269 isogroup4035,0.7 | |
| 32270 isogroup40350,0.3 | |
| 32271 isogroup40351,0.4 | |
| 32272 isogroup40352,0.7 | |
| 32273 isogroup40353,0.3 | |
| 32274 isogroup40354,0.1 | |
| 32275 isogroup40355,-0.4 | |
| 32276 isogroup40356,0.2 | |
| 32277 isogroup40358,1.8 | |
| 32278 isogroup4036,0 | |
| 32279 isogroup40360,1 | |
| 32280 isogroup40361,-0.2 | |
| 32281 isogroup40362,0.5 | |
| 32282 isogroup40364,-0.1 | |
| 32283 isogroup40365,0 | |
| 32284 isogroup40366,0.5 | |
| 32285 isogroup40367,-0.6 | |
| 32286 isogroup40368,-1.9 | |
| 32287 isogroup40369,-0.7 | |
| 32288 isogroup4037,4.6 | |
| 32289 isogroup40370,-0.9 | |
| 32290 isogroup40371,1.2 | |
| 32291 isogroup40372,0.2 | |
| 32292 isogroup40373,0.9 | |
| 32293 isogroup40374,0.8 | |
| 32294 isogroup40375,0.1 | |
| 32295 isogroup40376,-0.6 | |
| 32296 isogroup40377,0.7 | |
| 32297 isogroup40378,1.2 | |
| 32298 isogroup4038,-0.4 | |
| 32299 isogroup40381,1 | |
| 32300 isogroup40382,0.4 | |
| 32301 isogroup40384,-1.3 | |
| 32302 isogroup40385,4 | |
| 32303 isogroup40386,0.1 | |
| 32304 isogroup40387,-1.1 | |
| 32305 isogroup40389,0.2 | |
| 32306 isogroup4039,1 | |
| 32307 isogroup40390,0.1 | |
| 32308 isogroup40391,0.4 | |
| 32309 isogroup40392,-1.4 | |
| 32310 isogroup40393,0 | |
| 32311 isogroup40394,0.2 | |
| 32312 isogroup40396,1.1 | |
| 32313 isogroup40397,-0.8 | |
| 32314 isogroup40398,-2.9 | |
| 32315 isogroup40399,0.7 | |
| 32316 isogroup404,3.3 | |
| 32317 isogroup4040,0.4 | |
| 32318 isogroup4040.1,-0.7 | |
| 32319 isogroup40400,0.1 | |
| 32320 isogroup40401,1.8 | |
| 32321 isogroup40402,-0.6 | |
| 32322 isogroup40403,0.4 | |
| 32323 isogroup40404,-0.8 | |
| 32324 isogroup40405,0.9 | |
| 32325 isogroup40406,-0.3 | |
| 32326 isogroup40407,0 | |
| 32327 isogroup40408,0.3 | |
| 32328 isogroup40409,-0.2 | |
| 32329 isogroup4041,2.4 | |
| 32330 isogroup40411,0.4 | |
| 32331 isogroup40412,0.7 | |
| 32332 isogroup40413,0.1 | |
| 32333 isogroup40414,-0.1 | |
| 32334 isogroup40415,0.7 | |
| 32335 isogroup40417,0.1 | |
| 32336 isogroup40419,0.1 | |
| 32337 isogroup4042,0.2 | |
| 32338 isogroup40420,0.3 | |
| 32339 isogroup40422,0.1 | |
| 32340 isogroup40423,-1.5 | |
| 32341 isogroup40425,-0.1 | |
| 32342 isogroup40426,0 | |
| 32343 isogroup40427,-2.2 | |
| 32344 isogroup40429,0.2 | |
| 32345 isogroup4043,-0.3 | |
| 32346 isogroup40430,0.9 | |
| 32347 isogroup40431,-0.3 | |
| 32348 isogroup40432,0 | |
| 32349 isogroup40433,-0.5 | |
| 32350 isogroup40434,0.1 | |
| 32351 isogroup40435,0.6 | |
| 32352 isogroup40436,0.3 | |
| 32353 isogroup40437,-0.7 | |
| 32354 isogroup40438,0.7 | |
| 32355 isogroup40439,1.1 | |
| 32356 isogroup4044,2.8 | |
| 32357 isogroup40440,2 | |
| 32358 isogroup40441,-0.5 | |
| 32359 isogroup40442,0.6 | |
| 32360 isogroup40443,0.1 | |
| 32361 isogroup40444,-0.6 | |
| 32362 isogroup40446,0.4 | |
| 32363 isogroup40447,1.2 | |
| 32364 isogroup40448,0.1 | |
| 32365 isogroup4045,3.9 | |
| 32366 isogroup40450,0.6 | |
| 32367 isogroup40451,-0.2 | |
| 32368 isogroup40454,0.8 | |
| 32369 isogroup40455,0.5 | |
| 32370 isogroup40456,-0.1 | |
| 32371 isogroup40457,1.3 | |
| 32372 isogroup40459,-0.3 | |
| 32373 isogroup4046,0 | |
| 32374 isogroup40460,-0.1 | |
| 32375 isogroup40460.1,-0.1 | |
| 32376 isogroup40461,0 | |
| 32377 isogroup40462,0.3 | |
| 32378 isogroup40463,0.2 | |
| 32379 isogroup40464,-0.6 | |
| 32380 isogroup40465,-0.2 | |
| 32381 isogroup40467,-0.5 | |
| 32382 isogroup40469,-4.4 | |
| 32383 isogroup4047,-0.5 | |
| 32384 isogroup40470,-1.6 | |
| 32385 isogroup40471,1.6 | |
| 32386 isogroup40472,0.1 | |
| 32387 isogroup40473,-1.1 | |
| 32388 isogroup40474,-0.7 | |
| 32389 isogroup40475,0.1 | |
| 32390 isogroup40476,0.4 | |
| 32391 isogroup40477,0.9 | |
| 32392 isogroup40479,0.5 | |
| 32393 isogroup4048,1.8 | |
| 32394 isogroup40480,0.9 | |
| 32395 isogroup40481,-0.1 | |
| 32396 isogroup40482,1.1 | |
| 32397 isogroup40484,1.9 | |
| 32398 isogroup40485,-0.5 | |
| 32399 isogroup40486,0.5 | |
| 32400 isogroup40488,0.9 | |
| 32401 isogroup40489,0.8 | |
| 32402 isogroup4049,-0.4 | |
| 32403 isogroup40490,0.6 | |
| 32404 isogroup40492,0.1 | |
| 32405 isogroup40493,0.8 | |
| 32406 isogroup40494,1.1 | |
| 32407 isogroup40495,-0.3 | |
| 32408 isogroup40496,-0.1 | |
| 32409 isogroup40498,1.4 | |
| 32410 isogroup40499,-0.3 | |
| 32411 isogroup405,0.9 | |
| 32412 isogroup4050,-0.8 | |
| 32413 isogroup40500,0.1 | |
| 32414 isogroup40501,-0.5 | |
| 32415 isogroup40502,0.5 | |
| 32416 isogroup40503,1.3 | |
| 32417 isogroup40504,-0.2 | |
| 32418 isogroup40506,0.1 | |
| 32419 isogroup40507,0.5 | |
| 32420 isogroup40508,0.3 | |
| 32421 isogroup40509,-0.2 | |
| 32422 isogroup4051,1.9 | |
| 32423 isogroup40510,0.7 | |
| 32424 isogroup40511,0 | |
| 32425 isogroup40512,-1.2 | |
| 32426 isogroup40515,0.3 | |
| 32427 isogroup40516,-0.7 | |
| 32428 isogroup40517,-0.1 | |
| 32429 isogroup40518,-0.1 | |
| 32430 isogroup40519,0.1 | |
| 32431 isogroup4052,0.8 | |
| 32432 isogroup40520,0.4 | |
| 32433 isogroup40521,0.7 | |
| 32434 isogroup40522,0.1 | |
| 32435 isogroup40523,0 | |
| 32436 isogroup40524,1.4 | |
| 32437 isogroup40525,2.6 | |
| 32438 isogroup40526,-0.4 | |
| 32439 isogroup40527,0 | |
| 32440 isogroup40528,0 | |
| 32441 isogroup40529,0.3 | |
| 32442 isogroup4053,-0.1 | |
| 32443 isogroup40530,0.5 | |
| 32444 isogroup40531,0.7 | |
| 32445 isogroup40533,1.8 | |
| 32446 isogroup40534,-0.9 | |
| 32447 isogroup40535,-0.7 | |
| 32448 isogroup40536,0.1 | |
| 32449 isogroup40537,0.5 | |
| 32450 isogroup40538,-0.4 | |
| 32451 isogroup4054,-0.8 | |
| 32452 isogroup40540,-0.1 | |
| 32453 isogroup40541,0.4 | |
| 32454 isogroup40542,0.3 | |
| 32455 isogroup40543,0.2 | |
| 32456 isogroup40544,0.1 | |
| 32457 isogroup40545,-0.1 | |
| 32458 isogroup40546,-0.2 | |
| 32459 isogroup40547,0.5 | |
| 32460 isogroup40548,-0.3 | |
| 32461 isogroup4055,0.6 | |
| 32462 isogroup40550,-0.2 | |
| 32463 isogroup40551,0.3 | |
| 32464 isogroup40552,7.7 | |
| 32465 isogroup40553,-5.7 | |
| 32466 isogroup40554,1 | |
| 32467 isogroup40555,0 | |
| 32468 isogroup40556,0.2 | |
| 32469 isogroup40557,-0.1 | |
| 32470 isogroup40558,-0.6 | |
| 32471 isogroup40559,0.5 | |
| 32472 isogroup4056,-0.4 | |
| 32473 isogroup40560,-0.9 | |
| 32474 isogroup40561,0.6 | |
| 32475 isogroup40562,0.2 | |
| 32476 isogroup40563,0.4 | |
| 32477 isogroup40564,1.1 | |
| 32478 isogroup40565,0.7 | |
| 32479 isogroup40566,1.2 | |
| 32480 isogroup40567,0.5 | |
| 32481 isogroup40568,0 | |
| 32482 isogroup40569,0.3 | |
| 32483 isogroup4057,4.2 | |
| 32484 isogroup40570,-0.6 | |
| 32485 isogroup40571,0.2 | |
| 32486 isogroup40572,-0.3 | |
| 32487 isogroup40573,1.1 | |
| 32488 isogroup40574,0.2 | |
| 32489 isogroup40575,0.7 | |
| 32490 isogroup40576,-0.2 | |
| 32491 isogroup40577,1.1 | |
| 32492 isogroup40578,2 | |
| 32493 isogroup40579,0.1 | |
| 32494 isogroup4058,1.7 | |
| 32495 isogroup40580,0.3 | |
| 32496 isogroup40581,0.3 | |
| 32497 isogroup40582,-0.2 | |
| 32498 isogroup40583,-0.5 | |
| 32499 isogroup40584,0.3 | |
| 32500 isogroup40585,0.4 | |
| 32501 isogroup40586,0.8 | |
| 32502 isogroup40587,0.5 | |
| 32503 isogroup40588,0 | |
| 32504 isogroup40589,0.4 | |
| 32505 isogroup4059,-0.5 | |
| 32506 isogroup40591,-0.1 | |
| 32507 isogroup40592,-0.2 | |
| 32508 isogroup40593,0.3 | |
| 32509 isogroup40594,0.9 | |
| 32510 isogroup40595,1.7 | |
| 32511 isogroup40596,0.3 | |
| 32512 isogroup40597,-0.7 | |
| 32513 isogroup40598,0.5 | |
| 32514 isogroup40599,-0.9 | |
| 32515 isogroup406,3.4 | |
| 32516 isogroup4060,-6.5 | |
| 32517 isogroup40600,0.3 | |
| 32518 isogroup40601,0.1 | |
| 32519 isogroup40602,2.5 | |
| 32520 isogroup40604,0.5 | |
| 32521 isogroup40605,-3.9 | |
| 32522 isogroup40606,2.7 | |
| 32523 isogroup40608,0.2 | |
| 32524 isogroup40609,-0.3 | |
| 32525 isogroup4061,0.5 | |
| 32526 isogroup40610,0.5 | |
| 32527 isogroup40611,0.2 | |
| 32528 isogroup40612,-2.3 | |
| 32529 isogroup40613,-0.3 | |
| 32530 isogroup40614,0.3 | |
| 32531 isogroup40615,-0.2 | |
| 32532 isogroup40616,-0.2 | |
| 32533 isogroup40617,0.3 | |
| 32534 isogroup40618,-1 | |
| 32535 isogroup40619,-0.6 | |
| 32536 isogroup4062,0.7 | |
| 32537 isogroup40620,0.4 | |
| 32538 isogroup40621,0 | |
| 32539 isogroup40622,0.4 | |
| 32540 isogroup40623,-0.4 | |
| 32541 isogroup40624,0.6 | |
| 32542 isogroup40625,2.3 | |
| 32543 isogroup40626,0.4 | |
| 32544 isogroup40628,0.5 | |
| 32545 isogroup40629,-10 | |
| 32546 isogroup4063,0.1 | |
| 32547 isogroup4063.1,0.1 | |
| 32548 isogroup40630,0.3 | |
| 32549 isogroup40632,1.1 | |
| 32550 isogroup40633,-0.2 | |
| 32551 isogroup40634,-0.1 | |
| 32552 isogroup40635,0.2 | |
| 32553 isogroup40636,0.9 | |
| 32554 isogroup40637,-1.6 | |
| 32555 isogroup40638,0.1 | |
| 32556 isogroup40639,0 | |
| 32557 isogroup4064,4.6 | |
| 32558 isogroup40640,-0.7 | |
| 32559 isogroup40642,0.4 | |
| 32560 isogroup40643,-0.7 | |
| 32561 isogroup40644,-0.3 | |
| 32562 isogroup40645,-0.5 | |
| 32563 isogroup40646,1.1 | |
| 32564 isogroup40647,-0.2 | |
| 32565 isogroup40648,0.4 | |
| 32566 isogroup4065,0.2 | |
| 32567 isogroup40651,0.1 | |
| 32568 isogroup40652,-0.3 | |
| 32569 isogroup40653,0 | |
| 32570 isogroup40654,-0.2 | |
| 32571 isogroup40655,0.5 | |
| 32572 isogroup40657,2.2 | |
| 32573 isogroup40658,-0.2 | |
| 32574 isogroup4066,0 | |
| 32575 isogroup40660,-0.2 | |
| 32576 isogroup40661,-0.3 | |
| 32577 isogroup40662,0 | |
| 32578 isogroup40663,0.1 | |
| 32579 isogroup40664,-0.3 | |
| 32580 isogroup40665,1.8 | |
| 32581 isogroup40666,-0.4 | |
| 32582 isogroup40668,0.1 | |
| 32583 isogroup40669,0.1 | |
| 32584 isogroup4067,0 | |
| 32585 isogroup40670,0.3 | |
| 32586 isogroup40671,-0.1 | |
| 32587 isogroup40672,-1.8 | |
| 32588 isogroup40673,-0.8 | |
| 32589 isogroup40674,0.3 | |
| 32590 isogroup40675,-0.4 | |
| 32591 isogroup40676,1.7 | |
| 32592 isogroup40677,2.8 | |
| 32593 isogroup40678,0.4 | |
| 32594 isogroup40679,0.2 | |
| 32595 isogroup4068,-0.1 | |
| 32596 isogroup40680,1.3 | |
| 32597 isogroup40681,2.6 | |
| 32598 isogroup40682,0.1 | |
| 32599 isogroup40683,-0.2 | |
| 32600 isogroup40684,-1.5 | |
| 32601 isogroup40685,0.1 | |
| 32602 isogroup40686,-0.3 | |
| 32603 isogroup40688,1 | |
| 32604 isogroup40689,-0.4 | |
| 32605 isogroup4069,1.1 | |
| 32606 isogroup40690,0 | |
| 32607 isogroup40693,0.5 | |
| 32608 isogroup40694,0.5 | |
| 32609 isogroup40695,-0.1 | |
| 32610 isogroup40696,0.2 | |
| 32611 isogroup40697,-0.1 | |
| 32612 isogroup40698,3.4 | |
| 32613 isogroup40699,-0.8 | |
| 32614 isogroup407,1.6 | |
| 32615 isogroup407.1,2.1 | |
| 32616 isogroup4070,-1.4 | |
| 32617 isogroup40700,0 | |
| 32618 isogroup40701,0.5 | |
| 32619 isogroup40702,0.4 | |
| 32620 isogroup40704,0.5 | |
| 32621 isogroup40705,-2.7 | |
| 32622 isogroup40706,-1.4 | |
| 32623 isogroup40707,-1.3 | |
| 32624 isogroup40708,1.2 | |
| 32625 isogroup40709,-0.6 | |
| 32626 isogroup4071,-2.1 | |
| 32627 isogroup40710,0.5 | |
| 32628 isogroup40711,0.1 | |
| 32629 isogroup40712,0 | |
| 32630 isogroup40713,-1.7 | |
| 32631 isogroup40714,0.4 | |
| 32632 isogroup40715,0.6 | |
| 32633 isogroup40716,1.2 | |
| 32634 isogroup40717,1.5 | |
| 32635 isogroup40718,0.1 | |
| 32636 isogroup40719,0.5 | |
| 32637 isogroup4072,1.4 | |
| 32638 isogroup40720,0.8 | |
| 32639 isogroup40724,0 | |
| 32640 isogroup40725,0.6 | |
| 32641 isogroup40727,0 | |
| 32642 isogroup40728,0.1 | |
| 32643 isogroup40729,2 | |
| 32644 isogroup4073,1.2 | |
| 32645 isogroup40730,0.5 | |
| 32646 isogroup40731,1.1 | |
| 32647 isogroup40732,0.6 | |
| 32648 isogroup40733,0 | |
| 32649 isogroup40734,-0.9 | |
| 32650 isogroup40735,0.1 | |
| 32651 isogroup40736,0.4 | |
| 32652 isogroup40737,0.6 | |
| 32653 isogroup40738,0.3 | |
| 32654 isogroup40739,-0.8 | |
| 32655 isogroup40740,0.9 | |
| 32656 isogroup40741,-10 | |
| 32657 isogroup40742,0.3 | |
| 32658 isogroup40743,0 | |
| 32659 isogroup40744,0.4 | |
| 32660 isogroup40745,-0.3 | |
| 32661 isogroup40746,-0.2 | |
| 32662 isogroup40747,-0.3 | |
| 32663 isogroup40748,-0.2 | |
| 32664 isogroup40749,-0.4 | |
| 32665 isogroup4075,0.1 | |
| 32666 isogroup40750,0.1 | |
| 32667 isogroup40751,-0.9 | |
| 32668 isogroup40753,0.8 | |
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| 32670 isogroup40756,0 | |
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| 32673 isogroup40759,0.7 | |
| 32674 isogroup4076,1.2 | |
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| 32676 isogroup40761,0.8 | |
| 32677 isogroup40762,0.5 | |
| 32678 isogroup40763,0.2 | |
| 32679 isogroup40764,0.2 | |
| 32680 isogroup40765,1 | |
| 32681 isogroup40766,0 | |
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| 32684 isogroup4077,1.7 | |
| 32685 isogroup40770,0.2 | |
| 32686 isogroup40771,0.3 | |
| 32687 isogroup40772,-0.2 | |
| 32688 isogroup40773,1.6 | |
| 32689 isogroup40774,1.4 | |
| 32690 isogroup40775,0.5 | |
| 32691 isogroup40776,0.1 | |
| 32692 isogroup40778,1.1 | |
| 32693 isogroup40779,0.8 | |
| 32694 isogroup4078,0 | |
| 32695 isogroup40780,0.3 | |
| 32696 isogroup40781,0.1 | |
| 32697 isogroup40782,0 | |
| 32698 isogroup40783,-0.1 | |
| 32699 isogroup40784,0 | |
| 32700 isogroup40785,1.9 | |
| 32701 isogroup40786,0.5 | |
| 32702 isogroup40787,0.3 | |
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| 32704 isogroup40789,1.4 | |
| 32705 isogroup4079,0.5 | |
| 32706 isogroup40790,0.5 | |
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| 32802 isogroup40885,0.7 | |
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| 32804 isogroup40888,2.5 | |
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| 32827 isogroup40911,0.5 | |
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| 33029 isogroup41113,0.5 | |
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| 33060 isogroup41143,0.4 | |
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| 33160 isogroup41242,0.7 | |
| 33161 isogroup41243,0 | |
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| 33169 isogroup41250,0.6 | |
| 33170 isogroup41251,0.7 | |
| 33171 isogroup41252,0 | |
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| 33175 isogroup41256,1.5 | |
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| 33178 isogroup41259,0.8 | |
| 33179 isogroup4126,-0.1 | |
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| 33704 isogroup41789,0.7 | |
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| 34201 isogroup42283,1 | |
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| 34213 isogroup42297,0.4 | |
| 34214 isogroup42298,3.6 | |
| 34215 isogroup42299,0.1 | |
| 34216 isogroup423,0.5 | |
| 34217 isogroup4230,0 | |
| 34218 isogroup42300,0.3 | |
| 34219 isogroup42301,0.1 | |
| 34220 isogroup42302,1.1 | |
| 34221 isogroup42303,1.2 | |
| 34222 isogroup42304,-0.3 | |
| 34223 isogroup42305,0.3 | |
| 34224 isogroup42307,-0.1 | |
| 34225 isogroup42308,-0.6 | |
| 34226 isogroup42309,0.4 | |
| 34227 isogroup4231,0.7 | |
| 34228 isogroup42310,-0.1 | |
| 34229 isogroup42311,2.1 | |
| 34230 isogroup42313,-2.5 | |
| 34231 isogroup42314,0.4 | |
| 34232 isogroup42315,0.3 | |
| 34233 isogroup42316,0 | |
| 34234 isogroup42317,0.2 | |
| 34235 isogroup42318,0 | |
| 34236 isogroup42319,0.8 | |
| 34237 isogroup4232,0.7 | |
| 34238 isogroup4232.1,0.7 | |
| 34239 isogroup42321,0.5 | |
| 34240 isogroup42322,0.6 | |
| 34241 isogroup42323,0.2 | |
| 34242 isogroup42324,0.4 | |
| 34243 isogroup42325,-0.1 | |
| 34244 isogroup42326,0.7 | |
| 34245 isogroup42327,0.6 | |
| 34246 isogroup42328,0.2 | |
| 34247 isogroup42329,0.1 | |
| 34248 isogroup4233,-3.2 | |
| 34249 isogroup42330,0.3 | |
| 34250 isogroup42331,1.2 | |
| 34251 isogroup42332,-0.3 | |
| 34252 isogroup42334,-1.3 | |
| 34253 isogroup42335,0.5 | |
| 34254 isogroup42337,-0.4 | |
| 34255 isogroup42339,0 | |
| 34256 isogroup4234,1.1 | |
| 34257 isogroup42340,-0.1 | |
| 34258 isogroup42341,-0.1 | |
| 34259 isogroup42342,-0.5 | |
| 34260 isogroup42343,0.1 | |
| 34261 isogroup42344,-0.6 | |
| 34262 isogroup42345,-0.2 | |
| 34263 isogroup42346,1.5 | |
| 34264 isogroup42347,1.2 | |
| 34265 isogroup42348,0.2 | |
| 34266 isogroup4235,0.1 | |
| 34267 isogroup42350,0.7 | |
| 34268 isogroup42351,0 | |
| 34269 isogroup42352,0.1 | |
| 34270 isogroup42353,0.3 | |
| 34271 isogroup42354,0.2 | |
| 34272 isogroup42355,0.1 | |
| 34273 isogroup42356,0.4 | |
| 34274 isogroup42357,-0.3 | |
| 34275 isogroup42358,-0.2 | |
| 34276 isogroup42359,0.1 | |
| 34277 isogroup4236,0.9 | |
| 34278 isogroup42360,0.6 | |
| 34279 isogroup42362,-0.2 | |
| 34280 isogroup42363,-0.8 | |
| 34281 isogroup42364,-0.3 | |
| 34282 isogroup42365,2.1 | |
| 34283 isogroup42367,-0.9 | |
| 34284 isogroup42368,4.5 | |
| 34285 isogroup42369,1.6 | |
| 34286 isogroup4237,0.3 | |
| 34287 isogroup42370,0.8 | |
| 34288 isogroup42371,2.6 | |
| 34289 isogroup42372,0.5 | |
| 34290 isogroup42373,3.5 | |
| 34291 isogroup42374,0.2 | |
| 34292 isogroup42375,0.3 | |
| 34293 isogroup42377,-0.2 | |
| 34294 isogroup42378,0.7 | |
| 34295 isogroup42379,-8.6 | |
| 34296 isogroup4238,0.3 | |
| 34297 isogroup42380,0 | |
| 34298 isogroup42381,-0.4 | |
| 34299 isogroup42382,0.6 | |
| 34300 isogroup42383,-0.3 | |
| 34301 isogroup42384,0.2 | |
| 34302 isogroup42385,0.2 | |
| 34303 isogroup42386,0.8 | |
| 34304 isogroup42387,-0.5 | |
| 34305 isogroup42388,0.5 | |
| 34306 isogroup42389,-8.3 | |
| 34307 isogroup4239,0 | |
| 34308 isogroup42390,-0.4 | |
| 34309 isogroup42391,1.2 | |
| 34310 isogroup42392,0.5 | |
| 34311 isogroup42393,0.6 | |
| 34312 isogroup42395,-0.3 | |
| 34313 isogroup42396,-0.6 | |
| 34314 isogroup42397,-0.4 | |
| 34315 isogroup42398,0.1 | |
| 34316 isogroup42399,0.8 | |
| 34317 isogroup424,-0.3 | |
| 34318 isogroup4240,1.1 | |
| 34319 isogroup42401,0.6 | |
| 34320 isogroup42404,1.5 | |
| 34321 isogroup42405,1.5 | |
| 34322 isogroup42406,-1.6 | |
| 34323 isogroup42407,-0.6 | |
| 34324 isogroup42408,0.2 | |
| 34325 isogroup42409,-0.4 | |
| 34326 isogroup4241,-0.6 | |
| 34327 isogroup42411,-1 | |
| 34328 isogroup42412,1.8 | |
| 34329 isogroup42413,1.2 | |
| 34330 isogroup42416,1.3 | |
| 34331 isogroup42419,1 | |
| 34332 isogroup4242,2.4 | |
| 34333 isogroup4242.1,1 | |
| 34334 isogroup42420,-0.4 | |
| 34335 isogroup42421,0.1 | |
| 34336 isogroup42422,-1.4 | |
| 34337 isogroup42423,-0.3 | |
| 34338 isogroup42424,0.2 | |
| 34339 isogroup42425,0.2 | |
| 34340 isogroup42426,-0.9 | |
| 34341 isogroup42427,0 | |
| 34342 isogroup42428,-0.5 | |
| 34343 isogroup42429,0.1 | |
| 34344 isogroup4243,0.1 | |
| 34345 isogroup42430,-0.5 | |
| 34346 isogroup42431,3.7 | |
| 34347 isogroup42432,0.9 | |
| 34348 isogroup42433,0.4 | |
| 34349 isogroup42435,-0.4 | |
| 34350 isogroup42436,0.1 | |
| 34351 isogroup42437,0.9 | |
| 34352 isogroup42438,1.1 | |
| 34353 isogroup42439,-0.3 | |
| 34354 isogroup4244,0.6 | |
| 34355 isogroup42441,1.5 | |
| 34356 isogroup42442,-0.4 | |
| 34357 isogroup42443,-0.1 | |
| 34358 isogroup42444,0.3 | |
| 34359 isogroup42445,0.7 | |
| 34360 isogroup42446,0 | |
| 34361 isogroup42447,0.3 | |
| 34362 isogroup42448,0.4 | |
| 34363 isogroup42449,0.3 | |
| 34364 isogroup4245,1.3 | |
| 34365 isogroup42450,0.2 | |
| 34366 isogroup42451,-0.8 | |
| 34367 isogroup42452,0.7 | |
| 34368 isogroup42453,-0.1 | |
| 34369 isogroup42454,0.8 | |
| 34370 isogroup42455,0.3 | |
| 34371 isogroup42456,0.6 | |
| 34372 isogroup42457,0.4 | |
| 34373 isogroup42458,0.2 | |
| 34374 isogroup42459,1.4 | |
| 34375 isogroup4246,1.5 | |
| 34376 isogroup42460,-0.7 | |
| 34377 isogroup42461,0.6 | |
| 34378 isogroup42462,0.8 | |
| 34379 isogroup42463,0 | |
| 34380 isogroup42464,1.3 | |
| 34381 isogroup42465,0 | |
| 34382 isogroup42466,1.4 | |
| 34383 isogroup42467,-0.5 | |
| 34384 isogroup42468,0.7 | |
| 34385 isogroup42469,1.3 | |
| 34386 isogroup4247,0.2 | |
| 34387 isogroup42470,-0.3 | |
| 34388 isogroup42471,0.9 | |
| 34389 isogroup42472,0.8 | |
| 34390 isogroup42473,-2.3 | |
| 34391 isogroup42475,0.7 | |
| 34392 isogroup42476,0.8 | |
| 34393 isogroup42477,1.9 | |
| 34394 isogroup42478,0.3 | |
| 34395 isogroup42479,0.2 | |
| 34396 isogroup4248,-4.6 | |
| 34397 isogroup42480,0.1 | |
| 34398 isogroup42481,0.9 | |
| 34399 isogroup42482,-0.7 | |
| 34400 isogroup42483,0 | |
| 34401 isogroup42484,0.2 | |
| 34402 isogroup42485,1.9 | |
| 34403 isogroup42486,0.2 | |
| 34404 isogroup42487,-1.5 | |
| 34405 isogroup42488,-0.2 | |
| 34406 isogroup42489,0.1 | |
| 34407 isogroup4249,0.6 | |
| 34408 isogroup42490,0 | |
| 34409 isogroup42491,0.4 | |
| 34410 isogroup42492,-1.2 | |
| 34411 isogroup42493,0.6 | |
| 34412 isogroup42494,0.3 | |
| 34413 isogroup42495,-0.4 | |
| 34414 isogroup42496,-0.6 | |
| 34415 isogroup42498,-0.2 | |
| 34416 isogroup42499,-0.4 | |
| 34417 isogroup425,5.8 | |
| 34418 isogroup4250,1.9 | |
| 34419 isogroup42500,0.1 | |
| 34420 isogroup42501,0 | |
| 34421 isogroup42502,-0.5 | |
| 34422 isogroup42503,-1.4 | |
| 34423 isogroup42504,-0.4 | |
| 34424 isogroup42505,-0.4 | |
| 34425 isogroup42506,0.9 | |
| 34426 isogroup42508,0.3 | |
| 34427 isogroup42509,0.6 | |
| 34428 isogroup4251,-0.1 | |
| 34429 isogroup42510,-0.2 | |
| 34430 isogroup42511,-10 | |
| 34431 isogroup42512,0 | |
| 34432 isogroup42513,-0.3 | |
| 34433 isogroup42514,-6.7 | |
| 34434 isogroup42515,0.4 | |
| 34435 isogroup42516,-0.5 | |
| 34436 isogroup42517,0.8 | |
| 34437 isogroup42518,0.5 | |
| 34438 isogroup42519,-0.2 | |
| 34439 isogroup4252,0 | |
| 34440 isogroup42520,2.6 | |
| 34441 isogroup42521,-7.4 | |
| 34442 isogroup42522,-0.2 | |
| 34443 isogroup42523,0.1 | |
| 34444 isogroup42525,0.7 | |
| 34445 isogroup42526,-0.3 | |
| 34446 isogroup42528,-1.4 | |
| 34447 isogroup42529,0.3 | |
| 34448 isogroup4253,-0.7 | |
| 34449 isogroup42531,0 | |
| 34450 isogroup42532,0.5 | |
| 34451 isogroup42533,-2.5 | |
| 34452 isogroup42534,0.3 | |
| 34453 isogroup42535,0.3 | |
| 34454 isogroup42536,0.2 | |
| 34455 isogroup42537,-0.2 | |
| 34456 isogroup42538,-1.4 | |
| 34457 isogroup42539,0.4 | |
| 34458 isogroup4254,0.1 | |
| 34459 isogroup42540,0.2 | |
| 34460 isogroup42541,-0.1 | |
| 34461 isogroup42542,-0.5 | |
| 34462 isogroup42543,0.6 | |
| 34463 isogroup42544,0 | |
| 34464 isogroup42545,0.7 | |
| 34465 isogroup42546,0.8 | |
| 34466 isogroup42547,0 | |
| 34467 isogroup42548,0 | |
| 34468 isogroup4255,0.3 | |
| 34469 isogroup42550,-0.8 | |
| 34470 isogroup42551,0.8 | |
| 34471 isogroup42552,0.1 | |
| 34472 isogroup42553,1.6 | |
| 34473 isogroup42554,0.2 | |
| 34474 isogroup42556,0.5 | |
| 34475 isogroup42558,0 | |
| 34476 isogroup42559,0.4 | |
| 34477 isogroup4256,0.4 | |
| 34478 isogroup42560,0.6 | |
| 34479 isogroup42561,0.5 | |
| 34480 isogroup42562,0.7 | |
| 34481 isogroup42563,0.1 | |
| 34482 isogroup42564,-0.4 | |
| 34483 isogroup42565,-0.1 | |
| 34484 isogroup42566,0.7 | |
| 34485 isogroup42567,0.2 | |
| 34486 isogroup42568,-0.2 | |
| 34487 isogroup4257,2.8 | |
| 34488 isogroup42570,-10 | |
| 34489 isogroup42571,-0.6 | |
| 34490 isogroup42572,0.1 | |
| 34491 isogroup42574,-0.2 | |
| 34492 isogroup42575,0.4 | |
| 34493 isogroup42576,0.3 | |
| 34494 isogroup42577,0 | |
| 34495 isogroup42578,0.4 | |
| 34496 isogroup42579,1 | |
| 34497 isogroup4258,-2.5 | |
| 34498 isogroup42580,0.2 | |
| 34499 isogroup42581,0 | |
| 34500 isogroup42583,0.8 | |
| 34501 isogroup42584,-1.2 | |
| 34502 isogroup42585,-0.4 | |
| 34503 isogroup42586,0.8 | |
| 34504 isogroup42587,0.1 | |
| 34505 isogroup4259,0.2 | |
| 34506 isogroup42590,0.5 | |
| 34507 isogroup42591,0.5 | |
| 34508 isogroup42592,-0.9 | |
| 34509 isogroup42593,-0.1 | |
| 34510 isogroup42594,0.3 | |
| 34511 isogroup42595,-0.2 | |
| 34512 isogroup42596,0.1 | |
| 34513 isogroup42597,6.7 | |
| 34514 isogroup42598,0.3 | |
| 34515 isogroup42599,0.1 | |
| 34516 isogroup426,0.1 | |
| 34517 isogroup4260,0 | |
| 34518 isogroup42601,0.2 | |
| 34519 isogroup42602,0.2 | |
| 34520 isogroup42603,1.2 | |
| 34521 isogroup42604,0.5 | |
| 34522 isogroup42605,0.8 | |
| 34523 isogroup42606,0.4 | |
| 34524 isogroup42608,0 | |
| 34525 isogroup42609,-2.6 | |
| 34526 isogroup4261,1.6 | |
| 34527 isogroup42610,1 | |
| 34528 isogroup42611,-0.1 | |
| 34529 isogroup42612,0.1 | |
| 34530 isogroup42613,0.7 | |
| 34531 isogroup42614,1.1 | |
| 34532 isogroup42615,-1 | |
| 34533 isogroup42616,-0.6 | |
| 34534 isogroup42617,0.2 | |
| 34535 isogroup42618,0.1 | |
| 34536 isogroup4262,1.2 | |
| 34537 isogroup42620,0.3 | |
| 34538 isogroup42621,-0.2 | |
| 34539 isogroup42622,-0.6 | |
| 34540 isogroup42623,1.6 | |
| 34541 isogroup42624,1.5 | |
| 34542 isogroup42625,-0.9 | |
| 34543 isogroup42626,0.1 | |
| 34544 isogroup42627,0.2 | |
| 34545 isogroup42628,0.1 | |
| 34546 isogroup42629,0.3 | |
| 34547 isogroup4263,-0.6 | |
| 34548 isogroup4263.1,1.1 | |
| 34549 isogroup4263.2,0.8 | |
| 34550 isogroup42630,0.2 | |
| 34551 isogroup42631,0 | |
| 34552 isogroup42633,-2.3 | |
| 34553 isogroup42634,0.1 | |
| 34554 isogroup42635,-1.2 | |
| 34555 isogroup42637,1 | |
| 34556 isogroup42638,0 | |
| 34557 isogroup42639,0.1 | |
| 34558 isogroup4264,1.8 | |
| 34559 isogroup42641,0.6 | |
| 34560 isogroup42642,-0.4 | |
| 34561 isogroup42643,0.7 | |
| 34562 isogroup42644,0.3 | |
| 34563 isogroup42646,0.9 | |
| 34564 isogroup42647,-0.2 | |
| 34565 isogroup42648,-0.3 | |
| 34566 isogroup42649,0.5 | |
| 34567 isogroup4265,3.7 | |
| 34568 isogroup42650,-0.2 | |
| 34569 isogroup42652,0.1 | |
| 34570 isogroup42653,1.3 | |
| 34571 isogroup42654,0.6 | |
| 34572 isogroup42655,0.4 | |
| 34573 isogroup42656,0.4 | |
| 34574 isogroup42657,0.1 | |
| 34575 isogroup42658,-0.2 | |
| 34576 isogroup4266,-2.4 | |
| 34577 isogroup42661,1.4 | |
| 34578 isogroup42662,0.9 | |
| 34579 isogroup42663,0.1 | |
| 34580 isogroup42664,0.5 | |
| 34581 isogroup42665,-0.3 | |
| 34582 isogroup42666,-0.2 | |
| 34583 isogroup42667,0.1 | |
| 34584 isogroup42668,0.2 | |
| 34585 isogroup42669,4.8 | |
| 34586 isogroup4267,5.2 | |
| 34587 isogroup42670,0.4 | |
| 34588 isogroup42671,-5 | |
| 34589 isogroup42673,2.3 | |
| 34590 isogroup42674,0 | |
| 34591 isogroup42675,0.7 | |
| 34592 isogroup42676,-0.7 | |
| 34593 isogroup42677,1.7 | |
| 34594 isogroup42678,-0.1 | |
| 34595 isogroup4268,1.7 | |
| 34596 isogroup42680,-0.7 | |
| 34597 isogroup42681,0.4 | |
| 34598 isogroup42682,0.8 | |
| 34599 isogroup42683,-0.1 | |
| 34600 isogroup42684,0.3 | |
| 34601 isogroup42685,0.3 | |
| 34602 isogroup42686,-0.2 | |
| 34603 isogroup42687,0.2 | |
| 34604 isogroup42688,-1 | |
| 34605 isogroup42689,-0.3 | |
| 34606 isogroup4269,0 | |
| 34607 isogroup42690,0.5 | |
| 34608 isogroup42692,-0.1 | |
| 34609 isogroup42693,0.4 | |
| 34610 isogroup42695,0 | |
| 34611 isogroup42696,1 | |
| 34612 isogroup42697,-0.1 | |
| 34613 isogroup42698,-0.8 | |
| 34614 isogroup42699,0.1 | |
| 34615 isogroup427,0.5 | |
| 34616 isogroup4270,0.2 | |
| 34617 isogroup42700,0.1 | |
| 34618 isogroup42701,0.7 | |
| 34619 isogroup42702,-0.3 | |
| 34620 isogroup42703,-0.5 | |
| 34621 isogroup42704,0.3 | |
| 34622 isogroup42705,-0.1 | |
| 34623 isogroup42706,-0.5 | |
| 34624 isogroup42707,-1.1 | |
| 34625 isogroup42709,-0.2 | |
| 34626 isogroup4271,-0.1 | |
| 34627 isogroup42710,0.4 | |
| 34628 isogroup42711,0.4 | |
| 34629 isogroup42712,0.1 | |
| 34630 isogroup42713,-0.4 | |
| 34631 isogroup42714,0.2 | |
| 34632 isogroup42715,0.6 | |
| 34633 isogroup42716,0.8 | |
| 34634 isogroup42718,0.2 | |
| 34635 isogroup42719,0.7 | |
| 34636 isogroup4272,2 | |
| 34637 isogroup42720,-0.2 | |
| 34638 isogroup42721,-0.3 | |
| 34639 isogroup42722,0.2 | |
| 34640 isogroup42723,0.4 | |
| 34641 isogroup42724,-1.2 | |
| 34642 isogroup42725,-0.2 | |
| 34643 isogroup42727,0.3 | |
| 34644 isogroup42729,-0.3 | |
| 34645 isogroup4273,0.4 | |
| 34646 isogroup42730,0 | |
| 34647 isogroup42731,1.5 | |
| 34648 isogroup42732,0.6 | |
| 34649 isogroup42733,-1.5 | |
| 34650 isogroup42734,0.7 | |
| 34651 isogroup42735,0.2 | |
| 34652 isogroup42736,0.8 | |
| 34653 isogroup42737,-1.1 | |
| 34654 isogroup42738,0.4 | |
| 34655 isogroup42739,0.1 | |
| 34656 isogroup4274,-0.2 | |
| 34657 isogroup42740,-0.7 | |
| 34658 isogroup42741,0.3 | |
| 34659 isogroup42742,0.6 | |
| 34660 isogroup42743,-0.1 | |
| 34661 isogroup42744,5.1 | |
| 34662 isogroup42745,1 | |
| 34663 isogroup42747,0 | |
| 34664 isogroup42748,-0.5 | |
| 34665 isogroup42749,0.4 | |
| 34666 isogroup4275,0 | |
| 34667 isogroup42750,0.7 | |
| 34668 isogroup42751,0.2 | |
| 34669 isogroup42752,0.2 | |
| 34670 isogroup42753,0.1 | |
| 34671 isogroup42754,-1.4 | |
| 34672 isogroup42755,0.8 | |
| 34673 isogroup42756,0 | |
| 34674 isogroup42757,-3.5 | |
| 34675 isogroup42758,-0.2 | |
| 34676 isogroup42759,-1.9 | |
| 34677 isogroup4276,3.2 | |
| 34678 isogroup42761,0.2 | |
| 34679 isogroup42762,0.8 | |
| 34680 isogroup42763,1.3 | |
| 34681 isogroup42765,2.2 | |
| 34682 isogroup42766,0 | |
| 34683 isogroup42767,0.3 | |
| 34684 isogroup42769,-0.7 | |
| 34685 isogroup4277,1.9 | |
| 34686 isogroup42770,0 | |
| 34687 isogroup42771,0.1 | |
| 34688 isogroup42772,0.2 | |
| 34689 isogroup42773,-0.3 | |
| 34690 isogroup42775,0.1 | |
| 34691 isogroup42777,0.7 | |
| 34692 isogroup42778,0.3 | |
| 34693 isogroup42779,2.1 | |
| 34694 isogroup4278,0.1 | |
| 34695 isogroup42780,-0.4 | |
| 34696 isogroup42781,-0.7 | |
| 34697 isogroup42782,-0.1 | |
| 34698 isogroup42783,-1.4 | |
| 34699 isogroup42785,0.3 | |
| 34700 isogroup42786,0.4 | |
| 34701 isogroup42787,-0.2 | |
| 34702 isogroup42788,0 | |
| 34703 isogroup42789,-0.5 | |
| 34704 isogroup4279,3.4 | |
| 34705 isogroup42790,-0.3 | |
| 34706 isogroup42791,-0.1 | |
| 34707 isogroup42792,0 | |
| 34708 isogroup42793,1.2 | |
| 34709 isogroup42794,-0.1 | |
| 34710 isogroup42795,-0.3 | |
| 34711 isogroup42796,0.1 | |
| 34712 isogroup42797,-0.3 | |
| 34713 isogroup42798,0.5 | |
| 34714 isogroup428,0.1 | |
| 34715 isogroup4280,0.3 | |
| 34716 isogroup42800,0.5 | |
| 34717 isogroup42801,0.1 | |
| 34718 isogroup42802,-0.8 | |
| 34719 isogroup42803,0 | |
| 34720 isogroup42804,0.3 | |
| 34721 isogroup42805,0.4 | |
| 34722 isogroup42806,0.5 | |
| 34723 isogroup42807,-1.2 | |
| 34724 isogroup42809,1 | |
| 34725 isogroup4281,0.5 | |
| 34726 isogroup42810,0.1 | |
| 34727 isogroup42811,0.3 | |
| 34728 isogroup42812,0.3 | |
| 34729 isogroup42813,-0.2 | |
| 34730 isogroup42814,0.7 | |
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| 34750 isogroup42836,-0.3 | |
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| 34790 isogroup42873,1.2 | |
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| 35247 isogroup43331,0.2 | |
| 35248 isogroup43332,0 | |
| 35249 isogroup43334,0 | |
| 35250 isogroup43335,0.3 | |
| 35251 isogroup43336,0.5 | |
| 35252 isogroup43337,-0.6 | |
| 35253 isogroup43338,1.8 | |
| 35254 isogroup43339,-0.3 | |
| 35255 isogroup4334,0.5 | |
| 35256 isogroup43340,0.3 | |
| 35257 isogroup43341,0.5 | |
| 35258 isogroup43342,0.2 | |
| 35259 isogroup43343,0.3 | |
| 35260 isogroup43345,0.5 | |
| 35261 isogroup43346,0 | |
| 35262 isogroup43347,-0.3 | |
| 35263 isogroup43350,0.3 | |
| 35264 isogroup43351,-1.8 | |
| 35265 isogroup43352,-0.7 | |
| 35266 isogroup43353,0.3 | |
| 35267 isogroup43354,1 | |
| 35268 isogroup43355,0.5 | |
| 35269 isogroup43356,0.3 | |
| 35270 isogroup43358,0.1 | |
| 35271 isogroup43359,0.1 | |
| 35272 isogroup4336,-0.5 | |
| 35273 isogroup43360,0.2 | |
| 35274 isogroup43361,-0.3 | |
| 35275 isogroup43363,0.5 | |
| 35276 isogroup43365,0.2 | |
| 35277 isogroup43366,-0.1 | |
| 35278 isogroup43367,0.5 | |
| 35279 isogroup43368,-1.2 | |
| 35280 isogroup43369,0.4 | |
| 35281 isogroup4337,-0.6 | |
| 35282 isogroup43370,-0.5 | |
| 35283 isogroup43372,0.3 | |
| 35284 isogroup43374,1.4 | |
| 35285 isogroup43375,0 | |
| 35286 isogroup43377,1.6 | |
| 35287 isogroup43378,-8.5 | |
| 35288 isogroup43379,-0.4 | |
| 35289 isogroup4338,-1.2 | |
| 35290 isogroup43382,0.4 | |
| 35291 isogroup43383,0.4 | |
| 35292 isogroup43384,0.3 | |
| 35293 isogroup43385,1.3 | |
| 35294 isogroup43386,0.3 | |
| 35295 isogroup43387,-0.2 | |
| 35296 isogroup43388,0 | |
| 35297 isogroup4339,-2.7 | |
| 35298 isogroup43391,0.1 | |
| 35299 isogroup43392,1.3 | |
| 35300 isogroup43393,-0.3 | |
| 35301 isogroup43394,0 | |
| 35302 isogroup43395,1.5 | |
| 35303 isogroup43396,0.4 | |
| 35304 isogroup43397,-0.2 | |
| 35305 isogroup43398,-0.1 | |
| 35306 isogroup434,0.1 | |
| 35307 isogroup4340,-2.2 | |
| 35308 isogroup43400,-0.1 | |
| 35309 isogroup43401,0.3 | |
| 35310 isogroup43402,0.5 | |
| 35311 isogroup43403,0.7 | |
| 35312 isogroup43404,0.8 | |
| 35313 isogroup43405,0.8 | |
| 35314 isogroup43406,1.1 | |
| 35315 isogroup43407,0.7 | |
| 35316 isogroup43408,0 | |
| 35317 isogroup43409,0 | |
| 35318 isogroup4341,0.4 | |
| 35319 isogroup43410,0 | |
| 35320 isogroup43411,-0.2 | |
| 35321 isogroup43412,1.5 | |
| 35322 isogroup43413,1.5 | |
| 35323 isogroup43414,-1.8 | |
| 35324 isogroup43415,-0.9 | |
| 35325 isogroup43416,-0.8 | |
| 35326 isogroup43417,2.2 | |
| 35327 isogroup43419,2.1 | |
| 35328 isogroup4342,0.9 | |
| 35329 isogroup43421,0.3 | |
| 35330 isogroup43422,-0.5 | |
| 35331 isogroup43424,0.6 | |
| 35332 isogroup43425,-0.2 | |
| 35333 isogroup43426,0.3 | |
| 35334 isogroup43428,0.7 | |
| 35335 isogroup43429,-0.2 | |
| 35336 isogroup43430,0.2 | |
| 35337 isogroup43431,0.5 | |
| 35338 isogroup43432,-0.3 | |
| 35339 isogroup43433,-0.5 | |
| 35340 isogroup43434,-0.1 | |
| 35341 isogroup43435,0.3 | |
| 35342 isogroup43436,0.1 | |
| 35343 isogroup43437,0 | |
| 35344 isogroup43438,-2 | |
| 35345 isogroup43439,-2.4 | |
| 35346 isogroup4344,-2.7 | |
| 35347 isogroup43441,0.3 | |
| 35348 isogroup43442,0.3 | |
| 35349 isogroup43443,0.2 | |
| 35350 isogroup43444,-0.1 | |
| 35351 isogroup43445,0.9 | |
| 35352 isogroup43446,-0.2 | |
| 35353 isogroup43447,0.3 | |
| 35354 isogroup43448,0 | |
| 35355 isogroup4345,2 | |
| 35356 isogroup43450,0 | |
| 35357 isogroup43451,1.3 | |
| 35358 isogroup43452,0 | |
| 35359 isogroup43454,0.4 | |
| 35360 isogroup43455,-0.3 | |
| 35361 isogroup43456,-0.4 | |
| 35362 isogroup43457,-0.5 | |
| 35363 isogroup43458,0.9 | |
| 35364 isogroup43459,0.6 | |
| 35365 isogroup4346,3.5 | |
| 35366 isogroup43460,-0.7 | |
| 35367 isogroup43461,0.1 | |
| 35368 isogroup43463,-0.4 | |
| 35369 isogroup43464,2.4 | |
| 35370 isogroup43465,0.3 | |
| 35371 isogroup43466,-0.7 | |
| 35372 isogroup43467,-0.7 | |
| 35373 isogroup43468,0.5 | |
| 35374 isogroup43469,0.1 | |
| 35375 isogroup4347,0.4 | |
| 35376 isogroup43470,0.2 | |
| 35377 isogroup43473,-0.2 | |
| 35378 isogroup43474,0 | |
| 35379 isogroup43475,-3.3 | |
| 35380 isogroup43477,1.1 | |
| 35381 isogroup43478,0.4 | |
| 35382 isogroup43479,-0.2 | |
| 35383 isogroup4348,-0.6 | |
| 35384 isogroup43480,-1 | |
| 35385 isogroup43481,0.8 | |
| 35386 isogroup43483,1.4 | |
| 35387 isogroup43484,0.5 | |
| 35388 isogroup43485,-0.6 | |
| 35389 isogroup43486,0.3 | |
| 35390 isogroup43487,0.2 | |
| 35391 isogroup43488,-0.2 | |
| 35392 isogroup43489,0.6 | |
| 35393 isogroup4349,0.2 | |
| 35394 isogroup43490,-1 | |
| 35395 isogroup43491,0.9 | |
| 35396 isogroup43492,0.1 | |
| 35397 isogroup43493,0 | |
| 35398 isogroup43494,0 | |
| 35399 isogroup43495,3.1 | |
| 35400 isogroup43496,0 | |
| 35401 isogroup43498,0 | |
| 35402 isogroup43499,0.9 | |
| 35403 isogroup435,0.8 | |
| 35404 isogroup435.1,-0.7 | |
| 35405 isogroup4350,0.6 | |
| 35406 isogroup43500,-2.3 | |
| 35407 isogroup43501,0 | |
| 35408 isogroup43502,0.3 | |
| 35409 isogroup43503,0.6 | |
| 35410 isogroup43504,1.9 | |
| 35411 isogroup43505,0.3 | |
| 35412 isogroup43506,0.4 | |
| 35413 isogroup43508,2.7 | |
| 35414 isogroup43509,-0.3 | |
| 35415 isogroup4351,0.6 | |
| 35416 isogroup43510,0.2 | |
| 35417 isogroup43511,0.5 | |
| 35418 isogroup43513,2.9 | |
| 35419 isogroup43514,1.2 | |
| 35420 isogroup43515,0.1 | |
| 35421 isogroup43516,0.2 | |
| 35422 isogroup43518,0.2 | |
| 35423 isogroup43519,0.5 | |
| 35424 isogroup4352,0.3 | |
| 35425 isogroup43520,0 | |
| 35426 isogroup43521,0 | |
| 35427 isogroup43523,-0.7 | |
| 35428 isogroup43524,-0.1 | |
| 35429 isogroup43526,-0.1 | |
| 35430 isogroup43528,0.2 | |
| 35431 isogroup43529,0.4 | |
| 35432 isogroup4353,-0.1 | |
| 35433 isogroup43531,2.6 | |
| 35434 isogroup43532,0.9 | |
| 35435 isogroup43533,-1.6 | |
| 35436 isogroup43534,0.3 | |
| 35437 isogroup43535,0.2 | |
| 35438 isogroup43536,0 | |
| 35439 isogroup43537,-0.8 | |
| 35440 isogroup43538,0.1 | |
| 35441 isogroup43539,-0.4 | |
| 35442 isogroup4354,1.3 | |
| 35443 isogroup43540,0.1 | |
| 35444 isogroup43541,-0.1 | |
| 35445 isogroup43542,-0.9 | |
| 35446 isogroup43543,0 | |
| 35447 isogroup43544,0.5 | |
| 35448 isogroup43545,-0.2 | |
| 35449 isogroup43546,0.7 | |
| 35450 isogroup43547,-0.3 | |
| 35451 isogroup43548,0.5 | |
| 35452 isogroup43549,0 | |
| 35453 isogroup4355,-8.3 | |
| 35454 isogroup43550,-0.6 | |
| 35455 isogroup43551,-0.7 | |
| 35456 isogroup43552,-0.6 | |
| 35457 isogroup43553,0.3 | |
| 35458 isogroup43554,0 | |
| 35459 isogroup43555,-0.4 | |
| 35460 isogroup43556,0.3 | |
| 35461 isogroup43557,0.4 | |
| 35462 isogroup43558,-0.3 | |
| 35463 isogroup43559,0 | |
| 35464 isogroup4356,-0.3 | |
| 35465 isogroup43560,0.3 | |
| 35466 isogroup43561,-1 | |
| 35467 isogroup43562,-0.3 | |
| 35468 isogroup43563,0 | |
| 35469 isogroup43564,1.2 | |
| 35470 isogroup43565,0.7 | |
| 35471 isogroup43568,0.5 | |
| 35472 isogroup43569,0 | |
| 35473 isogroup4357,-1.3 | |
| 35474 isogroup43570,0.2 | |
| 35475 isogroup43571,0.7 | |
| 35476 isogroup43572,0.6 | |
| 35477 isogroup43573,0.6 | |
| 35478 isogroup43574,0.2 | |
| 35479 isogroup43575,1.1 | |
| 35480 isogroup43576,-0.2 | |
| 35481 isogroup43577,0.2 | |
| 35482 isogroup43579,1.2 | |
| 35483 isogroup4358,0.6 | |
| 35484 isogroup43580,-0.1 | |
| 35485 isogroup43581,0 | |
| 35486 isogroup43582,0.2 | |
| 35487 isogroup43583,0.3 | |
| 35488 isogroup43584,-0.7 | |
| 35489 isogroup43585,0.3 | |
| 35490 isogroup43587,-0.1 | |
| 35491 isogroup43588,0.4 | |
| 35492 isogroup43589,0.1 | |
| 35493 isogroup4359,3.7 | |
| 35494 isogroup43590,0.6 | |
| 35495 isogroup43591,-10 | |
| 35496 isogroup43592,0.2 | |
| 35497 isogroup43593,0 | |
| 35498 isogroup43594,-1.1 | |
| 35499 isogroup43595,0.3 | |
| 35500 isogroup43596,-1 | |
| 35501 isogroup43597,-0.4 | |
| 35502 isogroup43598,-0.2 | |
| 35503 isogroup43599,0 | |
| 35504 isogroup436,0.3 | |
| 35505 isogroup436.2,0.2 | |
| 35506 isogroup4360,0.6 | |
| 35507 isogroup43600,-0.8 | |
| 35508 isogroup43601,0.1 | |
| 35509 isogroup43602,0.4 | |
| 35510 isogroup43603,0.3 | |
| 35511 isogroup43604,-0.4 | |
| 35512 isogroup43605,0 | |
| 35513 isogroup43606,0.2 | |
| 35514 isogroup43607,-0.3 | |
| 35515 isogroup43609,1 | |
| 35516 isogroup4361,0.2 | |
| 35517 isogroup4361.1,0.1 | |
| 35518 isogroup43610,0.3 | |
| 35519 isogroup43611,-0.5 | |
| 35520 isogroup43612,-0.1 | |
| 35521 isogroup43613,0.3 | |
| 35522 isogroup43614,0.3 | |
| 35523 isogroup43617,0.5 | |
| 35524 isogroup43619,0 | |
| 35525 isogroup4362,0.3 | |
| 35526 isogroup43620,-1.8 | |
| 35527 isogroup43621,1.5 | |
| 35528 isogroup43622,-0.1 | |
| 35529 isogroup43623,0.2 | |
| 35530 isogroup43624,0.1 | |
| 35531 isogroup43625,0.5 | |
| 35532 isogroup43626,-0.4 | |
| 35533 isogroup43627,0.2 | |
| 35534 isogroup43629,-1.5 | |
| 35535 isogroup4363,-0.2 | |
| 35536 isogroup43630,0.2 | |
| 35537 isogroup43631,0.5 | |
| 35538 isogroup43632,-0.1 | |
| 35539 isogroup43633,2.5 | |
| 35540 isogroup43634,0.5 | |
| 35541 isogroup43635,-0.2 | |
| 35542 isogroup43636,0.3 | |
| 35543 isogroup43637,-10 | |
| 35544 isogroup43638,-0.4 | |
| 35545 isogroup43639,1.3 | |
| 35546 isogroup4364,0.2 | |
| 35547 isogroup43640,0.5 | |
| 35548 isogroup43641,1 | |
| 35549 isogroup43642,-0.2 | |
| 35550 isogroup43643,0.1 | |
| 35551 isogroup43644,0.1 | |
| 35552 isogroup43645,-0.6 | |
| 35553 isogroup43646,0.7 | |
| 35554 isogroup43648,0.3 | |
| 35555 isogroup43649,-0.3 | |
| 35556 isogroup4365,0.7 | |
| 35557 isogroup43651,0 | |
| 35558 isogroup43652,-0.2 | |
| 35559 isogroup43653,0.3 | |
| 35560 isogroup43655,0 | |
| 35561 isogroup43656,0.8 | |
| 35562 isogroup43657,-0.1 | |
| 35563 isogroup43658,1.1 | |
| 35564 isogroup43659,1 | |
| 35565 isogroup4366,2.7 | |
| 35566 isogroup43660,-1 | |
| 35567 isogroup43661,-0.6 | |
| 35568 isogroup43662,0.3 | |
| 35569 isogroup43663,0.3 | |
| 35570 isogroup43665,0 | |
| 35571 isogroup43666,-0.1 | |
| 35572 isogroup43667,0.9 | |
| 35573 isogroup43668,0.2 | |
| 35574 isogroup43669,0.2 | |
| 35575 isogroup4367,-3.5 | |
| 35576 isogroup43670,0.5 | |
| 35577 isogroup43671,0.9 | |
| 35578 isogroup43672,0.3 | |
| 35579 isogroup43674,0.3 | |
| 35580 isogroup43675,1.1 | |
| 35581 isogroup43676,-0.4 | |
| 35582 isogroup43677,0.5 | |
| 35583 isogroup43678,0.1 | |
| 35584 isogroup43679,0.7 | |
| 35585 isogroup4368,-0.8 | |
| 35586 isogroup43680,0.1 | |
| 35587 isogroup43681,0.1 | |
| 35588 isogroup43682,1.6 | |
| 35589 isogroup43683,0.2 | |
| 35590 isogroup43685,0.3 | |
| 35591 isogroup43686,0.1 | |
| 35592 isogroup43687,0.3 | |
| 35593 isogroup43688,0.5 | |
| 35594 isogroup43689,-0.4 | |
| 35595 isogroup4369,-0.4 | |
| 35596 isogroup43691,0.6 | |
| 35597 isogroup43692,0.1 | |
| 35598 isogroup43693,-8.3 | |
| 35599 isogroup43694,1.6 | |
| 35600 isogroup43695,0.3 | |
| 35601 isogroup43696,-0.7 | |
| 35602 isogroup43697,0.5 | |
| 35603 isogroup43698,0.3 | |
| 35604 isogroup43699,-5.1 | |
| 35605 isogroup437,0.7 | |
| 35606 isogroup4370,0.3 | |
| 35607 isogroup43700,0 | |
| 35608 isogroup43701,1.1 | |
| 35609 isogroup43702,-0.8 | |
| 35610 isogroup43704,1.3 | |
| 35611 isogroup43705,0.5 | |
| 35612 isogroup43706,0.1 | |
| 35613 isogroup43708,0.2 | |
| 35614 isogroup43709,0.2 | |
| 35615 isogroup4371,0.2 | |
| 35616 isogroup43710,0.7 | |
| 35617 isogroup43711,-0.2 | |
| 35618 isogroup43712,-0.2 | |
| 35619 isogroup43713,0.7 | |
| 35620 isogroup43714,-0.9 | |
| 35621 isogroup43715,0.3 | |
| 35622 isogroup43716,-0.5 | |
| 35623 isogroup43717,-1.2 | |
| 35624 isogroup43718,-2.5 | |
| 35625 isogroup43719,-0.6 | |
| 35626 isogroup4372,-1.7 | |
| 35627 isogroup43721,-0.4 | |
| 35628 isogroup43722,0.1 | |
| 35629 isogroup43724,-0.5 | |
| 35630 isogroup43725,-0.6 | |
| 35631 isogroup43727,1.4 | |
| 35632 isogroup43729,0.1 | |
| 35633 isogroup4373,0.2 | |
| 35634 isogroup43730,1.7 | |
| 35635 isogroup43731,-1.2 | |
| 35636 isogroup43732,0.1 | |
| 35637 isogroup43733,0.1 | |
| 35638 isogroup43734,-0.2 | |
| 35639 isogroup43735,0.4 | |
| 35640 isogroup43736,0.3 | |
| 35641 isogroup43737,0.2 | |
| 35642 isogroup43738,0.6 | |
| 35643 isogroup43739,0.3 | |
| 35644 isogroup4374,0.1 | |
| 35645 isogroup43740,-0.4 | |
| 35646 isogroup43741,0.3 | |
| 35647 isogroup43742,-0.1 | |
| 35648 isogroup43743,-1.5 | |
| 35649 isogroup43744,0.5 | |
| 35650 isogroup43745,0.3 | |
| 35651 isogroup43746,-0.2 | |
| 35652 isogroup43747,0.7 | |
| 35653 isogroup43748,-0.2 | |
| 35654 isogroup43749,0.4 | |
| 35655 isogroup4375,-2.7 | |
| 35656 isogroup43750,0.3 | |
| 35657 isogroup43751,-0.8 | |
| 35658 isogroup43752,-4.8 | |
| 35659 isogroup43753,0.2 | |
| 35660 isogroup43754,-0.1 | |
| 35661 isogroup43755,-0.5 | |
| 35662 isogroup43756,0.2 | |
| 35663 isogroup43757,-0.7 | |
| 35664 isogroup43758,-0.5 | |
| 35665 isogroup43759,0.3 | |
| 35666 isogroup4376,0.1 | |
| 35667 isogroup43760,0.3 | |
| 35668 isogroup43761,-1.6 | |
| 35669 isogroup43762,-1 | |
| 35670 isogroup43764,0.3 | |
| 35671 isogroup43765,0.1 | |
| 35672 isogroup43766,0.2 | |
| 35673 isogroup43767,2.1 | |
| 35674 isogroup43768,0.8 | |
| 35675 isogroup43769,0.5 | |
| 35676 isogroup4377,-0.3 | |
| 35677 isogroup43770,1.5 | |
| 35678 isogroup43771,0.3 | |
| 35679 isogroup43772,0.3 | |
| 35680 isogroup43773,1.4 | |
| 35681 isogroup43774,0.4 | |
| 35682 isogroup43776,-1.8 | |
| 35683 isogroup43777,0.3 | |
| 35684 isogroup43778,0.2 | |
| 35685 isogroup43779,0.7 | |
| 35686 isogroup4378,1.3 | |
| 35687 isogroup43780,-1.7 | |
| 35688 isogroup43781,0 | |
| 35689 isogroup43782,-1.4 | |
| 35690 isogroup43783,1.8 | |
| 35691 isogroup43784,0.3 | |
| 35692 isogroup43785,-0.1 | |
| 35693 isogroup43787,-0.9 | |
| 35694 isogroup43788,0 | |
| 35695 isogroup4379,-4.5 | |
| 35696 isogroup43790,0.4 | |
| 35697 isogroup43791,0.1 | |
| 35698 isogroup43792,-0.1 | |
| 35699 isogroup43793,0.8 | |
| 35700 isogroup43794,10 | |
| 35701 isogroup43795,0 | |
| 35702 isogroup43796,-0.4 | |
| 35703 isogroup43797,0.3 | |
| 35704 isogroup43798,-0.4 | |
| 35705 isogroup438,2.4 | |
| 35706 isogroup4380,-1 | |
| 35707 isogroup43800,0.2 | |
| 35708 isogroup43801,0 | |
| 35709 isogroup43802,0.9 | |
| 35710 isogroup43803,-1.4 | |
| 35711 isogroup43804,-0.5 | |
| 35712 isogroup43805,0.3 | |
| 35713 isogroup43806,0.3 | |
| 35714 isogroup43808,-0.6 | |
| 35715 isogroup43809,-1 | |
| 35716 isogroup4381,0 | |
| 35717 isogroup43810,-4.1 | |
| 35718 isogroup43811,-0.1 | |
| 35719 isogroup43812,1.7 | |
| 35720 isogroup43813,1.3 | |
| 35721 isogroup43814,-0.1 | |
| 35722 isogroup43815,0.8 | |
| 35723 isogroup43816,-0.3 | |
| 35724 isogroup43817,0.4 | |
| 35725 isogroup43818,0.2 | |
| 35726 isogroup43819,-0.1 | |
| 35727 isogroup4382,1.3 | |
| 35728 isogroup43820,0.5 | |
| 35729 isogroup43821,0.2 | |
| 35730 isogroup43822,-0.2 | |
| 35731 isogroup43823,1.2 | |
| 35732 isogroup43824,0.9 | |
| 35733 isogroup43825,-0.6 | |
| 35734 isogroup43826,0.4 | |
| 35735 isogroup43827,-0.5 | |
| 35736 isogroup43828,2.2 | |
| 35737 isogroup43829,-2 | |
| 35738 isogroup4383,-1 | |
| 35739 isogroup43830,0.6 | |
| 35740 isogroup43831,1 | |
| 35741 isogroup43832,0.2 | |
| 35742 isogroup43833,-0.1 | |
| 35743 isogroup43834,1.6 | |
| 35744 isogroup43835,0.5 | |
| 35745 isogroup43837,0.7 | |
| 35746 isogroup43838,0 | |
| 35747 isogroup43839,1.8 | |
| 35748 isogroup4384,0.1 | |
| 35749 isogroup43840,-0.2 | |
| 35750 isogroup43841,0.4 | |
| 35751 isogroup43842,-1.8 | |
| 35752 isogroup43843,0.6 | |
| 35753 isogroup43844,0.5 | |
| 35754 isogroup43845,-0.5 | |
| 35755 isogroup43846,0.5 | |
| 35756 isogroup43847,0.9 | |
| 35757 isogroup43849,0.8 | |
| 35758 isogroup4385,0.6 | |
| 35759 isogroup43850,1.3 | |
| 35760 isogroup43851,-0.7 | |
| 35761 isogroup43852,0.1 | |
| 35762 isogroup43853,1.2 | |
| 35763 isogroup43854,0.2 | |
| 35764 isogroup43855,1.8 | |
| 35765 isogroup43856,0.9 | |
| 35766 isogroup43857,-0.3 | |
| 35767 isogroup43858,2.6 | |
| 35768 isogroup43859,0.1 | |
| 35769 isogroup4386,0.6 | |
| 35770 isogroup43860,0.3 | |
| 35771 isogroup43861,0 | |
| 35772 isogroup43862,0.2 | |
| 35773 isogroup43863,-0.6 | |
| 35774 isogroup43864,1.7 | |
| 35775 isogroup43865,-0.9 | |
| 35776 isogroup43866,0 | |
| 35777 isogroup43867,1.2 | |
| 35778 isogroup43868,1.9 | |
| 35779 isogroup43869,0.2 | |
| 35780 isogroup4387,0.4 | |
| 35781 isogroup43870,0.3 | |
| 35782 isogroup43871,-0.4 | |
| 35783 isogroup43872,0.4 | |
| 35784 isogroup43873,0.3 | |
| 35785 isogroup43875,1.8 | |
| 35786 isogroup43876,0.5 | |
| 35787 isogroup43877,-1.4 | |
| 35788 isogroup43878,-0.3 | |
| 35789 isogroup43879,0.4 | |
| 35790 isogroup4388,-1.8 | |
| 35791 isogroup43880,-0.5 | |
| 35792 isogroup43881,0 | |
| 35793 isogroup43882,-0.4 | |
| 35794 isogroup43883,2 | |
| 35795 isogroup43884,0.8 | |
| 35796 isogroup43885,0.1 | |
| 35797 isogroup43886,0.8 | |
| 35798 isogroup43887,0 | |
| 35799 isogroup43888,-0.6 | |
| 35800 isogroup43889,0.6 | |
| 35801 isogroup4389,1.1 | |
| 35802 isogroup43891,0 | |
| 35803 isogroup43892,0.4 | |
| 35804 isogroup43893,0.3 | |
| 35805 isogroup43894,-1.1 | |
| 35806 isogroup43895,0.1 | |
| 35807 isogroup43896,-1 | |
| 35808 isogroup43897,-0.1 | |
| 35809 isogroup43898,-0.2 | |
| 35810 isogroup439,5.6 | |
| 35811 isogroup4390,1.5 | |
| 35812 isogroup43900,0.6 | |
| 35813 isogroup43901,0.2 | |
| 35814 isogroup43902,0.2 | |
| 35815 isogroup43904,-0.2 | |
| 35816 isogroup43906,0.4 | |
| 35817 isogroup43907,0.3 | |
| 35818 isogroup43908,-0.1 | |
| 35819 isogroup4391,-0.4 | |
| 35820 isogroup43910,0.5 | |
| 35821 isogroup43911,0.6 | |
| 35822 isogroup43914,0.1 | |
| 35823 isogroup43915,0.2 | |
| 35824 isogroup43916,0.4 | |
| 35825 isogroup43917,0 | |
| 35826 isogroup43918,0.6 | |
| 35827 isogroup43919,0.6 | |
| 35828 isogroup4392,0 | |
| 35829 isogroup43920,1.3 | |
| 35830 isogroup43921,-0.5 | |
| 35831 isogroup43922,0.6 | |
| 35832 isogroup43923,-0.1 | |
| 35833 isogroup43924,0.1 | |
| 35834 isogroup43925,1.2 | |
| 35835 isogroup43926,1.1 | |
| 35836 isogroup43927,-0.1 | |
| 35837 isogroup43928,0.1 | |
| 35838 isogroup43929,0 | |
| 35839 isogroup4393,-0.4 | |
| 35840 isogroup43930,0.3 | |
| 35841 isogroup43931,-0.9 | |
| 35842 isogroup43932,1.8 | |
| 35843 isogroup43934,0.6 | |
| 35844 isogroup43935,0.1 | |
| 35845 isogroup43936,0.3 | |
| 35846 isogroup43937,0.3 | |
| 35847 isogroup43938,1.3 | |
| 35848 isogroup43939,0.9 | |
| 35849 isogroup4394,0.6 | |
| 35850 isogroup43940,0.3 | |
| 35851 isogroup43941,-0.3 | |
| 35852 isogroup43942,0.1 | |
| 35853 isogroup43943,0 | |
| 35854 isogroup43944,0.3 | |
| 35855 isogroup43945,0.6 | |
| 35856 isogroup43946,0 | |
| 35857 isogroup43947,0.5 | |
| 35858 isogroup43948,-0.7 | |
| 35859 isogroup43949,0 | |
| 35860 isogroup4395,-0.6 | |
| 35861 isogroup43950,1 | |
| 35862 isogroup43951,0.1 | |
| 35863 isogroup43952,0.2 | |
| 35864 isogroup43953,0.4 | |
| 35865 isogroup43954,0.4 | |
| 35866 isogroup43955,-0.8 | |
| 35867 isogroup43956,0 | |
| 35868 isogroup43957,0.4 | |
| 35869 isogroup43959,0.2 | |
| 35870 isogroup4396,-2.4 | |
| 35871 isogroup43960,-0.6 | |
| 35872 isogroup43961,4 | |
| 35873 isogroup43962,0.3 | |
| 35874 isogroup43963,0.2 | |
| 35875 isogroup43964,-7.6 | |
| 35876 isogroup43965,-2 | |
| 35877 isogroup43966,-0.5 | |
| 35878 isogroup43967,1 | |
| 35879 isogroup43968,-0.2 | |
| 35880 isogroup4397,0.4 | |
| 35881 isogroup43970,0.9 | |
| 35882 isogroup43971,-0.1 | |
| 35883 isogroup43972,-0.1 | |
| 35884 isogroup43974,0.2 | |
| 35885 isogroup43975,-0.6 | |
| 35886 isogroup43976,0.2 | |
| 35887 isogroup43977,-0.3 | |
| 35888 isogroup43978,0.1 | |
| 35889 isogroup43979,-0.1 | |
| 35890 isogroup4398,-1.4 | |
| 35891 isogroup43980,1.1 | |
| 35892 isogroup43981,-0.2 | |
| 35893 isogroup43982,1.2 | |
| 35894 isogroup43983,-0.7 | |
| 35895 isogroup43984,0 | |
| 35896 isogroup43985,2.1 | |
| 35897 isogroup43986,0.5 | |
| 35898 isogroup43987,0.1 | |
| 35899 isogroup43988,0.2 | |
| 35900 isogroup43989,-0.1 | |
| 35901 isogroup4399,2.9 | |
| 35902 isogroup43990,0.4 | |
| 35903 isogroup43991,-0.6 | |
| 35904 isogroup43992,0.3 | |
| 35905 isogroup43993,-5.4 | |
| 35906 isogroup43994,0 | |
| 35907 isogroup43995,-7.8 | |
| 35908 isogroup43996,-0.4 | |
| 35909 isogroup43997,0 | |
| 35910 isogroup43998,-1.1 | |
| 35911 isogroup43999,0.2 | |
| 35912 isogroup44,0.5 | |
| 35913 isogroup440,1.8 | |
| 35914 isogroup4400,-0.1 | |
| 35915 isogroup44000,0.1 | |
| 35916 isogroup44002,0.3 | |
| 35917 isogroup44003,0 | |
| 35918 isogroup44004,0.7 | |
| 35919 isogroup44005,0.5 | |
| 35920 isogroup44007,0.6 | |
| 35921 isogroup44008,0.1 | |
| 35922 isogroup44009,0.5 | |
| 35923 isogroup4401,-0.4 | |
| 35924 isogroup44010,0.1 | |
| 35925 isogroup44011,0.9 | |
| 35926 isogroup44012,0.1 | |
| 35927 isogroup44013,0.3 | |
| 35928 isogroup44015,-8.5 | |
| 35929 isogroup44016,-0.1 | |
| 35930 isogroup44018,0.4 | |
| 35931 isogroup44019,0.1 | |
| 35932 isogroup4402,0.7 | |
| 35933 isogroup44020,0.2 | |
| 35934 isogroup44021,0.3 | |
| 35935 isogroup44022,0.5 | |
| 35936 isogroup44023,0.6 | |
| 35937 isogroup44024,2.7 | |
| 35938 isogroup44025,0.7 | |
| 35939 isogroup44026,0.1 | |
| 35940 isogroup44028,0.2 | |
| 35941 isogroup44029,-0.1 | |
| 35942 isogroup4403,1.1 | |
| 35943 isogroup44030,-0.5 | |
| 35944 isogroup44032,1.8 | |
| 35945 isogroup44035,0.7 | |
| 35946 isogroup44036,1.1 | |
| 35947 isogroup44037,0.8 | |
| 35948 isogroup44039,0.9 | |
| 35949 isogroup4404,1.7 | |
| 35950 isogroup44040,0 | |
| 35951 isogroup44041,0.4 | |
| 35952 isogroup44042,0.2 | |
| 35953 isogroup44043,1.9 | |
| 35954 isogroup44044,-0.6 | |
| 35955 isogroup44045,-0.2 | |
| 35956 isogroup44046,-0.1 | |
| 35957 isogroup44047,0.4 | |
| 35958 isogroup44048,0.9 | |
| 35959 isogroup44049,0.2 | |
| 35960 isogroup4405,0 | |
| 35961 isogroup44050,-0.4 | |
| 35962 isogroup44051,0.2 | |
| 35963 isogroup44052,1 | |
| 35964 isogroup44053,0 | |
| 35965 isogroup44054,-0.8 | |
| 35966 isogroup44055,0 | |
| 35967 isogroup44056,0.3 | |
| 35968 isogroup44057,0.5 | |
| 35969 isogroup44058,-8 | |
| 35970 isogroup44059,0.5 | |
| 35971 isogroup4406,4.8 | |
| 35972 isogroup44060,0 | |
| 35973 isogroup44062,-0.3 | |
| 35974 isogroup44063,-0.3 | |
| 35975 isogroup44064,-0.1 | |
| 35976 isogroup44065,0.9 | |
| 35977 isogroup44066,0 | |
| 35978 isogroup44069,0.9 | |
| 35979 isogroup4407,0 | |
| 35980 isogroup44070,-0.5 | |
| 35981 isogroup44072,0.5 | |
| 35982 isogroup44073,0.3 | |
| 35983 isogroup44075,-0.2 | |
| 35984 isogroup44076,0.6 | |
| 35985 isogroup44078,-1.2 | |
| 35986 isogroup44079,0.4 | |
| 35987 isogroup4408,0.7 | |
| 35988 isogroup44080,-0.3 | |
| 35989 isogroup44081,0.4 | |
| 35990 isogroup44082,0.2 | |
| 35991 isogroup44083,0.1 | |
| 35992 isogroup44084,0.3 | |
| 35993 isogroup44085,0.6 | |
| 35994 isogroup44086,0.5 | |
| 35995 isogroup44087,0.1 | |
| 35996 isogroup44088,1.3 | |
| 35997 isogroup44089,-0.1 | |
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| 35999 isogroup44090,0.1 | |
| 36000 isogroup44091,0.9 | |
| 36001 isogroup44093,0.1 | |
| 36002 isogroup44094,1.2 | |
| 36003 isogroup44096,0 | |
| 36004 isogroup44097,0.4 | |
| 36005 isogroup44098,0.2 | |
| 36006 isogroup44099,-0.4 | |
| 36007 isogroup441,0.7 | |
| 36008 isogroup4410,0.9 | |
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| 36010 isogroup44101,0.2 | |
| 36011 isogroup44102,0.5 | |
| 36012 isogroup44103,1.3 | |
| 36013 isogroup44105,0.2 | |
| 36014 isogroup44106,0.1 | |
| 36015 isogroup44107,0.3 | |
| 36016 isogroup44108,1.4 | |
| 36017 isogroup44109,-0.7 | |
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| 36019 isogroup44110,0.1 | |
| 36020 isogroup44111,0.1 | |
| 36021 isogroup44112,0.4 | |
| 36022 isogroup44113,0.8 | |
| 36023 isogroup44114,0.7 | |
| 36024 isogroup44115,0.1 | |
| 36025 isogroup44116,0.5 | |
| 36026 isogroup44117,0.5 | |
| 36027 isogroup44119,0.6 | |
| 36028 isogroup4412,2.4 | |
| 36029 isogroup44120,0 | |
| 36030 isogroup44121,0 | |
| 36031 isogroup44122,-0.1 | |
| 36032 isogroup44125,0.4 | |
| 36033 isogroup44126,-0.3 | |
| 36034 isogroup44127,0.4 | |
| 36035 isogroup44128,0.2 | |
| 36036 isogroup44129,1.4 | |
| 36037 isogroup4413,1.6 | |
| 36038 isogroup44130,0.5 | |
| 36039 isogroup44132,0.9 | |
| 36040 isogroup44134,0.3 | |
| 36041 isogroup44135,0.4 | |
| 36042 isogroup44136,1.4 | |
| 36043 isogroup44137,-0.1 | |
| 36044 isogroup44138,0.4 | |
| 36045 isogroup44139,1.4 | |
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| 36048 isogroup44141,-0.1 | |
| 36049 isogroup44142,1.2 | |
| 36050 isogroup44143,0.3 | |
| 36051 isogroup44144,0.5 | |
| 36052 isogroup44145,2.6 | |
| 36053 isogroup44146,1.2 | |
| 36054 isogroup44147,0.2 | |
| 36055 isogroup44148,-0.2 | |
| 36056 isogroup44149,-0.4 | |
| 36057 isogroup4415,0.6 | |
| 36058 isogroup44150,0.3 | |
| 36059 isogroup44151,-0.2 | |
| 36060 isogroup44152,-0.2 | |
| 36061 isogroup44153,0.2 | |
| 36062 isogroup44154,0 | |
| 36063 isogroup44155,0.7 | |
| 36064 isogroup44156,0.3 | |
| 36065 isogroup44157,-0.3 | |
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| 36068 isogroup4416,-4.4 | |
| 36069 isogroup44160,0.4 | |
| 36070 isogroup44161,-0.8 | |
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| 36073 isogroup44166,0.8 | |
| 36074 isogroup44168,0.8 | |
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| 36076 isogroup4417,-0.7 | |
| 36077 isogroup44170,3 | |
| 36078 isogroup44171,-0.5 | |
| 36079 isogroup44172,0.4 | |
| 36080 isogroup44173,1.3 | |
| 36081 isogroup44174,-0.3 | |
| 36082 isogroup44175,0.4 | |
| 36083 isogroup44176,-0.3 | |
| 36084 isogroup44177,4.8 | |
| 36085 isogroup44178,0.5 | |
| 36086 isogroup4418,1.7 | |
| 36087 isogroup44180,0 | |
| 36088 isogroup44182,0.3 | |
| 36089 isogroup44183,-1.1 | |
| 36090 isogroup44184,0.2 | |
| 36091 isogroup44185,0.2 | |
| 36092 isogroup44186,0.1 | |
| 36093 isogroup44188,0.5 | |
| 36094 isogroup44189,0.3 | |
| 36095 isogroup4419,-2.4 | |
| 36096 isogroup44190,0.2 | |
| 36097 isogroup44191,0.4 | |
| 36098 isogroup44192,0 | |
| 36099 isogroup44193,0.1 | |
| 36100 isogroup44194,0.4 | |
| 36101 isogroup44195,0.5 | |
| 36102 isogroup44196,-0.2 | |
| 36103 isogroup44197,1 | |
| 36104 isogroup44198,-0.2 | |
| 36105 isogroup44199,-2.1 | |
| 36106 isogroup442,0.4 | |
| 36107 isogroup4420,0 | |
| 36108 isogroup44200,0 | |
| 36109 isogroup44201,0.3 | |
| 36110 isogroup44202,0.3 | |
| 36111 isogroup44203,-2.4 | |
| 36112 isogroup44204,-0.6 | |
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| 36114 isogroup44207,0.6 | |
| 36115 isogroup44208,1.1 | |
| 36116 isogroup44209,0.7 | |
| 36117 isogroup4421,-2.7 | |
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| 36119 isogroup44211,0.4 | |
| 36120 isogroup44212,-1.1 | |
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| 36122 isogroup44214,0.1 | |
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| 36124 isogroup44216,0.3 | |
| 36125 isogroup44217,0.4 | |
| 36126 isogroup44218,0.8 | |
| 36127 isogroup44219,0.1 | |
| 36128 isogroup4422,7.3 | |
| 36129 isogroup44220,2.1 | |
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| 36135 isogroup44227,0.7 | |
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| 36139 isogroup44230,-1.2 | |
| 36140 isogroup44231,0.5 | |
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| 36142 isogroup44233,2.2 | |
| 36143 isogroup44234,0.3 | |
| 36144 isogroup44235,0.9 | |
| 36145 isogroup44236,0 | |
| 36146 isogroup44237,0 | |
| 36147 isogroup44238,0.5 | |
| 36148 isogroup44239,0 | |
| 36149 isogroup4424,0.4 | |
| 36150 isogroup44240,0.2 | |
| 36151 isogroup44241,2.5 | |
| 36152 isogroup44242,1.2 | |
| 36153 isogroup44243,0.6 | |
| 36154 isogroup44244,-0.3 | |
| 36155 isogroup44245,0.2 | |
| 36156 isogroup44246,-0.2 | |
| 36157 isogroup44247,0.2 | |
| 36158 isogroup44248,-0.1 | |
| 36159 isogroup44249,0.3 | |
| 36160 isogroup4425,3.5 | |
| 36161 isogroup44250,0.2 | |
| 36162 isogroup44251,0.1 | |
| 36163 isogroup44252,0.3 | |
| 36164 isogroup44253,-4.6 | |
| 36165 isogroup44254,0.3 | |
| 36166 isogroup44255,0.7 | |
| 36167 isogroup44257,-0.4 | |
| 36168 isogroup44258,0.2 | |
| 36169 isogroup44259,-2.9 | |
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| 36171 isogroup44260,1.2 | |
| 36172 isogroup44261,0.3 | |
| 36173 isogroup44262,-2.6 | |
| 36174 isogroup44263,0 | |
| 36175 isogroup44264,-0.1 | |
| 36176 isogroup44265,-0.1 | |
| 36177 isogroup44266,-0.9 | |
| 36178 isogroup44267,0 | |
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| 36185 isogroup44276,-0.2 | |
| 36186 isogroup44277,0.3 | |
| 36187 isogroup44279,0.2 | |
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| 36190 isogroup44281,-0.4 | |
| 36191 isogroup44282,1.3 | |
| 36192 isogroup44283,-1.3 | |
| 36193 isogroup44285,-1.1 | |
| 36194 isogroup44286,0 | |
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| 36196 isogroup44288,0.5 | |
| 36197 isogroup44289,1.9 | |
| 36198 isogroup4429,1.5 | |
| 36199 isogroup44290,0.2 | |
| 36200 isogroup44291,0.2 | |
| 36201 isogroup44292,-0.6 | |
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| 36203 isogroup44295,1.3 | |
| 36204 isogroup44299,0.5 | |
| 36205 isogroup443,1.9 | |
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| 36207 isogroup44300,1.8 | |
| 36208 isogroup44301,-0.3 | |
| 36209 isogroup44302,1.2 | |
| 36210 isogroup44303,0.1 | |
| 36211 isogroup44304,0.6 | |
| 36212 isogroup44306,-0.2 | |
| 36213 isogroup44307,-2.1 | |
| 36214 isogroup44308,2 | |
| 36215 isogroup44309,-0.1 | |
| 36216 isogroup4431,0.7 | |
| 36217 isogroup44311,-0.3 | |
| 36218 isogroup44312,-0.1 | |
| 36219 isogroup44313,-0.2 | |
| 36220 isogroup44314,-0.6 | |
| 36221 isogroup44316,0.7 | |
| 36222 isogroup44317,1.6 | |
| 36223 isogroup44318,1.1 | |
| 36224 isogroup4432,-0.7 | |
| 36225 isogroup44320,0.5 | |
| 36226 isogroup44323,2.9 | |
| 36227 isogroup44324,-0.1 | |
| 36228 isogroup44325,1.8 | |
| 36229 isogroup44327,0.5 | |
| 36230 isogroup44328,-0.8 | |
| 36231 isogroup44329,0.3 | |
| 36232 isogroup4433,-0.2 | |
| 36233 isogroup44330,0.7 | |
| 36234 isogroup44331,-0.3 | |
| 36235 isogroup44332,0 | |
| 36236 isogroup44333,0.5 | |
| 36237 isogroup44334,-1.5 | |
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| 36239 isogroup44337,-0.4 | |
| 36240 isogroup44338,1.2 | |
| 36241 isogroup44339,-0.5 | |
| 36242 isogroup4434,3.9 | |
| 36243 isogroup44340,-0.2 | |
| 36244 isogroup44341,-1.9 | |
| 36245 isogroup44342,0 | |
| 36246 isogroup44343,0.3 | |
| 36247 isogroup44344,-0.4 | |
| 36248 isogroup44347,0.3 | |
| 36249 isogroup44348,-0.1 | |
| 36250 isogroup44349,0.3 | |
| 36251 isogroup4435,4.6 | |
| 36252 isogroup44350,0 | |
| 36253 isogroup44351,-0.3 | |
| 36254 isogroup44352,-0.2 | |
| 36255 isogroup44354,0.2 | |
| 36256 isogroup44355,1.1 | |
| 36257 isogroup44356,0 | |
| 36258 isogroup44357,0.1 | |
| 36259 isogroup44359,-0.5 | |
| 36260 isogroup4436,1.8 | |
| 36261 isogroup44360,-0.2 | |
| 36262 isogroup44361,3.6 | |
| 36263 isogroup44362,-0.1 | |
| 36264 isogroup44365,0.6 | |
| 36265 isogroup44367,0 | |
| 36266 isogroup44368,-3.3 | |
| 36267 isogroup44369,1.4 | |
| 36268 isogroup4437,1.7 | |
| 36269 isogroup44370,-0.1 | |
| 36270 isogroup44372,0.7 | |
| 36271 isogroup44373,-0.2 | |
| 36272 isogroup44374,0.9 | |
| 36273 isogroup44375,-0.2 | |
| 36274 isogroup44376,-0.4 | |
| 36275 isogroup44378,0.3 | |
| 36276 isogroup44379,0.3 | |
| 36277 isogroup4438,4.6 | |
| 36278 isogroup44380,0.3 | |
| 36279 isogroup44381,0.3 | |
| 36280 isogroup44382,0.9 | |
| 36281 isogroup44383,0.4 | |
| 36282 isogroup44384,0.4 | |
| 36283 isogroup44385,-3.2 | |
| 36284 isogroup44386,0.3 | |
| 36285 isogroup44387,0.7 | |
| 36286 isogroup44388,0.2 | |
| 36287 isogroup44389,-1.5 | |
| 36288 isogroup4439,-3.5 | |
| 36289 isogroup44390,-0.1 | |
| 36290 isogroup44392,0.1 | |
| 36291 isogroup44393,0.3 | |
| 36292 isogroup44394,0.1 | |
| 36293 isogroup44395,-0.1 | |
| 36294 isogroup44396,0.9 | |
| 36295 isogroup44397,-1.8 | |
| 36296 isogroup44398,0.3 | |
| 36297 isogroup44399,0 | |
| 36298 isogroup444,-1.7 | |
| 36299 isogroup4440,-0.5 | |
| 36300 isogroup44400,1 | |
| 36301 isogroup44401,0.7 | |
| 36302 isogroup44402,0.1 | |
| 36303 isogroup44404,-0.4 | |
| 36304 isogroup44405,-0.2 | |
| 36305 isogroup44406,1.8 | |
| 36306 isogroup44407,0.4 | |
| 36307 isogroup44408,0.1 | |
| 36308 isogroup44409,0.5 | |
| 36309 isogroup4441,0.3 | |
| 36310 isogroup44410,1.1 | |
| 36311 isogroup44411,-0.5 | |
| 36312 isogroup44412,-0.1 | |
| 36313 isogroup44413,-0.3 | |
| 36314 isogroup44415,-0.1 | |
| 36315 isogroup44417,0.3 | |
| 36316 isogroup4442,0.3 | |
| 36317 isogroup44421,0 | |
| 36318 isogroup44422,1.2 | |
| 36319 isogroup44423,-0.2 | |
| 36320 isogroup44424,-0.4 | |
| 36321 isogroup44425,0.4 | |
| 36322 isogroup44426,0.1 | |
| 36323 isogroup44427,0.4 | |
| 36324 isogroup44429,0.4 | |
| 36325 isogroup4443,-4 | |
| 36326 isogroup44430,0 | |
| 36327 isogroup44431,-0.2 | |
| 36328 isogroup44432,0.2 | |
| 36329 isogroup44433,0.2 | |
| 36330 isogroup44434,0.7 | |
| 36331 isogroup44435,-10 | |
| 36332 isogroup44437,0 | |
| 36333 isogroup44438,0 | |
| 36334 isogroup44439,-0.8 | |
| 36335 isogroup4444,2.3 | |
| 36336 isogroup44440,0.8 | |
| 36337 isogroup44441,0.6 | |
| 36338 isogroup44442,0.5 | |
| 36339 isogroup44443,0.4 | |
| 36340 isogroup44444,0.1 | |
| 36341 isogroup44445,-0.2 | |
| 36342 isogroup44446,0.7 | |
| 36343 isogroup44447,0.3 | |
| 36344 isogroup44449,0.4 | |
| 36345 isogroup4445,1.3 | |
| 36346 isogroup44450,1.2 | |
| 36347 isogroup44451,0.1 | |
| 36348 isogroup44452,0.5 | |
| 36349 isogroup44453,0.2 | |
| 36350 isogroup44454,0.4 | |
| 36351 isogroup44455,0.5 | |
| 36352 isogroup44456,-0.4 | |
| 36353 isogroup44457,-0.1 | |
| 36354 isogroup44458,-0.4 | |
| 36355 isogroup44459,0.9 | |
| 36356 isogroup4446,0 | |
| 36357 isogroup44460,0.2 | |
| 36358 isogroup44461,-0.6 | |
| 36359 isogroup44462,0.2 | |
| 36360 isogroup44463,-0.5 | |
| 36361 isogroup44464,0.3 | |
| 36362 isogroup44465,-1.1 | |
| 36363 isogroup44466,0.6 | |
| 36364 isogroup44467,0.1 | |
| 36365 isogroup44468,-1.2 | |
| 36366 isogroup44469,0 | |
| 36367 isogroup4447,1.2 | |
| 36368 isogroup44470,-0.2 | |
| 36369 isogroup44471,-0.6 | |
| 36370 isogroup44472,-0.5 | |
| 36371 isogroup44473,0.5 | |
| 36372 isogroup44474,-0.2 | |
| 36373 isogroup44475,-3.4 | |
| 36374 isogroup44476,1 | |
| 36375 isogroup44477,0.2 | |
| 36376 isogroup44478,-0.4 | |
| 36377 isogroup4448,0.7 | |
| 36378 isogroup44480,1.5 | |
| 36379 isogroup44481,-0.9 | |
| 36380 isogroup44482,0 | |
| 36381 isogroup44484,1.7 | |
| 36382 isogroup44486,1.3 | |
| 36383 isogroup44487,-0.4 | |
| 36384 isogroup44488,-0.9 | |
| 36385 isogroup44489,0.5 | |
| 36386 isogroup4449,0.3 | |
| 36387 isogroup44491,-0.1 | |
| 36388 isogroup44492,-0.7 | |
| 36389 isogroup44493,0.5 | |
| 36390 isogroup44494,0.4 | |
| 36391 isogroup44495,-0.1 | |
| 36392 isogroup44496,6.3 | |
| 36393 isogroup44497,-0.1 | |
| 36394 isogroup44498,-3 | |
| 36395 isogroup44499,0.5 | |
| 36396 isogroup445,-3.2 | |
| 36397 isogroup4450,0.5 | |
| 36398 isogroup44500,1 | |
| 36399 isogroup44501,0.2 | |
| 36400 isogroup44502,1.3 | |
| 36401 isogroup44503,0.8 | |
| 36402 isogroup44504,0.4 | |
| 36403 isogroup44505,-0.1 | |
| 36404 isogroup44506,8 | |
| 36405 isogroup44507,-0.1 | |
| 36406 isogroup44508,0.6 | |
| 36407 isogroup44509,0.3 | |
| 36408 isogroup4451,9.3 | |
| 36409 isogroup44510,0.5 | |
| 36410 isogroup44511,1.3 | |
| 36411 isogroup44512,0.8 | |
| 36412 isogroup44513,-0.5 | |
| 36413 isogroup44514,1.1 | |
| 36414 isogroup44515,0.4 | |
| 36415 isogroup44516,-1.1 | |
| 36416 isogroup44518,-0.6 | |
| 36417 isogroup44519,1.3 | |
| 36418 isogroup4452,-10 | |
| 36419 isogroup44521,0 | |
| 36420 isogroup44522,-0.4 | |
| 36421 isogroup44523,0.2 | |
| 36422 isogroup44525,-0.3 | |
| 36423 isogroup44527,-0.6 | |
| 36424 isogroup44528,0.3 | |
| 36425 isogroup44529,4.6 | |
| 36426 isogroup4453,0.7 | |
| 36427 isogroup44530,-0.1 | |
| 36428 isogroup44531,-0.2 | |
| 36429 isogroup44532,0.5 | |
| 36430 isogroup44533,-0.7 | |
| 36431 isogroup44535,0.9 | |
| 36432 isogroup44536,0.3 | |
| 36433 isogroup44537,0.5 | |
| 36434 isogroup44538,0.5 | |
| 36435 isogroup44539,1.4 | |
| 36436 isogroup4454,1 | |
| 36437 isogroup44540,1.3 | |
| 36438 isogroup44541,-0.1 | |
| 36439 isogroup44542,-1 | |
| 36440 isogroup44543,0.1 | |
| 36441 isogroup44544,0.4 | |
| 36442 isogroup44545,0 | |
| 36443 isogroup44546,0.5 | |
| 36444 isogroup44547,0.3 | |
| 36445 isogroup44548,0.6 | |
| 36446 isogroup44549,0 | |
| 36447 isogroup4455,-0.1 | |
| 36448 isogroup44550,0.2 | |
| 36449 isogroup44551,0.5 | |
| 36450 isogroup44552,0.7 | |
| 36451 isogroup44553,-1 | |
| 36452 isogroup44554,0.3 | |
| 36453 isogroup44555,-0.1 | |
| 36454 isogroup44556,-0.2 | |
| 36455 isogroup44557,0.5 | |
| 36456 isogroup44558,2.8 | |
| 36457 isogroup44559,0.4 | |
| 36458 isogroup4456,-0.6 | |
| 36459 isogroup44560,-0.4 | |
| 36460 isogroup44562,-0.2 | |
| 36461 isogroup44563,0.1 | |
| 36462 isogroup44564,-0.2 | |
| 36463 isogroup44565,0.6 | |
| 36464 isogroup44566,-0.3 | |
| 36465 isogroup44568,0.9 | |
| 36466 isogroup44569,1 | |
| 36467 isogroup4457,-0.1 | |
| 36468 isogroup44570,-0.2 | |
| 36469 isogroup44571,0 | |
| 36470 isogroup44572,-0.1 | |
| 36471 isogroup44573,1 | |
| 36472 isogroup44574,1.4 | |
| 36473 isogroup44575,1.9 | |
| 36474 isogroup44576,0 | |
| 36475 isogroup44577,0 | |
| 36476 isogroup44578,0.5 | |
| 36477 isogroup44579,-0.9 | |
| 36478 isogroup4458,0 | |
| 36479 isogroup44580,-0.2 | |
| 36480 isogroup44581,-0.1 | |
| 36481 isogroup44582,0.3 | |
| 36482 isogroup44583,-0.8 | |
| 36483 isogroup44584,0.1 | |
| 36484 isogroup44585,-0.4 | |
| 36485 isogroup44586,0.5 | |
| 36486 isogroup44588,0.4 | |
| 36487 isogroup44589,-0.1 | |
| 36488 isogroup4459,-0.3 | |
| 36489 isogroup44590,-5.2 | |
| 36490 isogroup44591,0.3 | |
| 36491 isogroup44592,0.6 | |
| 36492 isogroup44593,-0.3 | |
| 36493 isogroup44594,0.2 | |
| 36494 isogroup44595,0 | |
| 36495 isogroup44596,-0.6 | |
| 36496 isogroup44597,0.3 | |
| 36497 isogroup44598,0.7 | |
| 36498 isogroup44599,-0.3 | |
| 36499 isogroup446,-0.7 | |
| 36500 isogroup4460,0.2 | |
| 36501 isogroup44600,-0.4 | |
| 36502 isogroup44601,-0.5 | |
| 36503 isogroup44602,-1.4 | |
| 36504 isogroup44603,0.6 | |
| 36505 isogroup44605,0 | |
| 36506 isogroup44606,0.5 | |
| 36507 isogroup44607,-1.5 | |
| 36508 isogroup44608,-0.1 | |
| 36509 isogroup44609,1 | |
| 36510 isogroup4461,0.5 | |
| 36511 isogroup44610,0 | |
| 36512 isogroup44611,-0.6 | |
| 36513 isogroup44612,0.2 | |
| 36514 isogroup44613,0.5 | |
| 36515 isogroup44614,1.2 | |
| 36516 isogroup44615,0.4 | |
| 36517 isogroup44616,0.1 | |
| 36518 isogroup44617,0.3 | |
| 36519 isogroup4462,-10 | |
| 36520 isogroup44620,0.3 | |
| 36521 isogroup44621,0.2 | |
| 36522 isogroup44622,0.3 | |
| 36523 isogroup44623,-0.6 | |
| 36524 isogroup44624,-0.2 | |
| 36525 isogroup44625,-0.6 | |
| 36526 isogroup44626,1.2 | |
| 36527 isogroup44627,0.3 | |
| 36528 isogroup44628,0.9 | |
| 36529 isogroup44629,0.2 | |
| 36530 isogroup4463,0.1 | |
| 36531 isogroup44630,-0.1 | |
| 36532 isogroup44632,0.3 | |
| 36533 isogroup44633,0.8 | |
| 36534 isogroup44634,-0.1 | |
| 36535 isogroup44635,2 | |
| 36536 isogroup44636,1.6 | |
| 36537 isogroup44637,0.4 | |
| 36538 isogroup44638,0.9 | |
| 36539 isogroup44639,0.6 | |
| 36540 isogroup4464,0 | |
| 36541 isogroup44640,0.9 | |
| 36542 isogroup44641,-0.9 | |
| 36543 isogroup44642,-0.4 | |
| 36544 isogroup44643,0.1 | |
| 36545 isogroup44645,0.2 | |
| 36546 isogroup44646,0.4 | |
| 36547 isogroup44647,0.3 | |
| 36548 isogroup44648,0.9 | |
| 36549 isogroup44649,0.4 | |
| 36550 isogroup4465,0.3 | |
| 36551 isogroup44650,0 | |
| 36552 isogroup44651,0.2 | |
| 36553 isogroup44652,0.1 | |
| 36554 isogroup44654,0.2 | |
| 36555 isogroup44655,0 | |
| 36556 isogroup44657,-0.2 | |
| 36557 isogroup44658,0.3 | |
| 36558 isogroup44659,-0.5 | |
| 36559 isogroup4466,-0.4 | |
| 36560 isogroup44660,-0.8 | |
| 36561 isogroup44661,-0.4 | |
| 36562 isogroup44662,3 | |
| 36563 isogroup44663,-0.6 | |
| 36564 isogroup44664,1.1 | |
| 36565 isogroup44666,0 | |
| 36566 isogroup44667,0.8 | |
| 36567 isogroup44668,0.1 | |
| 36568 isogroup44669,-1.1 | |
| 36569 isogroup4467,0.1 | |
| 36570 isogroup44670,0.3 | |
| 36571 isogroup44671,0 | |
| 36572 isogroup44672,1.9 | |
| 36573 isogroup44673,0.5 | |
| 36574 isogroup44674,0.1 | |
| 36575 isogroup44675,0.7 | |
| 36576 isogroup44679,0.3 | |
| 36577 isogroup4468,0.6 | |
| 36578 isogroup44681,-0.7 | |
| 36579 isogroup44682,0.1 | |
| 36580 isogroup44683,0.4 | |
| 36581 isogroup44684,0.2 | |
| 36582 isogroup44685,0.4 | |
| 36583 isogroup44686,0.2 | |
| 36584 isogroup44687,1.3 | |
| 36585 isogroup44688,-0.3 | |
| 36586 isogroup44689,0 | |
| 36587 isogroup4469,-0.9 | |
| 36588 isogroup44690,-0.5 | |
| 36589 isogroup44691,0 | |
| 36590 isogroup44692,0.3 | |
| 36591 isogroup44693,1.7 | |
| 36592 isogroup44694,0.1 | |
| 36593 isogroup44695,1.8 | |
| 36594 isogroup44698,0.1 | |
| 36595 isogroup44699,-0.1 | |
| 36596 isogroup447,0.2 | |
| 36597 isogroup4470,0.1 | |
| 36598 isogroup44700,0.3 | |
| 36599 isogroup44701,-0.7 | |
| 36600 isogroup44702,-0.6 | |
| 36601 isogroup44704,1.3 | |
| 36602 isogroup44705,0.4 | |
| 36603 isogroup44707,1.2 | |
| 36604 isogroup44708,-0.4 | |
| 36605 isogroup44709,0.3 | |
| 36606 isogroup4471,-0.3 | |
| 36607 isogroup44710,1.3 | |
| 36608 isogroup44711,-0.7 | |
| 36609 isogroup44712,0.5 | |
| 36610 isogroup44713,-0.1 | |
| 36611 isogroup44715,0.4 | |
| 36612 isogroup44716,0.7 | |
| 36613 isogroup44717,0.9 | |
| 36614 isogroup44718,0.2 | |
| 36615 isogroup44719,1.4 | |
| 36616 isogroup4472,0.3 | |
| 36617 isogroup44721,0.3 | |
| 36618 isogroup44722,-2.7 | |
| 36619 isogroup44724,-0.5 | |
| 36620 isogroup44725,0.4 | |
| 36621 isogroup44726,-0.3 | |
| 36622 isogroup44727,-1.1 | |
| 36623 isogroup44728,-0.3 | |
| 36624 isogroup44729,-0.1 | |
| 36625 isogroup4473,1.8 | |
| 36626 isogroup44730,-0.5 | |
| 36627 isogroup44731,0.5 | |
| 36628 isogroup44733,1.1 | |
| 36629 isogroup44734,0 | |
| 36630 isogroup44735,0.3 | |
| 36631 isogroup44736,-0.1 | |
| 36632 isogroup44737,0 | |
| 36633 isogroup44739,3.8 | |
| 36634 isogroup44740,1.3 | |
| 36635 isogroup44741,-0.6 | |
| 36636 isogroup44742,-0.5 | |
| 36637 isogroup44743,0.3 | |
| 36638 isogroup44744,0.6 | |
| 36639 isogroup44745,0 | |
| 36640 isogroup44746,0.6 | |
| 36641 isogroup44747,0 | |
| 36642 isogroup44748,0.2 | |
| 36643 isogroup44749,0.2 | |
| 36644 isogroup4475,-0.6 | |
| 36645 isogroup44751,-0.1 | |
| 36646 isogroup44752,-9.8 | |
| 36647 isogroup44753,1.6 | |
| 36648 isogroup44754,0 | |
| 36649 isogroup44756,-0.4 | |
| 36650 isogroup44757,-0.1 | |
| 36651 isogroup44758,2.1 | |
| 36652 isogroup44759,-0.5 | |
| 36653 isogroup4476,-7.4 | |
| 36654 isogroup44760,0.2 | |
| 36655 isogroup44761,0.2 | |
| 36656 isogroup44762,-0.9 | |
| 36657 isogroup44763,-0.5 | |
| 36658 isogroup44764,1.6 | |
| 36659 isogroup44765,0.3 | |
| 36660 isogroup44766,-1.1 | |
| 36661 isogroup44767,-0.2 | |
| 36662 isogroup44768,1.9 | |
| 36663 isogroup44769,0.4 | |
| 36664 isogroup4477,0.9 | |
| 36665 isogroup44773,0.7 | |
| 36666 isogroup44774,1.4 | |
| 36667 isogroup44775,0.4 | |
| 36668 isogroup44776,1 | |
| 36669 isogroup44778,0 | |
| 36670 isogroup44779,1.9 | |
| 36671 isogroup4478,-9.9 | |
| 36672 isogroup44780,0.6 | |
| 36673 isogroup44782,-0.8 | |
| 36674 isogroup44783,0.1 | |
| 36675 isogroup44784,0 | |
| 36676 isogroup44785,-0.1 | |
| 36677 isogroup44786,0.1 | |
| 36678 isogroup44787,-0.2 | |
| 36679 isogroup44788,-0.9 | |
| 36680 isogroup4479,-0.2 | |
| 36681 isogroup44790,0.2 | |
| 36682 isogroup44791,0.2 | |
| 36683 isogroup44792,0.7 | |
| 36684 isogroup44794,0.3 | |
| 36685 isogroup44795,0.7 | |
| 36686 isogroup44796,0.7 | |
| 36687 isogroup44797,1.7 | |
| 36688 isogroup44798,0.1 | |
| 36689 isogroup44799,0 | |
| 36690 isogroup448,2.8 | |
| 36691 isogroup4480,0.7 | |
| 36692 isogroup44801,-0.3 | |
| 36693 isogroup44802,0.5 | |
| 36694 isogroup44803,0.4 | |
| 36695 isogroup44805,0.5 | |
| 36696 isogroup44806,-0.7 | |
| 36697 isogroup44807,-0.2 | |
| 36698 isogroup44808,0.3 | |
| 36699 isogroup44809,0.3 | |
| 36700 isogroup4481,0 | |
| 36701 isogroup44810,0.6 | |
| 36702 isogroup44811,0.3 | |
| 36703 isogroup44812,1.4 | |
| 36704 isogroup44813,-0.2 | |
| 36705 isogroup44814,0 | |
| 36706 isogroup44815,-0.2 | |
| 36707 isogroup44816,-0.9 | |
| 36708 isogroup44817,2.2 | |
| 36709 isogroup44818,0.2 | |
| 36710 isogroup44819,-0.3 | |
| 36711 isogroup4482,-3 | |
| 36712 isogroup44820,-0.7 | |
| 36713 isogroup44821,-0.5 | |
| 36714 isogroup44822,1.6 | |
| 36715 isogroup44823,-0.3 | |
| 36716 isogroup44824,0 | |
| 36717 isogroup44826,0 | |
| 36718 isogroup44827,0 | |
| 36719 isogroup44828,-0.2 | |
| 36720 isogroup44829,0.3 | |
| 36721 isogroup4483,1.9 | |
| 36722 isogroup44830,1.5 | |
| 36723 isogroup44831,0.7 | |
| 36724 isogroup44832,-0.4 | |
| 36725 isogroup44833,0.4 | |
| 36726 isogroup44834,0.4 | |
| 36727 isogroup44835,0.1 | |
| 36728 isogroup44836,0.3 | |
| 36729 isogroup44837,1.9 | |
| 36730 isogroup44838,0.7 | |
| 36731 isogroup4484,-0.1 | |
| 36732 isogroup44840,1 | |
| 36733 isogroup44841,1.5 | |
| 36734 isogroup44842,-0.1 | |
| 36735 isogroup44843,0.7 | |
| 36736 isogroup44844,0.6 | |
| 36737 isogroup44845,1.1 | |
| 36738 isogroup44846,-0.2 | |
| 36739 isogroup44847,0.3 | |
| 36740 isogroup44848,-0.2 | |
| 36741 isogroup44849,1.3 | |
| 36742 isogroup4485,0.7 | |
| 36743 isogroup44850,0.5 | |
| 36744 isogroup44851,0.6 | |
| 36745 isogroup44852,0.6 | |
| 36746 isogroup44854,0.2 | |
| 36747 isogroup44855,0.3 | |
| 36748 isogroup44856,0.5 | |
| 36749 isogroup44857,0.3 | |
| 36750 isogroup44858,-0.4 | |
| 36751 isogroup44859,-3.5 | |
| 36752 isogroup4486,0.2 | |
| 36753 isogroup44860,-0.4 | |
| 36754 isogroup44861,0.3 | |
| 36755 isogroup44862,-1.6 | |
| 36756 isogroup44864,0.9 | |
| 36757 isogroup44865,0.7 | |
| 36758 isogroup44867,-0.7 | |
| 36759 isogroup44868,0 | |
| 36760 isogroup4487,-0.4 | |
| 36761 isogroup44870,0 | |
| 36762 isogroup44875,4.1 | |
| 36763 isogroup44876,0.7 | |
| 36764 isogroup44878,-1 | |
| 36765 isogroup44879,0.4 | |
| 36766 isogroup4488,-0.7 | |
| 36767 isogroup44880,-0.2 | |
| 36768 isogroup44881,0 | |
| 36769 isogroup44882,-0.1 | |
| 36770 isogroup44883,-0.2 | |
| 36771 isogroup44884,0.5 | |
| 36772 isogroup44885,0.3 | |
| 36773 isogroup44886,-0.7 | |
| 36774 isogroup44887,-1.1 | |
| 36775 isogroup4489,0.1 | |
| 36776 isogroup44891,0 | |
| 36777 isogroup44892,-5.4 | |
| 36778 isogroup44893,0.7 | |
| 36779 isogroup44895,0.5 | |
| 36780 isogroup44896,-0.2 | |
| 36781 isogroup44897,0.2 | |
| 36782 isogroup44898,0.8 | |
| 36783 isogroup449,5.7 | |
| 36784 isogroup4490,-0.3 | |
| 36785 isogroup44900,0.3 | |
| 36786 isogroup44901,0 | |
| 36787 isogroup44903,-3.2 | |
| 36788 isogroup44904,0.3 | |
| 36789 isogroup44905,-1.4 | |
| 36790 isogroup44906,0.9 | |
| 36791 isogroup44907,-0.3 | |
| 36792 isogroup44908,0.3 | |
| 36793 isogroup44909,3.2 | |
| 36794 isogroup4491,-5 | |
| 36795 isogroup44910,-0.5 | |
| 36796 isogroup44911,-0.5 | |
| 36797 isogroup44912,0.3 | |
| 36798 isogroup44913,0.6 | |
| 36799 isogroup44914,-0.4 | |
| 36800 isogroup44915,0.4 | |
| 36801 isogroup44916,0.2 | |
| 36802 isogroup44917,0.6 | |
| 36803 isogroup44918,0.4 | |
| 36804 isogroup44919,-0.6 | |
| 36805 isogroup4492,1.4 | |
| 36806 isogroup44920,0.7 | |
| 36807 isogroup44921,1 | |
| 36808 isogroup44922,-0.1 | |
| 36809 isogroup44924,-0.1 | |
| 36810 isogroup44925,0.4 | |
| 36811 isogroup44926,-0.3 | |
| 36812 isogroup44927,0.4 | |
| 36813 isogroup44928,0 | |
| 36814 isogroup44929,0.4 | |
| 36815 isogroup4493,-0.8 | |
| 36816 isogroup44930,0 | |
| 36817 isogroup44931,0.5 | |
| 36818 isogroup44933,0 | |
| 36819 isogroup44934,-0.1 | |
| 36820 isogroup44935,-0.2 | |
| 36821 isogroup44936,0.4 | |
| 36822 isogroup44937,-0.1 | |
| 36823 isogroup44938,0.5 | |
| 36824 isogroup44939,-0.2 | |
| 36825 isogroup4494,1 | |
| 36826 isogroup44940,1.4 | |
| 36827 isogroup44941,-0.1 | |
| 36828 isogroup44942,0.1 | |
| 36829 isogroup44944,0.3 | |
| 36830 isogroup44945,0.4 | |
| 36831 isogroup44946,-1.2 | |
| 36832 isogroup44947,0.3 | |
| 36833 isogroup44948,0.8 | |
| 36834 isogroup44949,1.9 | |
| 36835 isogroup4495,-0.7 | |
| 36836 isogroup44950,0.1 | |
| 36837 isogroup44951,-1.3 | |
| 36838 isogroup44953,-0.2 | |
| 36839 isogroup44954,2.8 | |
| 36840 isogroup44955,-0.6 | |
| 36841 isogroup44956,2.6 | |
| 36842 isogroup44957,-0.2 | |
| 36843 isogroup44958,-0.1 | |
| 36844 isogroup44959,0 | |
| 36845 isogroup4496,0.3 | |
| 36846 isogroup44960,-0.7 | |
| 36847 isogroup44961,0.2 | |
| 36848 isogroup44963,2.8 | |
| 36849 isogroup44964,1.1 | |
| 36850 isogroup44965,0.1 | |
| 36851 isogroup44967,0 | |
| 36852 isogroup44968,0.8 | |
| 36853 isogroup44969,0 | |
| 36854 isogroup4497,0.4 | |
| 36855 isogroup44970,-3.3 | |
| 36856 isogroup44971,0.5 | |
| 36857 isogroup44972,-0.4 | |
| 36858 isogroup44973,1.6 | |
| 36859 isogroup44974,-0.2 | |
| 36860 isogroup44975,0 | |
| 36861 isogroup44976,0.1 | |
| 36862 isogroup44977,2 | |
| 36863 isogroup44978,0 | |
| 36864 isogroup44979,0 | |
| 36865 isogroup4498,0.4 | |
| 36866 isogroup44980,-0.8 | |
| 36867 isogroup44981,1.9 | |
| 36868 isogroup44982,-0.4 | |
| 36869 isogroup44983,1 | |
| 36870 isogroup44984,-0.3 | |
| 36871 isogroup44986,0.3 | |
| 36872 isogroup44987,0.6 | |
| 36873 isogroup44988,-0.2 | |
| 36874 isogroup44989,0.1 | |
| 36875 isogroup4499,-2.3 | |
| 36876 isogroup44990,0.2 | |
| 36877 isogroup44991,0.3 | |
| 36878 isogroup44992,0.3 | |
| 36879 isogroup44993,0.3 | |
| 36880 isogroup44994,-0.5 | |
| 36881 isogroup44995,0.8 | |
| 36882 isogroup44996,0.3 | |
| 36883 isogroup44997,0.3 | |
| 36884 isogroup44998,1.4 | |
| 36885 isogroup44999,-0.3 | |
| 36886 isogroup45,4 | |
| 36887 isogroup450,-1.2 | |
| 36888 isogroup4500,0.3 | |
| 36889 isogroup45000,0.2 | |
| 36890 isogroup45001,1 | |
| 36891 isogroup45002,0.1 | |
| 36892 isogroup45003,0.5 | |
| 36893 isogroup45004,0.3 | |
| 36894 isogroup45005,0.5 | |
| 36895 isogroup45007,0.2 | |
| 36896 isogroup45009,0.4 | |
| 36897 isogroup4501,-0.1 | |
| 36898 isogroup45010,0.3 | |
| 36899 isogroup45011,0.3 | |
| 36900 isogroup45012,0.9 | |
| 36901 isogroup45013,-0.4 | |
| 36902 isogroup45014,-0.2 | |
| 36903 isogroup45016,0.5 | |
| 36904 isogroup45017,0.7 | |
| 36905 isogroup4502,0.9 | |
| 36906 isogroup45020,-0.5 | |
| 36907 isogroup45023,1.3 | |
| 36908 isogroup45024,-0.1 | |
| 36909 isogroup45025,-0.7 | |
| 36910 isogroup45027,0.8 | |
| 36911 isogroup45028,0 | |
| 36912 isogroup45029,0.4 | |
| 36913 isogroup4503,0.2 | |
| 36914 isogroup45030,0.1 | |
| 36915 isogroup45031,0.4 | |
| 36916 isogroup45032,1.5 | |
| 36917 isogroup45033,0.4 | |
| 36918 isogroup45034,-0.2 | |
| 36919 isogroup45035,0 | |
| 36920 isogroup45036,0.3 | |
| 36921 isogroup45037,-0.5 | |
| 36922 isogroup45038,0.2 | |
| 36923 isogroup4504,0.9 | |
| 36924 isogroup45040,0.3 | |
| 36925 isogroup45041,0.7 | |
| 36926 isogroup45042,0.2 | |
| 36927 isogroup45043,1.1 | |
| 36928 isogroup45044,-0.3 | |
| 36929 isogroup45045,-0.3 | |
| 36930 isogroup45046,0.2 | |
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| 36932 isogroup45049,1.1 | |
| 36933 isogroup4505,0.8 | |
| 36934 isogroup45050,0.2 | |
| 36935 isogroup45051,2 | |
| 36936 isogroup45052,-0.1 | |
| 36937 isogroup45053,1.6 | |
| 36938 isogroup45054,-0.1 | |
| 36939 isogroup45055,0.2 | |
| 36940 isogroup45057,0.9 | |
| 36941 isogroup45059,0.2 | |
| 36942 isogroup4506,2.2 | |
| 36943 isogroup45060,0.7 | |
| 36944 isogroup45061,0.9 | |
| 36945 isogroup45062,0.4 | |
| 36946 isogroup45063,-0.3 | |
| 36947 isogroup45064,0.2 | |
| 36948 isogroup45065,0.8 | |
| 36949 isogroup45066,-0.1 | |
| 36950 isogroup45067,-0.1 | |
| 36951 isogroup45068,0.7 | |
| 36952 isogroup45069,0.4 | |
| 36953 isogroup4507,0.5 | |
| 36954 isogroup45071,-0.3 | |
| 36955 isogroup45072,-2.7 | |
| 36956 isogroup45073,0.1 | |
| 36957 isogroup45074,0 | |
| 36958 isogroup45075,-0.8 | |
| 36959 isogroup45076,0.4 | |
| 36960 isogroup45077,0 | |
| 36961 isogroup45078,0.2 | |
| 36962 isogroup45079,0 | |
| 36963 isogroup4508,4 | |
| 36964 isogroup45080,-0.1 | |
| 36965 isogroup45081,0 | |
| 36966 isogroup45083,1 | |
| 36967 isogroup45084,0.7 | |
| 36968 isogroup45085,0.3 | |
| 36969 isogroup45086,0.3 | |
| 36970 isogroup45087,-2.3 | |
| 36971 isogroup45088,0.4 | |
| 36972 isogroup45089,-0.6 | |
| 36973 isogroup4509,0.4 | |
| 36974 isogroup45090,0.2 | |
| 36975 isogroup45091,0.5 | |
| 36976 isogroup45092,-1.2 | |
| 36977 isogroup45093,0.2 | |
| 36978 isogroup45094,1.2 | |
| 36979 isogroup45095,-0.5 | |
| 36980 isogroup45096,-0.5 | |
| 36981 isogroup45097,1.1 | |
| 36982 isogroup45098,0.4 | |
| 36983 isogroup451,-0.4 | |
| 36984 isogroup4510,2.4 | |
| 36985 isogroup45101,0.2 | |
| 36986 isogroup45102,0.4 | |
| 36987 isogroup45103,2.6 | |
| 36988 isogroup45104,0.3 | |
| 36989 isogroup45105,-1.3 | |
| 36990 isogroup45106,0 | |
| 36991 isogroup45108,0.9 | |
| 36992 isogroup45109,1.3 | |
| 36993 isogroup4511,-0.2 | |
| 36994 isogroup45110,0.1 | |
| 36995 isogroup45111,-0.5 | |
| 36996 isogroup45112,0.5 | |
| 36997 isogroup45113,-0.8 | |
| 36998 isogroup45114,-0.2 | |
| 36999 isogroup45115,-8.7 | |
| 37000 isogroup45116,0.7 | |
| 37001 isogroup45117,-0.1 | |
| 37002 isogroup45118,0.3 | |
| 37003 isogroup45119,-1.2 | |
| 37004 isogroup4512,-0.3 | |
| 37005 isogroup45120,-0.2 | |
| 37006 isogroup45122,-0.1 | |
| 37007 isogroup45123,0.5 | |
| 37008 isogroup45125,0.8 | |
| 37009 isogroup45126,-0.2 | |
| 37010 isogroup45127,-0.4 | |
| 37011 isogroup45128,1.8 | |
| 37012 isogroup45129,0.1 | |
| 37013 isogroup4513,-0.1 | |
| 37014 isogroup45130,0.5 | |
| 37015 isogroup45131,0 | |
| 37016 isogroup45132,2.8 | |
| 37017 isogroup45135,0.6 | |
| 37018 isogroup45137,0 | |
| 37019 isogroup45138,0.3 | |
| 37020 isogroup45139,-0.5 | |
| 37021 isogroup4514,2.1 | |
| 37022 isogroup45140,0.4 | |
| 37023 isogroup45141,0.1 | |
| 37024 isogroup45142,0.1 | |
| 37025 isogroup45143,0 | |
| 37026 isogroup45144,0 | |
| 37027 isogroup45145,0.7 | |
| 37028 isogroup45147,0.2 | |
| 37029 isogroup45148,-0.3 | |
| 37030 isogroup45149,0.1 | |
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| 37033 isogroup45152,0.4 | |
| 37034 isogroup45153,1.6 | |
| 37035 isogroup45154,1.1 | |
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| 37037 isogroup45156,0 | |
| 37038 isogroup45159,-0.3 | |
| 37039 isogroup4516,0.6 | |
| 37040 isogroup45160,-0.2 | |
| 37041 isogroup45161,-2 | |
| 37042 isogroup45162,0 | |
| 37043 isogroup45163,2.2 | |
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| 37045 isogroup45166,-0.5 | |
| 37046 isogroup45167,3 | |
| 37047 isogroup4517,0.6 | |
| 37048 isogroup45170,0.4 | |
| 37049 isogroup45171,0.4 | |
| 37050 isogroup45172,-0.1 | |
| 37051 isogroup45173,-0.6 | |
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| 37053 isogroup45176,0.3 | |
| 37054 isogroup45177,-0.4 | |
| 37055 isogroup45178,0 | |
| 37056 isogroup45179,0.6 | |
| 37057 isogroup4518,-0.1 | |
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| 37060 isogroup45182,3 | |
| 37061 isogroup45183,0.8 | |
| 37062 isogroup45184,0.1 | |
| 37063 isogroup45186,0.7 | |
| 37064 isogroup45187,0.2 | |
| 37065 isogroup45188,0.3 | |
| 37066 isogroup45189,0 | |
| 37067 isogroup4519,-0.1 | |
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| 37070 isogroup45193,0 | |
| 37071 isogroup45194,1 | |
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| 37080 isogroup45201,1.5 | |
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| 37083 isogroup45204,0.5 | |
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| 37085 isogroup45206,-0.1 | |
| 37086 isogroup45207,0 | |
| 37087 isogroup45208,-0.2 | |
| 37088 isogroup45209,1.4 | |
| 37089 isogroup4521,-2.4 | |
| 37090 isogroup45210,0 | |
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| 37092 isogroup45214,0.5 | |
| 37093 isogroup45215,-1 | |
| 37094 isogroup45216,0.4 | |
| 37095 isogroup45218,-1.6 | |
| 37096 isogroup45219,-0.1 | |
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| 37098 isogroup45220,0.9 | |
| 37099 isogroup45221,0.7 | |
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| 37102 isogroup45224,0.2 | |
| 37103 isogroup45225,1.5 | |
| 37104 isogroup45226,0.6 | |
| 37105 isogroup45227,1 | |
| 37106 isogroup45228,1.4 | |
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| 37113 isogroup45235,0.1 | |
| 37114 isogroup45236,-0.2 | |
| 37115 isogroup45237,-1.8 | |
| 37116 isogroup45238,2.9 | |
| 37117 isogroup45239,-0.4 | |
| 37118 isogroup4524,0.2 | |
| 37119 isogroup45240,0.5 | |
| 37120 isogroup45241,-0.1 | |
| 37121 isogroup45242,-0.2 | |
| 37122 isogroup45244,0.3 | |
| 37123 isogroup45247,0.6 | |
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| 37125 isogroup45249,-1.9 | |
| 37126 isogroup4525,0 | |
| 37127 isogroup45250,0.2 | |
| 37128 isogroup45251,0.8 | |
| 37129 isogroup45253,1.2 | |
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| 37131 isogroup45255,0.1 | |
| 37132 isogroup45256,0.6 | |
| 37133 isogroup45257,0.7 | |
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| 37135 isogroup4526,-0.7 | |
| 37136 isogroup45260,-0.2 | |
| 37137 isogroup45261,1.3 | |
| 37138 isogroup45262,0.6 | |
| 37139 isogroup45263,0 | |
| 37140 isogroup45264,0 | |
| 37141 isogroup45265,-0.1 | |
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| 37143 isogroup45267,1.1 | |
| 37144 isogroup45268,-0.2 | |
| 37145 isogroup45269,1 | |
| 37146 isogroup4527,0.8 | |
| 37147 isogroup45271,0.4 | |
| 37148 isogroup45272,0.7 | |
| 37149 isogroup45273,0.2 | |
| 37150 isogroup45274,-0.5 | |
| 37151 isogroup45275,0.2 | |
| 37152 isogroup45276,1.2 | |
| 37153 isogroup45277,0.5 | |
| 37154 isogroup45278,0.5 | |
| 37155 isogroup45279,0.3 | |
| 37156 isogroup4528,0.6 | |
| 37157 isogroup45280,0.2 | |
| 37158 isogroup45281,0.3 | |
| 37159 isogroup45283,1.3 | |
| 37160 isogroup45285,0.7 | |
| 37161 isogroup45286,-0.2 | |
| 37162 isogroup45287,1.3 | |
| 37163 isogroup45288,-0.4 | |
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| 37165 isogroup4529,0.1 | |
| 37166 isogroup45290,0.2 | |
| 37167 isogroup45291,-0.6 | |
| 37168 isogroup45292,-0.6 | |
| 37169 isogroup45293,0.5 | |
| 37170 isogroup45294,0.5 | |
| 37171 isogroup45295,0.1 | |
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| 37176 isogroup4530,0.2 | |
| 37177 isogroup45300,-0.2 | |
| 37178 isogroup45302,0.8 | |
| 37179 isogroup45303,0.3 | |
| 37180 isogroup45304,-0.3 | |
| 37181 isogroup45305,-0.2 | |
| 37182 isogroup45306,-0.3 | |
| 37183 isogroup45307,1.8 | |
| 37184 isogroup45308,0.2 | |
| 37185 isogroup45309,-0.2 | |
| 37186 isogroup4531,-2.8 | |
| 37187 isogroup45311,-0.1 | |
| 37188 isogroup45312,0.1 | |
| 37189 isogroup45313,-0.1 | |
| 37190 isogroup45314,0.3 | |
| 37191 isogroup45315,0.8 | |
| 37192 isogroup45316,0 | |
| 37193 isogroup45317,-0.9 | |
| 37194 isogroup45318,-0.7 | |
| 37195 isogroup45319,-0.2 | |
| 37196 isogroup4532,0.7 | |
| 37197 isogroup45320,-0.4 | |
| 37198 isogroup45321,0.7 | |
| 37199 isogroup45322,0.3 | |
| 37200 isogroup45324,0.3 | |
| 37201 isogroup45325,-0.2 | |
| 37202 isogroup45328,0.9 | |
| 37203 isogroup45329,-0.1 | |
| 37204 isogroup4533,-1.8 | |
| 37205 isogroup45330,-1.2 | |
| 37206 isogroup45331,-4.7 | |
| 37207 isogroup45332,3.5 | |
| 37208 isogroup45333,-0.6 | |
| 37209 isogroup45334,0.5 | |
| 37210 isogroup45335,0.2 | |
| 37211 isogroup45336,0.4 | |
| 37212 isogroup45338,-0.1 | |
| 37213 isogroup45339,0 | |
| 37214 isogroup4534,1.2 | |
| 37215 isogroup45340,-1.3 | |
| 37216 isogroup45341,2.3 | |
| 37217 isogroup45342,-0.8 | |
| 37218 isogroup45343,0.6 | |
| 37219 isogroup45344,-0.3 | |
| 37220 isogroup45345,0.3 | |
| 37221 isogroup45346,10 | |
| 37222 isogroup45348,1.1 | |
| 37223 isogroup45349,-0.7 | |
| 37224 isogroup45350,-2.1 | |
| 37225 isogroup45351,0.8 | |
| 37226 isogroup45352,0.2 | |
| 37227 isogroup45355,1.3 | |
| 37228 isogroup45356,1.1 | |
| 37229 isogroup45357,-1.2 | |
| 37230 isogroup45358,0.6 | |
| 37231 isogroup45359,-1.2 | |
| 37232 isogroup4536,-0.4 | |
| 37233 isogroup45360,1 | |
| 37234 isogroup45366,-3.4 | |
| 37235 isogroup45367,0.4 | |
| 37236 isogroup45369,0.8 | |
| 37237 isogroup4537,0.3 | |
| 37238 isogroup45371,0 | |
| 37239 isogroup45372,0 | |
| 37240 isogroup45373,0.4 | |
| 37241 isogroup45374,-0.3 | |
| 37242 isogroup45375,0.4 | |
| 37243 isogroup45376,-0.3 | |
| 37244 isogroup45377,0.1 | |
| 37245 isogroup45379,0.4 | |
| 37246 isogroup4538,2.3 | |
| 37247 isogroup45380,0.2 | |
| 37248 isogroup45381,-1 | |
| 37249 isogroup45382,0.8 | |
| 37250 isogroup45383,0.3 | |
| 37251 isogroup45385,0.5 | |
| 37252 isogroup45386,2.7 | |
| 37253 isogroup45387,0.2 | |
| 37254 isogroup45388,-1.5 | |
| 37255 isogroup45389,1.5 | |
| 37256 isogroup4539,0 | |
| 37257 isogroup45390,1.3 | |
| 37258 isogroup45391,1.3 | |
| 37259 isogroup45392,-1.2 | |
| 37260 isogroup45393,0.2 | |
| 37261 isogroup45395,1 | |
| 37262 isogroup45396,0.6 | |
| 37263 isogroup45398,1.2 | |
| 37264 isogroup45399,0.8 | |
| 37265 isogroup454,4.5 | |
| 37266 isogroup4540,-0.1 | |
| 37267 isogroup45400,-3.2 | |
| 37268 isogroup45402,1 | |
| 37269 isogroup45403,-0.4 | |
| 37270 isogroup45404,0.5 | |
| 37271 isogroup45405,-0.1 | |
| 37272 isogroup45406,-1.5 | |
| 37273 isogroup45407,0.5 | |
| 37274 isogroup45408,1.1 | |
| 37275 isogroup45409,-0.2 | |
| 37276 isogroup4541,1.6 | |
| 37277 isogroup45410,0.9 | |
| 37278 isogroup45411,0.9 | |
| 37279 isogroup45413,0.2 | |
| 37280 isogroup45414,0.3 | |
| 37281 isogroup45415,-0.3 | |
| 37282 isogroup45416,0.7 | |
| 37283 isogroup45417,-0.3 | |
| 37284 isogroup45418,2.9 | |
| 37285 isogroup45419,-1 | |
| 37286 isogroup4542,-0.3 | |
| 37287 isogroup45420,-0.1 | |
| 37288 isogroup45421,0.6 | |
| 37289 isogroup45422,-0.1 | |
| 37290 isogroup45423,-0.2 | |
| 37291 isogroup45424,1.4 | |
| 37292 isogroup45425,-0.2 | |
| 37293 isogroup45426,-0.6 | |
| 37294 isogroup45427,0.1 | |
| 37295 isogroup45428,0.1 | |
| 37296 isogroup45429,0.3 | |
| 37297 isogroup4543,1.6 | |
| 37298 isogroup45430,0.1 | |
| 37299 isogroup45431,0.3 | |
| 37300 isogroup45432,0.6 | |
| 37301 isogroup45433,-0.1 | |
| 37302 isogroup45434,0.5 | |
| 37303 isogroup45435,-1.2 | |
| 37304 isogroup45436,0.4 | |
| 37305 isogroup45438,-0.2 | |
| 37306 isogroup45439,0.1 | |
| 37307 isogroup4544,0.8 | |
| 37308 isogroup45440,-0.6 | |
| 37309 isogroup45441,-0.2 | |
| 37310 isogroup45442,0.2 | |
| 37311 isogroup45444,-0.2 | |
| 37312 isogroup45445,-1.5 | |
| 37313 isogroup45446,0.3 | |
| 37314 isogroup45447,0.2 | |
| 37315 isogroup45448,0.8 | |
| 37316 isogroup45449,0.3 | |
| 37317 isogroup4545,-6.8 | |
| 37318 isogroup45450,0.8 | |
| 37319 isogroup45451,0.5 | |
| 37320 isogroup45454,0.7 | |
| 37321 isogroup45455,0.1 | |
| 37322 isogroup45456,-0.5 | |
| 37323 isogroup45457,0.2 | |
| 37324 isogroup45458,-0.8 | |
| 37325 isogroup45459,0.1 | |
| 37326 isogroup4546,-4.9 | |
| 37327 isogroup45460,-0.1 | |
| 37328 isogroup45461,0.1 | |
| 37329 isogroup45462,-2.2 | |
| 37330 isogroup45463,-0.8 | |
| 37331 isogroup45464,1.4 | |
| 37332 isogroup45465,-0.1 | |
| 37333 isogroup45466,0.3 | |
| 37334 isogroup45467,2.8 | |
| 37335 isogroup45468,0.4 | |
| 37336 isogroup4547,1.5 | |
| 37337 isogroup45470,0.3 | |
| 37338 isogroup45471,0.2 | |
| 37339 isogroup45472,-0.1 | |
| 37340 isogroup45473,0.9 | |
| 37341 isogroup45474,0.3 | |
| 37342 isogroup45475,-0.4 | |
| 37343 isogroup45476,0.5 | |
| 37344 isogroup45477,0.1 | |
| 37345 isogroup45478,-0.5 | |
| 37346 isogroup45479,-2.1 | |
| 37347 isogroup4548,-0.4 | |
| 37348 isogroup45480,0.3 | |
| 37349 isogroup45481,0.7 | |
| 37350 isogroup45482,0.7 | |
| 37351 isogroup45483,1.2 | |
| 37352 isogroup45485,0.6 | |
| 37353 isogroup45486,-0.4 | |
| 37354 isogroup45487,0.3 | |
| 37355 isogroup45489,0 | |
| 37356 isogroup4549,-1.3 | |
| 37357 isogroup45490,-0.4 | |
| 37358 isogroup45491,0.1 | |
| 37359 isogroup45492,-0.9 | |
| 37360 isogroup45493,0.1 | |
| 37361 isogroup45494,0.7 | |
| 37362 isogroup45495,0.7 | |
| 37363 isogroup45496,-0.1 | |
| 37364 isogroup45497,0.1 | |
| 37365 isogroup45498,0.5 | |
| 37366 isogroup45499,0.2 | |
| 37367 isogroup455,1.1 | |
| 37368 isogroup4550,0 | |
| 37369 isogroup45500,0.3 | |
| 37370 isogroup45501,-0.3 | |
| 37371 isogroup45503,0.3 | |
| 37372 isogroup45504,-0.7 | |
| 37373 isogroup45505,0.7 | |
| 37374 isogroup45506,-0.2 | |
| 37375 isogroup45507,0 | |
| 37376 isogroup45508,1 | |
| 37377 isogroup45509,-2.2 | |
| 37378 isogroup4551,-5.2 | |
| 37379 isogroup45510,-0.5 | |
| 37380 isogroup45511,-0.1 | |
| 37381 isogroup45512,0.3 | |
| 37382 isogroup45513,1.2 | |
| 37383 isogroup45514,-5.2 | |
| 37384 isogroup45515,-0.6 | |
| 37385 isogroup45517,0.2 | |
| 37386 isogroup45518,0.1 | |
| 37387 isogroup45519,-0.1 | |
| 37388 isogroup4552,-1.1 | |
| 37389 isogroup45520,0.3 | |
| 37390 isogroup45521,0.2 | |
| 37391 isogroup45522,0.9 | |
| 37392 isogroup45523,0.3 | |
| 37393 isogroup45524,0.3 | |
| 37394 isogroup45525,1.3 | |
| 37395 isogroup45526,0.3 | |
| 37396 isogroup45527,-0.1 | |
| 37397 isogroup45528,0.2 | |
| 37398 isogroup45529,0.2 | |
| 37399 isogroup4553,0.7 | |
| 37400 isogroup45530,-0.3 | |
| 37401 isogroup45531,-0.2 | |
| 37402 isogroup45532,0.3 | |
| 37403 isogroup45533,-0.2 | |
| 37404 isogroup45534,-0.4 | |
| 37405 isogroup45535,-0.1 | |
| 37406 isogroup45536,-0.8 | |
| 37407 isogroup45537,-1.3 | |
| 37408 isogroup45539,-0.4 | |
| 37409 isogroup4554,0 | |
| 37410 isogroup45540,0 | |
| 37411 isogroup45541,0 | |
| 37412 isogroup45542,0 | |
| 37413 isogroup45544,-0.6 | |
| 37414 isogroup45545,0.3 | |
| 37415 isogroup45546,-0.3 | |
| 37416 isogroup45547,0.6 | |
| 37417 isogroup45549,0.9 | |
| 37418 isogroup4555,-0.5 | |
| 37419 isogroup45550,-0.2 | |
| 37420 isogroup45551,0 | |
| 37421 isogroup45552,-6 | |
| 37422 isogroup45553,0.4 | |
| 37423 isogroup45555,-10 | |
| 37424 isogroup45556,0.1 | |
| 37425 isogroup45557,-0.6 | |
| 37426 isogroup45558,-0.4 | |
| 37427 isogroup45559,7.1 | |
| 37428 isogroup4556,0.9 | |
| 37429 isogroup45560,-1 | |
| 37430 isogroup45561,-2.4 | |
| 37431 isogroup45562,2.6 | |
| 37432 isogroup45563,0.4 | |
| 37433 isogroup45564,-0.2 | |
| 37434 isogroup45565,0.3 | |
| 37435 isogroup45566,-0.4 | |
| 37436 isogroup45567,0.5 | |
| 37437 isogroup45568,-0.6 | |
| 37438 isogroup45569,0.3 | |
| 37439 isogroup4557,-1 | |
| 37440 isogroup45570,0.1 | |
| 37441 isogroup45571,0.1 | |
| 37442 isogroup45572,1.7 | |
| 37443 isogroup45573,0.1 | |
| 37444 isogroup45574,0.7 | |
| 37445 isogroup45575,-0.1 | |
| 37446 isogroup45576,-0.1 | |
| 37447 isogroup45577,-0.5 | |
| 37448 isogroup45578,0.2 | |
| 37449 isogroup45579,0.1 | |
| 37450 isogroup4558,0.1 | |
| 37451 isogroup45580,0.1 | |
| 37452 isogroup45581,-0.2 | |
| 37453 isogroup45582,1.1 | |
| 37454 isogroup45584,0.4 | |
| 37455 isogroup45586,0.4 | |
| 37456 isogroup45587,-0.1 | |
| 37457 isogroup45588,2.3 | |
| 37458 isogroup4559,-0.1 | |
| 37459 isogroup45590,0.8 | |
| 37460 isogroup45591,-0.3 | |
| 37461 isogroup45592,0.2 | |
| 37462 isogroup45594,-0.8 | |
| 37463 isogroup45595,0.3 | |
| 37464 isogroup45597,-6.4 | |
| 37465 isogroup45598,1.5 | |
| 37466 isogroup45599,0.9 | |
| 37467 isogroup456,-3.3 | |
| 37468 isogroup4560,1.2 | |
| 37469 isogroup45600,1.8 | |
| 37470 isogroup45601,0.8 | |
| 37471 isogroup45602,-0.2 | |
| 37472 isogroup45603,0.2 | |
| 37473 isogroup45604,0.2 | |
| 37474 isogroup45605,0.7 | |
| 37475 isogroup45606,0.3 | |
| 37476 isogroup45607,-3 | |
| 37477 isogroup45608,0.6 | |
| 37478 isogroup4561,2.1 | |
| 37479 isogroup45610,-0.7 | |
| 37480 isogroup45611,-0.3 | |
| 37481 isogroup45612,-0.2 | |
| 37482 isogroup45613,0.7 | |
| 37483 isogroup45614,10 | |
| 37484 isogroup45615,-0.7 | |
| 37485 isogroup45616,1.5 | |
| 37486 isogroup45618,0 | |
| 37487 isogroup45619,0.1 | |
| 37488 isogroup4562,0.6 | |
| 37489 isogroup45620,-0.3 | |
| 37490 isogroup45621,0.3 | |
| 37491 isogroup45622,-10 | |
| 37492 isogroup45623,0.4 | |
| 37493 isogroup45625,-2.7 | |
| 37494 isogroup45626,1.3 | |
| 37495 isogroup45629,1 | |
| 37496 isogroup4563,1.1 | |
| 37497 isogroup45630,0.7 | |
| 37498 isogroup45631,0.4 | |
| 37499 isogroup45633,0.9 | |
| 37500 isogroup45634,0.3 | |
| 37501 isogroup45635,0.1 | |
| 37502 isogroup45636,0.3 | |
| 37503 isogroup45637,-0.2 | |
| 37504 isogroup45638,0.3 | |
| 37505 isogroup45639,0.3 | |
| 37506 isogroup4564,0.9 | |
| 37507 isogroup45640,-0.1 | |
| 37508 isogroup45641,1.1 | |
| 37509 isogroup45642,0.6 | |
| 37510 isogroup45643,0.4 | |
| 37511 isogroup45644,1.1 | |
| 37512 isogroup45645,0.3 | |
| 37513 isogroup45646,0.4 | |
| 37514 isogroup45647,-0.9 | |
| 37515 isogroup45648,-0.7 | |
| 37516 isogroup45649,0.5 | |
| 37517 isogroup4565,3 | |
| 37518 isogroup45650,-0.1 | |
| 37519 isogroup45651,-2.2 | |
| 37520 isogroup45652,1.7 | |
| 37521 isogroup45653,-0.2 | |
| 37522 isogroup45654,0.2 | |
| 37523 isogroup45655,0.5 | |
| 37524 isogroup45657,0.3 | |
| 37525 isogroup45658,0.3 | |
| 37526 isogroup45659,0 | |
| 37527 isogroup4566,-0.1 | |
| 37528 isogroup45660,0.1 | |
| 37529 isogroup45662,0.3 | |
| 37530 isogroup45664,0.4 | |
| 37531 isogroup45665,-0.3 | |
| 37532 isogroup45666,0.5 | |
| 37533 isogroup45667,-0.3 | |
| 37534 isogroup45668,-0.1 | |
| 37535 isogroup45669,0.2 | |
| 37536 isogroup4567,0 | |
| 37537 isogroup4567.1,-0.1 | |
| 37538 isogroup45671,-0.5 | |
| 37539 isogroup45672,0.1 | |
| 37540 isogroup45673,-0.9 | |
| 37541 isogroup45674,0.2 | |
| 37542 isogroup45675,-1.1 | |
| 37543 isogroup45676,0.5 | |
| 37544 isogroup45677,1.1 | |
| 37545 isogroup45678,0.3 | |
| 37546 isogroup45679,-0.5 | |
| 37547 isogroup4568,1.4 | |
| 37548 isogroup45680,0.9 | |
| 37549 isogroup45681,3 | |
| 37550 isogroup45682,1.8 | |
| 37551 isogroup45683,0.2 | |
| 37552 isogroup45684,1.4 | |
| 37553 isogroup45685,0.3 | |
| 37554 isogroup45686,0.6 | |
| 37555 isogroup45687,-0.7 | |
| 37556 isogroup45689,0.5 | |
| 37557 isogroup4569,0 | |
| 37558 isogroup45690,0 | |
| 37559 isogroup45691,0.3 | |
| 37560 isogroup45692,0 | |
| 37561 isogroup45693,0.2 | |
| 37562 isogroup45694,1.2 | |
| 37563 isogroup45695,0.7 | |
| 37564 isogroup45696,0.1 | |
| 37565 isogroup45697,0.6 | |
| 37566 isogroup45698,-0.6 | |
| 37567 isogroup45699,0.3 | |
| 37568 isogroup457,2.7 | |
| 37569 isogroup457.1,0.2 | |
| 37570 isogroup4570,0.5 | |
| 37571 isogroup45700,0 | |
| 37572 isogroup45701,0.1 | |
| 37573 isogroup45703,1.2 | |
| 37574 isogroup45704,0 | |
| 37575 isogroup45705,-0.3 | |
| 37576 isogroup45706,-0.1 | |
| 37577 isogroup45708,10 | |
| 37578 isogroup45709,0.8 | |
| 37579 isogroup4571,0.8 | |
| 37580 isogroup45710,1.7 | |
| 37581 isogroup45711,-6 | |
| 37582 isogroup45713,-10 | |
| 37583 isogroup45714,-0.2 | |
| 37584 isogroup45715,0.6 | |
| 37585 isogroup45716,0.1 | |
| 37586 isogroup45717,0 | |
| 37587 isogroup45718,-0.4 | |
| 37588 isogroup45719,0.2 | |
| 37589 isogroup4572,2.1 | |
| 37590 isogroup45720,0 | |
| 37591 isogroup45721,0.8 | |
| 37592 isogroup45722,-0.4 | |
| 37593 isogroup45723,0.2 | |
| 37594 isogroup45724,-0.1 | |
| 37595 isogroup45725,0.7 | |
| 37596 isogroup45726,0.3 | |
| 37597 isogroup45727,-0.7 | |
| 37598 isogroup45728,0 | |
| 37599 isogroup45729,2.1 | |
| 37600 isogroup4573,0.7 | |
| 37601 isogroup45730,0.3 | |
| 37602 isogroup45731,0.3 | |
| 37603 isogroup45732,0.9 | |
| 37604 isogroup45733,0.2 | |
| 37605 isogroup45734,1.1 | |
| 37606 isogroup45735,1.1 | |
| 37607 isogroup45736,-0.1 | |
| 37608 isogroup45738,0.1 | |
| 37609 isogroup45739,-2.1 | |
| 37610 isogroup4574,0.7 | |
| 37611 isogroup45740,0.7 | |
| 37612 isogroup45742,-0.7 | |
| 37613 isogroup45743,0.1 | |
| 37614 isogroup45745,0 | |
| 37615 isogroup45746,2.2 | |
| 37616 isogroup45747,0 | |
| 37617 isogroup45748,0.5 | |
| 37618 isogroup4575,0 | |
| 37619 isogroup45750,4.3 | |
| 37620 isogroup45751,-0.1 | |
| 37621 isogroup45752,-0.1 | |
| 37622 isogroup45753,0.9 | |
| 37623 isogroup45754,0 | |
| 37624 isogroup45756,0.3 | |
| 37625 isogroup45757,-0.6 | |
| 37626 isogroup45758,0.4 | |
| 37627 isogroup45759,-0.1 | |
| 37628 isogroup4576,1.7 | |
| 37629 isogroup45760,-0.1 | |
| 37630 isogroup45761,-0.4 | |
| 37631 isogroup45762,1.1 | |
| 37632 isogroup45763,0.5 | |
| 37633 isogroup45764,0.5 | |
| 37634 isogroup45765,0.1 | |
| 37635 isogroup45767,0.2 | |
| 37636 isogroup45768,0.6 | |
| 37637 isogroup4577,0 | |
| 37638 isogroup45770,0.2 | |
| 37639 isogroup45771,1.1 | |
| 37640 isogroup45772,-0.7 | |
| 37641 isogroup45773,0 | |
| 37642 isogroup45774,0.7 | |
| 37643 isogroup45775,0.6 | |
| 37644 isogroup45776,-2.8 | |
| 37645 isogroup45777,0.1 | |
| 37646 isogroup45778,-0.1 | |
| 37647 isogroup45779,0.3 | |
| 37648 isogroup4578,0.1 | |
| 37649 isogroup45780,0.4 | |
| 37650 isogroup45782,-0.1 | |
| 37651 isogroup45784,0.8 | |
| 37652 isogroup45785,0.4 | |
| 37653 isogroup45787,0.2 | |
| 37654 isogroup45789,0 | |
| 37655 isogroup4579,-0.1 | |
| 37656 isogroup45790,2 | |
| 37657 isogroup45792,0 | |
| 37658 isogroup45793,-0.3 | |
| 37659 isogroup45794,4.8 | |
| 37660 isogroup45795,1.3 | |
| 37661 isogroup45796,-7.4 | |
| 37662 isogroup45798,0 | |
| 37663 isogroup458,5.2 | |
| 37664 isogroup4580,0.7 | |
| 37665 isogroup45800,0.2 | |
| 37666 isogroup45801,0.2 | |
| 37667 isogroup45802,0.1 | |
| 37668 isogroup45803,-3.9 | |
| 37669 isogroup45804,0.3 | |
| 37670 isogroup45805,1 | |
| 37671 isogroup45806,0.7 | |
| 37672 isogroup45807,0.4 | |
| 37673 isogroup45808,0.3 | |
| 37674 isogroup45809,0.6 | |
| 37675 isogroup4581,2.3 | |
| 37676 isogroup45810,0.5 | |
| 37677 isogroup45811,0 | |
| 37678 isogroup45812,1.6 | |
| 37679 isogroup45814,0.5 | |
| 37680 isogroup45815,1.5 | |
| 37681 isogroup45816,0 | |
| 37682 isogroup45817,0.3 | |
| 37683 isogroup45818,0.5 | |
| 37684 isogroup45819,0.5 | |
| 37685 isogroup4582,-0.5 | |
| 37686 isogroup45820,-0.1 | |
| 37687 isogroup45821,0.5 | |
| 37688 isogroup45822,-0.1 | |
| 37689 isogroup45823,0.5 | |
| 37690 isogroup45824,-0.2 | |
| 37691 isogroup45825,0.6 | |
| 37692 isogroup45827,-0.3 | |
| 37693 isogroup45828,0.3 | |
| 37694 isogroup45829,0.5 | |
| 37695 isogroup4583,0.8 | |
| 37696 isogroup45830,-0.8 | |
| 37697 isogroup45831,0.4 | |
| 37698 isogroup45832,0 | |
| 37699 isogroup45833,0.3 | |
| 37700 isogroup45834,-1 | |
| 37701 isogroup45835,0.7 | |
| 37702 isogroup45836,0.4 | |
| 37703 isogroup45837,-0.7 | |
| 37704 isogroup45838,-0.4 | |
| 37705 isogroup45839,1.7 | |
| 37706 isogroup4584,0.2 | |
| 37707 isogroup45840,-1.4 | |
| 37708 isogroup45841,0.7 | |
| 37709 isogroup45842,0.8 | |
| 37710 isogroup45844,1.3 | |
| 37711 isogroup45845,-0.1 | |
| 37712 isogroup45847,-2.5 | |
| 37713 isogroup45848,-0.4 | |
| 37714 isogroup4585,3.5 | |
| 37715 isogroup45850,-0.2 | |
| 37716 isogroup45851,3.3 | |
| 37717 isogroup45852,-0.6 | |
| 37718 isogroup45853,0.8 | |
| 37719 isogroup45855,0.7 | |
| 37720 isogroup45856,0 | |
| 37721 isogroup45857,-0.2 | |
| 37722 isogroup45858,0.5 | |
| 37723 isogroup4586,-4.9 | |
| 37724 isogroup45861,-0.4 | |
| 37725 isogroup45862,-0.7 | |
| 37726 isogroup45863,0.5 | |
| 37727 isogroup45864,0.4 | |
| 37728 isogroup45865,-0.2 | |
| 37729 isogroup45866,0.9 | |
| 37730 isogroup45867,0.5 | |
| 37731 isogroup45869,0.4 | |
| 37732 isogroup4587,2.1 | |
| 37733 isogroup45871,0 | |
| 37734 isogroup45872,1.1 | |
| 37735 isogroup45873,1 | |
| 37736 isogroup45874,-0.2 | |
| 37737 isogroup45875,-0.5 | |
| 37738 isogroup45876,0.4 | |
| 37739 isogroup45877,0.4 | |
| 37740 isogroup45878,0 | |
| 37741 isogroup45879,-0.6 | |
| 37742 isogroup4588,0.7 | |
| 37743 isogroup45880,1.2 | |
| 37744 isogroup45881,0.2 | |
| 37745 isogroup45882,1.9 | |
| 37746 isogroup45883,0.8 | |
| 37747 isogroup45884,0.3 | |
| 37748 isogroup45885,1.2 | |
| 37749 isogroup45886,-10 | |
| 37750 isogroup45887,0.7 | |
| 37751 isogroup45888,1 | |
| 37752 isogroup45889,0.1 | |
| 37753 isogroup4589,1.5 | |
| 37754 isogroup45890,-0.3 | |
| 37755 isogroup45892,-1.1 | |
| 37756 isogroup45893,-0.2 | |
| 37757 isogroup45894,0.3 | |
| 37758 isogroup45895,0.6 | |
| 37759 isogroup45896,0.9 | |
| 37760 isogroup45897,-0.6 | |
| 37761 isogroup45898,0.8 | |
| 37762 isogroup45899,-0.2 | |
| 37763 isogroup459,-0.9 | |
| 37764 isogroup459.1,0.1 | |
| 37765 isogroup4590,10 | |
| 37766 isogroup45901,0.3 | |
| 37767 isogroup45903,-0.7 | |
| 37768 isogroup45904,1.8 | |
| 37769 isogroup45906,0.2 | |
| 37770 isogroup45907,1.6 | |
| 37771 isogroup45908,0 | |
| 37772 isogroup45909,0 | |
| 37773 isogroup4591,1.7 | |
| 37774 isogroup45911,-0.1 | |
| 37775 isogroup45912,0.7 | |
| 37776 isogroup45913,-0.5 | |
| 37777 isogroup45914,0.1 | |
| 37778 isogroup45915,0.1 | |
| 37779 isogroup45916,0.1 | |
| 37780 isogroup45917,0.6 | |
| 37781 isogroup45918,0.3 | |
| 37782 isogroup45919,-2.4 | |
| 37783 isogroup4592,0.4 | |
| 37784 isogroup45920,7.7 | |
| 37785 isogroup45921,0.3 | |
| 37786 isogroup45922,-0.3 | |
| 37787 isogroup45923,0.2 | |
| 37788 isogroup45924,1 | |
| 37789 isogroup45925,0.5 | |
| 37790 isogroup45926,-2.2 | |
| 37791 isogroup45927,1 | |
| 37792 isogroup45929,0.6 | |
| 37793 isogroup4593,0.3 | |
| 37794 isogroup45930,1.2 | |
| 37795 isogroup45931,-0.4 | |
| 37796 isogroup45932,0.5 | |
| 37797 isogroup45933,0.1 | |
| 37798 isogroup45935,0 | |
| 37799 isogroup45937,1 | |
| 37800 isogroup45938,0.4 | |
| 37801 isogroup45939,0 | |
| 37802 isogroup4594,-1.6 | |
| 37803 isogroup45940,-1.4 | |
| 37804 isogroup45941,-0.5 | |
| 37805 isogroup45942,0.2 | |
| 37806 isogroup45943,-0.8 | |
| 37807 isogroup45945,0.1 | |
| 37808 isogroup45946,0.3 | |
| 37809 isogroup45947,-0.3 | |
| 37810 isogroup45948,-0.2 | |
| 37811 isogroup45949,-0.3 | |
| 37812 isogroup4595,0 | |
| 37813 isogroup45950,-0.2 | |
| 37814 isogroup45952,-0.7 | |
| 37815 isogroup45953,0 | |
| 37816 isogroup45954,0.8 | |
| 37817 isogroup45955,-0.3 | |
| 37818 isogroup45956,0 | |
| 37819 isogroup45957,0.4 | |
| 37820 isogroup45958,0.1 | |
| 37821 isogroup45959,0.3 | |
| 37822 isogroup4596,1.6 | |
| 37823 isogroup45960,0.3 | |
| 37824 isogroup45962,1 | |
| 37825 isogroup45963,0.8 | |
| 37826 isogroup45964,1.4 | |
| 37827 isogroup45965,-0.1 | |
| 37828 isogroup45966,0.3 | |
| 37829 isogroup45968,3.9 | |
| 37830 isogroup45969,0.2 | |
| 37831 isogroup4597,0.4 | |
| 37832 isogroup45970,0.4 | |
| 37833 isogroup45971,0.4 | |
| 37834 isogroup45972,0.2 | |
| 37835 isogroup45973,0.2 | |
| 37836 isogroup45974,0 | |
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| 38353 isogroup46497,0.3 | |
| 38354 isogroup46498,0.1 | |
| 38355 isogroup46499,-0.1 | |
| 38356 isogroup465,-0.8 | |
| 38357 isogroup4650,-0.2 | |
| 38358 isogroup46500,-10 | |
| 38359 isogroup46501,0.4 | |
| 38360 isogroup46502,1.5 | |
| 38361 isogroup46503,-0.9 | |
| 38362 isogroup46504,-3 | |
| 38363 isogroup46505,-0.1 | |
| 38364 isogroup46506,0.6 | |
| 38365 isogroup46507,-0.7 | |
| 38366 isogroup46508,0 | |
| 38367 isogroup46509,0 | |
| 38368 isogroup4651,0.5 | |
| 38369 isogroup46510,0.4 | |
| 38370 isogroup46511,-0.3 | |
| 38371 isogroup46512,0.1 | |
| 38372 isogroup46513,2.8 | |
| 38373 isogroup46514,-0.6 | |
| 38374 isogroup46516,0.5 | |
| 38375 isogroup46517,0.3 | |
| 38376 isogroup46519,0 | |
| 38377 isogroup4652,-4.5 | |
| 38378 isogroup46520,-0.4 | |
| 38379 isogroup46521,0.2 | |
| 38380 isogroup46522,0.1 | |
| 38381 isogroup46523,0.3 | |
| 38382 isogroup46524,0.2 | |
| 38383 isogroup46525,0.6 | |
| 38384 isogroup46526,-0.7 | |
| 38385 isogroup46527,0 | |
| 38386 isogroup46529,0.4 | |
| 38387 isogroup4653,0.7 | |
| 38388 isogroup46530,-6.1 | |
| 38389 isogroup46531,-0.2 | |
| 38390 isogroup46532,2 | |
| 38391 isogroup4654,-0.7 | |
| 38392 isogroup4655,1.2 | |
| 38393 isogroup4656,3.2 | |
| 38394 isogroup4657,0 | |
| 38395 isogroup4658,-0.1 | |
| 38396 isogroup4659,-0.1 | |
| 38397 isogroup466,-1.6 | |
| 38398 isogroup4660,1.4 | |
| 38399 isogroup4661,0.4 | |
| 38400 isogroup4662,0 | |
| 38401 isogroup4663,0.3 | |
| 38402 isogroup4664,0.2 | |
| 38403 isogroup4664.1,0 | |
| 38404 isogroup4665,0.3 | |
| 38405 isogroup4666,-0.2 | |
| 38406 isogroup4667,0.6 | |
| 38407 isogroup4668,0.7 | |
| 38408 isogroup4669,0 | |
| 38409 isogroup467,0.7 | |
| 38410 isogroup4670,0.1 | |
| 38411 isogroup4671,5.7 | |
| 38412 isogroup4672,0 | |
| 38413 isogroup4672.1,-0.4 | |
| 38414 isogroup4673,2 | |
| 38415 isogroup4674,-0.6 | |
| 38416 isogroup4675,-0.4 | |
| 38417 isogroup4676,2 | |
| 38418 isogroup4677,-2.9 | |
| 38419 isogroup4678,0.7 | |
| 38420 isogroup4679,-0.1 | |
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| 38422 isogroup468.1,-1.3 | |
| 38423 isogroup4680,-0.8 | |
| 38424 isogroup4681,10 | |
| 38425 isogroup4682,3.3 | |
| 38426 isogroup4683,1 | |
| 38427 isogroup4684,3.9 | |
| 38428 isogroup4685,-0.4 | |
| 38429 isogroup4686,0.5 | |
| 38430 isogroup4687,-1 | |
| 38431 isogroup4688,0.5 | |
| 38432 isogroup4689,0.5 | |
| 38433 isogroup469,0.7 | |
| 38434 isogroup469.1,2.2 | |
| 38435 isogroup469.2,0.3 | |
| 38436 isogroup4690,1.9 | |
| 38437 isogroup4691,0.2 | |
| 38438 isogroup4692,-2.5 | |
| 38439 isogroup4693,-2.5 | |
| 38440 isogroup4694,0 | |
| 38441 isogroup4695,0.7 | |
| 38442 isogroup4696,0.3 | |
| 38443 isogroup4697,0.3 | |
| 38444 isogroup4697.1,0.1 | |
| 38445 isogroup4698,0.1 | |
| 38446 isogroup4699,0.1 | |
| 38447 isogroup47,5.7 | |
| 38448 isogroup470,0.2 | |
| 38449 isogroup4700,-0.4 | |
| 38450 isogroup4701,-0.4 | |
| 38451 isogroup4702,0.8 | |
| 38452 isogroup4703,0.6 | |
| 38453 isogroup4704,-0.3 | |
| 38454 isogroup4705,-0.4 | |
| 38455 isogroup4706,-0.3 | |
| 38456 isogroup4707,0.5 | |
| 38457 isogroup4708,-6.5 | |
| 38458 isogroup4709,-0.3 | |
| 38459 isogroup471,0.7 | |
| 38460 isogroup4710,-1.3 | |
| 38461 isogroup4711,-0.1 | |
| 38462 isogroup4712,0.6 | |
| 38463 isogroup4713,0.8 | |
| 38464 isogroup4714,1.2 | |
| 38465 isogroup4715,1.6 | |
| 38466 isogroup4716,-0.3 | |
| 38467 isogroup4717,0.1 | |
| 38468 isogroup4718,6.4 | |
| 38469 isogroup4719,0.6 | |
| 38470 isogroup472,0.3 | |
| 38471 isogroup4720,2.5 | |
| 38472 isogroup4721,-0.4 | |
| 38473 isogroup4722,1.8 | |
| 38474 isogroup4723,0.3 | |
| 38475 isogroup4724,1 | |
| 38476 isogroup4725,-0.9 | |
| 38477 isogroup4726,1.1 | |
| 38478 isogroup4727,0.1 | |
| 38479 isogroup4728,0 | |
| 38480 isogroup4729,-1.8 | |
| 38481 isogroup473,0.6 | |
| 38482 isogroup4730,0.2 | |
| 38483 isogroup4731,0.2 | |
| 38484 isogroup4732,-0.3 | |
| 38485 isogroup4733,-0.7 | |
| 38486 isogroup4734,0.8 | |
| 38487 isogroup4735,-1.2 | |
| 38488 isogroup4737,0 | |
| 38489 isogroup4738,1.1 | |
| 38490 isogroup4739,1.4 | |
| 38491 isogroup474,0.9 | |
| 38492 isogroup4740,0.6 | |
| 38493 isogroup4741,0.4 | |
| 38494 isogroup4742,-0.3 | |
| 38495 isogroup4743,-1.5 | |
| 38496 isogroup4744,0.5 | |
| 38497 isogroup4745,1.2 | |
| 38498 isogroup4745.1,-0.1 | |
| 38499 isogroup4745.2,0.6 | |
| 38500 isogroup4746,5.9 | |
| 38501 isogroup4747,0 | |
| 38502 isogroup4748,1.7 | |
| 38503 isogroup4749,1.9 | |
| 38504 isogroup475,1.4 | |
| 38505 isogroup4750,-6.6 | |
| 38506 isogroup4751,-2.2 | |
| 38507 isogroup4752,0.3 | |
| 38508 isogroup4753,0 | |
| 38509 isogroup4754,0.5 | |
| 38510 isogroup4755,-0.5 | |
| 38511 isogroup4756,1.8 | |
| 38512 isogroup4757,0.7 | |
| 38513 isogroup4758,-2.4 | |
| 38514 isogroup4759,1.5 | |
| 38515 isogroup476,0.9 | |
| 38516 isogroup4760,-0.6 | |
| 38517 isogroup4761,0.4 | |
| 38518 isogroup4762,-0.7 | |
| 38519 isogroup4763,1.3 | |
| 38520 isogroup4764,-0.6 | |
| 38521 isogroup4765,-0.5 | |
| 38522 isogroup4766,-0.4 | |
| 38523 isogroup4767,1.7 | |
| 38524 isogroup4768,0.7 | |
| 38525 isogroup4769,0.5 | |
| 38526 isogroup477,4.1 | |
| 38527 isogroup4770,0.6 | |
| 38528 isogroup4771,0.1 | |
| 38529 isogroup4772,-10 | |
| 38530 isogroup4773,0.2 | |
| 38531 isogroup4774,3.9 | |
| 38532 isogroup4775,1.3 | |
| 38533 isogroup4776,0.8 | |
| 38534 isogroup4777,-2.3 | |
| 38535 isogroup4778,0 | |
| 38536 isogroup4779,-0.1 | |
| 38537 isogroup478,9.8 | |
| 38538 isogroup4780,-1 | |
| 38539 isogroup4781,0.8 | |
| 38540 isogroup4782,0.1 | |
| 38541 isogroup4783,-0.5 | |
| 38542 isogroup4784,-3.5 | |
| 38543 isogroup4785,-6.1 | |
| 38544 isogroup4786,0.1 | |
| 38545 isogroup4787,-0.2 | |
| 38546 isogroup4788,0.5 | |
| 38547 isogroup4789,0 | |
| 38548 isogroup479,6 | |
| 38549 isogroup479.1,9.4 | |
| 38550 isogroup4790,-0.2 | |
| 38551 isogroup4791,-3.1 | |
| 38552 isogroup4792,0.5 | |
| 38553 isogroup4793,3.2 | |
| 38554 isogroup4794,-0.2 | |
| 38555 isogroup4795,1.2 | |
| 38556 isogroup4796,0.4 | |
| 38557 isogroup4797,-0.5 | |
| 38558 isogroup4798,1.5 | |
| 38559 isogroup4799,0.2 | |
| 38560 isogroup48,0.5 | |
| 38561 isogroup480,6.9 | |
| 38562 isogroup4800,0.4 | |
| 38563 isogroup4801,2.8 | |
| 38564 isogroup4802,3 | |
| 38565 isogroup4803,0 | |
| 38566 isogroup4804,1.3 | |
| 38567 isogroup4805,-0.2 | |
| 38568 isogroup4806,3.2 | |
| 38569 isogroup4807,0.5 | |
| 38570 isogroup4808,-0.2 | |
| 38571 isogroup4809,-6.2 | |
| 38572 isogroup481,2.2 | |
| 38573 isogroup4810,-1.6 | |
| 38574 isogroup4811,-0.4 | |
| 38575 isogroup4812,0.3 | |
| 38576 isogroup4813,-0.3 | |
| 38577 isogroup4814,0.2 | |
| 38578 isogroup4815,0 | |
| 38579 isogroup4816,0.2 | |
| 38580 isogroup4817,-3.9 | |
| 38581 isogroup4818,0.3 | |
| 38582 isogroup4819,0.5 | |
| 38583 isogroup482,8.1 | |
| 38584 isogroup4820,1 | |
| 38585 isogroup4821,-0.1 | |
| 38586 isogroup4822,-3.6 | |
| 38587 isogroup4823,3.6 | |
| 38588 isogroup4824,0.3 | |
| 38589 isogroup4825,6.5 | |
| 38590 isogroup4826,0.5 | |
| 38591 isogroup4827,2.5 | |
| 38592 isogroup4828,-0.1 | |
| 38593 isogroup4829,-0.1 | |
| 38594 isogroup483,6.2 | |
| 38595 isogroup4830,0.2 | |
| 38596 isogroup4831,-0.1 | |
| 38597 isogroup4832,-0.3 | |
| 38598 isogroup4833,1.2 | |
| 38599 isogroup4834,0.1 | |
| 38600 isogroup4835,-0.1 | |
| 38601 isogroup4836,0.3 | |
| 38602 isogroup4837,-0.7 | |
| 38603 isogroup4838,1.4 | |
| 38604 isogroup4839,-0.7 | |
| 38605 isogroup484,0.1 | |
| 38606 isogroup4840,0.5 | |
| 38607 isogroup4841,-0.7 | |
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| 38609 isogroup4842.1,-3.2 | |
| 38610 isogroup4843,1.8 | |
| 38611 isogroup4844,0.1 | |
| 38612 isogroup4845,0.5 | |
| 38613 isogroup4846,-1.6 | |
| 38614 isogroup4847,0.5 | |
| 38615 isogroup4848,0.4 | |
| 38616 isogroup4849,-0.4 | |
| 38617 isogroup485,4.7 | |
| 38618 isogroup4850,0.6 | |
| 38619 isogroup4851,10 | |
| 38620 isogroup4852,1.3 | |
| 38621 isogroup4853,0.7 | |
| 38622 isogroup4853.1,-1.3 | |
| 38623 isogroup4854,-1.3 | |
| 38624 isogroup4855,0.6 | |
| 38625 isogroup4856,0.8 | |
| 38626 isogroup4857,0.4 | |
| 38627 isogroup4858,0.3 | |
| 38628 isogroup4859,0.1 | |
| 38629 isogroup486,1 | |
| 38630 isogroup4860,-0.5 | |
| 38631 isogroup4861,0.5 | |
| 38632 isogroup4862,-0.2 | |
| 38633 isogroup4863,1.6 | |
| 38634 isogroup4864,1.4 | |
| 38635 isogroup4865,-0.2 | |
| 38636 isogroup4866,-5.7 | |
| 38637 isogroup4867,2.9 | |
| 38638 isogroup4868,1.4 | |
| 38639 isogroup4869,0.3 | |
| 38640 isogroup487,1 | |
| 38641 isogroup4870,-0.5 | |
| 38642 isogroup4871,-0.6 | |
| 38643 isogroup4872,-0.4 | |
| 38644 isogroup4873,1.4 | |
| 38645 isogroup4874,-0.4 | |
| 38646 isogroup4875,-0.4 | |
| 38647 isogroup4876,0 | |
| 38648 isogroup4877,0.7 | |
| 38649 isogroup4878,-1.5 | |
| 38650 isogroup4879,-0.7 | |
| 38651 isogroup488,2.3 | |
| 38652 isogroup4880,0.3 | |
| 38653 isogroup4881,-0.2 | |
| 38654 isogroup4882,-0.3 | |
| 38655 isogroup4883,0.3 | |
| 38656 isogroup4884,0 | |
| 38657 isogroup4885,0.7 | |
| 38658 isogroup4886,-0.5 | |
| 38659 isogroup4887,-0.1 | |
| 38660 isogroup4888,2.8 | |
| 38661 isogroup4889,-0.8 | |
| 38662 isogroup489,0.4 | |
| 38663 isogroup4890,-0.6 | |
| 38664 isogroup4891,-0.3 | |
| 38665 isogroup4892,1.4 | |
| 38666 isogroup4893,0.7 | |
| 38667 isogroup4894,0.6 | |
| 38668 isogroup4895,-0.8 | |
| 38669 isogroup4896,4.2 | |
| 38670 isogroup4897,2.8 | |
| 38671 isogroup4898,0.1 | |
| 38672 isogroup4899,-1.8 | |
| 38673 isogroup49,3.9 | |
| 38674 isogroup490,0 | |
| 38675 isogroup4901,0.3 | |
| 38676 isogroup4902,0.1 | |
| 38677 isogroup4902.1,0.4 | |
| 38678 isogroup4903,-0.2 | |
| 38679 isogroup4903.1,-0.2 | |
| 38680 isogroup4904,-2 | |
| 38681 isogroup4905,0.8 | |
| 38682 isogroup4906,0.1 | |
| 38683 isogroup4907,-0.3 | |
| 38684 isogroup4908,1.9 | |
| 38685 isogroup4909,0.1 | |
| 38686 isogroup491,0.1 | |
| 38687 isogroup4910,-0.3 | |
| 38688 isogroup4911,1.1 | |
| 38689 isogroup4912,0.4 | |
| 38690 isogroup4913,-3.5 | |
| 38691 isogroup4914,-0.7 | |
| 38692 isogroup4915,-0.2 | |
| 38693 isogroup4916,0.5 | |
| 38694 isogroup4917,-0.6 | |
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| 38696 isogroup4918,0.7 | |
| 38697 isogroup4919,0.1 | |
| 38698 isogroup492,1.9 | |
| 38699 isogroup4920,-0.4 | |
| 38700 isogroup4921,1.3 | |
| 38701 isogroup4922,0.1 | |
| 38702 isogroup4923,1.2 | |
| 38703 isogroup4924,0.3 | |
| 38704 isogroup4925,-3.5 | |
| 38705 isogroup4926,2.8 | |
| 38706 isogroup4927,-2.8 | |
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| 38708 isogroup4928,-0.6 | |
| 38709 isogroup4929,-2.3 | |
| 38710 isogroup493,0.6 | |
| 38711 isogroup4930,0.1 | |
| 38712 isogroup4931,-2 | |
| 38713 isogroup4932,-0.3 | |
| 38714 isogroup4933,0.5 | |
| 38715 isogroup4934,0.3 | |
| 38716 isogroup4935,-0.2 | |
| 38717 isogroup4936,-1.9 | |
| 38718 isogroup4937,-0.4 | |
| 38719 isogroup4938,-2.3 | |
| 38720 isogroup4939,0.2 | |
| 38721 isogroup494,-2.5 | |
| 38722 isogroup4940,0.9 | |
| 38723 isogroup4941,0 | |
| 38724 isogroup4942,4 | |
| 38725 isogroup4943,-0.1 | |
| 38726 isogroup4944,0.1 | |
| 38727 isogroup4945,-0.1 | |
| 38728 isogroup4946,0.3 | |
| 38729 isogroup4947,0 | |
| 38730 isogroup4948,1.4 | |
| 38731 isogroup4949,1.7 | |
| 38732 isogroup495,0 | |
| 38733 isogroup4950,-0.6 | |
| 38734 isogroup4951,-0.1 | |
| 38735 isogroup4952,0.9 | |
| 38736 isogroup4953,1 | |
| 38737 isogroup4954,1.8 | |
| 38738 isogroup4955,-1.2 | |
| 38739 isogroup4956,0.6 | |
| 38740 isogroup4957,0.2 | |
| 38741 isogroup4958,1.4 | |
| 38742 isogroup4959,-0.2 | |
| 38743 isogroup496,-2.6 | |
| 38744 isogroup4960,1.3 | |
| 38745 isogroup4961,-3.3 | |
| 38746 isogroup4962,0 | |
| 38747 isogroup4963,-0.1 | |
| 38748 isogroup4964,-0.7 | |
| 38749 isogroup4965,0.8 | |
| 38750 isogroup4966,-5.1 | |
| 38751 isogroup4967,-1.1 | |
| 38752 isogroup4968,-1 | |
| 38753 isogroup4969,0.4 | |
| 38754 isogroup4969.1,0.8 | |
| 38755 isogroup497,1 | |
| 38756 isogroup4970,2.6 | |
| 38757 isogroup4971,3.7 | |
| 38758 isogroup4972,0.4 | |
| 38759 isogroup4973,-0.8 | |
| 38760 isogroup4974,0.1 | |
| 38761 isogroup4975,0.3 | |
| 38762 isogroup4976,0.4 | |
| 38763 isogroup4977,-3.4 | |
| 38764 isogroup4978,1.2 | |
| 38765 isogroup4979,-0.3 | |
| 38766 isogroup498,2.8 | |
| 38767 isogroup4980,-0.8 | |
| 38768 isogroup4981,0 | |
| 38769 isogroup4982,1.3 | |
| 38770 isogroup4983,0 | |
| 38771 isogroup4984,0.9 | |
| 38772 isogroup4985,2 | |
| 38773 isogroup4986,2.9 | |
| 38774 isogroup4987,-0.1 | |
| 38775 isogroup4988,-1 | |
| 38776 isogroup4989,-5.8 | |
| 38777 isogroup499,2.9 | |
| 38778 isogroup4990,0.8 | |
| 38779 isogroup4991,-0.5 | |
| 38780 isogroup4992,-0.2 | |
| 38781 isogroup4993,-0.2 | |
| 38782 isogroup4994,2.8 | |
| 38783 isogroup4995,-2.4 | |
| 38784 isogroup4996,0.2 | |
| 38785 isogroup4997,-1 | |
| 38786 isogroup4998,-0.9 | |
| 38787 isogroup4999,-0.2 | |
| 38788 isogroup5,3.4 | |
| 38789 isogroup50,7 | |
| 38790 isogroup500,2 | |
| 38791 isogroup5000,1.2 | |
| 38792 isogroup5001,-1.3 | |
| 38793 isogroup5002,-1.7 | |
| 38794 isogroup5003,1.4 | |
| 38795 isogroup5004,1 | |
| 38796 isogroup5004.1,-2.9 | |
| 38797 isogroup5005,0.3 | |
| 38798 isogroup5006,-0.3 | |
| 38799 isogroup5007,0.5 | |
| 38800 isogroup5008,-0.3 | |
| 38801 isogroup5009,-1 | |
| 38802 isogroup5009.1,0.6 | |
| 38803 isogroup501,3.6 | |
| 38804 isogroup5010,0.2 | |
| 38805 isogroup5011,0.6 | |
| 38806 isogroup5012,-9.2 | |
| 38807 isogroup5014,-0.4 | |
| 38808 isogroup5015,-5.8 | |
| 38809 isogroup5016,0.8 | |
| 38810 isogroup5017,1.1 | |
| 38811 isogroup5018,-0.1 | |
| 38812 isogroup5019,-0.1 | |
| 38813 isogroup502,2.6 | |
| 38814 isogroup5020,-0.6 | |
| 38815 isogroup5021,2.8 | |
| 38816 isogroup5022,1.5 | |
| 38817 isogroup5023,-2.3 | |
| 38818 isogroup5024,2.3 | |
| 38819 isogroup5025,0.4 | |
| 38820 isogroup5026,1 | |
| 38821 isogroup5027,0.3 | |
| 38822 isogroup5028,-3.4 | |
| 38823 isogroup5029,-1.7 | |
| 38824 isogroup503,2.8 | |
| 38825 isogroup5030,3.2 | |
| 38826 isogroup5031,1 | |
| 38827 isogroup5032,-0.1 | |
| 38828 isogroup5033,0.6 | |
| 38829 isogroup5034,-5.7 | |
| 38830 isogroup5035,-0.1 | |
| 38831 isogroup5036,0.3 | |
| 38832 isogroup5037,0.3 | |
| 38833 isogroup5038,2 | |
| 38834 isogroup5039,0.7 | |
| 38835 isogroup504,-1.9 | |
| 38836 isogroup5040,0.5 | |
| 38837 isogroup5041,-1 | |
| 38838 isogroup5042,1.1 | |
| 38839 isogroup5043,-3.1 | |
| 38840 isogroup5044,0.2 | |
| 38841 isogroup5045,-0.6 | |
| 38842 isogroup5046,1 | |
| 38843 isogroup5047,5.5 | |
| 38844 isogroup5048,-0.2 | |
| 38845 isogroup5049,-3.1 | |
| 38846 isogroup505,-2.1 | |
| 38847 isogroup5050,0.4 | |
| 38848 isogroup5051,-0.5 | |
| 38849 isogroup5052,0.5 | |
| 38850 isogroup5053,0.2 | |
| 38851 isogroup5054,0 | |
| 38852 isogroup5055,-3 | |
| 38853 isogroup5056,0.2 | |
| 38854 isogroup5057,0 | |
| 38855 isogroup5058,-1.5 | |
| 38856 isogroup5059,2.4 | |
| 38857 isogroup506,-1.8 | |
| 38858 isogroup506.1,0.4 | |
| 38859 isogroup506.2,0.4 | |
| 38860 isogroup5060,5.2 | |
| 38861 isogroup5061,0.3 | |
| 38862 isogroup5062,1.1 | |
| 38863 isogroup5063,0.5 | |
| 38864 isogroup5064,-0.5 | |
| 38865 isogroup5065,0 | |
| 38866 isogroup5066,0.3 | |
| 38867 isogroup5067,-0.1 | |
| 38868 isogroup5068,0.7 | |
| 38869 isogroup5069,0 | |
| 38870 isogroup507,3.1 | |
| 38871 isogroup5070,-10 | |
| 38872 isogroup5071,-0.3 | |
| 38873 isogroup5072,-0.1 | |
| 38874 isogroup5073,7.1 | |
| 38875 isogroup5074,-0.9 | |
| 38876 isogroup5075,1 | |
| 38877 isogroup5076,2.4 | |
| 38878 isogroup5077,-1.2 | |
| 38879 isogroup5078,3.1 | |
| 38880 isogroup5079,-0.3 | |
| 38881 isogroup508,1.1 | |
| 38882 isogroup508.1,0.7 | |
| 38883 isogroup5080,-0.2 | |
| 38884 isogroup5081,1.2 | |
| 38885 isogroup5082,0.3 | |
| 38886 isogroup5083,-0.4 | |
| 38887 isogroup5084,0 | |
| 38888 isogroup5085,3.8 | |
| 38889 isogroup5086,-1.7 | |
| 38890 isogroup5087,-0.1 | |
| 38891 isogroup5088,0.1 | |
| 38892 isogroup5089,-0.2 | |
| 38893 isogroup509,1.3 | |
| 38894 isogroup5090,1.5 | |
| 38895 isogroup5091,1.7 | |
| 38896 isogroup5092,0.1 | |
| 38897 isogroup5093,-1 | |
| 38898 isogroup5094,3.8 | |
| 38899 isogroup5095,0.5 | |
| 38900 isogroup5096,1.4 | |
| 38901 isogroup5097,1.5 | |
| 38902 isogroup5098,-9.1 | |
| 38903 isogroup5099,1.2 | |
| 38904 isogroup51,0.4 | |
| 38905 isogroup510,1.8 | |
| 38906 isogroup5100,-3.9 | |
| 38907 isogroup5101,1.9 | |
| 38908 isogroup5102,-3.8 | |
| 38909 isogroup5103,-0.7 | |
| 38910 isogroup5104,-0.1 | |
| 38911 isogroup5105,-0.2 | |
| 38912 isogroup5106,1.1 | |
| 38913 isogroup5107,0.4 | |
| 38914 isogroup5108,1.8 | |
| 38915 isogroup5109,1.7 | |
| 38916 isogroup511,-5.9 | |
| 38917 isogroup511.1,-0.9 | |
| 38918 isogroup511.2,2.1 | |
| 38919 isogroup5110,1.6 | |
| 38920 isogroup5111,0.2 | |
| 38921 isogroup5112,0.6 | |
| 38922 isogroup5113,1.4 | |
| 38923 isogroup5114,0.8 | |
| 38924 isogroup5115,-2.9 | |
| 38925 isogroup5116,0.6 | |
| 38926 isogroup5117,-0.1 | |
| 38927 isogroup5118,0.5 | |
| 38928 isogroup5119,1 | |
| 38929 isogroup512,0.4 | |
| 38930 isogroup5120,0.6 | |
| 38931 isogroup5121,0.4 | |
| 38932 isogroup5122,-4.5 | |
| 38933 isogroup5123,2.4 | |
| 38934 isogroup5124,0.7 | |
| 38935 isogroup5125,0.7 | |
| 38936 isogroup5126,0.3 | |
| 38937 isogroup5127,0.5 | |
| 38938 isogroup5128,0.7 | |
| 38939 isogroup5129,-0.3 | |
| 38940 isogroup513,0 | |
| 38941 isogroup5130,0.1 | |
| 38942 isogroup5131,-0.3 | |
| 38943 isogroup5132,0.2 | |
| 38944 isogroup5133,-2.6 | |
| 38945 isogroup5134,-0.1 | |
| 38946 isogroup5135,1.1 | |
| 38947 isogroup5136,0.3 | |
| 38948 isogroup5137,1.2 | |
| 38949 isogroup5138,2.5 | |
| 38950 isogroup5139,0.2 | |
| 38951 isogroup514,4.2 | |
| 38952 isogroup5140,0 | |
| 38953 isogroup5141,0.3 | |
| 38954 isogroup5142,-0.5 | |
| 38955 isogroup5143,1 | |
| 38956 isogroup5144,-1.4 | |
| 38957 isogroup5145,-0.8 | |
| 38958 isogroup5146,0.2 | |
| 38959 isogroup5147,0.3 | |
| 38960 isogroup5148,2.3 | |
| 38961 isogroup5149,0.9 | |
| 38962 isogroup515,1.4 | |
| 38963 isogroup5150,-2.5 | |
| 38964 isogroup5151,0.6 | |
| 38965 isogroup5152,-0.8 | |
| 38966 isogroup5153,0.2 | |
| 38967 isogroup5154,-0.1 | |
| 38968 isogroup5155,0.9 | |
| 38969 isogroup5156,-2.5 | |
| 38970 isogroup5157,-0.6 | |
| 38971 isogroup5158,-0.2 | |
| 38972 isogroup5159,-4.1 | |
| 38973 isogroup516,2 | |
| 38974 isogroup5160,0.1 | |
| 38975 isogroup5161,0.2 | |
| 38976 isogroup5162,0.7 | |
| 38977 isogroup5163,0.4 | |
| 38978 isogroup5164,0.2 | |
| 38979 isogroup5165,-0.5 | |
| 38980 isogroup5166,0.9 | |
| 38981 isogroup5167,-1.6 | |
| 38982 isogroup5168,0.7 | |
| 38983 isogroup5169,0.5 | |
| 38984 isogroup517,-2.9 | |
| 38985 isogroup5170,-10 | |
| 38986 isogroup5171,-8 | |
| 38987 isogroup5172,0.2 | |
| 38988 isogroup5173,0.1 | |
| 38989 isogroup5174,-9.1 | |
| 38990 isogroup5175,1 | |
| 38991 isogroup5176,0.2 | |
| 38992 isogroup5177,0.1 | |
| 38993 isogroup5178,10 | |
| 38994 isogroup5179,0.7 | |
| 38995 isogroup518,2.4 | |
| 38996 isogroup5180,1 | |
| 38997 isogroup5181,1.6 | |
| 38998 isogroup5182,1.2 | |
| 38999 isogroup5183,0.4 | |
| 39000 isogroup5184,-3 | |
| 39001 isogroup5185,-0.1 | |
| 39002 isogroup5186,0.1 | |
| 39003 isogroup5187,0.5 | |
| 39004 isogroup5188,-1.4 | |
| 39005 isogroup5189,-0.4 | |
| 39006 isogroup519,0.1 | |
| 39007 isogroup5190,-1.2 | |
| 39008 isogroup5191,1.2 | |
| 39009 isogroup5192,0 | |
| 39010 isogroup5193,-0.5 | |
| 39011 isogroup5194,10 | |
| 39012 isogroup5195,1.3 | |
| 39013 isogroup5196,-0.2 | |
| 39014 isogroup5197,7.8 | |
| 39015 isogroup5198,-1.2 | |
| 39016 isogroup5199,-0.9 | |
| 39017 isogroup52,1.7 | |
| 39018 isogroup520,5.3 | |
| 39019 isogroup5200,0 | |
| 39020 isogroup5201,0.7 | |
| 39021 isogroup5202,0.2 | |
| 39022 isogroup5203,0 | |
| 39023 isogroup5204,0.8 | |
| 39024 isogroup5205,0.9 | |
| 39025 isogroup5206,0.7 | |
| 39026 isogroup5207,-2.5 | |
| 39027 isogroup5208,-1.6 | |
| 39028 isogroup5209,-0.4 | |
| 39029 isogroup521,-0.5 | |
| 39030 isogroup5211,0.3 | |
| 39031 isogroup5212,-0.4 | |
| 39032 isogroup5213,0.1 | |
| 39033 isogroup5214,-0.3 | |
| 39034 isogroup5215,-0.1 | |
| 39035 isogroup5216,1.7 | |
| 39036 isogroup5217,1 | |
| 39037 isogroup5218,-1 | |
| 39038 isogroup5219,1 | |
| 39039 isogroup522,0.3 | |
| 39040 isogroup5220,-0.1 | |
| 39041 isogroup5221,-0.4 | |
| 39042 isogroup5222,-0.2 | |
| 39043 isogroup5223,0.9 | |
| 39044 isogroup5224,-1 | |
| 39045 isogroup5225,-2.8 | |
| 39046 isogroup5226,-3.1 | |
| 39047 isogroup5227,-9.7 | |
| 39048 isogroup5228,0.2 | |
| 39049 isogroup5229,0.1 | |
| 39050 isogroup523,6.2 | |
| 39051 isogroup5230,0 | |
| 39052 isogroup5231,1.3 | |
| 39053 isogroup5232,0 | |
| 39054 isogroup5233,0.8 | |
| 39055 isogroup5234,0.3 | |
| 39056 isogroup5235,0.8 | |
| 39057 isogroup5236,0.2 | |
| 39058 isogroup5237,2.3 | |
| 39059 isogroup5238,0.1 | |
| 39060 isogroup5239,2.6 | |
| 39061 isogroup524,3.8 | |
| 39062 isogroup5240,-0.1 | |
| 39063 isogroup5241,-0.4 | |
| 39064 isogroup5242,0.7 | |
| 39065 isogroup5243,0.9 | |
| 39066 isogroup5244,0.1 | |
| 39067 isogroup5245,-0.6 | |
| 39068 isogroup5246,0.8 | |
| 39069 isogroup5247,0.6 | |
| 39070 isogroup5248,0.1 | |
| 39071 isogroup5249,2.1 | |
| 39072 isogroup525,0.1 | |
| 39073 isogroup5250,-0.1 | |
| 39074 isogroup5251,0.1 | |
| 39075 isogroup5252,2.6 | |
| 39076 isogroup5253,-1.6 | |
| 39077 isogroup5254,0.1 | |
| 39078 isogroup5255,2.6 | |
| 39079 isogroup5256,0.2 | |
| 39080 isogroup5257,0.4 | |
| 39081 isogroup5258,1.1 | |
| 39082 isogroup5259,-1.1 | |
| 39083 isogroup526,0.7 | |
| 39084 isogroup5260,0.8 | |
| 39085 isogroup5261,-3.5 | |
| 39086 isogroup5262,0.6 | |
| 39087 isogroup5263,-0.5 | |
| 39088 isogroup5264,0.1 | |
| 39089 isogroup5265,0.9 | |
| 39090 isogroup5265.1,-0.7 | |
| 39091 isogroup5266,3.2 | |
| 39092 isogroup5267,-0.8 | |
| 39093 isogroup5268,0 | |
| 39094 isogroup5269,0.3 | |
| 39095 isogroup527,3.6 | |
| 39096 isogroup5270,1.9 | |
| 39097 isogroup5271,-0.1 | |
| 39098 isogroup5272,-0.1 | |
| 39099 isogroup5273,-0.4 | |
| 39100 isogroup5274,0.4 | |
| 39101 isogroup5275,-4.6 | |
| 39102 isogroup5276,0 | |
| 39103 isogroup5277,0 | |
| 39104 isogroup5278,0.6 | |
| 39105 isogroup5279,1.4 | |
| 39106 isogroup528,0.2 | |
| 39107 isogroup5280,-0.5 | |
| 39108 isogroup5281,0.1 | |
| 39109 isogroup5282,-2.8 | |
| 39110 isogroup5283,1.4 | |
| 39111 isogroup5284,0.5 | |
| 39112 isogroup5285,-0.1 | |
| 39113 isogroup5286,0.5 | |
| 39114 isogroup5287,0.1 | |
| 39115 isogroup5288,1.2 | |
| 39116 isogroup5289,0.6 | |
| 39117 isogroup529,0.3 | |
| 39118 isogroup5290,0 | |
| 39119 isogroup5291,0 | |
| 39120 isogroup5292,-2 | |
| 39121 isogroup5293,-0.2 | |
| 39122 isogroup5294,0 | |
| 39123 isogroup5295,0.9 | |
| 39124 isogroup5296,2.3 | |
| 39125 isogroup5297,-1.3 | |
| 39126 isogroup5298,-9.5 | |
| 39127 isogroup5299,-0.1 | |
| 39128 isogroup53,2.8 | |
| 39129 isogroup530,0.7 | |
| 39130 isogroup5300,0.1 | |
| 39131 isogroup5301,1.3 | |
| 39132 isogroup5302,-8 | |
| 39133 isogroup5303,5.3 | |
| 39134 isogroup5304,0 | |
| 39135 isogroup5305,0.9 | |
| 39136 isogroup5306,0.6 | |
| 39137 isogroup5307,0.7 | |
| 39138 isogroup5308,0.4 | |
| 39139 isogroup5309,-0.7 | |
| 39140 isogroup531,-1.5 | |
| 39141 isogroup5310,-0.8 | |
| 39142 isogroup5311,1.6 | |
| 39143 isogroup5312,-0.4 | |
| 39144 isogroup5313,-2.5 | |
| 39145 isogroup5314,0.4 | |
| 39146 isogroup5315,0 | |
| 39147 isogroup5316,-0.1 | |
| 39148 isogroup5317,0.4 | |
| 39149 isogroup5318,1 | |
| 39150 isogroup5319,-3.6 | |
| 39151 isogroup532,1.4 | |
| 39152 isogroup5320,-0.1 | |
| 39153 isogroup5321,-1.5 | |
| 39154 isogroup5322,5.8 | |
| 39155 isogroup5323,0.7 | |
| 39156 isogroup5324,0.2 | |
| 39157 isogroup5325,-0.4 | |
| 39158 isogroup5326,0.2 | |
| 39159 isogroup5327,0.3 | |
| 39160 isogroup5328,0.7 | |
| 39161 isogroup5329,-0.2 | |
| 39162 isogroup533,1.5 | |
| 39163 isogroup5330,0.3 | |
| 39164 isogroup5331,1.8 | |
| 39165 isogroup5332,-2.1 | |
| 39166 isogroup5333,2.5 | |
| 39167 isogroup5334,-0.9 | |
| 39168 isogroup5335,-0.5 | |
| 39169 isogroup5336,-0.2 | |
| 39170 isogroup5337,-0.6 | |
| 39171 isogroup5338,0.9 | |
| 39172 isogroup5339,0 | |
| 39173 isogroup534,1.7 | |
| 39174 isogroup5340,0.9 | |
| 39175 isogroup5341,-0.6 | |
| 39176 isogroup5342,1.6 | |
| 39177 isogroup5343,0.6 | |
| 39178 isogroup5344,2.7 | |
| 39179 isogroup5345,0 | |
| 39180 isogroup5346,-2.9 | |
| 39181 isogroup5347,2.6 | |
| 39182 isogroup5348,0.1 | |
| 39183 isogroup5349,1.5 | |
| 39184 isogroup535,1.3 | |
| 39185 isogroup5350,0 | |
| 39186 isogroup5351,0.1 | |
| 39187 isogroup5352,-0.8 | |
| 39188 isogroup5353,-1 | |
| 39189 isogroup5354,-0.5 | |
| 39190 isogroup5355,-1.6 | |
| 39191 isogroup5356,-0.2 | |
| 39192 isogroup5357,-0.3 | |
| 39193 isogroup5358,1.1 | |
| 39194 isogroup5359,-0.4 | |
| 39195 isogroup536,-9.6 | |
| 39196 isogroup5360,-0.1 | |
| 39197 isogroup5360.1,0.3 | |
| 39198 isogroup5361,-0.1 | |
| 39199 isogroup5362,-0.2 | |
| 39200 isogroup5363,0.1 | |
| 39201 isogroup5364,-2.2 | |
| 39202 isogroup5365,1.7 | |
| 39203 isogroup5366,1.6 | |
| 39204 isogroup5367,1.2 | |
| 39205 isogroup5368,0.7 | |
| 39206 isogroup5369,0.8 | |
| 39207 isogroup537,-2.1 | |
| 39208 isogroup5370,0.8 | |
| 39209 isogroup5371,2 | |
| 39210 isogroup5372,0.2 | |
| 39211 isogroup5373,0.2 | |
| 39212 isogroup5374,1.9 | |
| 39213 isogroup5375,-0.4 | |
| 39214 isogroup5376,0.7 | |
| 39215 isogroup5377,0.1 | |
| 39216 isogroup5378,2.6 | |
| 39217 isogroup5379,-1.1 | |
| 39218 isogroup538,0.4 | |
| 39219 isogroup5380,2.7 | |
| 39220 isogroup5381,0.6 | |
| 39221 isogroup5382,0.8 | |
| 39222 isogroup5383,0.3 | |
| 39223 isogroup5384,0.4 | |
| 39224 isogroup5385,3.1 | |
| 39225 isogroup5386,-0.5 | |
| 39226 isogroup5387,1.2 | |
| 39227 isogroup5388,-1.3 | |
| 39228 isogroup5389,-0.1 | |
| 39229 isogroup5389.1,0.9 | |
| 39230 isogroup539,2.7 | |
| 39231 isogroup5390,-1.4 | |
| 39232 isogroup5391,-0.1 | |
| 39233 isogroup5392,0 | |
| 39234 isogroup5393,-0.1 | |
| 39235 isogroup5394,-1.3 | |
| 39236 isogroup5395,0.1 | |
| 39237 isogroup5396,0.6 | |
| 39238 isogroup5397,-0.5 | |
| 39239 isogroup5398,1.2 | |
| 39240 isogroup5399,0 | |
| 39241 isogroup54,7.7 | |
| 39242 isogroup540,1.7 | |
| 39243 isogroup5400,3 | |
| 39244 isogroup5401,0.1 | |
| 39245 isogroup5402,-0.8 | |
| 39246 isogroup5403,1.4 | |
| 39247 isogroup5404,0.6 | |
| 39248 isogroup5405,-1.8 | |
| 39249 isogroup5406,-0.1 | |
| 39250 isogroup5407,0.7 | |
| 39251 isogroup5408,0.6 | |
| 39252 isogroup5409,-0.6 | |
| 39253 isogroup541,5.1 | |
| 39254 isogroup5410,-0.3 | |
| 39255 isogroup5411,0.4 | |
| 39256 isogroup5412,-1.5 | |
| 39257 isogroup5413,0 | |
| 39258 isogroup5414,1.2 | |
| 39259 isogroup5415,0.5 | |
| 39260 isogroup5416,0.1 | |
| 39261 isogroup5417,1 | |
| 39262 isogroup5418,0.3 | |
| 39263 isogroup5419,2.5 | |
| 39264 isogroup542,2.5 | |
| 39265 isogroup5420,0.9 | |
| 39266 isogroup5421,-0.2 | |
| 39267 isogroup5422,0.6 | |
| 39268 isogroup5423,1.6 | |
| 39269 isogroup5424,1.2 | |
| 39270 isogroup5425,1.7 | |
| 39271 isogroup5426,1.5 | |
| 39272 isogroup5427,1 | |
| 39273 isogroup5428,1.4 | |
| 39274 isogroup5429,-0.4 | |
| 39275 isogroup543,-0.6 | |
| 39276 isogroup5430,0 | |
| 39277 isogroup5431,0.1 | |
| 39278 isogroup5432,2.4 | |
| 39279 isogroup5433,0.8 | |
| 39280 isogroup5434,1.9 | |
| 39281 isogroup5435,-4.3 | |
| 39282 isogroup5436,0.1 | |
| 39283 isogroup5437,0.2 | |
| 39284 isogroup5438,0.4 | |
| 39285 isogroup5439,4.8 | |
| 39286 isogroup544,-0.6 | |
| 39287 isogroup5440,0.3 | |
| 39288 isogroup5441,-0.8 | |
| 39289 isogroup5442,-0.8 | |
| 39290 isogroup5443,-1.1 | |
| 39291 isogroup5444,0.5 | |
| 39292 isogroup5445,0.7 | |
| 39293 isogroup5446,0.8 | |
| 39294 isogroup5447,-0.3 | |
| 39295 isogroup5448,-0.1 | |
| 39296 isogroup5449,0.1 | |
| 39297 isogroup545,2 | |
| 39298 isogroup5450,0.1 | |
| 39299 isogroup5451,-0.9 | |
| 39300 isogroup5452,-3.8 | |
| 39301 isogroup5453,0.3 | |
| 39302 isogroup5454,0.7 | |
| 39303 isogroup5455,0.6 | |
| 39304 isogroup5456,0.6 | |
| 39305 isogroup5457,-0.2 | |
| 39306 isogroup5458,1.1 | |
| 39307 isogroup5459,1.6 | |
| 39308 isogroup546,0 | |
| 39309 isogroup5460,0.3 | |
| 39310 isogroup5461,-0.5 | |
| 39311 isogroup5462,0.7 | |
| 39312 isogroup5463,0.4 | |
| 39313 isogroup5464,0 | |
| 39314 isogroup5465,3.3 | |
| 39315 isogroup5466,2.4 | |
| 39316 isogroup5467,0.3 | |
| 39317 isogroup5468,-1.4 | |
| 39318 isogroup5469,-0.9 | |
| 39319 isogroup547,1.8 | |
| 39320 isogroup5470,0.5 | |
| 39321 isogroup5471,1.3 | |
| 39322 isogroup5472,4.4 | |
| 39323 isogroup5473,-1.3 | |
| 39324 isogroup5474,0.2 | |
| 39325 isogroup5475,2.2 | |
| 39326 isogroup5476,0.7 | |
| 39327 isogroup5477,0 | |
| 39328 isogroup5478,0 | |
| 39329 isogroup5479,1.5 | |
| 39330 isogroup548,-0.3 | |
| 39331 isogroup5480,1.6 | |
| 39332 isogroup5481,0.1 | |
| 39333 isogroup5482,-0.8 | |
| 39334 isogroup5483,-0.8 | |
| 39335 isogroup5484,-1.4 | |
| 39336 isogroup5485,0.8 | |
| 39337 isogroup5486,0 | |
| 39338 isogroup5487,-0.7 | |
| 39339 isogroup5488,-0.4 | |
| 39340 isogroup5489,0.3 | |
| 39341 isogroup549,0.2 | |
| 39342 isogroup5490,-0.8 | |
| 39343 isogroup5491,0.1 | |
| 39344 isogroup5492,-1 | |
| 39345 isogroup5493,0.3 | |
| 39346 isogroup5494,0.7 | |
| 39347 isogroup5495,-1.2 | |
| 39348 isogroup5496,0.5 | |
| 39349 isogroup5497,0.7 | |
| 39350 isogroup5498,0.1 | |
| 39351 isogroup5499,0.9 | |
| 39352 isogroup55,0.2 | |
| 39353 isogroup550,0.4 | |
| 39354 isogroup5500,0.2 | |
| 39355 isogroup5500.1,0.2 | |
| 39356 isogroup5501,-0.4 | |
| 39357 isogroup5502,-10 | |
| 39358 isogroup5503,-1.5 | |
| 39359 isogroup5504,1.8 | |
| 39360 isogroup5505,0.1 | |
| 39361 isogroup5506,0.1 | |
| 39362 isogroup5507,-2.6 | |
| 39363 isogroup5508,4 | |
| 39364 isogroup5509,-0.1 | |
| 39365 isogroup551,2.4 | |
| 39366 isogroup5510,0.7 | |
| 39367 isogroup5511,3.5 | |
| 39368 isogroup5512,1.9 | |
| 39369 isogroup5513,3.1 | |
| 39370 isogroup5514,0.1 | |
| 39371 isogroup5514.1,-1.2 | |
| 39372 isogroup5515,-0.5 | |
| 39373 isogroup5516,0.6 | |
| 39374 isogroup5517,0.6 | |
| 39375 isogroup5518,0.7 | |
| 39376 isogroup5519,0.1 | |
| 39377 isogroup552,2.9 | |
| 39378 isogroup5520,-0.5 | |
| 39379 isogroup5521,-1.7 | |
| 39380 isogroup5522,1.1 | |
| 39381 isogroup5523,3.3 | |
| 39382 isogroup5524,0.4 | |
| 39383 isogroup5525,0.1 | |
| 39384 isogroup5526,0.2 | |
| 39385 isogroup5527,-8.3 | |
| 39386 isogroup5528,0.5 | |
| 39387 isogroup5529,1.5 | |
| 39388 isogroup553,1.8 | |
| 39389 isogroup5530,-6.4 | |
| 39390 isogroup5531,4 | |
| 39391 isogroup5532,-0.8 | |
| 39392 isogroup5533,0.2 | |
| 39393 isogroup5534,-0.1 | |
| 39394 isogroup5535,2.1 | |
| 39395 isogroup5536,0 | |
| 39396 isogroup5537,2.2 | |
| 39397 isogroup5538,-0.2 | |
| 39398 isogroup5539,0.1 | |
| 39399 isogroup554,0.1 | |
| 39400 isogroup5540,0.4 | |
| 39401 isogroup5542,-0.2 | |
| 39402 isogroup5543,1.9 | |
| 39403 isogroup5544,-1.2 | |
| 39404 isogroup5545,5.4 | |
| 39405 isogroup5546,4.5 | |
| 39406 isogroup5547,0.8 | |
| 39407 isogroup5548,-0.2 | |
| 39408 isogroup5549,-0.7 | |
| 39409 isogroup555,1.6 | |
| 39410 isogroup5550,-0.4 | |
| 39411 isogroup5551,-10 | |
| 39412 isogroup5552,1.9 | |
| 39413 isogroup5553,-0.1 | |
| 39414 isogroup5554,-0.7 | |
| 39415 isogroup5555,0.1 | |
| 39416 isogroup5556,-0.9 | |
| 39417 isogroup5557,0.3 | |
| 39418 isogroup5558,2.2 | |
| 39419 isogroup5559,1 | |
| 39420 isogroup556,2.1 | |
| 39421 isogroup5560,-0.2 | |
| 39422 isogroup5561,1.4 | |
| 39423 isogroup5562,-0.1 | |
| 39424 isogroup5563,1.3 | |
| 39425 isogroup5564,0.3 | |
| 39426 isogroup5565,1.6 | |
| 39427 isogroup5566,-0.7 | |
| 39428 isogroup5567,-0.3 | |
| 39429 isogroup5568,1.4 | |
| 39430 isogroup5569,0.1 | |
| 39431 isogroup557,0.5 | |
| 39432 isogroup557.1,0.5 | |
| 39433 isogroup5570,-0.5 | |
| 39434 isogroup5571,0 | |
| 39435 isogroup5572,-0.4 | |
| 39436 isogroup5573,-0.1 | |
| 39437 isogroup5574,0.7 | |
| 39438 isogroup5575,0.4 | |
| 39439 isogroup5576,0.6 | |
| 39440 isogroup5577,-1.2 | |
| 39441 isogroup5578,-0.1 | |
| 39442 isogroup5579,-4.5 | |
| 39443 isogroup558,0.1 | |
| 39444 isogroup558.1,0.1 | |
| 39445 isogroup558.2,0.4 | |
| 39446 isogroup558.3,0.4 | |
| 39447 isogroup5580,-10 | |
| 39448 isogroup5581,1.2 | |
| 39449 isogroup5582,0.6 | |
| 39450 isogroup5583,-0.9 | |
| 39451 isogroup5584,0 | |
| 39452 isogroup5585,0.4 | |
| 39453 isogroup5586,0.1 | |
| 39454 isogroup5587,-5.4 | |
| 39455 isogroup5588,0.5 | |
| 39456 isogroup5589,-0.6 | |
| 39457 isogroup559,0.3 | |
| 39458 isogroup5590,1.2 | |
| 39459 isogroup5590.1,0.2 | |
| 39460 isogroup5591,-0.2 | |
| 39461 isogroup5592,-0.1 | |
| 39462 isogroup5593,-0.4 | |
| 39463 isogroup5594,1.4 | |
| 39464 isogroup5595,0.1 | |
| 39465 isogroup5596,-1.4 | |
| 39466 isogroup5597,0 | |
| 39467 isogroup5598,-0.6 | |
| 39468 isogroup5599,0.1 | |
| 39469 isogroup56,1.5 | |
| 39470 isogroup560,0.8 | |
| 39471 isogroup5600,-5.6 | |
| 39472 isogroup5601,-1 | |
| 39473 isogroup5602,-1.9 | |
| 39474 isogroup5603,0.7 | |
| 39475 isogroup5604,0.6 | |
| 39476 isogroup5605,0.2 | |
| 39477 isogroup5606,1.6 | |
| 39478 isogroup5607,1.7 | |
| 39479 isogroup5608,2.8 | |
| 39480 isogroup5609,0.4 | |
| 39481 isogroup561,0.2 | |
| 39482 isogroup5610,8.8 | |
| 39483 isogroup5611,0.8 | |
| 39484 isogroup5612,0.9 | |
| 39485 isogroup5613,0 | |
| 39486 isogroup5614,0.8 | |
| 39487 isogroup5615,2.2 | |
| 39488 isogroup5616,-0.2 | |
| 39489 isogroup5617,-4.1 | |
| 39490 isogroup5618,1.4 | |
| 39491 isogroup5619,0.2 | |
| 39492 isogroup562,2.8 | |
| 39493 isogroup5620,-0.3 | |
| 39494 isogroup5621,0.2 | |
| 39495 isogroup5622,3.3 | |
| 39496 isogroup5623,1.9 | |
| 39497 isogroup5624,0.4 | |
| 39498 isogroup5625,1.5 | |
| 39499 isogroup5626,0.9 | |
| 39500 isogroup5627,1 | |
| 39501 isogroup5629,0.1 | |
| 39502 isogroup563,0.7 | |
| 39503 isogroup5630,0 | |
| 39504 isogroup5631,0.6 | |
| 39505 isogroup5632,-2.1 | |
| 39506 isogroup5633,-0.1 | |
| 39507 isogroup5634,0.1 | |
| 39508 isogroup5635,0.6 | |
| 39509 isogroup5636,0.3 | |
| 39510 isogroup5637,-0.2 | |
| 39511 isogroup5638,2 | |
| 39512 isogroup5639,7 | |
| 39513 isogroup564,5.9 | |
| 39514 isogroup5640,0.8 | |
| 39515 isogroup5641,0.1 | |
| 39516 isogroup5642,0.3 | |
| 39517 isogroup5643,0.3 | |
| 39518 isogroup5644,-0.1 | |
| 39519 isogroup5645,-0.4 | |
| 39520 isogroup5646,-0.9 | |
| 39521 isogroup5647,-0.6 | |
| 39522 isogroup5648,-0.9 | |
| 39523 isogroup5649,-1 | |
| 39524 isogroup565,-1.3 | |
| 39525 isogroup5650,-0.4 | |
| 39526 isogroup5651,-0.2 | |
| 39527 isogroup5652,-1 | |
| 39528 isogroup5653,-0.4 | |
| 39529 isogroup5654,0.9 | |
| 39530 isogroup5655,-2.9 | |
| 39531 isogroup5656,2.1 | |
| 39532 isogroup5657,0.5 | |
| 39533 isogroup5658,0.6 | |
| 39534 isogroup5659,0.8 | |
| 39535 isogroup566,0.6 | |
| 39536 isogroup5660,0.3 | |
| 39537 isogroup5661,1.1 | |
| 39538 isogroup5662,-0.6 | |
| 39539 isogroup5663,-2.9 | |
| 39540 isogroup5664,-0.3 | |
| 39541 isogroup5665,-0.2 | |
| 39542 isogroup5666,-0.7 | |
| 39543 isogroup5667,0.4 | |
| 39544 isogroup5668,0.3 | |
| 39545 isogroup5669,2.1 | |
| 39546 isogroup567,0.7 | |
| 39547 isogroup5670,4.5 | |
| 39548 isogroup5671,10 | |
| 39549 isogroup5672,1.2 | |
| 39550 isogroup5673,-4.7 | |
| 39551 isogroup5674,0.6 | |
| 39552 isogroup5675,0.6 | |
| 39553 isogroup5676,-1 | |
| 39554 isogroup5677,6 | |
| 39555 isogroup5678,-0.5 | |
| 39556 isogroup5679,0.7 | |
| 39557 isogroup568,1.1 | |
| 39558 isogroup5680,-0.9 | |
| 39559 isogroup5681,-2 | |
| 39560 isogroup5682,0.8 | |
| 39561 isogroup5683,1.8 | |
| 39562 isogroup5684,0.1 | |
| 39563 isogroup5686,0.5 | |
| 39564 isogroup5687,0.8 | |
| 39565 isogroup5688,0.4 | |
| 39566 isogroup5689,-0.5 | |
| 39567 isogroup569,-1.1 | |
| 39568 isogroup5690,1.3 | |
| 39569 isogroup5691,-5.4 | |
| 39570 isogroup5692,-0.2 | |
| 39571 isogroup5693,-0.1 | |
| 39572 isogroup5694,0.1 | |
| 39573 isogroup5695,0.1 | |
| 39574 isogroup5696,0 | |
| 39575 isogroup5697,6.2 | |
| 39576 isogroup5698,0 | |
| 39577 isogroup5699,-0.2 | |
| 39578 isogroup57,1.3 | |
| 39579 isogroup570,1 | |
| 39580 isogroup5700,6.9 | |
| 39581 isogroup5701,0.2 | |
| 39582 isogroup5702,-1.2 | |
| 39583 isogroup5703,0 | |
| 39584 isogroup5704,-0.4 | |
| 39585 isogroup5705,-0.5 | |
| 39586 isogroup5706,-0.6 | |
| 39587 isogroup5707,1.5 | |
| 39588 isogroup5708,0.1 | |
| 39589 isogroup5709,-0.1 | |
| 39590 isogroup571,0.7 | |
| 39591 isogroup5710,0 | |
| 39592 isogroup5711,0 | |
| 39593 isogroup5713,4.1 | |
| 39594 isogroup5714,0 | |
| 39595 isogroup5715,0.1 | |
| 39596 isogroup5716,0.6 | |
| 39597 isogroup5717,0.4 | |
| 39598 isogroup5718,-8.4 | |
| 39599 isogroup5719,-0.5 | |
| 39600 isogroup572,-0.3 | |
| 39601 isogroup5720,-1.3 | |
| 39602 isogroup5721,0.8 | |
| 39603 isogroup5722,1.1 | |
| 39604 isogroup5722.1,0.1 | |
| 39605 isogroup5723,-0.6 | |
| 39606 isogroup5724,0.1 | |
| 39607 isogroup5725,-0.5 | |
| 39608 isogroup5726,0.1 | |
| 39609 isogroup5726.1,-0.3 | |
| 39610 isogroup5727,0 | |
| 39611 isogroup5728,-1.2 | |
| 39612 isogroup5729,-1.5 | |
| 39613 isogroup573,0.8 | |
| 39614 isogroup5730,2.5 | |
| 39615 isogroup5731,0.9 | |
| 39616 isogroup5732,-2.9 | |
| 39617 isogroup5733,0.1 | |
| 39618 isogroup5734,-5.2 | |
| 39619 isogroup5735,-0.6 | |
| 39620 isogroup5736,0.6 | |
| 39621 isogroup5737,0.9 | |
| 39622 isogroup5738,0.6 | |
| 39623 isogroup5739,0.1 | |
| 39624 isogroup574,0.2 | |
| 39625 isogroup5740,-0.7 | |
| 39626 isogroup5741,0.1 | |
| 39627 isogroup5742,-0.3 | |
| 39628 isogroup5743,-0.1 | |
| 39629 isogroup5744,-2.7 | |
| 39630 isogroup5745,1.5 | |
| 39631 isogroup5746,1 | |
| 39632 isogroup5747,0.3 | |
| 39633 isogroup5748,-10 | |
| 39634 isogroup5749,-0.1 | |
| 39635 isogroup575,1.3 | |
| 39636 isogroup5750,0.3 | |
| 39637 isogroup5751,1.2 | |
| 39638 isogroup5752,-2.3 | |
| 39639 isogroup5753,0 | |
| 39640 isogroup5754,-0.9 | |
| 39641 isogroup5755,2.8 | |
| 39642 isogroup5756,0.3 | |
| 39643 isogroup5757,1.2 | |
| 39644 isogroup5758,-5.4 | |
| 39645 isogroup5759,-0.1 | |
| 39646 isogroup576,2.3 | |
| 39647 isogroup5760,-2.8 | |
| 39648 isogroup5761,2.1 | |
| 39649 isogroup5762,-0.7 | |
| 39650 isogroup5763,-5.7 | |
| 39651 isogroup5764,0.3 | |
| 39652 isogroup5765,1.6 | |
| 39653 isogroup5766,-1.9 | |
| 39654 isogroup5767,0.7 | |
| 39655 isogroup5768,1.7 | |
| 39656 isogroup5769,0.9 | |
| 39657 isogroup577,0.3 | |
| 39658 isogroup5770,-0.3 | |
| 39659 isogroup5771,-2.8 | |
| 39660 isogroup5772,-0.7 | |
| 39661 isogroup5773,-0.3 | |
| 39662 isogroup5774,0.6 | |
| 39663 isogroup5775,0 | |
| 39664 isogroup5776,1.2 | |
| 39665 isogroup5777,-0.1 | |
| 39666 isogroup5778,-2.8 | |
| 39667 isogroup5779,0.4 | |
| 39668 isogroup578,0.6 | |
| 39669 isogroup5780,-1.4 | |
| 39670 isogroup5781,-1.3 | |
| 39671 isogroup5782,2.1 | |
| 39672 isogroup5783,0.4 | |
| 39673 isogroup5784,10 | |
| 39674 isogroup5785,-1.4 | |
| 39675 isogroup5786,-0.2 | |
| 39676 isogroup5787,0.4 | |
| 39677 isogroup5788,-3.1 | |
| 39678 isogroup5789,-1.7 | |
| 39679 isogroup579,0 | |
| 39680 isogroup5790,1 | |
| 39681 isogroup5791,-0.1 | |
| 39682 isogroup5792,-0.1 | |
| 39683 isogroup5793,-0.5 | |
| 39684 isogroup5794,0 | |
| 39685 isogroup5795,-0.7 | |
| 39686 isogroup5796,0.4 | |
| 39687 isogroup5797,0.4 | |
| 39688 isogroup5798,-0.1 | |
| 39689 isogroup5799,-1.3 | |
| 39690 isogroup58,0.8 | |
| 39691 isogroup580,0 | |
| 39692 isogroup5800,-0.7 | |
| 39693 isogroup5801,0.2 | |
| 39694 isogroup5802,-0.3 | |
| 39695 isogroup5803,-1.3 | |
| 39696 isogroup5804,-1 | |
| 39697 isogroup5805,-0.4 | |
| 39698 isogroup5806,0.6 | |
| 39699 isogroup5807,-1.5 | |
| 39700 isogroup5808,-0.1 | |
| 39701 isogroup5809,0.3 | |
| 39702 isogroup581,-0.4 | |
| 39703 isogroup5810,-0.2 | |
| 39704 isogroup5811,1.8 | |
| 39705 isogroup5812,-0.7 | |
| 39706 isogroup5813,-10 | |
| 39707 isogroup5814,-4.4 | |
| 39708 isogroup5815,-0.1 | |
| 39709 isogroup5816,-0.4 | |
| 39710 isogroup5817,0.6 | |
| 39711 isogroup5818,-10 | |
| 39712 isogroup5819,-0.6 | |
| 39713 isogroup582,-1.1 | |
| 39714 isogroup5820,-0.2 | |
| 39715 isogroup5821,0.3 | |
| 39716 isogroup5822,-0.1 | |
| 39717 isogroup5823,-0.4 | |
| 39718 isogroup5824,-1.6 | |
| 39719 isogroup5825,0.9 | |
| 39720 isogroup5826,-0.5 | |
| 39721 isogroup5827,0.2 | |
| 39722 isogroup5828,0.3 | |
| 39723 isogroup5829,3.1 | |
| 39724 isogroup583,3.9 | |
| 39725 isogroup5830,3 | |
| 39726 isogroup5831,1.4 | |
| 39727 isogroup5832,0.4 | |
| 39728 isogroup5833,-0.7 | |
| 39729 isogroup5834,-0.1 | |
| 39730 isogroup5835,1.7 | |
| 39731 isogroup5836,1.4 | |
| 39732 isogroup5837,-0.9 | |
| 39733 isogroup5838,0.9 | |
| 39734 isogroup5839,-0.5 | |
| 39735 isogroup584,1.1 | |
| 39736 isogroup5840,1.3 | |
| 39737 isogroup5841,0.7 | |
| 39738 isogroup5842,0.4 | |
| 39739 isogroup5843,-2.4 | |
| 39740 isogroup5844,-1.6 | |
| 39741 isogroup5845,-0.1 | |
| 39742 isogroup5846,0.8 | |
| 39743 isogroup5847,1.2 | |
| 39744 isogroup5848,0 | |
| 39745 isogroup5849,0.1 | |
| 39746 isogroup585,0.2 | |
| 39747 isogroup585.1,-1 | |
| 39748 isogroup585.2,-0.1 | |
| 39749 isogroup5850,0.1 | |
| 39750 isogroup5851,0.7 | |
| 39751 isogroup5852,-1 | |
| 39752 isogroup5853,-10 | |
| 39753 isogroup5854,1.5 | |
| 39754 isogroup5855,0.7 | |
| 39755 isogroup5856,0.4 | |
| 39756 isogroup5857,8.2 | |
| 39757 isogroup5858,0.8 | |
| 39758 isogroup5859,-1 | |
| 39759 isogroup586,-1.5 | |
| 39760 isogroup5860,0 | |
| 39761 isogroup5861,0.7 | |
| 39762 isogroup5862,-0.8 | |
| 39763 isogroup5863,0.8 | |
| 39764 isogroup5864,-6.6 | |
| 39765 isogroup5865,1 | |
| 39766 isogroup5866,0 | |
| 39767 isogroup5867,0.5 | |
| 39768 isogroup5868,3.7 | |
| 39769 isogroup5869,-3.5 | |
| 39770 isogroup587,7.3 | |
| 39771 isogroup5870,-2.6 | |
| 39772 isogroup5871,1.1 | |
| 39773 isogroup5872,-0.2 | |
| 39774 isogroup5873,0.1 | |
| 39775 isogroup5874,0.4 | |
| 39776 isogroup5875,0.5 | |
| 39777 isogroup5876,-0.5 | |
| 39778 isogroup5877,-2 | |
| 39779 isogroup5878,0.4 | |
| 39780 isogroup5879,0 | |
| 39781 isogroup588,1 | |
| 39782 isogroup5880,0.4 | |
| 39783 isogroup5881,0 | |
| 39784 isogroup5882,-2.1 | |
| 39785 isogroup5883,-0.4 | |
| 39786 isogroup5884,-0.5 | |
| 39787 isogroup5885,-0.4 | |
| 39788 isogroup5886,0.1 | |
| 39789 isogroup5887,3.4 | |
| 39790 isogroup5888,-0.3 | |
| 39791 isogroup589,0.5 | |
| 39792 isogroup5890,-2.1 | |
| 39793 isogroup5891,-0.7 | |
| 39794 isogroup5892,-3.2 | |
| 39795 isogroup5894,-0.5 | |
| 39796 isogroup5895,-0.1 | |
| 39797 isogroup5896,-2.7 | |
| 39798 isogroup5897,0.6 | |
| 39799 isogroup5898,0.5 | |
| 39800 isogroup5899,-0.1 | |
| 39801 isogroup59,-0.6 | |
| 39802 isogroup590,0.5 | |
| 39803 isogroup5900,1.7 | |
| 39804 isogroup5901,-4.6 | |
| 39805 isogroup5902,0.3 | |
| 39806 isogroup5903,0.6 | |
| 39807 isogroup5904,0.3 | |
| 39808 isogroup5905,-0.4 | |
| 39809 isogroup5906,-7.8 | |
| 39810 isogroup5907,0.9 | |
| 39811 isogroup5908,-0.8 | |
| 39812 isogroup5909,0.2 | |
| 39813 isogroup591,0.6 | |
| 39814 isogroup5910,-0.2 | |
| 39815 isogroup5911,-0.6 | |
| 39816 isogroup5912,0 | |
| 39817 isogroup5913,-0.9 | |
| 39818 isogroup5914,-0.8 | |
| 39819 isogroup5915,0.9 | |
| 39820 isogroup5916,2.1 | |
| 39821 isogroup5917,-0.1 | |
| 39822 isogroup5918,1.4 | |
| 39823 isogroup5919,0.9 | |
| 39824 isogroup592,-0.9 | |
| 39825 isogroup5920,0 | |
| 39826 isogroup5921,6.2 | |
| 39827 isogroup5922,0.3 | |
| 39828 isogroup5922.1,0.1 | |
| 39829 isogroup5923,-9.9 | |
| 39830 isogroup5924,0.4 | |
| 39831 isogroup5925,0.8 | |
| 39832 isogroup5926,-0.2 | |
| 39833 isogroup5927,0.4 | |
| 39834 isogroup5928,3.2 | |
| 39835 isogroup5929,-0.6 | |
| 39836 isogroup593,1.5 | |
| 39837 isogroup5930,1 | |
| 39838 isogroup5931,0.4 | |
| 39839 isogroup5932,-2 | |
| 39840 isogroup5933,0 | |
| 39841 isogroup5934,-10 | |
| 39842 isogroup5935,-0.1 | |
| 39843 isogroup5936,-4.8 | |
| 39844 isogroup5937,0.5 | |
| 39845 isogroup5938,0.2 | |
| 39846 isogroup5939,0.4 | |
| 39847 isogroup594,0.6 | |
| 39848 isogroup5940,0.5 | |
| 39849 isogroup5941,-0.1 | |
| 39850 isogroup5942,1 | |
| 39851 isogroup5943,0.9 | |
| 39852 isogroup5944,0.8 | |
| 39853 isogroup5945,-0.3 | |
| 39854 isogroup5946,-1 | |
| 39855 isogroup5947,0.4 | |
| 39856 isogroup5948,-0.1 | |
| 39857 isogroup5949,1.9 | |
| 39858 isogroup595,-0.7 | |
| 39859 isogroup5950,-0.4 | |
| 39860 isogroup5951,1.9 | |
| 39861 isogroup5952,-1 | |
| 39862 isogroup5953,-1.1 | |
| 39863 isogroup5954,9.7 | |
| 39864 isogroup5955,-1 | |
| 39865 isogroup5956,0.1 | |
| 39866 isogroup5957,0.3 | |
| 39867 isogroup5958,0.9 | |
| 39868 isogroup5959,-1.6 | |
| 39869 isogroup596,0.5 | |
| 39870 isogroup5960,0.7 | |
| 39871 isogroup5962,-0.2 | |
| 39872 isogroup5963,1.5 | |
| 39873 isogroup5964,0.7 | |
| 39874 isogroup5965,1.1 | |
| 39875 isogroup5966,-0.5 | |
| 39876 isogroup5967,0.1 | |
| 39877 isogroup5968,1.9 | |
| 39878 isogroup5969,0.1 | |
| 39879 isogroup597,0.6 | |
| 39880 isogroup5970,0.6 | |
| 39881 isogroup5971,1.4 | |
| 39882 isogroup5972,0.5 | |
| 39883 isogroup5973,0.8 | |
| 39884 isogroup5974,0.4 | |
| 39885 isogroup5975,0.1 | |
| 39886 isogroup5976,-0.1 | |
| 39887 isogroup5977,0.3 | |
| 39888 isogroup5978,0.6 | |
| 39889 isogroup5979,-0.1 | |
| 39890 isogroup598,-0.7 | |
| 39891 isogroup5980,-10 | |
| 39892 isogroup5981,0.1 | |
| 39893 isogroup5982,2.6 | |
| 39894 isogroup5983,-0.1 | |
| 39895 isogroup5984,1.6 | |
| 39896 isogroup5985,0.3 | |
| 39897 isogroup5986,-0.2 | |
| 39898 isogroup5987,0.1 | |
| 39899 isogroup5988,10 | |
| 39900 isogroup5989,-0.6 | |
| 39901 isogroup599,-4.7 | |
| 39902 isogroup5990,-0.4 | |
| 39903 isogroup5991,-0.4 | |
| 39904 isogroup5992,-0.2 | |
| 39905 isogroup5993,-1 | |
| 39906 isogroup5994,0.7 | |
| 39907 isogroup5995,-0.1 | |
| 39908 isogroup5996,-0.3 | |
| 39909 isogroup5997,0 | |
| 39910 isogroup5998,2.7 | |
| 39911 isogroup5999,1.5 | |
| 39912 isogroup6,0.6 | |
| 39913 isogroup60,0.3 | |
| 39914 isogroup600,0.6 | |
| 39915 isogroup6000,-0.2 | |
| 39916 isogroup6001,0.5 | |
| 39917 isogroup6002,0.7 | |
| 39918 isogroup6003,0.9 | |
| 39919 isogroup6003.1,-1.5 | |
| 39920 isogroup6004,-2.7 | |
| 39921 isogroup6005,0 | |
| 39922 isogroup6006,-0.3 | |
| 39923 isogroup6007,0 | |
| 39924 isogroup6008,-0.2 | |
| 39925 isogroup6009,1.1 | |
| 39926 isogroup601,-7.8 | |
| 39927 isogroup6010,-0.1 | |
| 39928 isogroup6011,1.9 | |
| 39929 isogroup6012,-3.3 | |
| 39930 isogroup6013,-0.2 | |
| 39931 isogroup6014,-4.4 | |
| 39932 isogroup6015,0.3 | |
| 39933 isogroup6016,2.2 | |
| 39934 isogroup6017,1 | |
| 39935 isogroup6018,1.1 | |
| 39936 isogroup6019,-7.3 | |
| 39937 isogroup602,6.6 | |
| 39938 isogroup6020,-0.2 | |
| 39939 isogroup6021,-0.4 | |
| 39940 isogroup6022,-0.2 | |
| 39941 isogroup6023,-0.1 | |
| 39942 isogroup6024.1,-9.7 | |
| 39943 isogroup6025,0.4 | |
| 39944 isogroup6026,0.2 | |
| 39945 isogroup6027,0.5 | |
| 39946 isogroup6027.1,0.3 | |
| 39947 isogroup6028,-3.2 | |
| 39948 isogroup6029,1.5 | |
| 39949 isogroup603,2.6 | |
| 39950 isogroup603.1,1.6 | |
| 39951 isogroup6030,-0.3 | |
| 39952 isogroup6031,-3.4 | |
| 39953 isogroup6032,0.9 | |
| 39954 isogroup6033,-0.1 | |
| 39955 isogroup6033.1,-0.1 | |
| 39956 isogroup6034,-6.3 | |
| 39957 isogroup6035,0.3 | |
| 39958 isogroup6036,0.2 | |
| 39959 isogroup6037,-0.4 | |
| 39960 isogroup6038,1 | |
| 39961 isogroup6039,0.1 | |
| 39962 isogroup604,-9.9 | |
| 39963 isogroup6040,1.1 | |
| 39964 isogroup6041,0.1 | |
| 39965 isogroup6042,0 | |
| 39966 isogroup6043,0.4 | |
| 39967 isogroup6044,1 | |
| 39968 isogroup6045,0.6 | |
| 39969 isogroup6046,0.2 | |
| 39970 isogroup6047,3.7 | |
| 39971 isogroup6048,-1.5 | |
| 39972 isogroup6049,-1.3 | |
| 39973 isogroup605,3.2 | |
| 39974 isogroup6050,-0.7 | |
| 39975 isogroup6051,-0.7 | |
| 39976 isogroup6052,-0.1 | |
| 39977 isogroup6053,1.9 | |
| 39978 isogroup6054,-0.8 | |
| 39979 isogroup6055,0 | |
| 39980 isogroup6056,1.2 | |
| 39981 isogroup6057,0.6 | |
| 39982 isogroup6058,-4 | |
| 39983 isogroup6059,-1.8 | |
| 39984 isogroup606,1.7 | |
| 39985 isogroup6060,0.4 | |
| 39986 isogroup6061,1.2 | |
| 39987 isogroup6062,0.1 | |
| 39988 isogroup6063,0.3 | |
| 39989 isogroup6064,-0.5 | |
| 39990 isogroup6065,-0.6 | |
| 39991 isogroup6066,-0.1 | |
| 39992 isogroup6066.1,-0.1 | |
| 39993 isogroup6067,0.3 | |
| 39994 isogroup6068,4.2 | |
| 39995 isogroup6069,1.7 | |
| 39996 isogroup607,1.1 | |
| 39997 isogroup6070,0.1 | |
| 39998 isogroup6071,-1.4 | |
| 39999 isogroup6072,1.1 | |
| 40000 isogroup6073,-1.8 | |
| 40001 isogroup6074,2.3 | |
| 40002 isogroup6075,-0.7 | |
| 40003 isogroup6076,0.7 | |
| 40004 isogroup6077,0.2 | |
| 40005 isogroup6078,-2.9 | |
| 40006 isogroup6079,-0.8 | |
| 40007 isogroup608,-0.2 | |
| 40008 isogroup6080,0.8 | |
| 40009 isogroup6081,0 | |
| 40010 isogroup6082,-0.6 | |
| 40011 isogroup6083,-0.8 | |
| 40012 isogroup6084,1.8 | |
| 40013 isogroup6085,0.8 | |
| 40014 isogroup6086,0.6 | |
| 40015 isogroup6087,1.6 | |
| 40016 isogroup6088,1.2 | |
| 40017 isogroup6089,1.7 | |
| 40018 isogroup609,-0.6 | |
| 40019 isogroup6090,1 | |
| 40020 isogroup6091,2.1 | |
| 40021 isogroup6092,0.2 | |
| 40022 isogroup6093,0.1 | |
| 40023 isogroup6094,-2.2 | |
| 40024 isogroup6095,0.2 | |
| 40025 isogroup6096,-0.2 | |
| 40026 isogroup6097,0 | |
| 40027 isogroup6098,-7 | |
| 40028 isogroup6099,-0.3 | |
| 40029 isogroup61,3 | |
| 40030 isogroup610,2.2 | |
| 40031 isogroup6100,-0.9 | |
| 40032 isogroup6101,0 | |
| 40033 isogroup6102,-4.3 | |
| 40034 isogroup6103,-0.4 | |
| 40035 isogroup6104,0.3 | |
| 40036 isogroup6105,0.8 | |
| 40037 isogroup6106,0.3 | |
| 40038 isogroup6107,-3.3 | |
| 40039 isogroup6108,0.9 | |
| 40040 isogroup6109,-3.8 | |
| 40041 isogroup611,5.3 | |
| 40042 isogroup6110,-0.3 | |
| 40043 isogroup6111,-1.3 | |
| 40044 isogroup6112,1.3 | |
| 40045 isogroup6113,-0.4 | |
| 40046 isogroup6114,-0.1 | |
| 40047 isogroup6115,-0.5 | |
| 40048 isogroup6116,-0.7 | |
| 40049 isogroup6117,0.6 | |
| 40050 isogroup6118,-0.1 | |
| 40051 isogroup6119,-0.1 | |
| 40052 isogroup612,0.7 | |
| 40053 isogroup6120,0 | |
| 40054 isogroup6121,0.8 | |
| 40055 isogroup6122,0.1 | |
| 40056 isogroup6123,0.3 | |
| 40057 isogroup6124,-1.4 | |
| 40058 isogroup6125,1.6 | |
| 40059 isogroup6126,-0.5 | |
| 40060 isogroup6127,-0.4 | |
| 40061 isogroup6128,-3.8 | |
| 40062 isogroup6129,-3 | |
| 40063 isogroup613,0 | |
| 40064 isogroup6130,-0.5 | |
| 40065 isogroup6131,-0.7 | |
| 40066 isogroup6132,1.3 | |
| 40067 isogroup6133,-3.9 | |
| 40068 isogroup6134,-2.2 | |
| 40069 isogroup6135,2.7 | |
| 40070 isogroup6136,-1 | |
| 40071 isogroup6137,1 | |
| 40072 isogroup6138,-0.4 | |
| 40073 isogroup6139,0.5 | |
| 40074 isogroup614,0.2 | |
| 40075 isogroup6140,-1.1 | |
| 40076 isogroup6141,0.2 | |
| 40077 isogroup6142,0.2 | |
| 40078 isogroup6143,0.6 | |
| 40079 isogroup6144,0.3 | |
| 40080 isogroup6144.1,1.2 | |
| 40081 isogroup6145,-0.2 | |
| 40082 isogroup6146,1.7 | |
| 40083 isogroup6147,-0.8 | |
| 40084 isogroup6148,-0.1 | |
| 40085 isogroup6149,0.7 | |
| 40086 isogroup615,0.1 | |
| 40087 isogroup6150,-0.1 | |
| 40088 isogroup6151,-0.1 | |
| 40089 isogroup6152,-0.9 | |
| 40090 isogroup6153,2.2 | |
| 40091 isogroup6154,-0.4 | |
| 40092 isogroup6155,0 | |
| 40093 isogroup6156,-1.2 | |
| 40094 isogroup6157,-0.1 | |
| 40095 isogroup6158,0.4 | |
| 40096 isogroup616,-0.5 | |
| 40097 isogroup6160,-0.1 | |
| 40098 isogroup6161,0.4 | |
| 40099 isogroup6162,1.1 | |
| 40100 isogroup6163,0.2 | |
| 40101 isogroup6164,-1.1 | |
| 40102 isogroup6165,0.2 | |
| 40103 isogroup6166,1.4 | |
| 40104 isogroup6167,1 | |
| 40105 isogroup6168,0.2 | |
| 40106 isogroup6169,0.2 | |
| 40107 isogroup617,0.2 | |
| 40108 isogroup6170,0.9 | |
| 40109 isogroup6171,0.4 | |
| 40110 isogroup6172,2 | |
| 40111 isogroup6173,0.2 | |
| 40112 isogroup6174,-1.5 | |
| 40113 isogroup6175,0.4 | |
| 40114 isogroup6176,0.3 | |
| 40115 isogroup6177,0.6 | |
| 40116 isogroup6178,2.5 | |
| 40117 isogroup6179,0.1 | |
| 40118 isogroup618,1.7 | |
| 40119 isogroup6180,0.4 | |
| 40120 isogroup6181,-0.9 | |
| 40121 isogroup6182,0.1 | |
| 40122 isogroup6183,0.7 | |
| 40123 isogroup6184,-10 | |
| 40124 isogroup6185,1.6 | |
| 40125 isogroup6186,-0.6 | |
| 40126 isogroup6187,1.1 | |
| 40127 isogroup6188,0.5 | |
| 40128 isogroup6189,-0.1 | |
| 40129 isogroup619,-0.2 | |
| 40130 isogroup6190,0.2 | |
| 40131 isogroup6191,0.7 | |
| 40132 isogroup6192,0.3 | |
| 40133 isogroup6193,-0.4 | |
| 40134 isogroup6194,-2.7 | |
| 40135 isogroup6195,-0.4 | |
| 40136 isogroup6196,-3.4 | |
| 40137 isogroup6197,0.1 | |
| 40138 isogroup6197.1,-0.2 | |
| 40139 isogroup6198,-0.2 | |
| 40140 isogroup6199,0.8 | |
| 40141 isogroup62,2 | |
| 40142 isogroup620,0.3 | |
| 40143 isogroup6200,-1.6 | |
| 40144 isogroup6201,-10 | |
| 40145 isogroup6202,-2.6 | |
| 40146 isogroup6203,0.2 | |
| 40147 isogroup6204,0.5 | |
| 40148 isogroup6205,-0.1 | |
| 40149 isogroup6206,0.7 | |
| 40150 isogroup6207,1.5 | |
| 40151 isogroup6208,-0.9 | |
| 40152 isogroup6209,-6.5 | |
| 40153 isogroup621,1.6 | |
| 40154 isogroup6210,-0.2 | |
| 40155 isogroup6211,-0.4 | |
| 40156 isogroup6212,0 | |
| 40157 isogroup6213,-0.7 | |
| 40158 isogroup6214,0.5 | |
| 40159 isogroup6215,1.3 | |
| 40160 isogroup6216,-0.5 | |
| 40161 isogroup6217,0.4 | |
| 40162 isogroup6218,0.2 | |
| 40163 isogroup6219,0.5 | |
| 40164 isogroup622,2.6 | |
| 40165 isogroup6220,-7.7 | |
| 40166 isogroup6221,0.4 | |
| 40167 isogroup6223,2.4 | |
| 40168 isogroup6224,0.8 | |
| 40169 isogroup6225,-2.5 | |
| 40170 isogroup6226,-2.9 | |
| 40171 isogroup6228,-0.9 | |
| 40172 isogroup6229,-1.2 | |
| 40173 isogroup623,2.6 | |
| 40174 isogroup6230,-0.3 | |
| 40175 isogroup6231,0.5 | |
| 40176 isogroup6232,0 | |
| 40177 isogroup6233,0.1 | |
| 40178 isogroup6234,-1.8 | |
| 40179 isogroup6235,-0.7 | |
| 40180 isogroup6236,-0.7 | |
| 40181 isogroup6237,-0.7 | |
| 40182 isogroup6238,1 | |
| 40183 isogroup6239,-2.4 | |
| 40184 isogroup624,1.5 | |
| 40185 isogroup6240,0.1 | |
| 40186 isogroup6241,-0.1 | |
| 40187 isogroup6242,1.1 | |
| 40188 isogroup6243,-2.3 | |
| 40189 isogroup6244,0.7 | |
| 40190 isogroup6245,-0.1 | |
| 40191 isogroup6246,-9.9 | |
| 40192 isogroup6247,0.2 | |
| 40193 isogroup6248,0.5 | |
| 40194 isogroup6249,4.2 | |
| 40195 isogroup625,0.4 | |
| 40196 isogroup6250,0.3 | |
| 40197 isogroup6251,0.3 | |
| 40198 isogroup6252,-0.1 | |
| 40199 isogroup6253,-0.5 | |
| 40200 isogroup6254,8 | |
| 40201 isogroup6255,0.5 | |
| 40202 isogroup6256,0.4 | |
| 40203 isogroup6257,-1.4 | |
| 40204 isogroup6258,-0.3 | |
| 40205 isogroup6259,3.2 | |
| 40206 isogroup626,0.3 | |
| 40207 isogroup6260,-0.1 | |
| 40208 isogroup6261,-0.2 | |
| 40209 isogroup6262,-0.4 | |
| 40210 isogroup6263,1.6 | |
| 40211 isogroup6264,0 | |
| 40212 isogroup6265,2.6 | |
| 40213 isogroup6266,-0.7 | |
| 40214 isogroup6267,-0.5 | |
| 40215 isogroup6268,1.1 | |
| 40216 isogroup6269,0.8 | |
| 40217 isogroup627,0.8 | |
| 40218 isogroup6270,0.3 | |
| 40219 isogroup6271,0.6 | |
| 40220 isogroup6272,0 | |
| 40221 isogroup6273,0.1 | |
| 40222 isogroup6274,1.6 | |
| 40223 isogroup6275,-0.7 | |
| 40224 isogroup6276,0.4 | |
| 40225 isogroup6277,-9.9 | |
| 40226 isogroup6278,-10 | |
| 40227 isogroup6279,1.4 | |
| 40228 isogroup628,0.5 | |
| 40229 isogroup6280,-1.4 | |
| 40230 isogroup6281,0.4 | |
| 40231 isogroup6282,2.1 | |
| 40232 isogroup6283,-8.1 | |
| 40233 isogroup6284,-1.9 | |
| 40234 isogroup6285,-0.1 | |
| 40235 isogroup6286,-0.6 | |
| 40236 isogroup6287,1.5 | |
| 40237 isogroup6288,0.7 | |
| 40238 isogroup6289,2.6 | |
| 40239 isogroup629,5.1 | |
| 40240 isogroup6290,3 | |
| 40241 isogroup6291,-0.2 | |
| 40242 isogroup6292,3 | |
| 40243 isogroup6293,-1.3 | |
| 40244 isogroup6294,-1.3 | |
| 40245 isogroup6295,-9.9 | |
| 40246 isogroup6296,1.6 | |
| 40247 isogroup6297,3.9 | |
| 40248 isogroup6298,-0.1 | |
| 40249 isogroup6299,2.2 | |
| 40250 isogroup63,-0.1 | |
| 40251 isogroup630,0.7 | |
| 40252 isogroup6300,0.5 | |
| 40253 isogroup6301,0.2 | |
| 40254 isogroup6302,-4.8 | |
| 40255 isogroup6303,0.6 | |
| 40256 isogroup6304,0.8 | |
| 40257 isogroup6305,-0.3 | |
| 40258 isogroup6306,0.1 | |
| 40259 isogroup6307,0.2 | |
| 40260 isogroup6308,-10 | |
| 40261 isogroup6309,0.4 | |
| 40262 isogroup631,2.2 | |
| 40263 isogroup6310,0 | |
| 40264 isogroup6311,-0.1 | |
| 40265 isogroup6312,-1.5 | |
| 40266 isogroup6313,0.6 | |
| 40267 isogroup6314,1.5 | |
| 40268 isogroup6315,0.2 | |
| 40269 isogroup6316,-0.1 | |
| 40270 isogroup6317,1.3 | |
| 40271 isogroup6318,1.7 | |
| 40272 isogroup6319,2.8 | |
| 40273 isogroup632,1.3 | |
| 40274 isogroup6320,-0.4 | |
| 40275 isogroup6321,-0.9 | |
| 40276 isogroup6322,-1 | |
| 40277 isogroup6323,0.6 | |
| 40278 isogroup6324,1.8 | |
| 40279 isogroup6325,3.1 | |
| 40280 isogroup6326,-0.6 | |
| 40281 isogroup6327,5.2 | |
| 40282 isogroup6328,0.6 | |
| 40283 isogroup6329,-0.1 | |
| 40284 isogroup633,2.2 | |
| 40285 isogroup6330,9.9 | |
| 40286 isogroup6331,0.2 | |
| 40287 isogroup6332,-0.5 | |
| 40288 isogroup6333,-7.9 | |
| 40289 isogroup6334,0.1 | |
| 40290 isogroup6335,2.4 | |
| 40291 isogroup6336,-0.1 | |
| 40292 isogroup6337,2.5 | |
| 40293 isogroup6338,-0.6 | |
| 40294 isogroup6339,1.4 | |
| 40295 isogroup634,0.3 | |
| 40296 isogroup6340,0 | |
| 40297 isogroup6341,0.3 | |
| 40298 isogroup6342,-0.4 | |
| 40299 isogroup6343,0.9 | |
| 40300 isogroup6344,1.4 | |
| 40301 isogroup6345,-0.6 | |
| 40302 isogroup6346,-1 | |
| 40303 isogroup6347,0.3 | |
| 40304 isogroup6348,-0.4 | |
| 40305 isogroup6349,1 | |
| 40306 isogroup635,4.9 | |
| 40307 isogroup6350,3.9 | |
| 40308 isogroup6351,1.8 | |
| 40309 isogroup6352,1.3 | |
| 40310 isogroup6353,0.4 | |
| 40311 isogroup6354,0.1 | |
| 40312 isogroup6355,-0.2 | |
| 40313 isogroup6356,0 | |
| 40314 isogroup6357,0 | |
| 40315 isogroup6358,-7.5 | |
| 40316 isogroup6359,0.1 | |
| 40317 isogroup636,2.1 | |
| 40318 isogroup6360,-0.5 | |
| 40319 isogroup6361,0 | |
| 40320 isogroup6362,0.8 | |
| 40321 isogroup6363,1.9 | |
| 40322 isogroup6364,1.5 | |
| 40323 isogroup6365,1 | |
| 40324 isogroup6366,-0.6 | |
| 40325 isogroup6367,0.3 | |
| 40326 isogroup6368,3 | |
| 40327 isogroup6369,0.2 | |
| 40328 isogroup637,4.4 | |
| 40329 isogroup6370,1.4 | |
| 40330 isogroup6371,1.5 | |
| 40331 isogroup6372,-0.7 | |
| 40332 isogroup6373,4.3 | |
| 40333 isogroup6374,-0.2 | |
| 40334 isogroup6375,0.1 | |
| 40335 isogroup6376,1.3 | |
| 40336 isogroup6377,0.1 | |
| 40337 isogroup6378,-0.8 | |
| 40338 isogroup6379,0 | |
| 40339 isogroup638,-0.3 | |
| 40340 isogroup6380,0.1 | |
| 40341 isogroup6381,0.3 | |
| 40342 isogroup6382,-0.3 | |
| 40343 isogroup6383,-0.8 | |
| 40344 isogroup6384,0.1 | |
| 40345 isogroup6385,0.9 | |
| 40346 isogroup6386,5.5 | |
| 40347 isogroup6387,0 | |
| 40348 isogroup6388,0.9 | |
| 40349 isogroup6389,-4.1 | |
| 40350 isogroup639,0.7 | |
| 40351 isogroup6390,1.1 | |
| 40352 isogroup6391,-0.3 | |
| 40353 isogroup6392,1.1 | |
| 40354 isogroup6393,0 | |
| 40355 isogroup6394,-0.4 | |
| 40356 isogroup6395,-0.5 | |
| 40357 isogroup6396,2 | |
| 40358 isogroup6397,1.8 | |
| 40359 isogroup6398,0.1 | |
| 40360 isogroup6399,-2.2 | |
| 40361 isogroup64,0.1 | |
| 40362 isogroup640,0 | |
| 40363 isogroup6400,0 | |
| 40364 isogroup6401,0.5 | |
| 40365 isogroup6402,0.8 | |
| 40366 isogroup6403,0.4 | |
| 40367 isogroup6404,0.5 | |
| 40368 isogroup6405,-0.2 | |
| 40369 isogroup6406,-0.7 | |
| 40370 isogroup6408,-3.3 | |
| 40371 isogroup6409,1 | |
| 40372 isogroup641,0.9 | |
| 40373 isogroup6410,0 | |
| 40374 isogroup6411,-0.7 | |
| 40375 isogroup6412,0.4 | |
| 40376 isogroup6413,-0.7 | |
| 40377 isogroup6414,1.5 | |
| 40378 isogroup6415,1.1 | |
| 40379 isogroup6416,-1.1 | |
| 40380 isogroup6417,-0.2 | |
| 40381 isogroup6418,0.6 | |
| 40382 isogroup6419,2.4 | |
| 40383 isogroup642,0.3 | |
| 40384 isogroup6420,2.3 | |
| 40385 isogroup6420.1,1.6 | |
| 40386 isogroup6421,1.2 | |
| 40387 isogroup6422,-0.3 | |
| 40388 isogroup6423,-0.3 | |
| 40389 isogroup6424,0.6 | |
| 40390 isogroup6425,-0.7 | |
| 40391 isogroup6426,-0.9 | |
| 40392 isogroup6427,0.1 | |
| 40393 isogroup6428,0.6 | |
| 40394 isogroup6429,1.7 | |
| 40395 isogroup643,3.5 | |
| 40396 isogroup6430,0.1 | |
| 40397 isogroup6431,-0.2 | |
| 40398 isogroup6432,-0.4 | |
| 40399 isogroup6432.1,-0.1 | |
| 40400 isogroup6433,-0.7 | |
| 40401 isogroup6434,0.4 | |
| 40402 isogroup6435,-0.6 | |
| 40403 isogroup6436,0.2 | |
| 40404 isogroup6437,-0.8 | |
| 40405 isogroup6438,0 | |
| 40406 isogroup6439,0.1 | |
| 40407 isogroup644,2.1 | |
| 40408 isogroup6440,1.3 | |
| 40409 isogroup6441,2.8 | |
| 40410 isogroup6442,0.3 | |
| 40411 isogroup6443,0 | |
| 40412 isogroup6444,0 | |
| 40413 isogroup6445,-0.8 | |
| 40414 isogroup6446,-0.9 | |
| 40415 isogroup6447,0.8 | |
| 40416 isogroup6448,0.7 | |
| 40417 isogroup6449,3.9 | |
| 40418 isogroup645,-1 | |
| 40419 isogroup6450,2.7 | |
| 40420 isogroup6451,0.7 | |
| 40421 isogroup6452,-10 | |
| 40422 isogroup6453,1 | |
| 40423 isogroup6454,0.1 | |
| 40424 isogroup6455,0.2 | |
| 40425 isogroup6456,-0.3 | |
| 40426 isogroup6457,-2.7 | |
| 40427 isogroup6458,-0.7 | |
| 40428 isogroup6459,-2.6 | |
| 40429 isogroup646,-0.6 | |
| 40430 isogroup6460,0.2 | |
| 40431 isogroup6461,0.1 | |
| 40432 isogroup6462,-0.2 | |
| 40433 isogroup6463,-0.3 | |
| 40434 isogroup6464,-0.4 | |
| 40435 isogroup6465,-0.2 | |
| 40436 isogroup6466,-5.6 | |
| 40437 isogroup6467,1.2 | |
| 40438 isogroup6468,-0.7 | |
| 40439 isogroup6469,1.9 | |
| 40440 isogroup647,0.2 | |
| 40441 isogroup647.1,0 | |
| 40442 isogroup6470,1.1 | |
| 40443 isogroup6471,-0.5 | |
| 40444 isogroup6472,2.6 | |
| 40445 isogroup6473,0.8 | |
| 40446 isogroup6474,-0.6 | |
| 40447 isogroup6475,-1.5 | |
| 40448 isogroup6476,0 | |
| 40449 isogroup6477,-1.6 | |
| 40450 isogroup6478,0.8 | |
| 40451 isogroup6479,-0.2 | |
| 40452 isogroup648,2.9 | |
| 40453 isogroup6480,-0.6 | |
| 40454 isogroup6481,0.1 | |
| 40455 isogroup6482,0.9 | |
| 40456 isogroup6483,1.3 | |
| 40457 isogroup6484,-1 | |
| 40458 isogroup6485,-1 | |
| 40459 isogroup6486,-10 | |
| 40460 isogroup6487,0.2 | |
| 40461 isogroup6488,-0.2 | |
| 40462 isogroup6489,0.2 | |
| 40463 isogroup649,0 | |
| 40464 isogroup6490,-0.2 | |
| 40465 isogroup6491,0.1 | |
| 40466 isogroup6492,-0.2 | |
| 40467 isogroup6493,-2.5 | |
| 40468 isogroup6494,-0.1 | |
| 40469 isogroup6495,0.7 | |
| 40470 isogroup6496,-0.5 | |
| 40471 isogroup6497,-0.9 | |
| 40472 isogroup6498,-0.4 | |
| 40473 isogroup6499,0.2 | |
| 40474 isogroup65,0 | |
| 40475 isogroup650,3.7 | |
| 40476 isogroup6500,0.8 | |
| 40477 isogroup6501,-0.7 | |
| 40478 isogroup6502,0.5 | |
| 40479 isogroup6503,1.1 | |
| 40480 isogroup6504,0.8 | |
| 40481 isogroup6505,0.2 | |
| 40482 isogroup6506,1.3 | |
| 40483 isogroup6507,0 | |
| 40484 isogroup6508,-0.2 | |
| 40485 isogroup6509,0.2 | |
| 40486 isogroup651,5.3 | |
| 40487 isogroup6510,-1.1 | |
| 40488 isogroup6511,3.1 | |
| 40489 isogroup6512,-0.1 | |
| 40490 isogroup6513,0.8 | |
| 40491 isogroup6514,-0.1 | |
| 40492 isogroup6515,-0.1 | |
| 40493 isogroup6516,-0.7 | |
| 40494 isogroup6517,-1.2 | |
| 40495 isogroup6518,0.9 | |
| 40496 isogroup6519,1.3 | |
| 40497 isogroup652,2.1 | |
| 40498 isogroup6520,-1.3 | |
| 40499 isogroup6521,0 | |
| 40500 isogroup6522,-0.2 | |
| 40501 isogroup6523,0 | |
| 40502 isogroup6524,0.1 | |
| 40503 isogroup6525,0.8 | |
| 40504 isogroup6526,0.1 | |
| 40505 isogroup6527,0.6 | |
| 40506 isogroup6528,0.4 | |
| 40507 isogroup6529,0.2 | |
| 40508 isogroup6530,0.4 | |
| 40509 isogroup6531,-1.2 | |
| 40510 isogroup6532,0.9 | |
| 40511 isogroup6533,1.4 | |
| 40512 isogroup6534,-2.4 | |
| 40513 isogroup6535,-0.3 | |
| 40514 isogroup6536,-10 | |
| 40515 isogroup6537,-2 | |
| 40516 isogroup6538,-1.2 | |
| 40517 isogroup6539,0.4 | |
| 40518 isogroup654,2.5 | |
| 40519 isogroup6540,-0.8 | |
| 40520 isogroup6541,-0.1 | |
| 40521 isogroup6542,-2.5 | |
| 40522 isogroup6543,0.6 | |
| 40523 isogroup6544,0.3 | |
| 40524 isogroup6545,-0.1 | |
| 40525 isogroup6546,0.3 | |
| 40526 isogroup6547,-0.4 | |
| 40527 isogroup6548,-0.1 | |
| 40528 isogroup6549,1.1 | |
| 40529 isogroup655,-1.1 | |
| 40530 isogroup6550,1.6 | |
| 40531 isogroup6551,1.8 | |
| 40532 isogroup6552,0.4 | |
| 40533 isogroup6553,-2.3 | |
| 40534 isogroup6554,5.5 | |
| 40535 isogroup6555,0.4 | |
| 40536 isogroup6556,0.3 | |
| 40537 isogroup6557,1.2 | |
| 40538 isogroup6558,0.7 | |
| 40539 isogroup6559,-8.6 | |
| 40540 isogroup656,3.1 | |
| 40541 isogroup6560,0.3 | |
| 40542 isogroup6561,0.5 | |
| 40543 isogroup6562,-0.2 | |
| 40544 isogroup6563,0.6 | |
| 40545 isogroup6564,0.7 | |
| 40546 isogroup6565,0 | |
| 40547 isogroup6566,-0.5 | |
| 40548 isogroup6567,0.7 | |
| 40549 isogroup6568,0.3 | |
| 40550 isogroup6569,-2.9 | |
| 40551 isogroup657,3.9 | |
| 40552 isogroup6570,0.3 | |
| 40553 isogroup6571,0.1 | |
| 40554 isogroup6572,6.5 | |
| 40555 isogroup6573,5.9 | |
| 40556 isogroup6574,0.5 | |
| 40557 isogroup6575,-0.3 | |
| 40558 isogroup6576,0.3 | |
| 40559 isogroup6577,-1.4 | |
| 40560 isogroup6578,0.1 | |
| 40561 isogroup6579,0.2 | |
| 40562 isogroup658,-8.5 | |
| 40563 isogroup6580,-0.4 | |
| 40564 isogroup6581,-7.6 | |
| 40565 isogroup6582,-3.2 | |
| 40566 isogroup6583,0.4 | |
| 40567 isogroup6584,-0.2 | |
| 40568 isogroup6585,0.6 | |
| 40569 isogroup6586,-1.2 | |
| 40570 isogroup6587,-5.6 | |
| 40571 isogroup6588,1.1 | |
| 40572 isogroup6589,-5.9 | |
| 40573 isogroup659,0.8 | |
| 40574 isogroup6590,-3.5 | |
| 40575 isogroup6591,-0.6 | |
| 40576 isogroup6592,-1.3 | |
| 40577 isogroup6593,0.3 | |
| 40578 isogroup6594,-0.4 | |
| 40579 isogroup6595,1.5 | |
| 40580 isogroup6596,-0.2 | |
| 40581 isogroup6597,-1.3 | |
| 40582 isogroup6598,-0.2 | |
| 40583 isogroup6599,-0.5 | |
| 40584 isogroup66,2 | |
| 40585 isogroup660,3.6 | |
| 40586 isogroup6600,-0.6 | |
| 40587 isogroup6601,-3.8 | |
| 40588 isogroup6602,0.4 | |
| 40589 isogroup6603,3.2 | |
| 40590 isogroup6605,0.3 | |
| 40591 isogroup6606,0 | |
| 40592 isogroup6607,-1.4 | |
| 40593 isogroup6608,1.5 | |
| 40594 isogroup6609,-0.1 | |
| 40595 isogroup661,0.4 | |
| 40596 isogroup6610,0.6 | |
| 40597 isogroup6611,0.8 | |
| 40598 isogroup6612,-2.2 | |
| 40599 isogroup6613,-0.3 | |
| 40600 isogroup6614,-1.5 | |
| 40601 isogroup6615,-0.1 | |
| 40602 isogroup6616,5.6 | |
| 40603 isogroup6617,-0.1 | |
| 40604 isogroup6618,0.1 | |
| 40605 isogroup6619,1.2 | |
| 40606 isogroup662,0.1 | |
| 40607 isogroup662.1,1.3 | |
| 40608 isogroup6620,0.1 | |
| 40609 isogroup6621,0.2 | |
| 40610 isogroup6622,0.7 | |
| 40611 isogroup6623,0.1 | |
| 40612 isogroup6624,0.5 | |
| 40613 isogroup6625,0.8 | |
| 40614 isogroup6626,0.3 | |
| 40615 isogroup6627,5.5 | |
| 40616 isogroup6628,-0.8 | |
| 40617 isogroup6628.1,-2.6 | |
| 40618 isogroup6629,2.3 | |
| 40619 isogroup663,0.1 | |
| 40620 isogroup6630,0 | |
| 40621 isogroup6631,0.6 | |
| 40622 isogroup6632,2 | |
| 40623 isogroup6633,-0.2 | |
| 40624 isogroup6634,0.5 | |
| 40625 isogroup6634.1,0.1 | |
| 40626 isogroup6635,-0.4 | |
| 40627 isogroup6636,0.1 | |
| 40628 isogroup6637,0.3 | |
| 40629 isogroup6638,0.8 | |
| 40630 isogroup6639,0 | |
| 40631 isogroup664,0 | |
| 40632 isogroup6640,-0.4 | |
| 40633 isogroup6641,0.5 | |
| 40634 isogroup6642,-2.6 | |
| 40635 isogroup6643,-0.2 | |
| 40636 isogroup6644,-0.7 | |
| 40637 isogroup6645,-1 | |
| 40638 isogroup6646,-10 | |
| 40639 isogroup6647,3.3 | |
| 40640 isogroup6648,-1.9 | |
| 40641 isogroup6649,0.1 | |
| 40642 isogroup665,5.5 | |
| 40643 isogroup6650,0.9 | |
| 40644 isogroup6651,-3.9 | |
| 40645 isogroup6652,1 | |
| 40646 isogroup6652.1,-9.4 | |
| 40647 isogroup6653,-1.4 | |
| 40648 isogroup6654,-0.2 | |
| 40649 isogroup6655,-3.4 | |
| 40650 isogroup6656,-0.4 | |
| 40651 isogroup6657,-0.2 | |
| 40652 isogroup6658,0.5 | |
| 40653 isogroup6659,2.2 | |
| 40654 isogroup666,0.2 | |
| 40655 isogroup6660,0 | |
| 40656 isogroup6661,1 | |
| 40657 isogroup6662,-10 | |
| 40658 isogroup6663,0.4 | |
| 40659 isogroup6664,3.2 | |
| 40660 isogroup6665,0.3 | |
| 40661 isogroup6666,0.1 | |
| 40662 isogroup6667,0.4 | |
| 40663 isogroup6668,10 | |
| 40664 isogroup6669,0 | |
| 40665 isogroup667,-0.1 | |
| 40666 isogroup6670,-0.2 | |
| 40667 isogroup6671,0.5 | |
| 40668 isogroup6672,0.6 | |
| 40669 isogroup6673,-9 | |
| 40670 isogroup6674,-10 | |
| 40671 isogroup6675,-1.4 | |
| 40672 isogroup6676,-0.8 | |
| 40673 isogroup6677,-0.3 | |
| 40674 isogroup6678,0.4 | |
| 40675 isogroup6679,-2.8 | |
| 40676 isogroup668,3.1 | |
| 40677 isogroup6680,-0.7 | |
| 40678 isogroup6681,-0.2 | |
| 40679 isogroup6682,0.1 | |
| 40680 isogroup6683,-0.2 | |
| 40681 isogroup6684,0.1 | |
| 40682 isogroup6685,0.5 | |
| 40683 isogroup6686,-4.7 | |
| 40684 isogroup6687,0.2 | |
| 40685 isogroup6688,2.4 | |
| 40686 isogroup6689,1 | |
| 40687 isogroup669,0.8 | |
| 40688 isogroup6690,0.6 | |
| 40689 isogroup6691,2.3 | |
| 40690 isogroup6692,0.1 | |
| 40691 isogroup6693,0.4 | |
| 40692 isogroup6694,-1.5 | |
| 40693 isogroup6695,0 | |
| 40694 isogroup6696,3.7 | |
| 40695 isogroup6697,1.9 | |
| 40696 isogroup6698,-1 | |
| 40697 isogroup6699,0 | |
| 40698 isogroup67,3.1 | |
| 40699 isogroup670,0.3 | |
| 40700 isogroup6700,-0.7 | |
| 40701 isogroup6701,0.3 | |
| 40702 isogroup6702,-1 | |
| 40703 isogroup6703,-0.4 | |
| 40704 isogroup6704,-0.1 | |
| 40705 isogroup6705,0 | |
| 40706 isogroup6706,1.3 | |
| 40707 isogroup6707,1.1 | |
| 40708 isogroup6708,0.9 | |
| 40709 isogroup6709,0.2 | |
| 40710 isogroup671,1.7 | |
| 40711 isogroup6710,6.1 | |
| 40712 isogroup6710.1,-0.3 | |
| 40713 isogroup6711,0.4 | |
| 40714 isogroup6712,-0.5 | |
| 40715 isogroup6713,1.2 | |
| 40716 isogroup6714,-3.2 | |
| 40717 isogroup6715,0.6 | |
| 40718 isogroup6716,-0.1 | |
| 40719 isogroup6717,-0.4 | |
| 40720 isogroup6718,1.2 | |
| 40721 isogroup6719,0.8 | |
| 40722 isogroup672,4.9 | |
| 40723 isogroup6720,0.2 | |
| 40724 isogroup6721,0.2 | |
| 40725 isogroup6722,0.1 | |
| 40726 isogroup6723,0.4 | |
| 40727 isogroup6724,6.5 | |
| 40728 isogroup6726,2.4 | |
| 40729 isogroup6727,-0.4 | |
| 40730 isogroup6728,-0.5 | |
| 40731 isogroup6729,2.4 | |
| 40732 isogroup673,0.7 | |
| 40733 isogroup6730,-2.6 | |
| 40734 isogroup6731,-1.6 | |
| 40735 isogroup6732,0 | |
| 40736 isogroup6733,1.3 | |
| 40737 isogroup6734,0.4 | |
| 40738 isogroup6735,0.3 | |
| 40739 isogroup6736,0.9 | |
| 40740 isogroup6737,-0.6 | |
| 40741 isogroup6738,-1 | |
| 40742 isogroup6739,0.1 | |
| 40743 isogroup674,-0.1 | |
| 40744 isogroup6740,-4.7 | |
| 40745 isogroup6741,-0.2 | |
| 40746 isogroup6742,0.2 | |
| 40747 isogroup6743,-1.3 | |
| 40748 isogroup6744,0 | |
| 40749 isogroup6744.1,0.4 | |
| 40750 isogroup6745,0.1 | |
| 40751 isogroup6746,-0.1 | |
| 40752 isogroup6747,-0.3 | |
| 40753 isogroup6748,-0.3 | |
| 40754 isogroup6749,-10 | |
| 40755 isogroup675,2.7 | |
| 40756 isogroup6750,0.2 | |
| 40757 isogroup6751,0.8 | |
| 40758 isogroup6752,0.3 | |
| 40759 isogroup6753,0.7 | |
| 40760 isogroup6754,0.4 | |
| 40761 isogroup6755,3.1 | |
| 40762 isogroup6756,0.3 | |
| 40763 isogroup6757,0.5 | |
| 40764 isogroup6758,-0.5 | |
| 40765 isogroup6759,0.3 | |
| 40766 isogroup676,1 | |
| 40767 isogroup6760,-0.4 | |
| 40768 isogroup6761,-1 | |
| 40769 isogroup6762,-0.1 | |
| 40770 isogroup6763,0.3 | |
| 40771 isogroup6764,0.4 | |
| 40772 isogroup6765,-4.1 | |
| 40773 isogroup6766,-7.2 | |
| 40774 isogroup6767,0 | |
| 40775 isogroup6768,-1.5 | |
| 40776 isogroup6769,0.4 | |
| 40777 isogroup677,-10 | |
| 40778 isogroup6770,-1.4 | |
| 40779 isogroup6771,-0.4 | |
| 40780 isogroup6772,0 | |
| 40781 isogroup6773,0.5 | |
| 40782 isogroup6774,0.2 | |
| 40783 isogroup6775,0.3 | |
| 40784 isogroup6776,4.9 | |
| 40785 isogroup6777,0.1 | |
| 40786 isogroup6778,0.1 | |
| 40787 isogroup6779,0.5 | |
| 40788 isogroup678,4.1 | |
| 40789 isogroup6780,-0.9 | |
| 40790 isogroup6781,1.6 | |
| 40791 isogroup6782,-5.1 | |
| 40792 isogroup6783,0 | |
| 40793 isogroup6784,-1.4 | |
| 40794 isogroup6785,1.7 | |
| 40795 isogroup6786,-0.8 | |
| 40796 isogroup6787,1 | |
| 40797 isogroup6788,0.2 | |
| 40798 isogroup6789,-3 | |
| 40799 isogroup679,-0.7 | |
| 40800 isogroup6790,1.7 | |
| 40801 isogroup6791,0.7 | |
| 40802 isogroup6792,0.4 | |
| 40803 isogroup6793,1 | |
| 40804 isogroup6794,0 | |
| 40805 isogroup6795,0.1 | |
| 40806 isogroup6796,0 | |
| 40807 isogroup6798,0.3 | |
| 40808 isogroup6799,0.2 | |
| 40809 isogroup68,0.3 | |
| 40810 isogroup680,0.2 | |
| 40811 isogroup6800,0.5 | |
| 40812 isogroup6800.1,0.4 | |
| 40813 isogroup6801,0.9 | |
| 40814 isogroup6802,2.7 | |
| 40815 isogroup6803,-0.1 | |
| 40816 isogroup6804,2.2 | |
| 40817 isogroup6805,1 | |
| 40818 isogroup6806,-0.7 | |
| 40819 isogroup6807,0 | |
| 40820 isogroup6808,0.8 | |
| 40821 isogroup6809,0 | |
| 40822 isogroup681,1.4 | |
| 40823 isogroup6810,0 | |
| 40824 isogroup6811,-0.1 | |
| 40825 isogroup6812,2 | |
| 40826 isogroup6813,0.8 | |
| 40827 isogroup6814,0.4 | |
| 40828 isogroup6815,0 | |
| 40829 isogroup6816,-3.8 | |
| 40830 isogroup6817,-1.9 | |
| 40831 isogroup6818,-0.9 | |
| 40832 isogroup6819,1 | |
| 40833 isogroup682,0.4 | |
| 40834 isogroup6820,-2.3 | |
| 40835 isogroup6821,0.4 | |
| 40836 isogroup6822,-3.3 | |
| 40837 isogroup6823,-0.1 | |
| 40838 isogroup6824,0.4 | |
| 40839 isogroup6825,-0.3 | |
| 40840 isogroup6826,0.7 | |
| 40841 isogroup6827,1.3 | |
| 40842 isogroup6828,2.5 | |
| 40843 isogroup6829,0.5 | |
| 40844 isogroup683,3.7 | |
| 40845 isogroup6830,-0.6 | |
| 40846 isogroup6830.1,0 | |
| 40847 isogroup6831,0.6 | |
| 40848 isogroup6832,-0.9 | |
| 40849 isogroup6833,0.3 | |
| 40850 isogroup6834,0 | |
| 40851 isogroup6835,-0.8 | |
| 40852 isogroup6836,1.1 | |
| 40853 isogroup6837,-3.8 | |
| 40854 isogroup6838,-0.3 | |
| 40855 isogroup6839,2.6 | |
| 40856 isogroup684,1.3 | |
| 40857 isogroup6840,-0.2 | |
| 40858 isogroup6841,0.2 | |
| 40859 isogroup6842,-1.5 | |
| 40860 isogroup6843,-0.4 | |
| 40861 isogroup6844,-1.9 | |
| 40862 isogroup6845,3.4 | |
| 40863 isogroup6846,1.9 | |
| 40864 isogroup6847,-0.2 | |
| 40865 isogroup6848,0.8 | |
| 40866 isogroup6849,-0.5 | |
| 40867 isogroup685,0.8 | |
| 40868 isogroup6850,1.3 | |
| 40869 isogroup6851,0.1 | |
| 40870 isogroup6852,0.4 | |
| 40871 isogroup6853,-0.8 | |
| 40872 isogroup6854,0.5 | |
| 40873 isogroup6855,3.5 | |
| 40874 isogroup6856,1 | |
| 40875 isogroup6857,0.8 | |
| 40876 isogroup6858,0.3 | |
| 40877 isogroup6859,-0.1 | |
| 40878 isogroup686,-2.3 | |
| 40879 isogroup6860,-0.9 | |
| 40880 isogroup6861,-0.3 | |
| 40881 isogroup6862,-4.4 | |
| 40882 isogroup6863,-0.4 | |
| 40883 isogroup6864,-0.2 | |
| 40884 isogroup6865,0.2 | |
| 40885 isogroup6866,0 | |
| 40886 isogroup6867,-0.1 | |
| 40887 isogroup6868,0 | |
| 40888 isogroup6869,0 | |
| 40889 isogroup687,2.9 | |
| 40890 isogroup6870,-0.2 | |
| 40891 isogroup6871,2.2 | |
| 40892 isogroup6872,-0.9 | |
| 40893 isogroup6873,0.1 | |
| 40894 isogroup6874,0.6 | |
| 40895 isogroup6875,0.7 | |
| 40896 isogroup6876,1 | |
| 40897 isogroup6877,-0.1 | |
| 40898 isogroup6878,0.8 | |
| 40899 isogroup6879,6.8 | |
| 40900 isogroup688,2.6 | |
| 40901 isogroup6880,4.4 | |
| 40902 isogroup6881,0.2 | |
| 40903 isogroup6882,1.4 | |
| 40904 isogroup6883,0 | |
| 40905 isogroup6884,-1.2 | |
| 40906 isogroup6885,0.3 | |
| 40907 isogroup6886,0.9 | |
| 40908 isogroup6887,0.3 | |
| 40909 isogroup6888,-1.2 | |
| 40910 isogroup6889,0.3 | |
| 40911 isogroup689,0.4 | |
| 40912 isogroup6890,1.8 | |
| 40913 isogroup6891,-0.9 | |
| 40914 isogroup6892,1.6 | |
| 40915 isogroup6893,0.2 | |
| 40916 isogroup6894,0.9 | |
| 40917 isogroup6895,-0.8 | |
| 40918 isogroup6896,-1.1 | |
| 40919 isogroup6897,-0.6 | |
| 40920 isogroup6898,0.2 | |
| 40921 isogroup6899,0.7 | |
| 40922 isogroup69,6.4 | |
| 40923 isogroup690,0.9 | |
| 40924 isogroup6900,-0.1 | |
| 40925 isogroup6901,-0.3 | |
| 40926 isogroup6902,1.1 | |
| 40927 isogroup6903.1,0.1 | |
| 40928 isogroup6904,1.1 | |
| 40929 isogroup6905,2.4 | |
| 40930 isogroup6906,-0.2 | |
| 40931 isogroup6907,1.4 | |
| 40932 isogroup6908,-9 | |
| 40933 isogroup6909,-1.8 | |
| 40934 isogroup691,1 | |
| 40935 isogroup6910,-0.7 | |
| 40936 isogroup6911,0.5 | |
| 40937 isogroup6912,0.9 | |
| 40938 isogroup6913,1.1 | |
| 40939 isogroup6914,0 | |
| 40940 isogroup6915,-8 | |
| 40941 isogroup6916,0 | |
| 40942 isogroup6917,-0.4 | |
| 40943 isogroup6918,1.3 | |
| 40944 isogroup6919,-1.4 | |
| 40945 isogroup692,0 | |
| 40946 isogroup6920,-0.5 | |
| 40947 isogroup6921,0 | |
| 40948 isogroup6922,-2.6 | |
| 40949 isogroup6923,-0.1 | |
| 40950 isogroup6924,0.2 | |
| 40951 isogroup6924.1,0.6 | |
| 40952 isogroup6925,-0.4 | |
| 40953 isogroup6926,-4.2 | |
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| 40955 isogroup6928,0.3 | |
| 40956 isogroup6929,0.3 | |
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| 40959 isogroup6931,0.8 | |
| 40960 isogroup6932,10 | |
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| 40992 isogroup6961,-0.1 | |
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| 40998 isogroup6967,0.2 | |
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| 41318 isogroup7254,0.1 | |
| 41319 isogroup7255,3.3 | |
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| 41329 isogroup7265,-1.3 | |
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| 41385 isogroup7315,0.1 | |
| 41386 isogroup7316,0.2 | |
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| 41412 isogroup7338,0.5 | |
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| 41424 isogroup7349,0.8 | |
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| 41426 isogroup7350,0.1 | |
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| 41442 isogroup7364,0.1 | |
| 41443 isogroup7365,0.4 | |
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| 41456 isogroup7376,0.9 | |
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| 41461 isogroup7380,-0.1 | |
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| 41467 isogroup7387,-0.4 | |
| 41468 isogroup7388,1.2 | |
| 41469 isogroup7389,2.2 | |
| 41470 isogroup739,4.2 | |
| 41471 isogroup7390,2.9 | |
| 41472 isogroup7391,0 | |
| 41473 isogroup7392,3.8 | |
| 41474 isogroup7393,0.3 | |
| 41475 isogroup7395,-1.2 | |
| 41476 isogroup7396,0.3 | |
| 41477 isogroup7397,-1.3 | |
| 41478 isogroup7398,-8.6 | |
| 41479 isogroup7399,2.9 | |
| 41480 isogroup74,0.7 | |
| 41481 isogroup740,1.8 | |
| 41482 isogroup7400,0 | |
| 41483 isogroup7401,-1.8 | |
| 41484 isogroup7402,0.9 | |
| 41485 isogroup7403,-0.1 | |
| 41486 isogroup7404,0.6 | |
| 41487 isogroup7405,1 | |
| 41488 isogroup7406,0.1 | |
| 41489 isogroup7407,-0.7 | |
| 41490 isogroup7408,1.2 | |
| 41491 isogroup7409,-0.2 | |
| 41492 isogroup741,2.1 | |
| 41493 isogroup7410,-3.4 | |
| 41494 isogroup7411,-4 | |
| 41495 isogroup7412,0.3 | |
| 41496 isogroup7413,0.8 | |
| 41497 isogroup7414,0.9 | |
| 41498 isogroup7415,-1.1 | |
| 41499 isogroup7416,-0.4 | |
| 41500 isogroup7417,0.4 | |
| 41501 isogroup7418,-0.5 | |
| 41502 isogroup7419,-1.4 | |
| 41503 isogroup742,1.5 | |
| 41504 isogroup7420,0.4 | |
| 41505 isogroup7421,0.8 | |
| 41506 isogroup7421.1,-0.7 | |
| 41507 isogroup7422,-5.6 | |
| 41508 isogroup7423,4.7 | |
| 41509 isogroup7424,-0.4 | |
| 41510 isogroup7425,0.3 | |
| 41511 isogroup7426,1 | |
| 41512 isogroup7427,0.4 | |
| 41513 isogroup7428,0.1 | |
| 41514 isogroup7429,0.2 | |
| 41515 isogroup743,1.6 | |
| 41516 isogroup7430,-6.9 | |
| 41517 isogroup7431,1.2 | |
| 41518 isogroup7432,-1.7 | |
| 41519 isogroup7433,-1.1 | |
| 41520 isogroup7434,0.6 | |
| 41521 isogroup7435,-0.1 | |
| 41522 isogroup7436,0.4 | |
| 41523 isogroup7437,0 | |
| 41524 isogroup7438,-0.3 | |
| 41525 isogroup7439,-1.3 | |
| 41526 isogroup744,1.7 | |
| 41527 isogroup7440,1.3 | |
| 41528 isogroup7441,1.9 | |
| 41529 isogroup7442,0.1 | |
| 41530 isogroup7443,0.8 | |
| 41531 isogroup7444,-1 | |
| 41532 isogroup7445,0.4 | |
| 41533 isogroup7446,1.2 | |
| 41534 isogroup7447,0 | |
| 41535 isogroup7448,0 | |
| 41536 isogroup7449,-0.2 | |
| 41537 isogroup745,4.6 | |
| 41538 isogroup7450,2.1 | |
| 41539 isogroup7451,0.8 | |
| 41540 isogroup7452,0.3 | |
| 41541 isogroup7453,-0.1 | |
| 41542 isogroup7454,0 | |
| 41543 isogroup7455,0.2 | |
| 41544 isogroup7456,1.8 | |
| 41545 isogroup7457,0.3 | |
| 41546 isogroup7458,2.2 | |
| 41547 isogroup7459,0.7 | |
| 41548 isogroup746,0.4 | |
| 41549 isogroup7460,-2.6 | |
| 41550 isogroup7461,-0.4 | |
| 41551 isogroup7462,0.3 | |
| 41552 isogroup7463,-0.9 | |
| 41553 isogroup7464,0.7 | |
| 41554 isogroup7465,-0.9 | |
| 41555 isogroup7466,-0.4 | |
| 41556 isogroup7467,0.6 | |
| 41557 isogroup7468,-0.7 | |
| 41558 isogroup7469,1.4 | |
| 41559 isogroup747,0 | |
| 41560 isogroup7470,0.7 | |
| 41561 isogroup7471,1.7 | |
| 41562 isogroup7472,-0.1 | |
| 41563 isogroup7473,3.5 | |
| 41564 isogroup7474,-5.1 | |
| 41565 isogroup7475,-0.6 | |
| 41566 isogroup7476,0.4 | |
| 41567 isogroup7477,-2.7 | |
| 41568 isogroup7478,-0.8 | |
| 41569 isogroup7479,-0.1 | |
| 41570 isogroup748,-0.2 | |
| 41571 isogroup7480,-1 | |
| 41572 isogroup7481,-0.2 | |
| 41573 isogroup7482,0 | |
| 41574 isogroup7483,0.7 | |
| 41575 isogroup7484,0.2 | |
| 41576 isogroup7486,0.5 | |
| 41577 isogroup7487,-0.4 | |
| 41578 isogroup7488,1.1 | |
| 41579 isogroup7488.1,-0.4 | |
| 41580 isogroup7489,0.3 | |
| 41581 isogroup749,0.9 | |
| 41582 isogroup7490,-0.1 | |
| 41583 isogroup7491,-0.1 | |
| 41584 isogroup7492,-0.9 | |
| 41585 isogroup7493,-0.3 | |
| 41586 isogroup7494,-1.2 | |
| 41587 isogroup7495,-0.3 | |
| 41588 isogroup7496,0.4 | |
| 41589 isogroup7497,0.3 | |
| 41590 isogroup7498,-0.1 | |
| 41591 isogroup7499,0.3 | |
| 41592 isogroup75,0.2 | |
| 41593 isogroup750,-1.6 | |
| 41594 isogroup750.1,-0.5 | |
| 41595 isogroup7500,-0.3 | |
| 41596 isogroup7501,0 | |
| 41597 isogroup7502,0 | |
| 41598 isogroup7503,0.6 | |
| 41599 isogroup7504,-0.1 | |
| 41600 isogroup7505,0.7 | |
| 41601 isogroup7506,-1.2 | |
| 41602 isogroup7507,1 | |
| 41603 isogroup7508,0.1 | |
| 41604 isogroup7509,2.1 | |
| 41605 isogroup751,1.2 | |
| 41606 isogroup7511,0.9 | |
| 41607 isogroup7512,0 | |
| 41608 isogroup7513,1.3 | |
| 41609 isogroup7514,2.1 | |
| 41610 isogroup7515,-3.4 | |
| 41611 isogroup7516,1.2 | |
| 41612 isogroup7517,1.5 | |
| 41613 isogroup7518,-1.8 | |
| 41614 isogroup7519,0 | |
| 41615 isogroup752,5 | |
| 41616 isogroup7520,0.8 | |
| 41617 isogroup7521,1 | |
| 41618 isogroup7523,1.2 | |
| 41619 isogroup7524,2 | |
| 41620 isogroup7525,-1.7 | |
| 41621 isogroup7526,-0.6 | |
| 41622 isogroup7527,0.7 | |
| 41623 isogroup7528,0.3 | |
| 41624 isogroup7529,-0.8 | |
| 41625 isogroup753,-0.1 | |
| 41626 isogroup7530,-1 | |
| 41627 isogroup7531,-0.2 | |
| 41628 isogroup7532,-3.1 | |
| 41629 isogroup7533,0.1 | |
| 41630 isogroup7534,-4.2 | |
| 41631 isogroup7535,-0.3 | |
| 41632 isogroup7536,1.5 | |
| 41633 isogroup7537,0.1 | |
| 41634 isogroup7538,1.6 | |
| 41635 isogroup7539,-0.5 | |
| 41636 isogroup754,0.5 | |
| 41637 isogroup7540,0.5 | |
| 41638 isogroup7542,0.2 | |
| 41639 isogroup7543,-0.4 | |
| 41640 isogroup7544,1.8 | |
| 41641 isogroup7545,0.7 | |
| 41642 isogroup7546,-0.4 | |
| 41643 isogroup7547,-2.3 | |
| 41644 isogroup7548,0.2 | |
| 41645 isogroup7549,2.1 | |
| 41646 isogroup755,7.6 | |
| 41647 isogroup7550,0.5 | |
| 41648 isogroup7551,0.9 | |
| 41649 isogroup7552,0.1 | |
| 41650 isogroup7553,1.6 | |
| 41651 isogroup7554,-0.3 | |
| 41652 isogroup7555,-0.7 | |
| 41653 isogroup7557,6.3 | |
| 41654 isogroup7558,0.1 | |
| 41655 isogroup7559,2.9 | |
| 41656 isogroup756,2.3 | |
| 41657 isogroup7560,-1.1 | |
| 41658 isogroup7561,1.3 | |
| 41659 isogroup7562,0.1 | |
| 41660 isogroup7563,0.4 | |
| 41661 isogroup7564,-7.8 | |
| 41662 isogroup7565,-0.7 | |
| 41663 isogroup7566,0.3 | |
| 41664 isogroup7566.1,-0.2 | |
| 41665 isogroup7567,6 | |
| 41666 isogroup7568,0.5 | |
| 41667 isogroup7569,0.3 | |
| 41668 isogroup757,1.6 | |
| 41669 isogroup7570,-8.4 | |
| 41670 isogroup7571,-1.3 | |
| 41671 isogroup7572,0.5 | |
| 41672 isogroup7573,3.5 | |
| 41673 isogroup7574,-2.5 | |
| 41674 isogroup7575,-0.3 | |
| 41675 isogroup7576,3.1 | |
| 41676 isogroup7577,1.1 | |
| 41677 isogroup7578,0.2 | |
| 41678 isogroup7579,1.3 | |
| 41679 isogroup758,1.4 | |
| 41680 isogroup7580,0.5 | |
| 41681 isogroup7581,-0.7 | |
| 41682 isogroup7582,0.7 | |
| 41683 isogroup7583,-0.3 | |
| 41684 isogroup7584,1.8 | |
| 41685 isogroup7585,-0.5 | |
| 41686 isogroup7586,0.4 | |
| 41687 isogroup7587,-0.4 | |
| 41688 isogroup7588,-0.2 | |
| 41689 isogroup7589,0.4 | |
| 41690 isogroup759,9.7 | |
| 41691 isogroup7590,-1.2 | |
| 41692 isogroup7591,-0.6 | |
| 41693 isogroup7593,-0.1 | |
| 41694 isogroup7594,0.4 | |
| 41695 isogroup7595,0.5 | |
| 41696 isogroup7596,2.4 | |
| 41697 isogroup7597,1.4 | |
| 41698 isogroup7598,0.2 | |
| 41699 isogroup7599,-0.2 | |
| 41700 isogroup76,0.8 | |
| 41701 isogroup760,-3.5 | |
| 41702 isogroup7600,-0.8 | |
| 41703 isogroup7601,2.6 | |
| 41704 isogroup7602,6 | |
| 41705 isogroup7603,-0.9 | |
| 41706 isogroup7604,0.6 | |
| 41707 isogroup7605,0.8 | |
| 41708 isogroup7606,-2 | |
| 41709 isogroup7607,0.2 | |
| 41710 isogroup7608,0.9 | |
| 41711 isogroup7609,-0.5 | |
| 41712 isogroup761,-0.3 | |
| 41713 isogroup7610,1 | |
| 41714 isogroup7611,0.1 | |
| 41715 isogroup7612,3.9 | |
| 41716 isogroup7613,0 | |
| 41717 isogroup7614,-10 | |
| 41718 isogroup7615,4 | |
| 41719 isogroup7616,0.7 | |
| 41720 isogroup7617,1.9 | |
| 41721 isogroup7618,0.8 | |
| 41722 isogroup7619,-0.9 | |
| 41723 isogroup762,2.8 | |
| 41724 isogroup7620,-1.4 | |
| 41725 isogroup7621,1.2 | |
| 41726 isogroup7622,0.2 | |
| 41727 isogroup7623,1.6 | |
| 41728 isogroup7624,0 | |
| 41729 isogroup7625,-0.5 | |
| 41730 isogroup7626,0.3 | |
| 41731 isogroup7627,-0.1 | |
| 41732 isogroup7628,0 | |
| 41733 isogroup7629,0.7 | |
| 41734 isogroup763,1 | |
| 41735 isogroup7630,0.2 | |
| 41736 isogroup7631,0 | |
| 41737 isogroup7632,-0.9 | |
| 41738 isogroup7633,0.5 | |
| 41739 isogroup7634,1.4 | |
| 41740 isogroup7635,0.1 | |
| 41741 isogroup7636,-0.6 | |
| 41742 isogroup7637,0.4 | |
| 41743 isogroup7638,1.9 | |
| 41744 isogroup7639,1.9 | |
| 41745 isogroup764,3.1 | |
| 41746 isogroup7640,-2.8 | |
| 41747 isogroup7641,-1.6 | |
| 41748 isogroup7642,0.1 | |
| 41749 isogroup7643,0.2 | |
| 41750 isogroup7644,0 | |
| 41751 isogroup7645,2.1 | |
| 41752 isogroup7646,0.4 | |
| 41753 isogroup7647,0.9 | |
| 41754 isogroup7648,-0.5 | |
| 41755 isogroup7649,0.6 | |
| 41756 isogroup765,-0.2 | |
| 41757 isogroup7650,3.2 | |
| 41758 isogroup7651,-0.2 | |
| 41759 isogroup7652,-2.7 | |
| 41760 isogroup7653,-0.4 | |
| 41761 isogroup7654,1.4 | |
| 41762 isogroup7655,0.3 | |
| 41763 isogroup7656,-0.7 | |
| 41764 isogroup7657,0.5 | |
| 41765 isogroup7658,0.8 | |
| 41766 isogroup7659,0.7 | |
| 41767 isogroup766,5.1 | |
| 41768 isogroup7660,3.2 | |
| 41769 isogroup7661,-4.5 | |
| 41770 isogroup7662,2.3 | |
| 41771 isogroup7663,0.3 | |
| 41772 isogroup7664,-1.2 | |
| 41773 isogroup7665,0 | |
| 41774 isogroup7666,-0.2 | |
| 41775 isogroup7667,-0.3 | |
| 41776 isogroup7668,0.6 | |
| 41777 isogroup7669,2.5 | |
| 41778 isogroup767,3.1 | |
| 41779 isogroup7670,-0.3 | |
| 41780 isogroup7671,0.1 | |
| 41781 isogroup7672,-1.4 | |
| 41782 isogroup7673,-0.3 | |
| 41783 isogroup7674,0.3 | |
| 41784 isogroup7675,0.1 | |
| 41785 isogroup7676,-0.6 | |
| 41786 isogroup7677,0.1 | |
| 41787 isogroup7678,-0.6 | |
| 41788 isogroup7679,0.6 | |
| 41789 isogroup768,-10 | |
| 41790 isogroup7680,0.2 | |
| 41791 isogroup7681,0.8 | |
| 41792 isogroup7682,1.2 | |
| 41793 isogroup7682.1,-0.1 | |
| 41794 isogroup7683,-0.1 | |
| 41795 isogroup7684,0.3 | |
| 41796 isogroup7685,-1 | |
| 41797 isogroup7686,0 | |
| 41798 isogroup7687,-1.6 | |
| 41799 isogroup7688,-0.5 | |
| 41800 isogroup7689,0 | |
| 41801 isogroup769,1.5 | |
| 41802 isogroup7690,1 | |
| 41803 isogroup7691,1.6 | |
| 41804 isogroup7692,-1 | |
| 41805 isogroup7693,0.4 | |
| 41806 isogroup7694,-1.8 | |
| 41807 isogroup7695,0.2 | |
| 41808 isogroup7696,-0.2 | |
| 41809 isogroup7697,0.4 | |
| 41810 isogroup7698,0.7 | |
| 41811 isogroup77,3.4 | |
| 41812 isogroup770,-2 | |
| 41813 isogroup7700,-0.1 | |
| 41814 isogroup7701,1.6 | |
| 41815 isogroup7702,-3.1 | |
| 41816 isogroup7703,0.3 | |
| 41817 isogroup7704,0 | |
| 41818 isogroup7705,-1.3 | |
| 41819 isogroup7706,0 | |
| 41820 isogroup7707,0.9 | |
| 41821 isogroup7708,0.2 | |
| 41822 isogroup7709,-2.2 | |
| 41823 isogroup771,3.2 | |
| 41824 isogroup7710,0.1 | |
| 41825 isogroup7711,-0.6 | |
| 41826 isogroup7712,0.7 | |
| 41827 isogroup7713,-0.2 | |
| 41828 isogroup7714,-1.7 | |
| 41829 isogroup7714.1,0.4 | |
| 41830 isogroup7715,0.7 | |
| 41831 isogroup7716,-0.3 | |
| 41832 isogroup7717,-2.3 | |
| 41833 isogroup7718,-0.2 | |
| 41834 isogroup7719,0.2 | |
| 41835 isogroup772,1.9 | |
| 41836 isogroup7720,-0.1 | |
| 41837 isogroup7721,0 | |
| 41838 isogroup7722,-0.7 | |
| 41839 isogroup7723,1.1 | |
| 41840 isogroup7724,0.3 | |
| 41841 isogroup7725,1.7 | |
| 41842 isogroup7726,0.8 | |
| 41843 isogroup7727,1.2 | |
| 41844 isogroup7728,-0.7 | |
| 41845 isogroup7729,-3.1 | |
| 41846 isogroup773,-0.7 | |
| 41847 isogroup7730,-0.6 | |
| 41848 isogroup7731,1.5 | |
| 41849 isogroup7732,1.7 | |
| 41850 isogroup7733,0.6 | |
| 41851 isogroup7734,1.6 | |
| 41852 isogroup7735,0.7 | |
| 41853 isogroup7736,-7.8 | |
| 41854 isogroup7737,-0.2 | |
| 41855 isogroup7738,0 | |
| 41856 isogroup7739,2.2 | |
| 41857 isogroup774,-0.9 | |
| 41858 isogroup7740,0.5 | |
| 41859 isogroup7741,1.2 | |
| 41860 isogroup7742,-0.3 | |
| 41861 isogroup7744,-0.4 | |
| 41862 isogroup7745,-0.7 | |
| 41863 isogroup7746,2 | |
| 41864 isogroup7747,-0.8 | |
| 41865 isogroup7748,-0.1 | |
| 41866 isogroup7749,10 | |
| 41867 isogroup775,4.3 | |
| 41868 isogroup7750,0.4 | |
| 41869 isogroup7751,0.4 | |
| 41870 isogroup7752,0.3 | |
| 41871 isogroup7753,0.9 | |
| 41872 isogroup7754,-10 | |
| 41873 isogroup7755,0 | |
| 41874 isogroup7756,-0.2 | |
| 41875 isogroup7757,-0.9 | |
| 41876 isogroup7758,0.8 | |
| 41877 isogroup776,-0.1 | |
| 41878 isogroup7760,0.2 | |
| 41879 isogroup7761,0 | |
| 41880 isogroup7762,2.4 | |
| 41881 isogroup7763,-0.2 | |
| 41882 isogroup7764,-0.4 | |
| 41883 isogroup7765,1.1 | |
| 41884 isogroup7766,-8.2 | |
| 41885 isogroup7767,0 | |
| 41886 isogroup7768,-0.6 | |
| 41887 isogroup7769,-1.7 | |
| 41888 isogroup777,1.3 | |
| 41889 isogroup7770,2.2 | |
| 41890 isogroup7771,-0.2 | |
| 41891 isogroup7772,0.9 | |
| 41892 isogroup7773,0.6 | |
| 41893 isogroup7774,0.2 | |
| 41894 isogroup7775,-0.3 | |
| 41895 isogroup7776,0.8 | |
| 41896 isogroup7777,0.1 | |
| 41897 isogroup7778,-0.8 | |
| 41898 isogroup7779,0.4 | |
| 41899 isogroup778,0.1 | |
| 41900 isogroup7780,-0.2 | |
| 41901 isogroup7781,2.7 | |
| 41902 isogroup7782,-0.1 | |
| 41903 isogroup7783,0.3 | |
| 41904 isogroup7784,0.1 | |
| 41905 isogroup7785,-1.1 | |
| 41906 isogroup7786,2.4 | |
| 41907 isogroup7787,0.2 | |
| 41908 isogroup7788,-0.1 | |
| 41909 isogroup7789,0.8 | |
| 41910 isogroup779,0.7 | |
| 41911 isogroup7790,0.6 | |
| 41912 isogroup7792,0.3 | |
| 41913 isogroup7793,-3.7 | |
| 41914 isogroup7794,-0.7 | |
| 41915 isogroup7795,0.5 | |
| 41916 isogroup7796,-0.3 | |
| 41917 isogroup7797,1.7 | |
| 41918 isogroup7798,-0.2 | |
| 41919 isogroup7799,0.1 | |
| 41920 isogroup78,2.2 | |
| 41921 isogroup780,0 | |
| 41922 isogroup7800,0.5 | |
| 41923 isogroup7801,0.8 | |
| 41924 isogroup7802,0.2 | |
| 41925 isogroup7803,1.8 | |
| 41926 isogroup7804,-0.4 | |
| 41927 isogroup7805,0.1 | |
| 41928 isogroup7806,-0.6 | |
| 41929 isogroup7807,0.2 | |
| 41930 isogroup7807.1,-0.1 | |
| 41931 isogroup7808,-0.1 | |
| 41932 isogroup7809,1.6 | |
| 41933 isogroup781,-0.9 | |
| 41934 isogroup7810,0.2 | |
| 41935 isogroup7811,1.3 | |
| 41936 isogroup7812,0.1 | |
| 41937 isogroup7813,-10 | |
| 41938 isogroup7814,-0.6 | |
| 41939 isogroup7815,-3.1 | |
| 41940 isogroup7816,0.5 | |
| 41941 isogroup7817,0.7 | |
| 41942 isogroup7818,-0.2 | |
| 41943 isogroup7819,0.3 | |
| 41944 isogroup782,4.4 | |
| 41945 isogroup7820,1.1 | |
| 41946 isogroup7821,1.9 | |
| 41947 isogroup7822,0.3 | |
| 41948 isogroup7823,-3.8 | |
| 41949 isogroup7824,-1.5 | |
| 41950 isogroup7825,3.7 | |
| 41951 isogroup7826,0.5 | |
| 41952 isogroup7827,-0.7 | |
| 41953 isogroup7828,-3.1 | |
| 41954 isogroup7829,0.4 | |
| 41955 isogroup783,1.5 | |
| 41956 isogroup7830,0.1 | |
| 41957 isogroup7831,0 | |
| 41958 isogroup7832,0.6 | |
| 41959 isogroup7833,0.3 | |
| 41960 isogroup7834,2.4 | |
| 41961 isogroup7835,-1.6 | |
| 41962 isogroup7836,-0.8 | |
| 41963 isogroup7837,0.1 | |
| 41964 isogroup7838,-0.3 | |
| 41965 isogroup7839,0.5 | |
| 41966 isogroup784,-0.7 | |
| 41967 isogroup7840,2.5 | |
| 41968 isogroup7841,-0.7 | |
| 41969 isogroup7842,0.3 | |
| 41970 isogroup7843,-0.8 | |
| 41971 isogroup7844,0 | |
| 41972 isogroup7845,2.6 | |
| 41973 isogroup7846,0.9 | |
| 41974 isogroup7847,-0.3 | |
| 41975 isogroup7848,-1.7 | |
| 41976 isogroup7849,-0.1 | |
| 41977 isogroup785,0.1 | |
| 41978 isogroup7850,1.3 | |
| 41979 isogroup7851,0.3 | |
| 41980 isogroup7852,0.4 | |
| 41981 isogroup7853,0.3 | |
| 41982 isogroup7854,0.1 | |
| 41983 isogroup7855,-0.4 | |
| 41984 isogroup7856,-3.1 | |
| 41985 isogroup7857,-0.1 | |
| 41986 isogroup7858,0.1 | |
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| 41990 isogroup7861,0.8 | |
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| 42506 isogroup8321,0.3 | |
| 42507 isogroup8322,-0.1 | |
| 42508 isogroup8323,2 | |
| 42509 isogroup8324,2.6 | |
| 42510 isogroup8325,0.6 | |
| 42511 isogroup8326,0.8 | |
| 42512 isogroup8327,1 | |
| 42513 isogroup8329,1 | |
| 42514 isogroup833,1.3 | |
| 42515 isogroup8330,-0.1 | |
| 42516 isogroup8331,0.5 | |
| 42517 isogroup8332,0 | |
| 42518 isogroup8333,1.2 | |
| 42519 isogroup8334,0.1 | |
| 42520 isogroup8335,0.5 | |
| 42521 isogroup8336,0.5 | |
| 42522 isogroup8337,0.2 | |
| 42523 isogroup8338,0 | |
| 42524 isogroup8339,0.7 | |
| 42525 isogroup834,0.3 | |
| 42526 isogroup8340,0.1 | |
| 42527 isogroup8341,1.1 | |
| 42528 isogroup8342,0.4 | |
| 42529 isogroup8343,1.3 | |
| 42530 isogroup8344,0.8 | |
| 42531 isogroup8345,2 | |
| 42532 isogroup8346,-1.1 | |
| 42533 isogroup8347,0.7 | |
| 42534 isogroup8348,-1.1 | |
| 42535 isogroup8349,0.9 | |
| 42536 isogroup835,-0.3 | |
| 42537 isogroup8350,0.8 | |
| 42538 isogroup8351,0.1 | |
| 42539 isogroup8352,0.3 | |
| 42540 isogroup8353,-1.3 | |
| 42541 isogroup8354,-0.2 | |
| 42542 isogroup8355,-0.3 | |
| 42543 isogroup8356,-0.6 | |
| 42544 isogroup8357,-0.6 | |
| 42545 isogroup8358,4.7 | |
| 42546 isogroup8359,0.5 | |
| 42547 isogroup836,0.4 | |
| 42548 isogroup8360,-0.1 | |
| 42549 isogroup8361,0 | |
| 42550 isogroup8362,0.3 | |
| 42551 isogroup8363,1 | |
| 42552 isogroup8364,-0.9 | |
| 42553 isogroup8365,0.6 | |
| 42554 isogroup8366,0 | |
| 42555 isogroup8367,0.2 | |
| 42556 isogroup8368,-0.5 | |
| 42557 isogroup8369,-0.1 | |
| 42558 isogroup8369.1,0.3 | |
| 42559 isogroup837,3.2 | |
| 42560 isogroup8370,-0.2 | |
| 42561 isogroup8371,-1.5 | |
| 42562 isogroup8372,0 | |
| 42563 isogroup8373,0.3 | |
| 42564 isogroup8374,1.4 | |
| 42565 isogroup8375,0.4 | |
| 42566 isogroup8376,-3.1 | |
| 42567 isogroup8377,-0.9 | |
| 42568 isogroup8378,-1.2 | |
| 42569 isogroup8379,0 | |
| 42570 isogroup838,-3.2 | |
| 42571 isogroup8380,0.5 | |
| 42572 isogroup8381,0.8 | |
| 42573 isogroup8382,-3.1 | |
| 42574 isogroup8383,1.6 | |
| 42575 isogroup8384,0 | |
| 42576 isogroup8385,4.7 | |
| 42577 isogroup8386,-0.2 | |
| 42578 isogroup8387,-0.6 | |
| 42579 isogroup8388,0 | |
| 42580 isogroup8389,-4.3 | |
| 42581 isogroup839,-0.2 | |
| 42582 isogroup8390,0.6 | |
| 42583 isogroup8391,0.5 | |
| 42584 isogroup8392,0.9 | |
| 42585 isogroup8393,0 | |
| 42586 isogroup8394,2.1 | |
| 42587 isogroup8395,0.3 | |
| 42588 isogroup8396,-10 | |
| 42589 isogroup8397,-0.1 | |
| 42590 isogroup8398,-4.3 | |
| 42591 isogroup8399,-0.1 | |
| 42592 isogroup84,0.3 | |
| 42593 isogroup840,0.2 | |
| 42594 isogroup8400,1.6 | |
| 42595 isogroup8401,-0.4 | |
| 42596 isogroup8402,-0.7 | |
| 42597 isogroup8403,0.2 | |
| 42598 isogroup8404,0.7 | |
| 42599 isogroup8405,3.9 | |
| 42600 isogroup8406,0.8 | |
| 42601 isogroup8407,0.6 | |
| 42602 isogroup8408,-0.6 | |
| 42603 isogroup8409,0.3 | |
| 42604 isogroup841,-0.5 | |
| 42605 isogroup8410,-1.1 | |
| 42606 isogroup8411,2 | |
| 42607 isogroup8412,0.1 | |
| 42608 isogroup8413,0 | |
| 42609 isogroup8414,2.9 | |
| 42610 isogroup8415,-1.1 | |
| 42611 isogroup8416,0.6 | |
| 42612 isogroup8417,-0.3 | |
| 42613 isogroup8418,-0.4 | |
| 42614 isogroup8419,0.1 | |
| 42615 isogroup842,1.8 | |
| 42616 isogroup8420,-1.3 | |
| 42617 isogroup8421,-0.4 | |
| 42618 isogroup8422,0.2 | |
| 42619 isogroup8423,-0.2 | |
| 42620 isogroup8424,1.9 | |
| 42621 isogroup8425,10 | |
| 42622 isogroup8426,1.1 | |
| 42623 isogroup8427,3.1 | |
| 42624 isogroup8428,-2.7 | |
| 42625 isogroup8429,0.1 | |
| 42626 isogroup843,-0.3 | |
| 42627 isogroup8430,0.3 | |
| 42628 isogroup8431,0.2 | |
| 42629 isogroup8432,-0.2 | |
| 42630 isogroup8433,0.8 | |
| 42631 isogroup8434,-0.6 | |
| 42632 isogroup8435,1.6 | |
| 42633 isogroup8436,0 | |
| 42634 isogroup8438,1.4 | |
| 42635 isogroup844,-0.3 | |
| 42636 isogroup8440,0.2 | |
| 42637 isogroup8441,0.6 | |
| 42638 isogroup8442,-0.9 | |
| 42639 isogroup8443,1.2 | |
| 42640 isogroup8444,-0.7 | |
| 42641 isogroup8445,-0.1 | |
| 42642 isogroup8446,0.9 | |
| 42643 isogroup8447,-3.1 | |
| 42644 isogroup8448,-1.9 | |
| 42645 isogroup8449,-1.8 | |
| 42646 isogroup845,-0.3 | |
| 42647 isogroup8450,0.6 | |
| 42648 isogroup8451,-10 | |
| 42649 isogroup8452,-0.5 | |
| 42650 isogroup8453,-3.8 | |
| 42651 isogroup8454,0.5 | |
| 42652 isogroup8455,-0.4 | |
| 42653 isogroup8456,0 | |
| 42654 isogroup8457,0.9 | |
| 42655 isogroup8458,0.5 | |
| 42656 isogroup8459,0.2 | |
| 42657 isogroup846,1 | |
| 42658 isogroup8460,1.1 | |
| 42659 isogroup8461,0.6 | |
| 42660 isogroup8462,1.3 | |
| 42661 isogroup8463,0.3 | |
| 42662 isogroup8464,0.8 | |
| 42663 isogroup8465,2.2 | |
| 42664 isogroup8466,-0.3 | |
| 42665 isogroup8467,-0.8 | |
| 42666 isogroup8468,-0.2 | |
| 42667 isogroup8469,0.4 | |
| 42668 isogroup847,-4.3 | |
| 42669 isogroup8470,-0.4 | |
| 42670 isogroup8471,0.6 | |
| 42671 isogroup8472,10 | |
| 42672 isogroup8473,0.7 | |
| 42673 isogroup8474,-10 | |
| 42674 isogroup8475,-1.9 | |
| 42675 isogroup8476,5.6 | |
| 42676 isogroup8477,0.4 | |
| 42677 isogroup8478,1.1 | |
| 42678 isogroup8479,-3.8 | |
| 42679 isogroup8480,-4.3 | |
| 42680 isogroup8481,-1 | |
| 42681 isogroup8482,1.9 | |
| 42682 isogroup8483,0.7 | |
| 42683 isogroup8484,-1.2 | |
| 42684 isogroup8485,0.2 | |
| 42685 isogroup8486,0.1 | |
| 42686 isogroup8487,-0.2 | |
| 42687 isogroup8488,1.2 | |
| 42688 isogroup8489,0 | |
| 42689 isogroup849,4.1 | |
| 42690 isogroup8490,-7.2 | |
| 42691 isogroup8491,-0.5 | |
| 42692 isogroup8492,-0.9 | |
| 42693 isogroup8493,-4.3 | |
| 42694 isogroup8494,0.4 | |
| 42695 isogroup8495,3 | |
| 42696 isogroup8497,-7.9 | |
| 42697 isogroup8498,0.3 | |
| 42698 isogroup8499,-0.2 | |
| 42699 isogroup85,3 | |
| 42700 isogroup850,4.1 | |
| 42701 isogroup8500,0.5 | |
| 42702 isogroup8501,0.8 | |
| 42703 isogroup8502,0.9 | |
| 42704 isogroup8503,-0.2 | |
| 42705 isogroup8504,1.2 | |
| 42706 isogroup8505,-3.5 | |
| 42707 isogroup8506,0.4 | |
| 42708 isogroup8507,0.1 | |
| 42709 isogroup8509,-1 | |
| 42710 isogroup851,1.6 | |
| 42711 isogroup8510,1.1 | |
| 42712 isogroup8511,-3.1 | |
| 42713 isogroup8512,-0.1 | |
| 42714 isogroup8513,1.7 | |
| 42715 isogroup8514,-0.2 | |
| 42716 isogroup8515,0.1 | |
| 42717 isogroup8516,-0.3 | |
| 42718 isogroup8517,-0.2 | |
| 42719 isogroup8518,1.5 | |
| 42720 isogroup8519,-0.3 | |
| 42721 isogroup852,0.3 | |
| 42722 isogroup8520,-0.2 | |
| 42723 isogroup8521,-0.1 | |
| 42724 isogroup8522,0.2 | |
| 42725 isogroup8523,-0.2 | |
| 42726 isogroup8524,3.4 | |
| 42727 isogroup8525,0.2 | |
| 42728 isogroup8526,1.2 | |
| 42729 isogroup8527,-3.9 | |
| 42730 isogroup8528,-0.4 | |
| 42731 isogroup8529,-9.4 | |
| 42732 isogroup853,0 | |
| 42733 isogroup8530,0.1 | |
| 42734 isogroup8531,-0.1 | |
| 42735 isogroup8532,2.9 | |
| 42736 isogroup8533,0 | |
| 42737 isogroup8534,-7.3 | |
| 42738 isogroup8535,-0.1 | |
| 42739 isogroup8536,9.6 | |
| 42740 isogroup8537,0.3 | |
| 42741 isogroup8538,-0.6 | |
| 42742 isogroup8539,-0.3 | |
| 42743 isogroup854,0.4 | |
| 42744 isogroup8540,0.6 | |
| 42745 isogroup8541,0.4 | |
| 42746 isogroup8542,2.9 | |
| 42747 isogroup8543,0.3 | |
| 42748 isogroup8544,-0.1 | |
| 42749 isogroup8545,-10 | |
| 42750 isogroup8546,-10 | |
| 42751 isogroup8547,3.3 | |
| 42752 isogroup8548,-2 | |
| 42753 isogroup8549,-2.6 | |
| 42754 isogroup855,0.1 | |
| 42755 isogroup8550,0 | |
| 42756 isogroup8551,0.3 | |
| 42757 isogroup8552,0 | |
| 42758 isogroup8553,0 | |
| 42759 isogroup8554,-0.2 | |
| 42760 isogroup8555,2.5 | |
| 42761 isogroup8556,-1.2 | |
| 42762 isogroup8557,-0.3 | |
| 42763 isogroup8558,0.9 | |
| 42764 isogroup8559,0.1 | |
| 42765 isogroup856,2 | |
| 42766 isogroup8560,-0.2 | |
| 42767 isogroup8561,-0.1 | |
| 42768 isogroup8562,0 | |
| 42769 isogroup8562.1,-2.1 | |
| 42770 isogroup8563,-0.1 | |
| 42771 isogroup8564,0 | |
| 42772 isogroup8565,-6 | |
| 42773 isogroup8566,-0.2 | |
| 42774 isogroup8567,-1.3 | |
| 42775 isogroup8568,0.7 | |
| 42776 isogroup8569,-2.6 | |
| 42777 isogroup857,-0.2 | |
| 42778 isogroup857.1,0.3 | |
| 42779 isogroup8570,-0.1 | |
| 42780 isogroup8571,1 | |
| 42781 isogroup8572,-0.4 | |
| 42782 isogroup8573,1.2 | |
| 42783 isogroup8574,0.4 | |
| 42784 isogroup8575,-2.2 | |
| 42785 isogroup8576,-0.7 | |
| 42786 isogroup8577,1.8 | |
| 42787 isogroup8578,0.8 | |
| 42788 isogroup8579,1.8 | |
| 42789 isogroup858,0 | |
| 42790 isogroup8580,0 | |
| 42791 isogroup8581,1.2 | |
| 42792 isogroup8582,-0.3 | |
| 42793 isogroup8583,0 | |
| 42794 isogroup8584,-0.1 | |
| 42795 isogroup8586,0.3 | |
| 42796 isogroup8588,-0.7 | |
| 42797 isogroup8589,-5.1 | |
| 42798 isogroup859,0.5 | |
| 42799 isogroup8590,0.1 | |
| 42800 isogroup8591,0 | |
| 42801 isogroup8592,-0.6 | |
| 42802 isogroup8593,0 | |
| 42803 isogroup8594,0.2 | |
| 42804 isogroup8595,-0.1 | |
| 42805 isogroup8596,-1.3 | |
| 42806 isogroup8597,0.5 | |
| 42807 isogroup8598,-0.5 | |
| 42808 isogroup8599,0.9 | |
| 42809 isogroup86,4.1 | |
| 42810 isogroup860,-0.2 | |
| 42811 isogroup8600,-3.8 | |
| 42812 isogroup8601,2.6 | |
| 42813 isogroup8602,0 | |
| 42814 isogroup8603,-0.5 | |
| 42815 isogroup8604,-3.2 | |
| 42816 isogroup8605,1.5 | |
| 42817 isogroup8606,0.5 | |
| 42818 isogroup8607,-7.1 | |
| 42819 isogroup8608,0.5 | |
| 42820 isogroup8609,1 | |
| 42821 isogroup861,0.3 | |
| 42822 isogroup8610,0.2 | |
| 42823 isogroup8611,1.4 | |
| 42824 isogroup8612,0.2 | |
| 42825 isogroup8613,0.2 | |
| 42826 isogroup8614,-0.3 | |
| 42827 isogroup8615,1.6 | |
| 42828 isogroup8616,-0.4 | |
| 42829 isogroup8617,-0.1 | |
| 42830 isogroup8618,0.9 | |
| 42831 isogroup8619,0 | |
| 42832 isogroup862,1.7 | |
| 42833 isogroup8620,-0.1 | |
| 42834 isogroup8621,2 | |
| 42835 isogroup8622,0.7 | |
| 42836 isogroup8623,1.4 | |
| 42837 isogroup8624,-0.8 | |
| 42838 isogroup8625,0 | |
| 42839 isogroup8626,-3.3 | |
| 42840 isogroup8627,0.1 | |
| 42841 isogroup8628,0.3 | |
| 42842 isogroup8629,-0.2 | |
| 42843 isogroup863,0.8 | |
| 42844 isogroup8630,0.7 | |
| 42845 isogroup8631,-0.3 | |
| 42846 isogroup8632,-0.4 | |
| 42847 isogroup8633,0.2 | |
| 42848 isogroup8634,-1.6 | |
| 42849 isogroup8635,0.4 | |
| 42850 isogroup8637,0.5 | |
| 42851 isogroup8638,-0.5 | |
| 42852 isogroup8639,1 | |
| 42853 isogroup864,-0.2 | |
| 42854 isogroup8640,-0.1 | |
| 42855 isogroup8641,0.7 | |
| 42856 isogroup8642,0.1 | |
| 42857 isogroup8643,0.5 | |
| 42858 isogroup8644,0.5 | |
| 42859 isogroup8645,0.2 | |
| 42860 isogroup8646,-3.9 | |
| 42861 isogroup8647,-0.2 | |
| 42862 isogroup8648,-0.4 | |
| 42863 isogroup8649,0.4 | |
| 42864 isogroup865,-2.8 | |
| 42865 isogroup8650,3.9 | |
| 42866 isogroup8651,0.1 | |
| 42867 isogroup8652,-4.5 | |
| 42868 isogroup8653,0.9 | |
| 42869 isogroup8654,-0.3 | |
| 42870 isogroup8655,-2.6 | |
| 42871 isogroup8656,-0.1 | |
| 42872 isogroup8657,0.3 | |
| 42873 isogroup8658,-0.5 | |
| 42874 isogroup8659,0 | |
| 42875 isogroup866,1.3 | |
| 42876 isogroup8660,-0.2 | |
| 42877 isogroup8661,0.3 | |
| 42878 isogroup8662,4.3 | |
| 42879 isogroup8663,-0.1 | |
| 42880 isogroup8664,0.9 | |
| 42881 isogroup8665,-1.1 | |
| 42882 isogroup8666,3.2 | |
| 42883 isogroup8667,2.8 | |
| 42884 isogroup8668,0.9 | |
| 42885 isogroup8669,0.6 | |
| 42886 isogroup867,2.6 | |
| 42887 isogroup8670,0.1 | |
| 42888 isogroup8671,-4.2 | |
| 42889 isogroup8672,0.2 | |
| 42890 isogroup8673,0 | |
| 42891 isogroup8674,1.3 | |
| 42892 isogroup8675,-1.6 | |
| 42893 isogroup8676,-0.1 | |
| 42894 isogroup8677,-0.1 | |
| 42895 isogroup8678,3.1 | |
| 42896 isogroup8679,-2.4 | |
| 42897 isogroup868,0.4 | |
| 42898 isogroup8680,2.8 | |
| 42899 isogroup8681,1.1 | |
| 42900 isogroup8682,0.8 | |
| 42901 isogroup8683,2 | |
| 42902 isogroup8684,7.9 | |
| 42903 isogroup8685,-0.7 | |
| 42904 isogroup8686,-0.4 | |
| 42905 isogroup8687,3.3 | |
| 42906 isogroup8688,-0.4 | |
| 42907 isogroup8689,0.4 | |
| 42908 isogroup869,2.1 | |
| 42909 isogroup8690,-0.1 | |
| 42910 isogroup8691,0 | |
| 42911 isogroup8692,-1.2 | |
| 42912 isogroup8693,1 | |
| 42913 isogroup8694,3.1 | |
| 42914 isogroup8695,-0.2 | |
| 42915 isogroup8696,-7.9 | |
| 42916 isogroup8697,0 | |
| 42917 isogroup8698,1.6 | |
| 42918 isogroup8699,-0.2 | |
| 42919 isogroup87,-0.7 | |
| 42920 isogroup870,0.3 | |
| 42921 isogroup8700,0.1 | |
| 42922 isogroup8701,-0.2 | |
| 42923 isogroup8702,0.4 | |
| 42924 isogroup8703,0.9 | |
| 42925 isogroup8704,0 | |
| 42926 isogroup8705,0.3 | |
| 42927 isogroup8706,0.4 | |
| 42928 isogroup8707,1.4 | |
| 42929 isogroup8708,0 | |
| 42930 isogroup8709,-2.1 | |
| 42931 isogroup871,0.3 | |
| 42932 isogroup8710,2.1 | |
| 42933 isogroup8711,-0.6 | |
| 42934 isogroup8712,-0.5 | |
| 42935 isogroup8713,-0.2 | |
| 42936 isogroup8714,5.5 | |
| 42937 isogroup8715,-1.8 | |
| 42938 isogroup8716,1 | |
| 42939 isogroup8717,-1.3 | |
| 42940 isogroup8718,-4.3 | |
| 42941 isogroup8719,0.3 | |
| 42942 isogroup872,-0.5 | |
| 42943 isogroup8720,0.8 | |
| 42944 isogroup8721,-0.5 | |
| 42945 isogroup8722,0.5 | |
| 42946 isogroup8723,0.1 | |
| 42947 isogroup8724,0.2 | |
| 42948 isogroup8725,-0.1 | |
| 42949 isogroup8726,2.1 | |
| 42950 isogroup8727,1 | |
| 42951 isogroup8728.1,0.2 | |
| 42952 isogroup8729,-0.2 | |
| 42953 isogroup873,0.2 | |
| 42954 isogroup8730,-1.6 | |
| 42955 isogroup8731,0.2 | |
| 42956 isogroup8732,-0.3 | |
| 42957 isogroup8733,-2.1 | |
| 42958 isogroup8734,0 | |
| 42959 isogroup8735,0.2 | |
| 42960 isogroup8736,-1.1 | |
| 42961 isogroup8737,0.2 | |
| 42962 isogroup8738,-0.2 | |
| 42963 isogroup8739,-3.2 | |
| 42964 isogroup874,7.6 | |
| 42965 isogroup8740,0.2 | |
| 42966 isogroup8741,1.1 | |
| 42967 isogroup8742,-0.3 | |
| 42968 isogroup8743,-9.8 | |
| 42969 isogroup8744,3.6 | |
| 42970 isogroup8745,0.3 | |
| 42971 isogroup8746,1.2 | |
| 42972 isogroup8747,-3.5 | |
| 42973 isogroup8748,0.6 | |
| 42974 isogroup8749,-1.1 | |
| 42975 isogroup875,-1.6 | |
| 42976 isogroup8750,1.8 | |
| 42977 isogroup8751,1.5 | |
| 42978 isogroup8752,-1.6 | |
| 42979 isogroup8753,0.8 | |
| 42980 isogroup8754,0.6 | |
| 42981 isogroup8755,0.8 | |
| 42982 isogroup8756,-0.1 | |
| 42983 isogroup8757,-0.5 | |
| 42984 isogroup8758,0.7 | |
| 42985 isogroup8759,-3.2 | |
| 42986 isogroup876,8.4 | |
| 42987 isogroup8760,0.2 | |
| 42988 isogroup8761,-10 | |
| 42989 isogroup8762,1.6 | |
| 42990 isogroup8763,0.5 | |
| 42991 isogroup8764,-9.7 | |
| 42992 isogroup8765,-2.2 | |
| 42993 isogroup8766,1.5 | |
| 42994 isogroup8767,-1 | |
| 42995 isogroup8768,-0.1 | |
| 42996 isogroup8769,1 | |
| 42997 isogroup877,1.2 | |
| 42998 isogroup8770,-0.1 | |
| 42999 isogroup8771,0.3 | |
| 43000 isogroup8772,0.5 | |
| 43001 isogroup8773,-0.4 | |
| 43002 isogroup8774,1.7 | |
| 43003 isogroup8775,0.2 | |
| 43004 isogroup8776,0.9 | |
| 43005 isogroup8777,0.2 | |
| 43006 isogroup8778,0.8 | |
| 43007 isogroup8779,0.3 | |
| 43008 isogroup878,1.2 | |
| 43009 isogroup8780,-0.9 | |
| 43010 isogroup8781,0.7 | |
| 43011 isogroup8782,2.2 | |
| 43012 isogroup8783,0.4 | |
| 43013 isogroup8784,-0.5 | |
| 43014 isogroup8785,0.8 | |
| 43015 isogroup8786,0.1 | |
| 43016 isogroup8787,-3.4 | |
| 43017 isogroup8788,-0.1 | |
| 43018 isogroup8789,-9.5 | |
| 43019 isogroup879,0 | |
| 43020 isogroup8790,-0.1 | |
| 43021 isogroup8791,0.8 | |
| 43022 isogroup8792,0.4 | |
| 43023 isogroup8793,0.2 | |
| 43024 isogroup8794,-0.7 | |
| 43025 isogroup8795,1.5 | |
| 43026 isogroup8796,-0.2 | |
| 43027 isogroup8797,-1.9 | |
| 43028 isogroup8798,-0.5 | |
| 43029 isogroup8799,1.3 | |
| 43030 isogroup88,0.5 | |
| 43031 isogroup880,0.7 | |
| 43032 isogroup8800,-0.3 | |
| 43033 isogroup8801,-0.2 | |
| 43034 isogroup8802,0.6 | |
| 43035 isogroup8803,4.4 | |
| 43036 isogroup8804,0.1 | |
| 43037 isogroup8805,0.5 | |
| 43038 isogroup8806,3.5 | |
| 43039 isogroup8807,-3.6 | |
| 43040 isogroup8808,0.8 | |
| 43041 isogroup8809,-0.5 | |
| 43042 isogroup881,-0.4 | |
| 43043 isogroup8810,0.6 | |
| 43044 isogroup8811,-0.1 | |
| 43045 isogroup8812,0.5 | |
| 43046 isogroup8813,0.1 | |
| 43047 isogroup8814,-1 | |
| 43048 isogroup8815,0.3 | |
| 43049 isogroup8816,1 | |
| 43050 isogroup8817,0.2 | |
| 43051 isogroup8818,0.6 | |
| 43052 isogroup8819,0 | |
| 43053 isogroup882,5 | |
| 43054 isogroup8820,0.8 | |
| 43055 isogroup8821,0.1 | |
| 43056 isogroup8822,-1.3 | |
| 43057 isogroup8823,-2.6 | |
| 43058 isogroup8824,-0.7 | |
| 43059 isogroup8825,-1 | |
| 43060 isogroup8825.1,0.5 | |
| 43061 isogroup8826,0.7 | |
| 43062 isogroup8827,-0.1 | |
| 43063 isogroup8828,0.2 | |
| 43064 isogroup8829,0.8 | |
| 43065 isogroup883,0.8 | |
| 43066 isogroup8830,2.1 | |
| 43067 isogroup8831,1.3 | |
| 43068 isogroup8832,1.4 | |
| 43069 isogroup8833,-0.4 | |
| 43070 isogroup8834,-0.9 | |
| 43071 isogroup8835,-0.6 | |
| 43072 isogroup8836,-3.1 | |
| 43073 isogroup8837,0.3 | |
| 43074 isogroup8838,-0.8 | |
| 43075 isogroup8838.1,0.7 | |
| 43076 isogroup8839,0.5 | |
| 43077 isogroup884,0.4 | |
| 43078 isogroup8840,0 | |
| 43079 isogroup8841,0 | |
| 43080 isogroup8842,-0.2 | |
| 43081 isogroup8843,0.1 | |
| 43082 isogroup8844,-0.5 | |
| 43083 isogroup8845,2.4 | |
| 43084 isogroup8846,0.3 | |
| 43085 isogroup8847,1 | |
| 43086 isogroup8848,0.3 | |
| 43087 isogroup8849,-0.4 | |
| 43088 isogroup885,1.2 | |
| 43089 isogroup8850,0 | |
| 43090 isogroup8851,-2.3 | |
| 43091 isogroup8852,0.2 | |
| 43092 isogroup8853,3.5 | |
| 43093 isogroup8854,7.1 | |
| 43094 isogroup8855,-0.1 | |
| 43095 isogroup8856,2.8 | |
| 43096 isogroup8857,1 | |
| 43097 isogroup8859,0.2 | |
| 43098 isogroup8859.1,0.1 | |
| 43099 isogroup886,1.3 | |
| 43100 isogroup8860,0.5 | |
| 43101 isogroup8861,0.2 | |
| 43102 isogroup8862,-5.8 | |
| 43103 isogroup8863,-2.3 | |
| 43104 isogroup8864,-0.1 | |
| 43105 isogroup8865,-0.1 | |
| 43106 isogroup8866,-10 | |
| 43107 isogroup8867,0.5 | |
| 43108 isogroup8868,0.2 | |
| 43109 isogroup8869,-0.7 | |
| 43110 isogroup887,3.8 | |
| 43111 isogroup8870,-0.7 | |
| 43112 isogroup8871,-0.1 | |
| 43113 isogroup8872,0.8 | |
| 43114 isogroup8873,-1 | |
| 43115 isogroup8874,0.3 | |
| 43116 isogroup8875,0.8 | |
| 43117 isogroup8876,0.6 | |
| 43118 isogroup8877,-0.5 | |
| 43119 isogroup8878,1.3 | |
| 43120 isogroup8879,1.3 | |
| 43121 isogroup888,4.2 | |
| 43122 isogroup8880,-0.5 | |
| 43123 isogroup8881,10 | |
| 43124 isogroup8882,-0.3 | |
| 43125 isogroup8883,-10 | |
| 43126 isogroup8884,0.8 | |
| 43127 isogroup8885,-0.1 | |
| 43128 isogroup8886,-0.1 | |
| 43129 isogroup8887,-0.1 | |
| 43130 isogroup8888,0.3 | |
| 43131 isogroup8889,-0.6 | |
| 43132 isogroup889,0.6 | |
| 43133 isogroup8890,-0.7 | |
| 43134 isogroup8891,3.1 | |
| 43135 isogroup8892,-0.9 | |
| 43136 isogroup8893,0 | |
| 43137 isogroup8894,0.5 | |
| 43138 isogroup8895,0.2 | |
| 43139 isogroup8896,-1.2 | |
| 43140 isogroup8897,0.4 | |
| 43141 isogroup8898,0 | |
| 43142 isogroup8899,0.8 | |
| 43143 isogroup89,2.3 | |
| 43144 isogroup890,-0.3 | |
| 43145 isogroup8900,5.4 | |
| 43146 isogroup8901,1.2 | |
| 43147 isogroup8902,0.4 | |
| 43148 isogroup8903,0.4 | |
| 43149 isogroup8904,-0.1 | |
| 43150 isogroup8905,0 | |
| 43151 isogroup8906,-4.5 | |
| 43152 isogroup8907,1.1 | |
| 43153 isogroup8908,0.3 | |
| 43154 isogroup8909,3.9 | |
| 43155 isogroup891,0.9 | |
| 43156 isogroup8910,-0.1 | |
| 43157 isogroup8911,1.1 | |
| 43158 isogroup8912,1.6 | |
| 43159 isogroup8913,-1.9 | |
| 43160 isogroup8914,4 | |
| 43161 isogroup8915,2.4 | |
| 43162 isogroup8916,-0.6 | |
| 43163 isogroup8917,0 | |
| 43164 isogroup8918,2.1 | |
| 43165 isogroup8919,1.6 | |
| 43166 isogroup892,1.3 | |
| 43167 isogroup8920,-10 | |
| 43168 isogroup8921,0 | |
| 43169 isogroup8922,9 | |
| 43170 isogroup8923,0.5 | |
| 43171 isogroup8924,0.3 | |
| 43172 isogroup8925,-0.2 | |
| 43173 isogroup8926,2.4 | |
| 43174 isogroup8927,7 | |
| 43175 isogroup8929,1.5 | |
| 43176 isogroup8929.1,0.2 | |
| 43177 isogroup893,10 | |
| 43178 isogroup8930,1.8 | |
| 43179 isogroup8931,-0.4 | |
| 43180 isogroup8932,0.5 | |
| 43181 isogroup8933,-0.4 | |
| 43182 isogroup8934,1.4 | |
| 43183 isogroup8935,-0.8 | |
| 43184 isogroup8936,0.3 | |
| 43185 isogroup8937,-0.5 | |
| 43186 isogroup8938,0.2 | |
| 43187 isogroup8939,-2.9 | |
| 43188 isogroup894,-0.4 | |
| 43189 isogroup8940,-0.8 | |
| 43190 isogroup8941,-3.2 | |
| 43191 isogroup8942,-0.1 | |
| 43192 isogroup8943,0 | |
| 43193 isogroup8944,2.3 | |
| 43194 isogroup8945,0.8 | |
| 43195 isogroup8946,1.1 | |
| 43196 isogroup8947,0.1 | |
| 43197 isogroup8948,0.5 | |
| 43198 isogroup8949,0.4 | |
| 43199 isogroup895,3.9 | |
| 43200 isogroup8950,-0.1 | |
| 43201 isogroup8951,2.1 | |
| 43202 isogroup8952,0.4 | |
| 43203 isogroup8953,-0.9 | |
| 43204 isogroup8954,0.7 | |
| 43205 isogroup8955,-0.4 | |
| 43206 isogroup8956,-10 | |
| 43207 isogroup8957,0.8 | |
| 43208 isogroup8958,0.8 | |
| 43209 isogroup8959,-1.8 | |
| 43210 isogroup896,8.2 | |
| 43211 isogroup8960,1.3 | |
| 43212 isogroup8961,-0.3 | |
| 43213 isogroup8962,-0.4 | |
| 43214 isogroup8963,-3.2 | |
| 43215 isogroup8964,-0.5 | |
| 43216 isogroup8965,0.2 | |
| 43217 isogroup8966,-0.1 | |
| 43218 isogroup8967,-0.7 | |
| 43219 isogroup8968,3.5 | |
| 43220 isogroup8969,0.3 | |
| 43221 isogroup897,3.9 | |
| 43222 isogroup8970,-2.8 | |
| 43223 isogroup8971,-0.5 | |
| 43224 isogroup8972,0.2 | |
| 43225 isogroup8973,-1.8 | |
| 43226 isogroup8974,-2.2 | |
| 43227 isogroup8975,-0.6 | |
| 43228 isogroup8976,-0.1 | |
| 43229 isogroup8977,1 | |
| 43230 isogroup8978,0 | |
| 43231 isogroup8979,-0.6 | |
| 43232 isogroup898,0.4 | |
| 43233 isogroup8980,0.3 | |
| 43234 isogroup8981,-1.8 | |
| 43235 isogroup8982,0.1 | |
| 43236 isogroup8983,0.4 | |
| 43237 isogroup8984,-1.3 | |
| 43238 isogroup8985,-10 | |
| 43239 isogroup8986,-0.2 | |
| 43240 isogroup8987,0.2 | |
| 43241 isogroup8988,1.4 | |
| 43242 isogroup8989,-0.5 | |
| 43243 isogroup899,0 | |
| 43244 isogroup8990,-1.7 | |
| 43245 isogroup8991,-0.1 | |
| 43246 isogroup8992,0.9 | |
| 43247 isogroup8993,0.3 | |
| 43248 isogroup8994,0.3 | |
| 43249 isogroup8995,0.8 | |
| 43250 isogroup8996,-4.6 | |
| 43251 isogroup8997,-0.1 | |
| 43252 isogroup8998,0.5 | |
| 43253 isogroup8999,-0.7 | |
| 43254 isogroup9,1.7 | |
| 43255 isogroup90,6.6 | |
| 43256 isogroup900,1.3 | |
| 43257 isogroup9000,1.1 | |
| 43258 isogroup900018,-3.5 | |
| 43259 isogroup9001,3.6 | |
| 43260 isogroup9002,1.2 | |
| 43261 isogroup900278,3.7 | |
| 43262 isogroup9003,-0.1 | |
| 43263 isogroup9004,-0.1 | |
| 43264 isogroup9005,2.7 | |
| 43265 isogroup9006,0.3 | |
| 43266 isogroup9007,-1.9 | |
| 43267 isogroup9008,0.1 | |
| 43268 isogroup9009,-0.3 | |
| 43269 isogroup901,5.5 | |
| 43270 isogroup9010,1 | |
| 43271 isogroup9011,0.1 | |
| 43272 isogroup9012,1.3 | |
| 43273 isogroup9013,-0.3 | |
| 43274 isogroup9014,-0.1 | |
| 43275 isogroup9015,-3.3 | |
| 43276 isogroup9016,1.3 | |
| 43277 isogroup9017,0 | |
| 43278 isogroup9018,1 | |
| 43279 isogroup9019,7 | |
| 43280 isogroup902,0.2 | |
| 43281 isogroup9020,-0.5 | |
| 43282 isogroup9021,-0.2 | |
| 43283 isogroup9022,-10 | |
| 43284 isogroup9023,-0.8 | |
| 43285 isogroup9024,-0.6 | |
| 43286 isogroup9025,0 | |
| 43287 isogroup9026,1 | |
| 43288 isogroup9027,0 | |
| 43289 isogroup9028,-0.2 | |
| 43290 isogroup9029,0.1 | |
| 43291 isogroup903,2.7 | |
| 43292 isogroup9030,0.4 | |
| 43293 isogroup9031,1 | |
| 43294 isogroup9032,-6.6 | |
| 43295 isogroup9033,0.3 | |
| 43296 isogroup9034,-0.8 | |
| 43297 isogroup9035,0.9 | |
| 43298 isogroup9036,-0.4 | |
| 43299 isogroup9037,-0.7 | |
| 43300 isogroup9038,0.2 | |
| 43301 isogroup9039,-2.3 | |
| 43302 isogroup904,0.8 | |
| 43303 isogroup9040,1 | |
| 43304 isogroup9041,1.6 | |
| 43305 isogroup9042,2.1 | |
| 43306 isogroup9043,0.2 | |
| 43307 isogroup9044,-0.2 | |
| 43308 isogroup9045,-3.2 | |
| 43309 isogroup9046,10 | |
| 43310 isogroup9047,-0.2 | |
| 43311 isogroup9048,0.3 | |
| 43312 isogroup9049,-0.1 | |
| 43313 isogroup905,0.4 | |
| 43314 isogroup9050,-0.8 | |
| 43315 isogroup9051,-1.8 | |
| 43316 isogroup9052,0.3 | |
| 43317 isogroup9052.1,-10 | |
| 43318 isogroup9053,0.2 | |
| 43319 isogroup9054,-1.2 | |
| 43320 isogroup9055,-0.1 | |
| 43321 isogroup9056,0.3 | |
| 43322 isogroup9057,-4.4 | |
| 43323 isogroup905728,1.4 | |
| 43324 isogroup9058,0.1 | |
| 43325 isogroup9059,0 | |
| 43326 isogroup906,3.9 | |
| 43327 isogroup9060,-0.4 | |
| 43328 isogroup9061,1.5 | |
| 43329 isogroup9062,-0.2 | |
| 43330 isogroup9063,-1.3 | |
| 43331 isogroup9064,2.8 | |
| 43332 isogroup9065,-2.3 | |
| 43333 isogroup9066,-8.9 | |
| 43334 isogroup9067,0.1 | |
| 43335 isogroup9068,0 | |
| 43336 isogroup9069,0.1 | |
| 43337 isogroup9069.1,0 | |
| 43338 isogroup907,-0.2 | |
| 43339 isogroup9070,-0.2 | |
| 43340 isogroup9071,0.4 | |
| 43341 isogroup9072,0 | |
| 43342 isogroup9073,-0.1 | |
| 43343 isogroup9074,-1 | |
| 43344 isogroup9075,-0.3 | |
| 43345 isogroup9076,0.3 | |
| 43346 isogroup9077,2.4 | |
| 43347 isogroup9078,0 | |
| 43348 isogroup9079,-0.6 | |
| 43349 isogroup908,1 | |
| 43350 isogroup9080,0 | |
| 43351 isogroup9081,0.2 | |
| 43352 isogroup9082,-2.1 | |
| 43353 isogroup9083,0 | |
| 43354 isogroup9084,1.2 | |
| 43355 isogroup9085,0.2 | |
| 43356 isogroup908541,0.1 | |
| 43357 isogroup9086,0.3 | |
| 43358 isogroup9087,1.7 | |
| 43359 isogroup9088,0.5 | |
| 43360 isogroup9089,-1.8 | |
| 43361 isogroup909,0.1 | |
| 43362 isogroup9090,0.5 | |
| 43363 isogroup9091,1.9 | |
| 43364 isogroup9092,-0.9 | |
| 43365 isogroup9093,0.8 | |
| 43366 isogroup9094,0 | |
| 43367 isogroup9095,-1.5 | |
| 43368 isogroup9096,0.4 | |
| 43369 isogroup9097,-2.4 | |
| 43370 isogroup9097.1,-1 | |
| 43371 isogroup9098,0.6 | |
| 43372 isogroup9099,1.9 | |
| 43373 isogroup91,2.4 | |
| 43374 isogroup910,0.6 | |
| 43375 isogroup9100,0.6 | |
| 43376 isogroup9101,-0.7 | |
| 43377 isogroup9102,-0.5 | |
| 43378 isogroup9103,-1.1 | |
| 43379 isogroup9104,-0.8 | |
| 43380 isogroup9105,-1 | |
| 43381 isogroup9106,0.3 | |
| 43382 isogroup9107,-0.2 | |
| 43383 isogroup9108,-1.9 | |
| 43384 isogroup9109,-1.5 | |
| 43385 isogroup911,0 | |
| 43386 isogroup9110,0 | |
| 43387 isogroup9111,1.5 | |
| 43388 isogroup9112,0.6 | |
| 43389 isogroup9113,0 | |
| 43390 isogroup9114,0.4 | |
| 43391 isogroup9115,-0.3 | |
| 43392 isogroup9116,-10 | |
| 43393 isogroup9117,0.1 | |
| 43394 isogroup9118,-1.5 | |
| 43395 isogroup9119,0.8 | |
| 43396 isogroup912,-0.4 | |
| 43397 isogroup9120,0.1 | |
| 43398 isogroup9121,-0.7 | |
| 43399 isogroup9122,1.1 | |
| 43400 isogroup9123,0.3 | |
| 43401 isogroup9124,1.3 | |
| 43402 isogroup9125,2.1 | |
| 43403 isogroup9126,-1.1 | |
| 43404 isogroup9127,-10 | |
| 43405 isogroup9128,0.1 | |
| 43406 isogroup9129,-0.2 | |
| 43407 isogroup913,1.4 | |
| 43408 isogroup9130,-5 | |
| 43409 isogroup9131,-0.1 | |
| 43410 isogroup9132,1.9 | |
| 43411 isogroup9133,0.5 | |
| 43412 isogroup9134,0.6 | |
| 43413 isogroup9136,-1.1 | |
| 43414 isogroup9137,0 | |
| 43415 isogroup9138,0.9 | |
| 43416 isogroup9139,2 | |
| 43417 isogroup914,0.3 | |
| 43418 isogroup9140,-3.4 | |
| 43419 isogroup9141,-0.7 | |
| 43420 isogroup9142,2.8 | |
| 43421 isogroup9143,0.3 | |
| 43422 isogroup9144,0 | |
| 43423 isogroup9145,0 | |
| 43424 isogroup9146,4.6 | |
| 43425 isogroup9147,-0.7 | |
| 43426 isogroup9148,-0.1 | |
| 43427 isogroup9149,-3.3 | |
| 43428 isogroup915,0.3 | |
| 43429 isogroup9150,-0.2 | |
| 43430 isogroup9151,2.1 | |
| 43431 isogroup9152,-0.2 | |
| 43432 isogroup9153,0.1 | |
| 43433 isogroup9154,0.7 | |
| 43434 isogroup9155,1.3 | |
| 43435 isogroup9156,0.3 | |
| 43436 isogroup9157,0.3 | |
| 43437 isogroup9158,-0.5 | |
| 43438 isogroup9159,-0.2 | |
| 43439 isogroup916,0.1 | |
| 43440 isogroup916.1,6.3 | |
| 43441 isogroup9160,0.3 | |
| 43442 isogroup9161,0.6 | |
| 43443 isogroup9162,0.5 | |
| 43444 isogroup9163,0.2 | |
| 43445 isogroup9164,-2.3 | |
| 43446 isogroup9165,-0.4 | |
| 43447 isogroup9166,0.3 | |
| 43448 isogroup9167,6.1 | |
| 43449 isogroup9168,1.6 | |
| 43450 isogroup9169,-0.3 | |
| 43451 isogroup917,0.6 | |
| 43452 isogroup9170,-1.3 | |
| 43453 isogroup9171,0.5 | |
| 43454 isogroup9172,0.4 | |
| 43455 isogroup9173,-0.7 | |
| 43456 isogroup9174,2.4 | |
| 43457 isogroup9175,-0.2 | |
| 43458 isogroup9176,0.3 | |
| 43459 isogroup9177,2.3 | |
| 43460 isogroup9178,2.6 | |
| 43461 isogroup9179,0.2 | |
| 43462 isogroup918,-0.3 | |
| 43463 isogroup9180,-3.8 | |
| 43464 isogroup9181,-1.5 | |
| 43465 isogroup9182,-5.4 | |
| 43466 isogroup9183,0.6 | |
| 43467 isogroup9184,0.7 | |
| 43468 isogroup9185,-5.2 | |
| 43469 isogroup9186,0.3 | |
| 43470 isogroup9187,-3.2 | |
| 43471 isogroup9188,-1.7 | |
| 43472 isogroup9189,0.4 | |
| 43473 isogroup919,0.7 | |
| 43474 isogroup9190,0 | |
| 43475 isogroup9191,-0.3 | |
| 43476 isogroup9192,1.6 | |
| 43477 isogroup9193,-4.2 | |
| 43478 isogroup9194,0 | |
| 43479 isogroup9195,-1 | |
| 43480 isogroup9196,0.2 | |
| 43481 isogroup9197,-4.3 | |
| 43482 isogroup9198,2.4 | |
| 43483 isogroup9199,-0.5 | |
| 43484 isogroup92,1.7 | |
| 43485 isogroup920,0.3 | |
| 43486 isogroup9200,-0.5 | |
| 43487 isogroup9201,0.6 | |
| 43488 isogroup9202,-0.2 | |
| 43489 isogroup9203,0.5 | |
| 43490 isogroup9204,0.9 | |
| 43491 isogroup9205,0.5 | |
| 43492 isogroup9206,0 | |
| 43493 isogroup9207,-0.9 | |
| 43494 isogroup9208,0 | |
| 43495 isogroup9209,-0.3 | |
| 43496 isogroup921,0 | |
| 43497 isogroup9210,-0.9 | |
| 43498 isogroup9211,1.8 | |
| 43499 isogroup9212,-0.1 | |
| 43500 isogroup9213,-0.4 | |
| 43501 isogroup9214,-2.1 | |
| 43502 isogroup9215,-0.7 | |
| 43503 isogroup9216,0.2 | |
| 43504 isogroup9217,6.5 | |
| 43505 isogroup9218,1.3 | |
| 43506 isogroup9219,0.1 | |
| 43507 isogroup922,-0.1 | |
| 43508 isogroup9220,-4.6 | |
| 43509 isogroup9221,0.1 | |
| 43510 isogroup9222,-2.9 | |
| 43511 isogroup9224,1.2 | |
| 43512 isogroup9225,-0.8 | |
| 43513 isogroup9226,0.3 | |
| 43514 isogroup9227,-0.3 | |
| 43515 isogroup9228,0 | |
| 43516 isogroup9228.1,-0.1 | |
| 43517 isogroup9229,-4.8 | |
| 43518 isogroup923,0.4 | |
| 43519 isogroup9230,0 | |
| 43520 isogroup9231,0 | |
| 43521 isogroup9232,0.1 | |
| 43522 isogroup9233,-0.5 | |
| 43523 isogroup9234,0.4 | |
| 43524 isogroup9235,0.1 | |
| 43525 isogroup9236,3.7 | |
| 43526 isogroup9237,0 | |
| 43527 isogroup9238,-9.9 | |
| 43528 isogroup9239,-1.6 | |
| 43529 isogroup924,-0.4 | |
| 43530 isogroup9241,-0.1 | |
| 43531 isogroup9242,2 | |
| 43532 isogroup9243,1 | |
| 43533 isogroup9244,0.9 | |
| 43534 isogroup9245,0.7 | |
| 43535 isogroup9246,0.2 | |
| 43536 isogroup9247,0.1 | |
| 43537 isogroup9248,0 | |
| 43538 isogroup9249,0.1 | |
| 43539 isogroup925,-0.6 | |
| 43540 isogroup9250,-0.4 | |
| 43541 isogroup9251,0.6 | |
| 43542 isogroup9252,0.4 | |
| 43543 isogroup9253,-6.6 | |
| 43544 isogroup9254,0.4 | |
| 43545 isogroup9255,0.1 | |
| 43546 isogroup9256,-9.7 | |
| 43547 isogroup9257,0.1 | |
| 43548 isogroup9258,0.3 | |
| 43549 isogroup9259,0.6 | |
| 43550 isogroup926,3.8 | |
| 43551 isogroup9260,2.6 | |
| 43552 isogroup9261,-5.1 | |
| 43553 isogroup9262,0.3 | |
| 43554 isogroup9263,-7.3 | |
| 43555 isogroup9264,1.9 | |
| 43556 isogroup9265,0 | |
| 43557 isogroup9266,0.2 | |
| 43558 isogroup9267,2.1 | |
| 43559 isogroup9268,-0.1 | |
| 43560 isogroup9269,-0.6 | |
| 43561 isogroup927,1.5 | |
| 43562 isogroup9270,0.4 | |
| 43563 isogroup9271,0.6 | |
| 43564 isogroup9272,0.3 | |
| 43565 isogroup9273,-0.3 | |
| 43566 isogroup9275,-0.8 | |
| 43567 isogroup9276,5.6 | |
| 43568 isogroup9277,-0.4 | |
| 43569 isogroup9278,4.1 | |
| 43570 isogroup9279,0.1 | |
| 43571 isogroup928,0.5 | |
| 43572 isogroup9280,0.5 | |
| 43573 isogroup9281,1.2 | |
| 43574 isogroup9282,0.9 | |
| 43575 isogroup9283,1.4 | |
| 43576 isogroup9284,0.2 | |
| 43577 isogroup9285,0 | |
| 43578 isogroup9286,-0.1 | |
| 43579 isogroup9287,-1.1 | |
| 43580 isogroup9288,1.1 | |
| 43581 isogroup9289,1.3 | |
| 43582 isogroup929,0.9 | |
| 43583 isogroup9290,0.9 | |
| 43584 isogroup9291,0.6 | |
| 43585 isogroup9292,0.6 | |
| 43586 isogroup9293,-3.5 | |
| 43587 isogroup9294,-0.2 | |
| 43588 isogroup9295,-2.7 | |
| 43589 isogroup9296,-0.4 | |
| 43590 isogroup9297,0.4 | |
| 43591 isogroup9298,0.2 | |
| 43592 isogroup9299,-1.1 | |
| 43593 isogroup93,1.9 | |
| 43594 isogroup930,1.3 | |
| 43595 isogroup9300,-1.2 | |
| 43596 isogroup9301,0.1 | |
| 43597 isogroup9302,-2.8 | |
| 43598 isogroup9303,-0.1 | |
| 43599 isogroup9304,3.1 | |
| 43600 isogroup9305,0.6 | |
| 43601 isogroup9306,0.2 | |
| 43602 isogroup9307,0.1 | |
| 43603 isogroup9308,-0.4 | |
| 43604 isogroup9309,1.3 | |
| 43605 isogroup931,0.1 | |
| 43606 isogroup9310,-0.8 | |
| 43607 isogroup9311,-0.3 | |
| 43608 isogroup9312,-0.6 | |
| 43609 isogroup9313,0.1 | |
| 43610 isogroup9314,1.6 | |
| 43611 isogroup9315,-2.7 | |
| 43612 isogroup9316,3.3 | |
| 43613 isogroup9317.1,0.5 | |
| 43614 isogroup9318,0 | |
| 43615 isogroup9319,0.4 | |
| 43616 isogroup932,3 | |
| 43617 isogroup9320,0.2 | |
| 43618 isogroup9321,2.2 | |
| 43619 isogroup9322,1.6 | |
| 43620 isogroup9323,-0.3 | |
| 43621 isogroup9324,-0.3 | |
| 43622 isogroup9325,4.9 | |
| 43623 isogroup9326,1.1 | |
| 43624 isogroup9327,0 | |
| 43625 isogroup9328,-1.5 | |
| 43626 isogroup9329,-0.3 | |
| 43627 isogroup933,4.6 | |
| 43628 isogroup9330,1.6 | |
| 43629 isogroup9331,0 | |
| 43630 isogroup9332,0.4 | |
| 43631 isogroup9333,0.7 | |
| 43632 isogroup9334,-0.3 | |
| 43633 isogroup9336,0 | |
| 43634 isogroup9337,0.4 | |
| 43635 isogroup9338,-0.1 | |
| 43636 isogroup9339,-2.1 | |
| 43637 isogroup934,1.8 | |
| 43638 isogroup9340,-0.1 | |
| 43639 isogroup9341,-1 | |
| 43640 isogroup9342,0.9 | |
| 43641 isogroup9344,0 | |
| 43642 isogroup9346,-0.8 | |
| 43643 isogroup9347,-1.6 | |
| 43644 isogroup9348,1 | |
| 43645 isogroup9349,-2.2 | |
| 43646 isogroup935,1 | |
| 43647 isogroup9350,0.3 | |
| 43648 isogroup9351,6 | |
| 43649 isogroup9352,-0.9 | |
| 43650 isogroup9353,0.5 | |
| 43651 isogroup9354,-0.2 | |
| 43652 isogroup9355,0.5 | |
| 43653 isogroup9356,-10 | |
| 43654 isogroup9357,3.3 | |
| 43655 isogroup9358,0.1 | |
| 43656 isogroup9359,0.2 | |
| 43657 isogroup936,0.3 | |
| 43658 isogroup9360,-0.2 | |
| 43659 isogroup9361,0.2 | |
| 43660 isogroup9362,1.9 | |
| 43661 isogroup9363,1.3 | |
| 43662 isogroup9364,-0.3 | |
| 43663 isogroup9365,-10 | |
| 43664 isogroup9366,-0.5 | |
| 43665 isogroup9367,0.9 | |
| 43666 isogroup9368,0.3 | |
| 43667 isogroup9369,0.9 | |
| 43668 isogroup9369.1,1.9 | |
| 43669 isogroup937,-0.2 | |
| 43670 isogroup9370,-0.4 | |
| 43671 isogroup9371,0.4 | |
| 43672 isogroup9372,-10 | |
| 43673 isogroup9373,0.1 | |
| 43674 isogroup9374,0.5 | |
| 43675 isogroup9375,1.2 | |
| 43676 isogroup9376,0.1 | |
| 43677 isogroup9377,-0.2 | |
| 43678 isogroup9378,0.7 | |
| 43679 isogroup9379,0 | |
| 43680 isogroup938,0.8 | |
| 43681 isogroup9380,1.3 | |
| 43682 isogroup9381,-0.1 | |
| 43683 isogroup9382,-1.3 | |
| 43684 isogroup9383,-0.6 | |
| 43685 isogroup9384,2.9 | |
| 43686 isogroup9385,-0.2 | |
| 43687 isogroup9386,0.5 | |
| 43688 isogroup9387,-3.4 | |
| 43689 isogroup9388,-1.1 | |
| 43690 isogroup9389,0.3 | |
| 43691 isogroup939,5.8 | |
| 43692 isogroup9390,-0.5 | |
| 43693 isogroup9391,1 | |
| 43694 isogroup9392,-0.3 | |
| 43695 isogroup9393,-0.3 | |
| 43696 isogroup9394,0.7 | |
| 43697 isogroup9395,-3.2 | |
| 43698 isogroup9396,0.5 | |
| 43699 isogroup9397,0.2 | |
| 43700 isogroup9398,1.3 | |
| 43701 isogroup9399,-0.7 | |
| 43702 isogroup94,0.1 | |
| 43703 isogroup940,2.7 | |
| 43704 isogroup9400,0.6 | |
| 43705 isogroup9401,0.4 | |
| 43706 isogroup9402,-0.1 | |
| 43707 isogroup9403,-1.5 | |
| 43708 isogroup9404,0 | |
| 43709 isogroup9405,1.2 | |
| 43710 isogroup9406,0.7 | |
| 43711 isogroup9407,-0.9 | |
| 43712 isogroup9408,-0.1 | |
| 43713 isogroup9409,0.3 | |
| 43714 isogroup941,-1.2 | |
| 43715 isogroup9410,-0.8 | |
| 43716 isogroup9411,-0.5 | |
| 43717 isogroup9412,0.5 | |
| 43718 isogroup9412.1,-1.4 | |
| 43719 isogroup9413,-1.5 | |
| 43720 isogroup9414,3.1 | |
| 43721 isogroup9415,-0.7 | |
| 43722 isogroup9416,0.9 | |
| 43723 isogroup9417,-5.6 | |
| 43724 isogroup9418,2.7 | |
| 43725 isogroup9419,-3.2 | |
| 43726 isogroup942,-0.3 | |
| 43727 isogroup9420,0.7 | |
| 43728 isogroup9423,0.1 | |
| 43729 isogroup9424,0.2 | |
| 43730 isogroup9425,0.4 | |
| 43731 isogroup9426,-3.4 | |
| 43732 isogroup9427,0.1 | |
| 43733 isogroup9428,0.3 | |
| 43734 isogroup943,-6.7 | |
| 43735 isogroup9430,-1.6 | |
| 43736 isogroup9431,0.2 | |
| 43737 isogroup9432,4.7 | |
| 43738 isogroup9433,0.6 | |
| 43739 isogroup9434,0.5 | |
| 43740 isogroup9436,0.2 | |
| 43741 isogroup9437,1.4 | |
| 43742 isogroup9438,0.1 | |
| 43743 isogroup9439,1.5 | |
| 43744 isogroup944,0.6 | |
| 43745 isogroup9440,0.1 | |
| 43746 isogroup9441,-7.5 | |
| 43747 isogroup9442,2.6 | |
| 43748 isogroup9443,-8.5 | |
| 43749 isogroup9444,-0.4 | |
| 43750 isogroup9445,3.3 | |
| 43751 isogroup9446,1.5 | |
| 43752 isogroup9447,0.1 | |
| 43753 isogroup9448,0.3 | |
| 43754 isogroup9449,0 | |
| 43755 isogroup945,2 | |
| 43756 isogroup9450,-5.5 | |
| 43757 isogroup9451,0.1 | |
| 43758 isogroup9452,0 | |
| 43759 isogroup9453,-0.5 | |
| 43760 isogroup9454,0.5 | |
| 43761 isogroup9455,0 | |
| 43762 isogroup9456,0 | |
| 43763 isogroup9457,-0.9 | |
| 43764 isogroup9458,-0.3 | |
| 43765 isogroup9459,-2 | |
| 43766 isogroup946,0 | |
| 43767 isogroup9460,0.9 | |
| 43768 isogroup9461,0.4 | |
| 43769 isogroup9462,2.2 | |
| 43770 isogroup9463,0.5 | |
| 43771 isogroup9464,-2.9 | |
| 43772 isogroup9465,0.5 | |
| 43773 isogroup9466,0.7 | |
| 43774 isogroup9467,-0.4 | |
| 43775 isogroup9468,-0.1 | |
| 43776 isogroup9469,-1.4 | |
| 43777 isogroup947,0.2 | |
| 43778 isogroup9470,0 | |
| 43779 isogroup9471,2.7 | |
| 43780 isogroup9472,3.7 | |
| 43781 isogroup9473,-1 | |
| 43782 isogroup9474,0.4 | |
| 43783 isogroup9475,0.1 | |
| 43784 isogroup9476,1 | |
| 43785 isogroup9477,2.7 | |
| 43786 isogroup9478,-0.5 | |
| 43787 isogroup9479,0 | |
| 43788 isogroup948,2.7 | |
| 43789 isogroup9481,-0.7 | |
| 43790 isogroup9482,0 | |
| 43791 isogroup9483,0.8 | |
| 43792 isogroup9484,0.4 | |
| 43793 isogroup9485,-1.8 | |
| 43794 isogroup9486,0.7 | |
| 43795 isogroup9487,-0.2 | |
| 43796 isogroup9488,0.1 | |
| 43797 isogroup9489,2.5 | |
| 43798 isogroup949,3 | |
| 43799 isogroup9490,3.7 | |
| 43800 isogroup9491,1.1 | |
| 43801 isogroup9492,0.8 | |
| 43802 isogroup9493,-8.2 | |
| 43803 isogroup9494,-2.7 | |
| 43804 isogroup9495,0.1 | |
| 43805 isogroup9496,2.5 | |
| 43806 isogroup9497,0.6 | |
| 43807 isogroup9498,0.2 | |
| 43808 isogroup9499,-1.1 | |
| 43809 isogroup95,1.2 | |
| 43810 isogroup950,0.7 | |
| 43811 isogroup9500,0.5 | |
| 43812 isogroup9501,0.1 | |
| 43813 isogroup9502,-0.1 | |
| 43814 isogroup9503,0.9 | |
| 43815 isogroup9504,-0.2 | |
| 43816 isogroup9505,-0.5 | |
| 43817 isogroup9506,-3.7 | |
| 43818 isogroup9507,1.7 | |
| 43819 isogroup9508,-9.7 | |
| 43820 isogroup9509,-5.1 | |
| 43821 isogroup951,0.9 | |
| 43822 isogroup9510,0.5 | |
| 43823 isogroup9511,-1.9 | |
| 43824 isogroup9512,0.6 | |
| 43825 isogroup9513,-1.9 | |
| 43826 isogroup9514,-1.5 | |
| 43827 isogroup9515,-0.4 | |
| 43828 isogroup9516,-1.1 | |
| 43829 isogroup9517,0.5 | |
| 43830 isogroup9518,-10 | |
| 43831 isogroup9519,1.6 | |
| 43832 isogroup952,1.1 | |
| 43833 isogroup9520,0.2 | |
| 43834 isogroup9521,0.1 | |
| 43835 isogroup9522,0.1 | |
| 43836 isogroup9523,0.2 | |
| 43837 isogroup9524,-0.8 | |
| 43838 isogroup9525,1.7 | |
| 43839 isogroup9526,-0.2 | |
| 43840 isogroup9527,-3.1 | |
| 43841 isogroup9528,-0.4 | |
| 43842 isogroup9529,0.1 | |
| 43843 isogroup953,3.1 | |
| 43844 isogroup9530,-0.7 | |
| 43845 isogroup9531,0.8 | |
| 43846 isogroup9532,-0.6 | |
| 43847 isogroup9533,3.9 | |
| 43848 isogroup9534,0.4 | |
| 43849 isogroup9535,-2.1 | |
| 43850 isogroup9536,-0.2 | |
| 43851 isogroup9537,0.9 | |
| 43852 isogroup9538,0.5 | |
| 43853 isogroup9539,-0.2 | |
| 43854 isogroup954,-9.5 | |
| 43855 isogroup9540,5.6 | |
| 43856 isogroup9541,-0.6 | |
| 43857 isogroup9542,-0.3 | |
| 43858 isogroup9543,0.5 | |
| 43859 isogroup9544,1.9 | |
| 43860 isogroup9545,2 | |
| 43861 isogroup9546,0.6 | |
| 43862 isogroup9547,0 | |
| 43863 isogroup9548,0.2 | |
| 43864 isogroup9549,0.1 | |
| 43865 isogroup955,0.4 | |
| 43866 isogroup9550,-1.3 | |
| 43867 isogroup9551,0 | |
| 43868 isogroup9552,-0.2 | |
| 43869 isogroup9553,1 | |
| 43870 isogroup9554,1.4 | |
| 43871 isogroup9555,1.7 | |
| 43872 isogroup9556,9.2 | |
| 43873 isogroup9557,1.1 | |
| 43874 isogroup9558,-1.2 | |
| 43875 isogroup9559,0.1 | |
| 43876 isogroup956,0.6 | |
| 43877 isogroup9560,-0.3 | |
| 43878 isogroup9561,0.4 | |
| 43879 isogroup9562,-3.5 | |
| 43880 isogroup9563,-10 | |
| 43881 isogroup9564,-0.3 | |
| 43882 isogroup9565,0.5 | |
| 43883 isogroup9565.1,0.2 | |
| 43884 isogroup9566,0.3 | |
| 43885 isogroup9567,0.1 | |
| 43886 isogroup9568,-4.3 | |
| 43887 isogroup9569,0.6 | |
| 43888 isogroup957,4.1 | |
| 43889 isogroup957.1,0.8 | |
| 43890 isogroup9570,0 | |
| 43891 isogroup9571,-0.6 | |
| 43892 isogroup9572,-0.5 | |
| 43893 isogroup9573,0.5 | |
| 43894 isogroup9574,0.8 | |
| 43895 isogroup9575,0.7 | |
| 43896 isogroup9576,-0.9 | |
| 43897 isogroup9577,-0.3 | |
| 43898 isogroup9578,0.1 | |
| 43899 isogroup9579,0.7 | |
| 43900 isogroup958,-1.5 | |
| 43901 isogroup9580,0.9 | |
| 43902 isogroup9581,-7.6 | |
| 43903 isogroup9582,0.5 | |
| 43904 isogroup9583,0.9 | |
| 43905 isogroup9584,-0.1 | |
| 43906 isogroup9585,0.2 | |
| 43907 isogroup9586,-0.3 | |
| 43908 isogroup9587,4.3 | |
| 43909 isogroup9588,-0.4 | |
| 43910 isogroup9589,-0.1 | |
| 43911 isogroup959,-1.8 | |
| 43912 isogroup9590,0.1 | |
| 43913 isogroup9591,0.2 | |
| 43914 isogroup9592,-1 | |
| 43915 isogroup9592.1,0.4 | |
| 43916 isogroup9593,-1.4 | |
| 43917 isogroup9594,1.7 | |
| 43918 isogroup9595,0.8 | |
| 43919 isogroup9596,-1 | |
| 43920 isogroup9597,-10 | |
| 43921 isogroup9598,-0.9 | |
| 43922 isogroup9599,0.2 | |
| 43923 isogroup96,1.7 | |
| 43924 isogroup960,1.8 | |
| 43925 isogroup9600,0.3 | |
| 43926 isogroup9601,2.7 | |
| 43927 isogroup9602,-7.6 | |
| 43928 isogroup9603,-0.5 | |
| 43929 isogroup9604,-0.5 | |
| 43930 isogroup9605,2 | |
| 43931 isogroup9607,1.3 | |
| 43932 isogroup9608,0.9 | |
| 43933 isogroup9609,2.2 | |
| 43934 isogroup961,0 | |
| 43935 isogroup9611,-0.8 | |
| 43936 isogroup9612,0.6 | |
| 43937 isogroup9613,2.5 | |
| 43938 isogroup9614,1.3 | |
| 43939 isogroup9615,0.2 | |
| 43940 isogroup9616,0.4 | |
| 43941 isogroup9617,0 | |
| 43942 isogroup9618,1.5 | |
| 43943 isogroup9619,0.7 | |
| 43944 isogroup962,-0.5 | |
| 43945 isogroup9620,0.2 | |
| 43946 isogroup9621,-2.7 | |
| 43947 isogroup9622,1.9 | |
| 43948 isogroup9623,-3.5 | |
| 43949 isogroup9624,0.2 | |
| 43950 isogroup9625,-4.3 | |
| 43951 isogroup9626,0.3 | |
| 43952 isogroup9626.1,0.1 | |
| 43953 isogroup9627,0 | |
| 43954 isogroup9628,-0.2 | |
| 43955 isogroup9629,10 | |
| 43956 isogroup963,1.3 | |
| 43957 isogroup9630,-0.3 | |
| 43958 isogroup9631,0.3 | |
| 43959 isogroup9632,-9.9 | |
| 43960 isogroup9633,-5 | |
| 43961 isogroup9634,-2.9 | |
| 43962 isogroup9635,1 | |
| 43963 isogroup9636,-0.3 | |
| 43964 isogroup9637,1.5 | |
| 43965 isogroup9638,0.2 | |
| 43966 isogroup9639,-0.8 | |
| 43967 isogroup964,1 | |
| 43968 isogroup9640,0.4 | |
| 43969 isogroup9641,-2.2 | |
| 43970 isogroup9642,0.3 | |
| 43971 isogroup9643,-0.4 | |
| 43972 isogroup9644,-1.2 | |
| 43973 isogroup9645,-0.4 | |
| 43974 isogroup9646,0 | |
| 43975 isogroup9647,0 | |
| 43976 isogroup9648,-0.4 | |
| 43977 isogroup9649,0 | |
| 43978 isogroup965,0.4 | |
| 43979 isogroup9650,0.5 | |
| 43980 isogroup9651,1 | |
| 43981 isogroup9652,0.8 | |
| 43982 isogroup9653,-0.9 | |
| 43983 isogroup9654,8.3 | |
| 43984 isogroup9655,-9.5 | |
| 43985 isogroup9655.1,-0.4 | |
| 43986 isogroup9656,0.6 | |
| 43987 isogroup9657,-10 | |
| 43988 isogroup9658,0.9 | |
| 43989 isogroup9659,1 | |
| 43990 isogroup966,0.1 | |
| 43991 isogroup9660,-1 | |
| 43992 isogroup9661,0 | |
| 43993 isogroup9662,0 | |
| 43994 isogroup9663,-0.1 | |
| 43995 isogroup9664,-0.1 | |
| 43996 isogroup9665,0 | |
| 43997 isogroup9666,0.6 | |
| 43998 isogroup9667,0.6 | |
| 43999 isogroup9668,0.1 | |
| 44000 isogroup9669,8.2 | |
| 44001 isogroup967,3.2 | |
| 44002 isogroup9670,-2.6 | |
| 44003 isogroup9671,-2.2 | |
| 44004 isogroup9672,3 | |
| 44005 isogroup9673,-0.1 | |
| 44006 isogroup9674,-0.6 | |
| 44007 isogroup9675,-3 | |
| 44008 isogroup9676,-0.7 | |
| 44009 isogroup9677,0.9 | |
| 44010 isogroup9678,0.3 | |
| 44011 isogroup9679,-0.8 | |
| 44012 isogroup968,-0.6 | |
| 44013 isogroup9680,1.8 | |
| 44014 isogroup9681,0.7 | |
| 44015 isogroup9682,-0.8 | |
| 44016 isogroup9683,-1.4 | |
| 44017 isogroup9684,-0.6 | |
| 44018 isogroup9685,-0.1 | |
| 44019 isogroup9686,-0.1 | |
| 44020 isogroup9687,2.3 | |
| 44021 isogroup9688,0.8 | |
| 44022 isogroup9689,-0.7 | |
| 44023 isogroup969,0 | |
| 44024 isogroup9690,1.5 | |
| 44025 isogroup9691,0.3 | |
| 44026 isogroup9692,1.4 | |
| 44027 isogroup9693,-0.6 | |
| 44028 isogroup9694,0.1 | |
| 44029 isogroup9695,0.3 | |
| 44030 isogroup9696,0 | |
| 44031 isogroup9697,-0.2 | |
| 44032 isogroup9698,0.1 | |
| 44033 isogroup9699,0.6 | |
| 44034 isogroup97,0.6 | |
| 44035 isogroup970,0.2 | |
| 44036 isogroup9700,0.1 | |
| 44037 isogroup9701,0.8 | |
| 44038 isogroup9702,-0.2 | |
| 44039 isogroup9703,0.1 | |
| 44040 isogroup9704,0 | |
| 44041 isogroup9705,-1.1 | |
| 44042 isogroup9706,0 | |
| 44043 isogroup9707,0.8 | |
| 44044 isogroup9708,-1.4 | |
| 44045 isogroup9709,2.1 | |
| 44046 isogroup971,5 | |
| 44047 isogroup9710,0.2 | |
| 44048 isogroup9711,0 | |
| 44049 isogroup9712,0.2 | |
| 44050 isogroup9713,-0.1 | |
| 44051 isogroup9714,-1.9 | |
| 44052 isogroup9715,0.6 | |
| 44053 isogroup9716,0.3 | |
| 44054 isogroup9717,0 | |
| 44055 isogroup9718,0 | |
| 44056 isogroup9719,0.4 | |
| 44057 isogroup972,0.9 | |
| 44058 isogroup9720,0.4 | |
| 44059 isogroup9721,0.1 | |
| 44060 isogroup9721.1,0.9 | |
| 44061 isogroup9722,9.9 | |
| 44062 isogroup9723,-0.7 | |
| 44063 isogroup9724,0.1 | |
| 44064 isogroup9725,0 | |
| 44065 isogroup9726,-0.9 | |
| 44066 isogroup9727,2 | |
| 44067 isogroup9728,0.4 | |
| 44068 isogroup9729,0.4 | |
| 44069 isogroup973,1.1 | |
| 44070 isogroup9730,0.4 | |
| 44071 isogroup9731,0.7 | |
| 44072 isogroup9732,1 | |
| 44073 isogroup9733,-7.6 | |
| 44074 isogroup9734,-10 | |
| 44075 isogroup9735,1.9 | |
| 44076 isogroup9736,0 | |
| 44077 isogroup9737,0.3 | |
| 44078 isogroup9738,-1.2 | |
| 44079 isogroup9739,-2.1 | |
| 44080 isogroup974,4.1 | |
| 44081 isogroup9740,2.2 | |
| 44082 isogroup9741,0.6 | |
| 44083 isogroup9742,-3.4 | |
| 44084 isogroup9743,-1.7 | |
| 44085 isogroup9744,-1.6 | |
| 44086 isogroup9745,-0.1 | |
| 44087 isogroup9746,0.2 | |
| 44088 isogroup9747,0.3 | |
| 44089 isogroup9748,-0.3 | |
| 44090 isogroup9749,1.1 | |
| 44091 isogroup975,7.1 | |
| 44092 isogroup9750,-1.3 | |
| 44093 isogroup9751,-0.2 | |
| 44094 isogroup9752,-4.7 | |
| 44095 isogroup9753,0.9 | |
| 44096 isogroup9754,-0.7 | |
| 44097 isogroup9755,0.6 | |
| 44098 isogroup9756,0.5 | |
| 44099 isogroup9757,-2.2 | |
| 44100 isogroup9758,1.9 | |
| 44101 isogroup9759,-0.7 | |
| 44102 isogroup976,-6.3 | |
| 44103 isogroup9760,-0.6 | |
| 44104 isogroup9761,0.7 | |
| 44105 isogroup9762,-0.1 | |
| 44106 isogroup9763,0 | |
| 44107 isogroup9764,2.8 | |
| 44108 isogroup9765,0 | |
| 44109 isogroup9766,0 | |
| 44110 isogroup9767,-0.5 | |
| 44111 isogroup9768,0 | |
| 44112 isogroup9769,1.9 | |
| 44113 isogroup977,2.1 | |
| 44114 isogroup9770,-0.9 | |
| 44115 isogroup9771,1.2 | |
| 44116 isogroup9772,1.2 | |
| 44117 isogroup9773,-1.9 | |
| 44118 isogroup9774,-0.2 | |
| 44119 isogroup9775,0.6 | |
| 44120 isogroup9776,-3.1 | |
| 44121 isogroup9777,-1.7 | |
| 44122 isogroup9779,0 | |
| 44123 isogroup978,3 | |
| 44124 isogroup9780,1.6 | |
| 44125 isogroup9781,0.7 | |
| 44126 isogroup9782,-0.1 | |
| 44127 isogroup9783,-10 | |
| 44128 isogroup9784,1.8 | |
| 44129 isogroup9785,-0.6 | |
| 44130 isogroup9786,-0.6 | |
| 44131 isogroup9787,-0.8 | |
| 44132 isogroup9788,0.8 | |
| 44133 isogroup9789,0.4 | |
| 44134 isogroup979,8.6 | |
| 44135 isogroup9791,0.8 | |
| 44136 isogroup9792,-0.7 | |
| 44137 isogroup9793,0.1 | |
| 44138 isogroup9794,0.7 | |
| 44139 isogroup9795,-0.1 | |
| 44140 isogroup9796,0.3 | |
| 44141 isogroup9797,0 | |
| 44142 isogroup9798,0 | |
| 44143 isogroup9799,-0.3 | |
| 44144 isogroup98,-0.1 | |
| 44145 isogroup980,1.2 | |
| 44146 isogroup9800,-0.3 | |
| 44147 isogroup9801,0.6 | |
| 44148 isogroup9802,0.6 | |
| 44149 isogroup9803,0.1 | |
| 44150 isogroup9804,-0.2 | |
| 44151 isogroup9805,1.8 | |
| 44152 isogroup9806,1 | |
| 44153 isogroup9807,0.3 | |
| 44154 isogroup9808,0.3 | |
| 44155 isogroup9809,0 | |
| 44156 isogroup9809.1,0.1 | |
| 44157 isogroup981,-0.4 | |
| 44158 isogroup9810,-0.3 | |
| 44159 isogroup9811,0.1 | |
| 44160 isogroup9812,0.1 | |
| 44161 isogroup9813,-1.9 | |
| 44162 isogroup9814,-0.6 | |
| 44163 isogroup9815,0.4 | |
| 44164 isogroup9816,0.3 | |
| 44165 isogroup9817,0.4 | |
| 44166 isogroup9818,0.1 | |
| 44167 isogroup9819,1.3 | |
| 44168 isogroup982,0.7 | |
| 44169 isogroup9820,-1.2 | |
| 44170 isogroup9821,0.1 | |
| 44171 isogroup9822,1.2 | |
| 44172 isogroup9823,1.4 | |
| 44173 isogroup9824,-0.5 | |
| 44174 isogroup9825,0.5 | |
| 44175 isogroup9826,-0.1 | |
| 44176 isogroup9827,-10 | |
| 44177 isogroup9828,1.4 | |
| 44178 isogroup9829,0.1 | |
| 44179 isogroup983,2.9 | |
| 44180 isogroup9830,-0.5 | |
| 44181 isogroup9831,-10 | |
| 44182 isogroup9832,0.5 | |
| 44183 isogroup9833,0 | |
| 44184 isogroup9834,-0.6 | |
| 44185 isogroup9835,0.5 | |
| 44186 isogroup9836,-0.5 | |
| 44187 isogroup9837,-0.5 | |
| 44188 isogroup9838,-0.3 | |
| 44189 isogroup9839,0 | |
| 44190 isogroup984,-0.1 | |
| 44191 isogroup9840,-0.6 | |
| 44192 isogroup9841,-0.6 | |
| 44193 isogroup9842,4.3 | |
| 44194 isogroup9843,1.1 | |
| 44195 isogroup9844,-1.7 | |
| 44196 isogroup9845,-2.7 | |
| 44197 isogroup9846,0.4 | |
| 44198 isogroup9847,0.4 | |
| 44199 isogroup9848,-2.6 | |
| 44200 isogroup9849,4.2 | |
| 44201 isogroup985,-1.1 | |
| 44202 isogroup9850,0.3 | |
| 44203 isogroup9851,1.2 | |
| 44204 isogroup9852,2.2 | |
| 44205 isogroup9853,-0.8 | |
| 44206 isogroup9854,0.6 | |
| 44207 isogroup9855,-0.1 | |
| 44208 isogroup9856,-1 | |
| 44209 isogroup9857,0.6 | |
| 44210 isogroup9859,-1.1 | |
| 44211 isogroup986,3.3 | |
| 44212 isogroup9860,0.4 | |
| 44213 isogroup9861,0.4 | |
| 44214 isogroup9862,0.3 | |
| 44215 isogroup9863,-1.8 | |
| 44216 isogroup9864,0 | |
| 44217 isogroup9865,1 | |
| 44218 isogroup9866,0.3 | |
| 44219 isogroup9867,0.1 | |
| 44220 isogroup9868,-1.3 | |
| 44221 isogroup9869,-0.2 | |
| 44222 isogroup987,5 | |
| 44223 isogroup9870,2.5 | |
| 44224 isogroup9872,-0.3 | |
| 44225 isogroup9873,-0.1 | |
| 44226 isogroup9874,0.3 | |
| 44227 isogroup9875,0 | |
| 44228 isogroup9875.1,-0.1 | |
| 44229 isogroup9876,-1 | |
| 44230 isogroup9877,1.4 | |
| 44231 isogroup9878,-2.3 | |
| 44232 isogroup9879,-7.8 | |
| 44233 isogroup988,-10 | |
| 44234 isogroup9880,0.1 | |
| 44235 isogroup9881,0.3 | |
| 44236 isogroup9883,-2.3 | |
| 44237 isogroup9884,-0.1 | |
| 44238 isogroup9885,1.4 | |
| 44239 isogroup9886,0.7 | |
| 44240 isogroup9887,-1.5 | |
| 44241 isogroup9888,0.7 | |
| 44242 isogroup9889,-1.8 | |
| 44243 isogroup989,0 | |
| 44244 isogroup9890,0.4 | |
| 44245 isogroup9891,-0.2 | |
| 44246 isogroup9892,-1.8 | |
| 44247 isogroup9893,-0.2 | |
| 44248 isogroup9894,0.5 | |
| 44249 isogroup9895,1.1 | |
| 44250 isogroup9896,0.3 | |
| 44251 isogroup9897,-10 | |
| 44252 isogroup9898,0.1 | |
| 44253 isogroup9899,0.6 | |
| 44254 isogroup99,0.4 | |
| 44255 isogroup990,-2.3 | |
| 44256 isogroup9900,0.1 | |
| 44257 isogroup9901,-9.8 | |
| 44258 isogroup9902,0.2 | |
| 44259 isogroup9903,-4.2 | |
| 44260 isogroup9904,-0.8 | |
| 44261 isogroup9905,0.9 | |
| 44262 isogroup9906,1.7 | |
| 44263 isogroup9907,-0.7 | |
| 44264 isogroup9908,0.3 | |
| 44265 isogroup9909,-0.3 | |
| 44266 isogroup991,0.6 | |
| 44267 isogroup9910,-0.1 | |
| 44268 isogroup9911,0.5 | |
| 44269 isogroup9912,0 | |
| 44270 isogroup9913,0.2 | |
| 44271 isogroup9914,-0.6 | |
| 44272 isogroup9915,-1.7 | |
| 44273 isogroup9916,-1.8 | |
| 44274 isogroup9917,1.1 | |
| 44275 isogroup9918,0.2 | |
| 44276 isogroup9919,1.2 | |
| 44277 isogroup992,-0.8 | |
| 44278 isogroup9920,0.4 | |
| 44279 isogroup9921,-7.6 | |
| 44280 isogroup9922,-1.1 | |
| 44281 isogroup9923,0.4 | |
| 44282 isogroup9924,0.2 | |
| 44283 isogroup9925,-1.2 | |
| 44284 isogroup9926,-1.4 | |
| 44285 isogroup9927,-1 | |
| 44286 isogroup9928,-0.4 | |
| 44287 isogroup9929,1.2 | |
| 44288 isogroup993,-4.3 | |
| 44289 isogroup9930,-3.6 | |
| 44290 isogroup9931,-2.2 | |
| 44291 isogroup9932,0 | |
| 44292 isogroup9933,-0.6 | |
| 44293 isogroup9934,0 | |
| 44294 isogroup9935,0.9 | |
| 44295 isogroup9936,0.5 | |
| 44296 isogroup9937,-3.2 | |
| 44297 isogroup9938,1.2 | |
| 44298 isogroup9939,-0.1 | |
| 44299 isogroup994,0 | |
| 44300 isogroup9940,1.4 | |
| 44301 isogroup9941,0.1 | |
| 44302 isogroup9942,0.1 | |
| 44303 isogroup9943,0.9 | |
| 44304 isogroup9944,0.3 | |
| 44305 isogroup9945,0.2 | |
| 44306 isogroup9945.1,0.6 | |
| 44307 isogroup9946,0.7 | |
| 44308 isogroup9947,0.2 | |
| 44309 isogroup9948,-0.5 | |
| 44310 isogroup9949,0.4 | |
| 44311 isogroup995,1.9 | |
| 44312 isogroup9950,-5.7 | |
| 44313 isogroup9951,-1.5 | |
| 44314 isogroup9952,0.3 | |
| 44315 isogroup9953,0.2 | |
| 44316 isogroup9954,-0.1 | |
| 44317 isogroup9955,-1 | |
| 44318 isogroup9956,-0.5 | |
| 44319 isogroup9957,1.4 | |
| 44320 isogroup9958,1.8 | |
| 44321 isogroup9959,1.9 | |
| 44322 isogroup996,0.5 | |
| 44323 isogroup9960,1.8 | |
| 44324 isogroup9961,0.9 | |
| 44325 isogroup9962,1 | |
| 44326 isogroup9963,-0.3 | |
| 44327 isogroup9964,0.5 | |
| 44328 isogroup9965,0.4 | |
| 44329 isogroup9966,0.3 | |
| 44330 isogroup9967,0.4 | |
| 44331 isogroup9968,0.4 | |
| 44332 isogroup9969,0.6 | |
| 44333 isogroup997,0.3 | |
| 44334 isogroup9970,1 | |
| 44335 isogroup9971,0.4 | |
| 44336 isogroup9972,-0.8 | |
| 44337 isogroup9973,0.5 | |
| 44338 isogroup9974,0.2 | |
| 44339 isogroup9975,-1.7 | |
| 44340 isogroup9976,0.5 | |
| 44341 isogroup9977,0 | |
| 44342 isogroup9978,-0.2 | |
| 44343 isogroup9979,0.2 | |
| 44344 isogroup998,1.4 | |
| 44345 isogroup9980,-0.1 | |
| 44346 isogroup9981,1.1 | |
| 44347 isogroup9982,0.4 | |
| 44348 isogroup9983,2.9 | |
| 44349 isogroup9984,2.1 | |
| 44350 isogroup9985,0.4 | |
| 44351 isogroup9986,-1.8 | |
| 44352 isogroup9987,-0.3 | |
| 44353 isogroup9988,2.3 | |
| 44354 isogroup9989,0.1 | |
| 44355 isogroup999,1.7 | |
| 44356 isogroup9990,-1.6 | |
| 44357 isogroup9992,0.6 | |
| 44358 isogroup9993,-2.6 | |
| 44359 isogroup9994,-6.3 | |
| 44360 isogroup9995,-2.1 | |
| 44361 isogroup9996,-0.1 | |
| 44362 isogroup9997,-1.5 | |
| 44363 isogroup9998,0 | |
| 44364 isogroup9999,1.5 |