├── .gitattributes ├── .gitignore ├── DAX.txt ├── README.md ├── checkRRLGradient.m ├── costFunction.m ├── debugTWSE.m ├── featureNormalize.m ├── getNumericalGradient.m ├── retDAX.txt ├── rewardFunction.m ├── sharpRatio.m ├── testDAX.m ├── testTWSE.m ├── twse.mat ├── twse_ret.mat └── updateFt.m /.gitattributes: -------------------------------------------------------------------------------- 1 | *.doc diff=astextplain 2 | *.DOC diff=astextplain 3 | *.docx diff=astextplain 4 | *.DOCX diff=astextplain 5 | *.dot diff=astextplain 6 | *.DOT diff=astextplain 7 | *.pdf diff=astextplain 8 | *.PDF diff=astextplain 9 | *.rtf diff=astextplain 10 | *.RTF diff=astextplain 11 | 12 | *.jpg binary 13 | *.png binary 14 | *.gif binary 15 | 16 | *.cs text=auto diff=csharp 17 | *.vb text=auto 18 | *.c text=auto 19 | *.cpp text=auto 20 | *.cxx text=auto 21 | *.h text=auto 22 | *.hxx text=auto 23 | *.py text=auto 24 | *.rb text=auto 25 | *.java text=auto 26 | *.html text=auto 27 | *.htm text=auto 28 | *.css text=auto 29 | *.scss text=auto 30 | *.sass text=auto 31 | *.less text=auto 32 | *.js text=auto 33 | *.lisp text=auto 34 | *.clj text=auto 35 | *.sql text=auto 36 | *.php text=auto 37 | *.lua text=auto 38 | *.m text=auto 39 | *.asm text=auto 40 | *.erl text=auto 41 | *.fs text=auto 42 | *.fsx text=auto 43 | *.hs text=auto 44 | 45 | *.csproj text=auto merge=union 46 | *.vbproj text=auto merge=union 47 | *.fsproj text=auto merge=union 48 | *.dbproj text=auto merge=union 49 | *.sln text=auto eol=crlf merge=union 50 | -------------------------------------------------------------------------------- /.gitignore: -------------------------------------------------------------------------------- 1 | ################# 2 | ## Eclipse 3 | ################# 4 | 5 | *.asv 6 | 7 | ################# 8 | ## Eclipse 9 | ################# 10 | 11 | *.pydevproject 12 | .project 13 | .metadata 14 | bin/** 15 | tmp/** 16 | tmp/**/* 17 | *.tmp 18 | *.bak 19 | *.swp 20 | *~.nib 21 | local.properties 22 | .classpath 23 | .settings/ 24 | .loadpath 25 | 26 | # External tool builders 27 | .externalToolBuilders/ 28 | 29 | # Locally stored "Eclipse launch configurations" 30 | *.launch 31 | 32 | # CDT-specific 33 | .cproject 34 | 35 | # PDT-specific 36 | .buildpath 37 | 38 | 39 | ################# 40 | ## Visual Studio 41 | ################# 42 | 43 | ## Ignore Visual Studio temporary files, build results, and 44 | ## files generated by popular Visual Studio add-ons. 45 | 46 | # User-specific files 47 | *.suo 48 | *.user 49 | *.sln.docstates 50 | 51 | # Build results 52 | **/[Dd]ebug/ 53 | **/[Rr]elease/ 54 | *_i.c 55 | *_p.c 56 | *.ilk 57 | *.meta 58 | *.obj 59 | *.pch 60 | *.pdb 61 | *.pgc 62 | *.pgd 63 | *.rsp 64 | *.sbr 65 | *.tlb 66 | *.tli 67 | *.tlh 68 | *.tmp 69 | *.vspscc 70 | .builds 71 | **/*.dotCover 72 | 73 | ## TODO: If you have NuGet Package Restore enabled, uncomment this 74 | #**/packages/ 75 | 76 | # Visual C++ cache files 77 | ipch/ 78 | *.aps 79 | *.ncb 80 | *.opensdf 81 | *.sdf 82 | 83 | # Visual Studio profiler 84 | *.psess 85 | *.vsp 86 | 87 | # ReSharper is a .NET coding add-in 88 | _ReSharper* 89 | 90 | # Installshield output folder 91 | [Ee]xpress 92 | 93 | # DocProject is a documentation generator add-in 94 | DocProject/buildhelp/ 95 | DocProject/Help/*.HxT 96 | DocProject/Help/*.HxC 97 | DocProject/Help/*.hhc 98 | DocProject/Help/*.hhk 99 | DocProject/Help/*.hhp 100 | DocProject/Help/Html2 101 | DocProject/Help/html 102 | 103 | # Click-Once directory 104 | publish 105 | 106 | # Others 107 | [Bb]in 108 | [Oo]bj 109 | sql 110 | TestResults 111 | *.Cache 112 | ClientBin 113 | stylecop.* 114 | ~$* 115 | *.dbmdl 116 | Generated_Code #added for RIA/Silverlight projects 117 | 118 | # Backup & report files from converting an old project file to a newer 119 | # Visual Studio version. Backup files are not needed, because we have git ;-) 120 | _UpgradeReport_Files/ 121 | Backup*/ 122 | UpgradeLog*.XML 123 | 124 | 125 | 126 | ############ 127 | ## Windows 128 | ############ 129 | 130 | # Windows image file caches 131 | Thumbs.db 132 | 133 | # Folder config file 134 | Desktop.ini 135 | 136 | 137 | ############# 138 | ## Python 139 | ############# 140 | 141 | *.py[co] 142 | 143 | # Packages 144 | *.egg 145 | *.egg-info 146 | dist 147 | build 148 | eggs 149 | parts 150 | bin 151 | var 152 | sdist 153 | develop-eggs 154 | .installed.cfg 155 | 156 | # Installer logs 157 | pip-log.txt 158 | 159 | # Unit test / coverage reports 160 | .coverage 161 | .tox 162 | 163 | #Translations 164 | *.mo 165 | 166 | #Mr Developer 167 | .mr.developer.cfg 168 | 169 | # Mac crap 170 | .DS_Store 171 | -------------------------------------------------------------------------------- /DAX.txt: -------------------------------------------------------------------------------- 1 | 6444.74 2 | 6569.48 3 | 6561.47 4 | 6694.44 5 | 6710.77 6 | 6761.19 7 | 6801.32 8 | 6739.9 9 | 6704.5 10 | 6590.41 11 | 6523 12 | 6750.12 13 | 6671.22 14 | 6732.03 15 | 6801 16 | 6625.19 17 | 6583.9 18 | 6743.24 19 | 6674.73 20 | 6606.43 21 | 6775.26 22 | 6784.06 23 | 6982.28 24 | 7056.65 25 | 6946.83 26 | 6875.15 27 | 6998.8 28 | 7078.9 29 | 7079.23 30 | 6995.62 31 | 6981.26 32 | 7071.32 33 | 7054.94 34 | 7154.22 35 | 7157.82 36 | 7144.45 37 | 7079.42 38 | 6995.91 39 | 6901.35 40 | 6880.21 41 | 6834.54 42 | 6671.11 43 | 6633.11 44 | 6866.46 45 | 6921.37 46 | 6941.77 47 | 6856.08 48 | 6887.63 49 | 6849.6 50 | 6864.43 51 | 6809.46 52 | 6843.87 53 | 6908.18 54 | 6948.3 55 | 6848.03 56 | 6751.96 57 | 6757.94 58 | 6728.19 59 | 6738.47 60 | 6692.96 61 | 6788.8 62 | 6748.76 63 | 6754.2 64 | 6764.83 65 | 6766.67 66 | 6655.63 67 | 6616.64 68 | 6458.91 69 | 6444.45 70 | 6511.98 71 | 6539.85 72 | 6421.85 73 | 6419.22 74 | 6436.62 75 | 6404.39 76 | 6416.26 77 | 6354.57 78 | 6332.93 79 | 6220.01 80 | 6143.08 81 | 6179.21 82 | 6152.34 83 | 6162.98 84 | 6017.23 85 | 6057.92 86 | 6095.99 87 | 6111.55 88 | 6166.57 89 | 5898.35 90 | 5848.78 91 | 5771.27 92 | 5889.76 93 | 5878.93 94 | 5852.18 95 | 5791.53 96 | 5847.03 97 | 5670.71 98 | 5701.78 99 | 5730.62 100 | 5675.14 101 | 5774.26 102 | 5785.43 103 | 5986.71 104 | 5874.44 105 | 5994.73 106 | 6028.82 107 | 6106.09 108 | 6080.68 109 | 6035.88 110 | 6088.84 111 | 5799.91 112 | 5745.33 113 | 5492.87 114 | 5428.15 115 | 5457.77 116 | 5537.39 117 | 5606 118 | 5800.24 119 | 5850.17 120 | 5913.36 121 | 5933.14 122 | 5985.02 123 | 6057.03 124 | 5867.81 125 | 5829.54 126 | 5961.44 127 | 5928.68 128 | 5966.16 129 | 6133.18 130 | 5965.63 131 | 5834.51 132 | 6141.34 133 | 6346.19 134 | 6337.84 135 | 6016.07 136 | 6046.75 137 | 6055.27 138 | 5970.96 139 | 5766.48 140 | 5913.53 141 | 5877.41 142 | 5859.43 143 | 5967.2 144 | 5914.84 145 | 5994.47 146 | 5865.01 147 | 5847.29 148 | 5675.7 149 | 5645.25 150 | 5473.03 151 | 5216.71 152 | 5376.7 153 | 5502.02 154 | 5639.58 155 | 5578.42 156 | 5628.44 157 | 5345.56 158 | 5196.56 159 | 5164.21 160 | 5433.8 161 | 5571.68 162 | 5415.91 163 | 5573.51 164 | 5508.24 165 | 5340.19 166 | 5166.36 167 | 5072.33 168 | 5189.93 169 | 5408.46 170 | 5405.53 171 | 5193.97 172 | 5246.2 173 | 5538.33 174 | 5730.63 175 | 5784.85 176 | 5643.92 177 | 5670.07 178 | 5537.48 179 | 5584.14 180 | 5681.08 181 | 5532.38 182 | 5473.78 183 | 5480 184 | 5602.8 185 | 5948.94 186 | 5994.9 187 | 6022.24 188 | 5997.74 189 | 5797.66 190 | 5613.42 191 | 5917.08 192 | 5923.27 193 | 6236.16 194 | 6414.76 195 | 6640.59 196 | 6796.75 197 | 6953.98 198 | 7158.77 199 | 7190.06 200 | 7252.68 201 | 7349.45 202 | 7344.54 203 | 7326.39 204 | 7063.02 205 | 7221.36 206 | 7192.67 207 | 7107.92 208 | 7220.12 209 | 7214.74 210 | 7267.87 211 | 7174.14 212 | 7230.25 213 | 7402.73 214 | 7471.44 215 | 7431.19 216 | 7439.44 217 | 7442.96 218 | 7419.44 219 | 7376.24 220 | 7294.14 221 | 7170.43 222 | 7107.9 223 | 7121.38 224 | 7149.44 225 | 7278.19 226 | 7285.51 227 | 7150.21 228 | 7164.05 229 | 7110.2 230 | 7115.08 231 | 7204.79 232 | 7085.14 233 | 7069.9 234 | 7159.66 235 | 7060.23 236 | 7103.25 237 | 7084.57 238 | 7109.03 239 | 7074.12 240 | 7217.43 241 | 7293.69 242 | 7160.3 243 | 7163.47 244 | 7114.09 245 | 7170.94 246 | 7150.66 247 | 7121.52 248 | 7266.82 249 | 7358.23 250 | 7303.53 251 | 7256.65 252 | 7387.54 253 | 7403.31 254 | 7443.95 255 | 7495.05 256 | 7501.52 257 | 7410.52 258 | 7492.25 259 | 7376.96 260 | 7373.93 261 | 7500.7 262 | 7527.64 263 | 7514.46 264 | 7475.22 265 | 7404.95 266 | 7356.51 267 | 7295.49 268 | 7295.49 269 | 7249.19 270 | 7039.31 271 | 7026.85 272 | 7178.29 273 | 7146.56 274 | 7177.97 275 | 7102.91 276 | 7204.86 277 | 7217.02 278 | 7178.78 279 | 7215.11 280 | 7175.31 281 | 7175.33 282 | 7179.81 283 | 7041.31 284 | 7057.15 285 | 6934.44 286 | 6938.63 287 | 6946.36 288 | 6933.58 289 | 6804.45 290 | 6780.97 291 | 6816.12 292 | 6664.4 293 | 6656.88 294 | 6513.84 295 | 6647.66 296 | 6866.63 297 | 6981.49 298 | 7063.09 299 | 7131.8 300 | 7164.75 301 | 7161.93 302 | 7178.9 303 | 7225.96 304 | 7181.12 305 | 7223.3 306 | 7272.32 307 | 7185.17 308 | 7130.5 309 | 7194.6 310 | 7318.35 311 | 7321.81 312 | 7426.81 313 | 7405.51 314 | 7414.3 315 | 7400.04 316 | 7396.63 317 | 7371.2 318 | 7340.28 319 | 7320.9 320 | 7323.24 321 | 7283.62 322 | 7216.21 323 | 7193.68 324 | 7183.67 325 | 7184.27 326 | 7077.48 327 | 7102.8 328 | 7155.58 329 | 7127.35 330 | 7059.01 331 | 7067.77 332 | 7062.42 333 | 7024.27 334 | 7082.76 335 | 7143.45 336 | 7078.06 337 | 7075.7 338 | 7075.11 339 | 7068.78 340 | 6941.57 341 | 6857.06 342 | 6947.84 343 | 6981.39 344 | 6939.82 345 | 6975.35 346 | 6989.74 347 | 6914.19 348 | 6914.19 349 | 6995.47 350 | 6972.1 351 | 6970.73 352 | 7057.69 353 | 7067.92 354 | 7077.99 355 | 7018.6 356 | 6982.45 357 | 7024.4 358 | 7016.37 359 | 7027.4 360 | 7029.39 361 | 7006.17 362 | 6964.16 363 | 6975.87 364 | 7001.91 365 | 6954.38 366 | 6947.72 367 | 6957.61 368 | 6866.63 369 | 6688.49 370 | 6697.97 371 | 6848.98 372 | 6879.66 373 | 6823.8 374 | 6705 375 | 6822.05 376 | 6843.55 377 | 6832.11 378 | 6700.07 379 | 6663.24 380 | 6790.17 381 | 6734.61 382 | 6723.41 383 | 6719.84 384 | 6787.81 385 | 6750.5 386 | 6754.2 387 | 6734.69 388 | 6617.8 389 | 6654.31 390 | 6604.86 391 | 6601.37 392 | 6595.28 393 | 6568 394 | 6613.8 395 | 6639.21 396 | 6605.84 397 | 6611.01 398 | 6524.55 399 | 6490.69 400 | 6516.63 401 | 6492.3 402 | 6455.27 403 | 6434.52 404 | 6304.57 405 | 6309.51 406 | 6291.67 407 | 6276.25 408 | 6270.73 409 | 6215.83 410 | 6134.21 411 | 6211.34 412 | 6229.02 413 | 6246.92 414 | 6276.09 415 | 6278.89 416 | 6298.3 417 | 6184.71 418 | 6208.33 419 | 6275.98 420 | 6294.58 421 | 6209.76 422 | 6249.65 423 | 6261.87 424 | 6275.41 425 | 6261.68 426 | 6214.77 427 | 6221.52 428 | 6164.44 429 | 6117.89 430 | 6155.04 431 | 6134.62 432 | 6083.85 433 | 6083.9 434 | 5925.22 435 | 5912.41 436 | 5951.17 437 | 5912.58 438 | 5899.5 439 | 5935.44 440 | 6010.91 441 | 6005.16 442 | 6075.13 443 | 6186.31 444 | 6206.4 445 | 6110.57 446 | 6110.41 447 | 6135.17 448 | 6154.07 449 | 6286.25 450 | 6351.6 451 | 6259.63 452 | 6333.58 453 | 6331.33 454 | 6307.91 455 | 6292.13 456 | 6147.97 457 | 6134.7 458 | 6178.94 459 | 6207.31 460 | 6194.21 461 | 6166.34 462 | 6142.15 463 | 5990.38 464 | 5967.49 465 | 6009.11 466 | 6040.27 467 | 6149.36 468 | 6209.76 469 | 6191.13 470 | 6077.19 471 | 6065.24 472 | 6035.66 473 | 5992.86 474 | 5940.98 475 | 5816.2 476 | 5834.15 477 | 5857.43 478 | 5965.52 479 | 5952.03 480 | 6157.22 481 | 6070.6 482 | 6115.48 483 | 6204.52 484 | 6269.04 485 | 6292.97 486 | 6216.98 487 | 6223.54 488 | 6190.91 489 | 6175.05 490 | 6125 491 | 6047.83 492 | 6056.59 493 | 5984.75 494 | 5868.55 495 | 5904.95 496 | 5938.88 497 | 6054.63 498 | 5981.2 499 | 5981.27 500 | 5964.33 501 | 5946.18 502 | 5937.14 503 | 5758.02 504 | 5670.04 505 | 5805.68 506 | 5829.25 507 | 5867.88 508 | 5988.67 509 | 6155.93 510 | 6066.92 511 | 6056.71 512 | 6251.97 513 | 6183.49 514 | 6037.71 515 | 6017.91 516 | 5715.09 517 | 5908.26 518 | 5958.45 519 | 6006.86 520 | 6166.92 521 | 6135.7 522 | 6144.91 523 | 6084.34 524 | 6159.51 525 | 6332.1 526 | 6259.53 527 | 6168.72 528 | 6230.38 529 | 6264.23 530 | 6162.44 531 | 6180.9 532 | 6291.45 533 | 6278.4 534 | 6230.83 535 | 6250.69 536 | 6249.7 537 | 6171.83 538 | 6222.41 539 | 6252.21 540 | 6235.56 541 | 6235.56 542 | 6153.55 543 | 6142.45 544 | 6156.85 545 | 6120.05 546 | 6132.95 547 | 6039 548 | 6017.27 549 | 5987.5 550 | 5982.43 551 | 6012.31 552 | 6024.28 553 | 5970.99 554 | 5903.56 555 | 5945.11 556 | 5928.63 557 | 5936.72 558 | 5885.89 559 | 5875.91 560 | 5877.36 561 | 5795.32 562 | 5817.88 563 | 5776.56 564 | 5713.51 565 | 5598.46 566 | 5532.33 567 | 5615.51 568 | 5604.07 569 | 5688.44 570 | 5722.05 571 | 5680.41 572 | 5648.34 573 | 5592.12 574 | 5511.1 575 | 5500.39 576 | 5503.93 577 | 5536.37 578 | 5498.26 579 | 5484.85 580 | 5434.34 581 | 5533.24 582 | 5672.09 583 | 5709.66 584 | 5654.48 585 | 5608.79 586 | 5540.33 587 | 5643.2 588 | 5668.93 589 | 5631.37 590 | 5695.32 591 | 5746.97 592 | 5851.53 593 | 5976.48 594 | 5918.55 595 | 5875.97 596 | 5988.88 597 | 5963.14 598 | 5943 599 | 6040.5 600 | 6037.61 601 | 6019.36 602 | 6034.33 603 | 6031.86 604 | 6048.3 605 | 5957.43 606 | 6011.55 607 | 6002.92 608 | 5957.44 609 | 5945.69 610 | 5930.53 611 | 5831.21 612 | 5844.44 613 | 5903.43 614 | 5811.34 615 | 5802.26 616 | 5756.29 617 | 5709.02 618 | 5647.84 619 | 5688.58 620 | 5784.75 621 | 5817.65 622 | 5770.35 623 | 5781.68 624 | 5776.61 625 | 5625.95 626 | 5685.61 627 | 5614.17 628 | 5803.02 629 | 5769.31 630 | 5801.48 631 | 5663.15 632 | 5702.18 633 | 5787.61 634 | 5778.43 635 | 5804.82 636 | 5686.83 637 | 5663.96 638 | 5668.35 639 | 5613.2 640 | 5619.72 641 | 5488.25 642 | 5480.92 643 | 5444.23 644 | 5353.35 645 | 5430.82 646 | 5414.96 647 | 5587.45 648 | 5496.27 649 | 5635.02 650 | 5642.16 651 | 5740.25 652 | 5762.93 653 | 5833.49 654 | 5811.77 655 | 5852.56 656 | 5743.39 657 | 5830.77 658 | 5854.14 659 | 5714.31 660 | 5783.23 661 | 5711.88 662 | 5716.54 663 | 5640.75 664 | 5657.64 665 | 5508.85 666 | 5467.9 667 | 5554.55 668 | 5675.16 669 | 5713.52 670 | 5736.31 671 | 5581.41 672 | 5605.21 673 | 5702.05 674 | 5709.38 675 | 5668.65 676 | 5703.83 677 | 5731.14 678 | 5700.26 679 | 5628.98 680 | 5620.24 681 | 5624.02 682 | 5594.77 683 | 5574.26 684 | 5481.73 685 | 5463.51 686 | 5384.43 687 | 5301.42 688 | 5319.84 689 | 5327.29 690 | 5458.04 691 | 5517.35 692 | 5470.33 693 | 5521.97 694 | 5557.09 695 | 5519.75 696 | 5462.74 697 | 5311.06 698 | 5231.98 699 | 5250.74 700 | 5201.61 701 | 5309.11 702 | 5401.11 703 | 5350.09 704 | 5285.81 705 | 5418.12 706 | 5458.96 707 | 5369.98 708 | 5353.01 709 | 5417.02 710 | 5426.85 711 | 5332.14 712 | 5360.66 713 | 5270.32 714 | 5174.74 715 | 5251.55 716 | 5229.36 717 | 5247.28 718 | 5121.56 719 | 5093.97 720 | 5030.15 721 | 4978.4 722 | 4957.19 723 | 4928.44 724 | 4781.69 725 | 4722.34 726 | 4576.31 727 | 4630.07 728 | 4572.65 729 | 4598.19 730 | 4651.82 731 | 4708.21 732 | 4718.49 733 | 4905.44 734 | 4808.64 735 | 4885.09 736 | 4776.47 737 | 4800.56 738 | 4836.01 739 | 4707.15 740 | 4693.4 741 | 4839.46 742 | 4837.48 743 | 4799.98 744 | 4890.72 745 | 4889.94 746 | 5069.24 747 | 5107.26 748 | 5051.18 749 | 4997.86 750 | 5004.72 751 | 5077.03 752 | 5064.8 753 | 5054.53 754 | 5144.06 755 | 5142.56 756 | 4940.82 757 | 4932.88 758 | 5000.77 759 | 4985.6 760 | 4918.45 761 | 4918.75 762 | 4900.67 763 | 5038.94 764 | 4959.62 765 | 4851.96 766 | 4737.5 767 | 4738.47 768 | 4727.61 769 | 4854.11 770 | 4866.91 771 | 4913.9 772 | 4804.1 773 | 4880.71 774 | 4853.03 775 | 4902.45 776 | 4769.45 777 | 4769.45 778 | 4704.56 779 | 4607.42 780 | 4694.07 781 | 4674.32 782 | 4538.21 783 | 4594.42 784 | 4501.63 785 | 4486.3 786 | 4676.84 787 | 4609.46 788 | 4549.79 789 | 4557.01 790 | 4491.12 791 | 4491.12 792 | 4357.92 793 | 4322.5 794 | 4349.81 795 | 4384.99 796 | 4381.92 797 | 4131.07 798 | 4084.76 799 | 3989.23 800 | 4203.55 801 | 4259.37 802 | 4223.29 803 | 4187.36 804 | 4176.37 805 | 4068.74 806 | 4043.46 807 | 3996.32 808 | 3987.77 809 | 4044.54 810 | 3953.6 811 | 3956.22 812 | 3914.1 813 | 3886.98 814 | 3692.03 815 | 3666.41 816 | 3695.49 817 | 3890.94 818 | 3690.72 819 | 3710.07 820 | 3843.74 821 | 3942.62 822 | 3846.21 823 | 3895.75 824 | 3936.45 825 | 4014.66 826 | 4215.21 827 | 4204.96 828 | 4216.6 829 | 4413.39 830 | 4407.56 831 | 4530.09 832 | 4505.54 833 | 4666.82 834 | 4644.63 835 | 4510.49 836 | 4492.79 837 | 4374.96 838 | 4271.04 839 | 4338.35 840 | 4428.11 841 | 4518.72 842 | 4323.42 843 | 4326.87 844 | 4178.94 845 | 4219.42 846 | 4261.15 847 | 4239.85 848 | 4316.14 849 | 4366.28 850 | 4336.73 851 | 4422.35 852 | 4636.94 853 | 4719.62 854 | 4783.89 855 | 4879.91 856 | 4937.47 857 | 5026.31 858 | 4983.99 859 | 4973.07 860 | 4810.2 861 | 4704.86 862 | 4629.38 863 | 4629.38 864 | 4629.38 865 | 4639.02 866 | 4696.7 867 | 4756.4 868 | 4708.38 869 | 4729.91 870 | 4654.82 871 | 4663.37 872 | 4767.2 873 | 4804.88 874 | 4779.11 875 | 4715.88 876 | 4381.47 877 | 4564.23 878 | 4567.24 879 | 4531.79 880 | 4394.79 881 | 4669.44 882 | 4665.27 883 | 4560.5 884 | 4560.42 885 | 4554.33 886 | 4127.41 887 | 4220.2 888 | 4354.09 889 | 4579.47 890 | 4557.27 891 | 4710.24 892 | 4649.52 893 | 4620.8 894 | 4761.58 895 | 5025.53 896 | 4938.46 897 | 4813.57 898 | 5166.87 899 | 5278.04 900 | 5026.84 901 | 4987.97 902 | 4869.3 903 | 4808.69 904 | 4823.45 905 | 4334.64 906 | 4295.67 907 | 4519.7 908 | 4571.07 909 | 4784.41 910 | 4835.01 911 | 4781.33 912 | 4622.81 913 | 4861.63 914 | 5199.19 915 | 5062.45 916 | 4544.31 917 | 4887 918 | 5013.62 919 | 5326.63 920 | 5387.01 921 | 5797.03 922 | 5660.63 923 | 5806.33 924 | 5831.02 925 | 5807.08 926 | 6063.5 927 | 6173.03 928 | 6052.87 929 | 6068.53 930 | 6107.75 931 | 6143.42 932 | 5863.42 933 | 5860.98 934 | 5965.17 935 | 6064.16 936 | 6234.89 937 | 6178.9 938 | 6210.32 939 | 6233.41 940 | 6263.74 941 | 6127.44 942 | 6279.57 943 | 6467.49 944 | 6518.47 945 | 6421.8 946 | 6422.3 947 | 6420.54 948 | 6321.03 949 | 6340.52 950 | 6296.95 951 | 6342.42 952 | 6236.96 953 | 6317.8 954 | 6282.43 955 | 6432.88 956 | 6446.02 957 | 6442.21 958 | 6422.19 959 | 6585.87 960 | 6609.63 961 | 6561.65 962 | 6543.49 963 | 6561.39 964 | 6518.7 965 | 6349.81 966 | 6396.46 967 | 6479.56 968 | 6460.12 969 | 6398.8 970 | 6351.15 971 | 6436.71 972 | 6440.7 973 | 6536.09 974 | 6442.79 975 | 6424.84 976 | 6382.65 977 | 6271.27 978 | 6155.37 979 | 6081.7 980 | 6200.25 981 | 6153.3 982 | 6305 983 | 6386.46 984 | 6304.41 985 | 6395.75 986 | 6272.21 987 | 6353.74 988 | 6305.42 989 | 6315.94 990 | 6418.32 991 | 6421.91 992 | 6459.6 993 | 6617.84 994 | 6536.06 995 | 6589.46 996 | 6578.44 997 | 6721.17 998 | 6728.91 999 | 6796.16 1000 | 6729.88 1001 | 6765.32 1002 | 6714.52 1003 | 6650.26 1004 | 6771.1 1005 | 6815.63 1006 | 6803.81 1007 | 6941.83 1008 | 6965.43 1009 | 7019.13 1010 | 7008.77 1011 | 7096.79 1012 | 7055.03 1013 | 7033.84 1014 | 6958.66 1015 | 6953.84 1016 | 6944.05 1017 | 7070.33 1018 | 7040.83 1019 | 7118.5 1020 | 7225.94 1021 | 7156.55 1022 | 7081.05 1023 | 7083.24 1024 | 7060.19 1025 | 7035.95 1026 | 7003.17 1027 | 7071.9 1028 | 7076.25 1029 | 7017.1 1030 | 7052.08 1031 | 7043.23 1032 | 6948.82 1033 | 6885.34 1034 | 6925.33 1035 | 6896.58 1036 | 6821.32 1037 | 6795.03 1038 | 6728.3 1039 | 6786.55 1040 | 6843.08 1041 | 6681.81 1042 | 6702.84 1043 | 6585.05 1044 | 6554.49 1045 | 6603.57 1046 | 6704.32 1047 | 6721.36 1048 | 6771.98 1049 | 6821.03 1050 | 6763.39 1051 | 6741.72 1052 | 6777.44 1053 | 6720.33 1054 | 6534.97 1055 | 6559.9 1056 | 6578.06 1057 | 6489.26 1058 | 6524.71 1059 | 6319.99 1060 | 6361.22 1061 | 6393.39 1062 | 6182.3 1063 | 6451.9 1064 | 6500.56 1065 | 6599.37 1066 | 6524.57 1067 | 6448.08 1068 | 6513.99 1069 | 6591.31 1070 | 6683.71 1071 | 6545.04 1072 | 6689.95 1073 | 6748.13 1074 | 6862.52 1075 | 6997.85 1076 | 6985.97 1077 | 6882.56 1078 | 6806.29 1079 | 6904.85 1080 | 6899.68 1081 | 7002.29 1082 | 6832.43 1083 | 6962.28 1084 | 6973.67 1085 | 6967.84 1086 | 6743.54 1087 | 6767.28 1088 | 6733.72 1089 | 6847.51 1090 | 6765.25 1091 | 7000.49 1092 | 6968.67 1093 | 6851.75 1094 | 6875.35 1095 | 6892.96 1096 | 6818.85 1097 | 6816.74 1098 | 6821.07 1099 | 6439.21 1100 | 6769.47 1101 | 6790.19 1102 | 7314.17 1103 | 7413.53 1104 | 7471.57 1105 | 7566.38 1106 | 7732.02 1107 | 7717.95 1108 | 7713.09 1109 | 7782.71 1110 | 7849.99 1111 | 7817.17 1112 | 7808.69 1113 | 7908.41 1114 | 7949.11 1115 | 8067.32 1116 | 8038.6 1117 | 8002.67 1118 | 7869.19 1119 | 7837.32 1120 | 7850.74 1121 | 7825.44 1122 | 7948.36 1123 | 7928.31 1124 | 8076.12 1125 | 8009.42 1126 | 8033.36 1127 | 7994.07 1128 | 7940.58 1129 | 7944.77 1130 | 7808.94 1131 | 7837.26 1132 | 7870.52 1133 | 7765.19 1134 | 7723.66 1135 | 7531.35 1136 | 7567.36 1137 | 7608.96 1138 | 7562.1 1139 | 7518.42 1140 | 7630.31 1141 | 7511.97 1142 | 7612.26 1143 | 7667.03 1144 | 7783.11 1145 | 7777.56 1146 | 7806.84 1147 | 7812.4 1148 | 7819.47 1149 | 7799.62 1150 | 7827.19 1151 | 7807.55 1152 | 7849.49 1153 | 7880.85 1154 | 8019.22 1155 | 7977.94 1156 | 8009.67 1157 | 7949.17 1158 | 7932.44 1159 | 7828.96 1160 | 7842.79 1161 | 7794.94 1162 | 7884.12 1163 | 7921.4 1164 | 7985.41 1165 | 7962.64 1166 | 7969.47 1167 | 8041.26 1168 | 8033.69 1169 | 7986.57 1170 | 7980.44 1171 | 7974.37 1172 | 8002.18 1173 | 7944.99 1174 | 7955.3 1175 | 7946.79 1176 | 7922.42 1177 | 7861.51 1178 | 7853.79 1179 | 7804.15 1180 | 7769.44 1181 | 7787.92 1182 | 7794.43 1183 | 7735.09 1184 | 7750.84 1185 | 7575.21 1186 | 7479.85 1187 | 7497.74 1188 | 7535.97 1189 | 7472.99 1190 | 7457.9 1191 | 7375.44 1192 | 7436.63 1193 | 7621.72 1194 | 7588.03 1195 | 7721.77 1196 | 7648.58 1197 | 7638.17 1198 | 7519.94 1199 | 7439.18 1200 | 7430.24 1201 | 7485.99 1202 | 7507.27 1203 | 7511.96 1204 | 7500.48 1205 | 7424.75 1206 | 7407.53 1207 | 7378.29 1208 | 7270.07 1209 | 7445.9 1210 | 7425.07 1211 | 7474.33 1212 | 7343.26 1213 | 7453.59 1214 | 7605.94 1215 | 7513.66 1216 | 7444.45 1217 | 7435.67 1218 | 7534.13 1219 | 7473.93 1220 | 7584.14 1221 | 7456.31 1222 | 7451.68 1223 | 7508.96 1224 | 7692.55 1225 | 7806.79 1226 | 7944.21 1227 | 7874.85 1228 | 7991.21 1229 | 7893.61 1230 | 8038.21 1231 | 8105.69 1232 | 8092.77 1233 | 8053.43 1234 | 7898.54 1235 | 7964.76 1236 | 8077.39 1237 | 8048.32 1238 | 7987.13 1239 | 8075.26 1240 | 8050.68 1241 | 7958.24 1242 | 8007.32 1243 | 7921.36 1244 | 7801.23 1245 | 7860.52 1246 | 7930.61 1247 | 7949.63 1248 | 7964.71 1249 | 8090.49 1250 | 8033.52 1251 | 8036.12 1252 | 8030.64 1253 | 7849.16 1254 | 7680.76 1255 | 7678.26 1256 | 7706.1 1257 | 7590.5 1258 | 7618.61 1259 | 7730.05 1260 | 7919.83 1261 | 7976.79 1262 | 7987.85 1263 | 7883.04 1264 | 7764.97 1265 | 7781.04 1266 | 7739.2 1267 | 7697.38 1268 | 7735.88 1269 | 7659.39 1270 | 7619.31 1271 | 7607.54 1272 | 7499.5 1273 | 7481.25 1274 | 7505.35 1275 | 7459.61 1276 | 7479.34 1277 | 7415.33 1278 | 7475.99 1279 | 7442.2 1280 | 7525.69 1281 | 7516.76 1282 | 7476.69 1283 | 7455.93 1284 | 7408.87 1285 | 7378.12 1286 | 7387.02 1287 | 7343.08 1288 | 7270.32 1289 | 7335.62 1290 | 7342.54 1291 | 7242.73 1292 | 7282.34 1293 | 7348.83 1294 | 7338.06 1295 | 7212.07 1296 | 7142.95 1297 | 7152.83 1298 | 7166.67 1299 | 7099.91 1300 | 7073.91 1301 | 7045.56 1302 | 6937.17 1303 | 6917.03 1304 | 6897.08 1305 | 6816.89 1306 | 6858.34 1307 | 6828.82 1308 | 6899.06 1309 | 6856.96 1310 | 6712.06 1311 | 6700.29 1312 | 6671.41 1313 | 6579.87 1314 | 6585.47 1315 | 6447.7 1316 | 6623.99 1317 | 6715.49 1318 | 6716.52 1319 | 6713.23 1320 | 6617.75 1321 | 6595 1322 | 6534.57 1323 | 6603.32 1324 | 6640.24 1325 | 6715.44 1326 | 6819.65 1327 | 7027.59 1328 | 6992.58 1329 | 6973.73 1330 | 6941.66 1331 | 6982.91 1332 | 6987.08 1333 | 6957.07 1334 | 6958.62 1335 | 6961.18 1336 | 6895.34 1337 | 6859.45 1338 | 6911.11 1339 | 6876.73 1340 | 6915.56 1341 | 6875.7 1342 | 6874.06 1343 | 6885.76 1344 | 6851.28 1345 | 6789.11 1346 | 6788.23 1347 | 6726.01 1348 | 6690.34 1349 | 6719.58 1350 | 6748.37 1351 | 6678.93 1352 | 6687.31 1353 | 6747.17 1354 | 6689.62 1355 | 6701.7 1356 | 6716.82 1357 | 6731.74 1358 | 6705.17 1359 | 6687.3 1360 | 6566.56 1361 | 6614.37 1362 | 6607.59 1363 | 6593.09 1364 | 6674.4 1365 | 6691.32 1366 | 6681.13 1367 | 6596.92 1368 | 6611.81 1369 | 6608.86 1370 | 6503.13 1371 | 6573.96 1372 | 6586.91 1373 | 6553.51 1374 | 6597.25 1375 | 6588.83 1376 | 6552.58 1377 | 6520.77 1378 | 6476.17 1379 | 6469.42 1380 | 6427.41 1381 | 6413.03 1382 | 6369.51 1383 | 6372.8 1384 | 6295.23 1385 | 6241.13 1386 | 6309.19 1387 | 6363.8 1388 | 6281.68 1389 | 6298.17 1390 | 6411.96 1391 | 6475.25 1392 | 6476.13 1393 | 6460.39 1394 | 6452.33 1395 | 6412.36 1396 | 6443.02 1397 | 6430.89 1398 | 6387.38 1399 | 6393.73 1400 | 6357.77 1401 | 6358.68 1402 | 6349.26 1403 | 6361.96 1404 | 6330.65 1405 | 6241.15 1406 | 6223.33 1407 | 6291.9 1408 | 6268.92 1409 | 6258.19 1410 | 6262.54 1411 | 6284.19 1412 | 6264.92 1413 | 6247.52 1414 | 6242.91 1415 | 6202.82 1416 | 6177.42 1417 | 6182.78 1418 | 6115.1 1419 | 6186.54 1420 | 6173.68 1421 | 6160.28 1422 | 6119.45 1423 | 6117.71 1424 | 6084.4 1425 | 6085.82 1426 | 6075.28 1427 | 6046.37 1428 | 5992.22 1429 | 5999.46 1430 | 6004.33 1431 | 5989.16 1432 | 5989.71 1433 | 5960.63 1434 | 5901.66 1435 | 5883.32 1436 | 5962.03 1437 | 5954.38 1438 | 5873.46 1439 | 5926.33 1440 | 5937.87 1441 | 5907.37 1442 | 5906.12 1443 | 5873.85 1444 | 5798.46 1445 | 5795.26 1446 | 5773.72 1447 | 5813.06 1448 | 5884.07 1449 | 5909.72 1450 | 5876.54 1451 | 5859.57 1452 | 5867.53 1453 | 5847.02 1454 | 5854.99 1455 | 5811.47 1456 | 5814.08 1457 | 5775.54 1458 | 5818.41 1459 | 5794.83 1460 | 5817.02 1461 | 5833.51 1462 | 5812.94 1463 | 5776.8 1464 | 5692 1465 | 5628.37 1466 | 5630.96 1467 | 5702.81 1468 | 5651.92 1469 | 5626.67 1470 | 5723.03 1471 | 5640.03 1472 | 5680.82 1473 | 5596.74 1474 | 5681.97 1475 | 5705.42 1476 | 5659.07 1477 | 5583.1 1478 | 5565.76 1479 | 5578.05 1480 | 5451.01 1481 | 5545.82 1482 | 5539.29 1483 | 5396.85 1484 | 5416.96 1485 | 5422.22 1486 | 5527.29 1487 | 5637.82 1488 | 5616.04 1489 | 5706.32 1490 | 5681.85 1491 | 5695.47 1492 | 5625.63 1493 | 5729.01 1494 | 5712.69 1495 | 5683.31 1496 | 5581.67 1497 | 5456.87 1498 | 5459.15 1499 | 5514.63 1500 | 5529.74 1501 | 5533.42 1502 | 5503.41 1503 | 5493.61 1504 | 5439.23 1505 | 5376.01 1506 | 5422.22 1507 | 5305.99 1508 | 5292.14 1509 | 5395.55 1510 | 5464.08 1511 | 5383.28 1512 | 5543.93 1513 | 5502.81 1514 | 5621.19 1515 | 5687.04 1516 | 5707.59 1517 | 5692.86 1518 | 5622.43 1519 | 5755.02 1520 | 5788.36 1521 | 5706.06 1522 | 5587.23 1523 | 5678.49 1524 | 5546.24 1525 | 5672.28 1526 | 5666.07 1527 | 5652.72 1528 | 5851.92 1529 | 5857.03 1530 | 5916.28 1531 | 6054.72 1532 | 6118.38 1533 | 6140.72 1534 | 6127.98 1535 | 6113.29 1536 | 6039.32 1537 | 5968.96 1538 | 6051.29 1539 | 6009.89 1540 | 6067.74 1541 | 6107.12 1542 | 6078.8 1543 | 6079.09 1544 | 6094.75 1545 | 6063.28 1546 | 5993.76 1547 | 5902.58 1548 | 5918.57 1549 | 5901.25 1550 | 5908.47 1551 | 6003.4 1552 | 5952.92 1553 | 6031.39 1554 | 6029.2 1555 | 6013.85 1556 | 6024.05 1557 | 5970.08 1558 | 5984.19 1559 | 5914.78 1560 | 5890.63 1561 | 5912.26 1562 | 5973.14 1563 | 5947.11 1564 | 5932.31 1565 | 5911.86 1566 | 5902.79 1567 | 5882.38 1568 | 5897.79 1569 | 5898.48 1570 | 5870.88 1571 | 5855.16 1572 | 5804.92 1573 | 5732.22 1574 | 5673.36 1575 | 5739.28 1576 | 5754.06 1577 | 5721.46 1578 | 5783.49 1579 | 5866.61 1580 | 5796.04 1581 | 5915.15 1582 | 5870.79 1583 | 5857.88 1584 | 5862.06 1585 | 5801.04 1586 | 5793.95 1587 | 5795.48 1588 | 5789.25 1589 | 5764.37 1590 | 5763.4 1591 | 5756.33 1592 | 5701.47 1593 | 5743.68 1594 | 5666.41 1595 | 5672.92 1596 | 5666.78 1597 | 5657.12 1598 | 5649.6 1599 | 5726.53 1600 | 5674.15 1601 | 5660.03 1602 | 5647.42 1603 | 5548.91 1604 | 5427.09 1605 | 5334.3 1606 | 5348.72 1607 | 5349.02 1608 | 5430.84 1609 | 5395.61 1610 | 5460.16 1611 | 5514.64 1612 | 5483.09 1613 | 5542.13 1614 | 5532.89 1615 | 5494.71 1616 | 5537.11 1617 | 5536.32 1618 | 5516.53 1619 | 5523.62 1620 | 5460.68 1621 | 5449.98 1622 | 5408.26 1623 | 5458.58 1624 | 5447.15 1625 | 5444.84 1626 | 5419.05 1627 | 5398.28 1628 | 5397.23 1629 | 5356.6 1630 | 5350.18 1631 | 5353.66 1632 | 5295.82 1633 | 5286.76 1634 | 5310.28 1635 | 5301.21 1636 | 5282.13 1637 | 5286.75 1638 | 5266.75 1639 | 5300.85 1640 | 5266.86 1641 | 5307.99 1642 | 5266.55 1643 | 5193.4 1644 | 5199.48 1645 | 5176.59 1646 | 5194.27 1647 | 5187.98 1648 | 5196.08 1649 | 5174.72 1650 | 5170.61 1651 | 5123.5 1652 | 5099.72 1653 | 5081.46 1654 | 5110.61 1655 | 5092.43 1656 | 5090.75 1657 | 5015.55 1658 | 5011.38 1659 | 5008.83 1660 | 5024.2 1661 | 4995.24 1662 | 5011 1663 | 4954.83 1664 | 4922.55 1665 | 4929.07 1666 | 4825.64 1667 | 4806.05 1668 | 4900.79 1669 | 4872.97 1670 | 4901.79 1671 | 4838.4 1672 | 4864.25 1673 | 4845.98 1674 | 4947.18 1675 | 4978.83 1676 | 4975.56 1677 | 4950.07 1678 | 4981.77 1679 | 5032.46 1680 | 5022.79 1681 | 5007.77 1682 | 5017.27 1683 | 5069.42 1684 | 5138.02 1685 | 5082.07 1686 | 5044.12 1687 | 5021.17 1688 | 5048.74 1689 | 4965.88 1690 | 4998.16 1691 | 4882.58 1692 | 4849.01 1693 | 4875.22 1694 | 4962.86 1695 | 4926.13 1696 | 4986.5 1697 | 4905.98 1698 | 4911.17 1699 | 4901.88 1700 | 4989.98 1701 | 5005.93 1702 | 4992.75 1703 | 4988.14 1704 | 4968.28 1705 | 4909.89 1706 | 4837.81 1707 | 4842.94 1708 | 4829.69 1709 | 4791.72 1710 | 4812.24 1711 | 4783.8 1712 | 4856.01 1713 | 4915.95 1714 | 4917.74 1715 | 4941.69 1716 | 4929.91 1717 | 4851.27 1718 | 4871.46 1719 | 4883.81 1720 | 4922.34 1721 | 4937.33 1722 | 4953.93 1723 | 4990.57 1724 | 4909.48 1725 | 4837.86 1726 | 4827.18 1727 | 4874.06 1728 | 4923.12 1729 | 4932.87 1730 | 4890.85 1731 | 4886.5 1732 | 4892.5 1733 | 4855.35 1734 | 4843.49 1735 | 4842.7 1736 | 4836.9 1737 | 4829.87 1738 | 4784.5 1739 | 4770.54 1740 | 4719.57 1741 | 4712.9 1742 | 4699.27 1743 | 4679.89 1744 | 4653.03 1745 | 4663.38 1746 | 4597.97 1747 | 4530.18 1748 | 4615.49 1749 | 4603.65 1750 | 4623.41 1751 | 4617.07 1752 | 4586.28 1753 | 4583.63 1754 | 4557.46 1755 | 4523.82 1756 | 4566.48 1757 | 4627.48 1758 | 4619.6 1759 | 4608.11 1760 | 4586.86 1761 | 4604.57 1762 | 4579.87 1763 | 4548.42 1764 | 4591.69 1765 | 4599.21 1766 | 4586.1 1767 | 4562.75 1768 | 4557.29 1769 | 4566.01 1770 | 4497.26 1771 | 4510.39 1772 | 4532.17 1773 | 4527.17 1774 | 4460.63 1775 | 4480.43 1776 | 4444.71 1777 | 4436.6 1778 | 4389.54 1779 | 4396.64 1780 | 4406.95 1781 | 4360.68 1782 | 4360.42 1783 | 4324.6 1784 | 4251.77 1785 | 4262.18 1786 | 4275.7 1787 | 4267.05 1788 | 4244.16 1789 | 4251.13 1790 | 4292.41 1791 | 4311.06 1792 | 4299.51 1793 | 4264.35 1794 | 4245.54 1795 | 4224.02 1796 | 4184.84 1797 | 4178.1 1798 | 4189.02 1799 | 4233.76 1800 | 4246.96 1801 | 4223.04 1802 | 4193.7 1803 | 4178.62 1804 | 4204.61 1805 | 4202.2 1806 | 4312.25 1807 | 4402.05 1808 | 4405.69 1809 | 4372.12 1810 | 4396.09 1811 | 4400.68 1812 | 4389.52 1813 | 4379.18 1814 | 4362.61 1815 | 4341.39 1816 | 4373.53 1817 | 4348.77 1818 | 4347.52 1819 | 4351.89 1820 | 4343.6 1821 | 4317.2 1822 | 4320.69 1823 | 4296.36 1824 | 4327.18 1825 | 4315.92 1826 | 4309.11 1827 | 4387.69 1828 | 4367.3 1829 | 4360.49 1830 | 4337.68 1831 | 4375.6 1832 | 4396.5 1833 | 4428.09 1834 | 4423.52 1835 | 4373.27 1836 | 4393.43 1837 | 4383.62 1838 | 4350.49 1839 | 4348.64 1840 | 4304.29 1841 | 4310.66 1842 | 4323.21 1843 | 4353.34 1844 | 4359.47 1845 | 4369.68 1846 | 4368.77 1847 | 4402.03 1848 | 4386.4 1849 | 4387.8 1850 | 4342.01 1851 | 4353.15 1852 | 4371.39 1853 | 4366.35 1854 | 4339.28 1855 | 4281.64 1856 | 4296.31 1857 | 4279.97 1858 | 4254.85 1859 | 4201.81 1860 | 4216.41 1861 | 4214.12 1862 | 4233.95 1863 | 4201.89 1864 | 4213.7 1865 | 4220.43 1866 | 4245.55 1867 | 4250.71 1868 | 4245.51 1869 | 4232.36 1870 | 4212.14 1871 | 4208.82 1872 | 4258.01 1873 | 4307.37 1874 | 4316.4 1875 | 4300.94 1876 | 4258.24 1877 | 4290.5 1878 | 4291.53 1879 | 4256.08 1880 | 4247.75 1881 | 4261.79 1882 | 4235.36 1883 | 4251.62 1884 | 4241.28 1885 | 4214.39 1886 | 4211.55 1887 | 4182.27 1888 | 4233.71 1889 | 4213.69 1890 | 4231.3 1891 | 4219.24 1892 | 4174.55 1893 | 4150.41 1894 | 4201.35 1895 | 4212.62 1896 | 4193.91 1897 | 4208.87 1898 | 4216.4 1899 | 4186.03 1900 | 4126 1901 | 4146.98 1902 | 4154.27 1903 | 4160.35 1904 | 4125.3 1905 | 4113.37 1906 | 4123.98 1907 | 4134.89 1908 | 4178.68 1909 | 4183.41 1910 | 4117.22 1911 | 4134.34 1912 | 4143.35 1913 | 4130.81 1914 | 4089.13 1915 | 4065.33 1916 | 4068.97 1917 | 4063.58 1918 | 4041.38 1919 | 4039.04 1920 | 4037.57 1921 | 4012.64 1922 | 3960.25 1923 | 3959.59 1924 | 3929.03 1925 | 3862.26 1926 | 3854.41 1927 | 3935.14 1928 | 3934.06 1929 | 3912.4 1930 | 3964.13 1931 | 3915.17 1932 | 3922.11 1933 | 3940.46 1934 | 3976.03 1935 | 3957.6 1936 | 4017.82 1937 | 4015.54 1938 | 4043.36 1939 | 4049.66 1940 | 4048.71 1941 | 4033.28 1942 | 3994.96 1943 | 3892.9 1944 | 3920.36 1945 | 3882.27 1946 | 3874.37 1947 | 3910.3 1948 | 3905.66 1949 | 3942.35 1950 | 3991.02 1951 | 3977.68 1952 | 3988.07 1953 | 3963.65 1954 | 3941.75 1955 | 3947.75 1956 | 3953.31 1957 | 3886.03 1958 | 3851.22 1959 | 3884.16 1960 | 3889.04 1961 | 3887.58 1962 | 3866.99 1963 | 3833.45 1964 | 3817.62 1965 | 3785.21 1966 | 3838.85 1967 | 3851.18 1968 | 3832.28 1969 | 3788.88 1970 | 3771 1971 | 3772.14 1972 | 3712.61 1973 | 3722.99 1974 | 3726.5 1975 | 3705.73 1976 | 3699.11 1977 | 3646.99 1978 | 3658.11 1979 | 3678.91 1980 | 3720.64 1981 | 3690.33 1982 | 3727.74 1983 | 3829.03 1984 | 3823.74 1985 | 3877.32 1986 | 3862.71 1987 | 3895.61 1988 | 3889.68 1989 | 3807.21 1990 | 3814.08 1991 | 3752.59 1992 | 3797.33 1993 | 3801.05 1994 | 3877.48 1995 | 3837.6 1996 | 3812.63 1997 | 3845.93 1998 | 3847.19 1999 | 3898.84 2000 | 3903.88 2001 | 3893.24 2002 | 3924.49 2003 | 3934.48 2004 | 3930.58 2005 | 3944.88 2006 | 3995.73 2007 | 3998.77 2008 | 4035.02 2009 | 4052.73 2010 | 4069.73 2011 | 4069.35 2012 | 4013.35 2013 | 4007.05 2014 | 3945.1 2015 | 3928.39 2016 | 3989.31 2017 | 3999.79 2018 | 3985.46 2019 | 4003.24 2020 | 3987.3 2021 | 3948.65 2022 | 4014.56 2023 | 4021.64 2024 | 3997.76 2025 | 4018.95 2026 | 4017.81 2027 | 3961.93 2028 | 3917.08 2029 | 3888.31 2030 | 3864.18 2031 | 3921.41 2032 | 3902.72 2033 | 3913.33 2034 | 3867.52 2035 | 3828.07 2036 | 3867.84 2037 | 3831.84 2038 | 3839.32 2039 | 3872.26 2040 | 3789.24 2041 | 3754.37 2042 | 3803.1 2043 | 3824.93 2044 | 3776.24 2045 | 3849.84 2046 | 3784.61 2047 | 3895.64 2048 | 3909.46 2049 | 4022.1 2050 | 3990.75 2051 | 4007.65 2052 | 3985.21 2053 | 4008.91 2054 | 4065.74 2055 | 4134.1 2056 | 4125.83 2057 | 4103.62 2058 | 4059.15 2059 | 4026.15 2060 | 4061.13 2061 | 4025.07 2062 | 4033.98 2063 | 4004.61 2064 | 4012.77 2065 | 4071.42 2066 | 4013.53 2067 | 4001.16 2068 | 4022.81 2069 | 4048.6 2070 | 4007.6 2071 | 3924.85 2072 | 3856.7 2073 | 3874.04 2074 | 3881.25 2075 | 3822.33 2076 | 3811.92 2077 | 3726.07 2078 | 3728.82 2079 | 3729.23 2080 | 3819.15 2081 | 3827.43 2082 | 3896.79 2083 | 3822.37 2084 | 3810.76 2085 | 3915.38 2086 | 3904.95 2087 | 4044.7 2088 | 4087.55 2089 | 4145.99 2090 | 4126.14 2091 | 4133.78 2092 | 4071.7 2093 | 4100.34 2094 | 4054.43 2095 | 4018.16 2096 | 4007.81 2097 | 3995.34 2098 | 3991.42 2099 | 4068.71 2100 | 4073.35 2101 | 4141.53 2102 | 4095.34 2103 | 4095.86 2104 | 4070.46 2105 | 4057.05 2106 | 4121.65 2107 | 4122.16 2108 | 4110.8 2109 | 4098.97 2110 | 4044.99 2111 | 4014.79 2112 | 4028.37 2113 | 4057.51 2114 | 4071.6 2115 | 4058.6 2116 | 4095.71 2117 | 4150.24 2118 | 4134.42 2119 | 4128.68 2120 | 4151.83 2121 | 4139.86 2122 | 4138.04 2123 | 4106.41 2124 | 4139.92 2125 | 4111.64 2126 | 4068.75 2127 | 4055.21 2128 | 3996.22 2129 | 3995.91 2130 | 4016.18 2131 | 4045.43 2132 | 4004.4 2133 | 4035.44 2134 | 4035.9 2135 | 4018.5 2136 | 3965.16 2137 | 3952.72 2138 | 3903.34 2139 | 3876.94 2140 | 3898.42 2141 | 3870.88 2142 | 3847.57 2143 | 3865.98 2144 | 3875.47 2145 | 3860.13 2146 | 3858.85 2147 | 3820.92 2148 | 3846.18 2149 | 3806.54 2150 | 3841.73 2151 | 3874.78 2152 | 3875.66 2153 | 3809.26 2154 | 3821.2 2155 | 3745.95 2156 | 3744.99 2157 | 3712.98 2158 | 3733.16 2159 | 3737.09 2160 | 3642.25 2161 | 3638.04 2162 | 3652.29 2163 | 3666.28 2164 | 3674.54 2165 | 3797.4 2166 | 3765.59 2167 | 3748.34 2168 | 3729.87 2169 | 3746.24 2170 | 3782.56 2171 | 3733.93 2172 | 3717.7 2173 | 3741.71 2174 | 3744.5 2175 | 3655.99 2176 | 3639.66 2177 | 3615.42 2178 | 3586.93 2179 | 3517.1 2180 | 3452.64 2181 | 3497.14 2182 | 3490.6 2183 | 3580.08 2184 | 3559.33 2185 | 3516.67 2186 | 3577.72 2187 | 3570.58 2188 | 3538.13 2189 | 3538.39 2190 | 3471.25 2191 | 3481.9 2192 | 3395.33 2193 | 3355.78 2194 | 3404.91 2195 | 3419 2196 | 3276.64 2197 | 3329.83 2198 | 3256.78 2199 | 3323.38 2200 | 3324.85 2201 | 3326.27 2202 | 3307.34 2203 | 3411.02 2204 | 3456.27 2205 | 3578.7 2206 | 3612.02 2207 | 3561.03 2208 | 3564.75 2209 | 3516.31 2210 | 3508.06 2211 | 3566.85 2212 | 3536.87 2213 | 3594.4 2214 | 3641.53 2215 | 3607.71 2216 | 3668.67 2217 | 3647.51 2218 | 3567.2 2219 | 3571.22 2220 | 3484.58 2221 | 3492.67 2222 | 3483.08 2223 | 3455.48 2224 | 3500.09 2225 | 3549.05 2226 | 3565.47 2227 | 3501.23 2228 | 3504.53 2229 | 3507.23 2230 | 3443.93 2231 | 3452.7 2232 | 3398.89 2233 | 3381.71 2234 | 3339.58 2235 | 3332.24 2236 | 3331.89 2237 | 3375.66 2238 | 3438.36 2239 | 3405.31 2240 | 3438.89 2241 | 3487.86 2242 | 3429.03 2243 | 3428.12 2244 | 3417.77 2245 | 3356.89 2246 | 3374.82 2247 | 3304.48 2248 | 3318.15 2249 | 3287 2250 | 3366.71 2251 | 3330.68 2252 | 3387.64 2253 | 3384.69 2254 | 3396.07 2255 | 3326.51 2256 | 3269.84 2257 | 3322.43 2258 | 3344.46 2259 | 3332.87 2260 | 3239.61 2261 | 3241.92 2262 | 3241.04 2263 | 3146.55 2264 | 3220.58 2265 | 3224.66 2266 | 3241.22 2267 | 3198.82 2268 | 3217.34 2269 | 3186.39 2270 | 3238.98 2271 | 3247.11 2272 | 3304.15 2273 | 3286.48 2274 | 3264.5 2275 | 3168.71 2276 | 3219.47 2277 | 3178.15 2278 | 3140.34 2279 | 3094.76 2280 | 3127.46 2281 | 3039.76 2282 | 3080.02 2283 | 3026.82 2284 | 3064.56 2285 | 2982.68 2286 | 2906.71 2287 | 2919.54 2288 | 2873.6 2289 | 2828.28 2290 | 2822.83 2291 | 2865.21 2292 | 2827.25 2293 | 2838.93 2294 | 2850.68 2295 | 2989.08 2296 | 2989.38 2297 | 2926.03 2298 | 2909.95 2299 | 2937.26 2300 | 2956.59 2301 | 2886.08 2302 | 3005.64 2303 | 3066.95 2304 | 3013.04 2305 | 2986 2306 | 2942.04 2307 | 2908.96 2308 | 2953.92 2309 | 2838.23 2310 | 2891.62 2311 | 2974.4 2312 | 2960.96 2313 | 2899.78 2314 | 2824.68 2315 | 2834.12 2316 | 2776.78 2317 | 2733.95 2318 | 2697.1 2319 | 2734.1 2320 | 2767.79 2321 | 2808.94 2322 | 2654.07 2323 | 2569.81 2324 | 2589.35 2325 | 2450.19 2326 | 2423.87 2327 | 2520.84 2328 | 2584.05 2329 | 2579.33 2330 | 2636.1 2331 | 2548.37 2332 | 2715.06 2333 | 2604.85 2334 | 2615.22 2335 | 2584.61 2336 | 2487.12 2337 | 2403.19 2338 | 2354.31 2339 | 2202.96 2340 | 2305.3 2341 | 2329.04 2342 | 2431.66 2343 | 2437.51 2344 | 2498.02 2345 | 2501.03 2346 | 2549.65 2347 | 2547.05 2348 | 2513.22 2349 | 2450.2 2350 | 2485.5 2351 | 2571.35 2352 | 2648.87 2353 | 2591.26 2354 | 2624.65 2355 | 2740.14 2356 | 2708.97 2357 | 2674.46 2358 | 2555.27 2359 | 2571.25 2360 | 2627 2361 | 2586.09 2362 | 2569.34 2363 | 2649 2364 | 2725.88 2365 | 2632.98 2366 | 2751.99 2367 | 2747.83 2368 | 2693.78 2369 | 2706.57 2370 | 2671.36 2371 | 2643.8 2372 | 2717.82 2373 | 2811.22 2374 | 2803.25 2375 | 2870.57 2376 | 2893.55 2377 | 2918.82 2378 | 3054.11 2379 | 3049.4 2380 | 3098.72 2381 | 3060.65 2382 | 3037.33 2383 | 3037.68 2384 | 2993 2385 | 3112.77 2386 | 3157.25 2387 | 3092.94 2388 | 3105.04 2389 | 2892.63 2390 | 2840 2391 | 3000.84 2392 | 3024.22 2393 | 2961.41 2394 | 3022.69 2395 | 3139.97 2396 | 3205.29 2397 | 3077.06 2398 | 3111.88 2399 | 3196.05 2400 | 3167.99 2401 | 3065.57 2402 | 3207.53 2403 | 3224.74 2404 | 3320.75 2405 | 3280.49 2406 | 3380.2 2407 | 3320.32 2408 | 3360.76 2409 | 3346.14 2410 | 3191.63 2411 | 3299.24 2412 | 3320.88 2413 | 3304.63 2414 | 3212.99 2415 | 3206.93 2416 | 3218.36 2417 | 3191.76 2418 | 3188.39 2419 | 3066.42 2420 | 3115.88 2421 | 3042.06 2422 | 3079.1 2423 | 3155.66 2424 | 3298.84 2425 | 3351.32 2426 | 3327.94 2427 | 3165.16 2428 | 3152.85 2429 | 3113.59 2430 | 3022.01 2431 | 3198.96 2432 | 3102.01 2433 | 3090.01 2434 | 3015.42 2435 | 3155.97 2436 | 3282.67 2437 | 3163.67 2438 | 3172.46 2439 | 3008.93 2440 | 3048.27 2441 | 2850.11 2442 | 2930.74 2443 | 2733.19 2444 | 2597.88 2445 | 2622.09 2446 | 2667.39 2447 | 2714.62 2448 | 2813.3 2449 | 2926.74 2450 | 2865.23 2451 | 2769.03 2452 | 2918.9 2453 | 3020.6 2454 | 2962.5 2455 | 2873.21 2456 | 2914.25 2457 | 3065.73 2458 | 3007.47 2459 | 3124.92 2460 | 3289.13 2461 | 3319.05 2462 | 3361.28 2463 | 3421.87 2464 | 3584.69 2465 | 3494.69 2466 | 3429.22 2467 | 3485.68 2468 | 3354.71 2469 | 3425.9 2470 | 3398.99 2471 | 3609.41 2472 | 3712.94 2473 | 3660.95 2474 | 3682.84 2475 | 3851.34 2476 | 3783.84 2477 | 3828.26 2478 | 3906.55 2479 | 3868.17 2480 | 3768.51 2481 | 3837.67 2482 | 3684.69 2483 | 3665.74 2484 | 3589.92 2485 | 3683.21 2486 | 3647.13 2487 | 3760.86 2488 | 3679.26 2489 | 3465.54 2490 | 3568.64 2491 | 3332.65 2492 | 3532.49 2493 | 3606.45 2494 | 3700.14 2495 | 3878.94 2496 | 3859.78 2497 | 3579 2498 | 3520.46 2499 | 3632.66 2500 | 3515.83 2501 | 3691.43 2502 | 3891.88 2503 | 4100.75 2504 | 4092.82 2505 | 3977.75 2506 | 3912.51 2507 | 4130.8 2508 | 4118.5 2509 | 4190.22 2510 | 4369.76 2511 | 4442.33 2512 | 4483.03 2513 | 4258.62 2514 | 4138.15 2515 | 4195.95 2516 | 4366.81 2517 | 4382.56 2518 | 4259.43 2519 | 4099.05 2520 | 4202.97 2521 | 4127.21 2522 | 4232.4 2523 | 4245.68 2524 | 4354.82 2525 | 4433.85 2526 | 4475.1 2527 | 4303.85 2528 | 4470.14 2529 | 4510.19 2530 | 4606.09 2531 | 4589.26 2532 | 4610.18 2533 | 4657.52 2534 | 4624.31 2535 | 4625.79 2536 | 4747.95 2537 | 4818.3 2538 | 4761.96 2539 | 4881.8 2540 | 4918.58 2541 | 4961.54 2542 | 4899.13 2543 | 4879.5 2544 | 4919.5 2545 | 4984.61 2546 | 4998.99 2547 | 5036.41 2548 | 5047.45 2549 | 5072.39 2550 | 5049.08 2551 | 4975.48 2552 | 4871.7 2553 | 4966.48 2554 | 5028.59 2555 | 4872.41 2556 | 4880.67 2557 | 4882.77 2558 | 4964.56 2559 | 5041.2 2560 | 5008.04 2561 | 5000.38 2562 | 5054.41 2563 | 5160.14 2564 | 5192.1 2565 | 5205.48 2566 | 5284.55 2567 | 5262.88 2568 | 5318.55 2569 | 5343.88 2570 | 5244.2 2571 | 5189.65 2572 | 5162.96 2573 | 5265.36 2574 | 5170.25 2575 | 5180.33 2576 | 5260.53 2577 | 5254.95 2578 | 5281.84 2579 | 5311.08 2580 | 5397.29 2581 | 5348 2582 | 5390.59 2583 | 5317.38 2584 | 5366.13 2585 | 5348.68 2586 | 5364.7 2587 | 5462.55 2588 | 5426.04 2589 | 5401.11 2590 | 5276.87 2591 | 5245.99 2592 | 5275.81 2593 | 5340.67 2594 | 5359.55 2595 | 5289.43 2596 | 5285.26 2597 | 5228.67 2598 | 5245.84 2599 | 5097.41 2600 | 5039.08 2601 | 4960.22 2602 | 4897.75 2603 | 4863.54 2604 | 4745.58 2605 | 4850.73 2606 | 4780.24 2607 | 4764.05 2608 | 4871.76 2609 | 4862.6 2610 | 4973.77 2611 | 4935.35 2612 | 4884.78 2613 | 4940 2614 | 4835.95 2615 | 4862.62 2616 | 4804.41 2617 | 4936.75 2618 | 4984.48 2619 | 5097.06 2620 | 5107.61 2621 | 5052.2 2622 | 5084.52 2623 | 5159.02 2624 | 5156.63 2625 | 5170.44 2626 | 5163.03 2627 | 5045.72 2628 | 5069.74 2629 | 5122.23 2630 | 5133.4 2631 | 4984.2 2632 | 5062.04 2633 | 5065.84 2634 | 5209.97 2635 | 5228.11 2636 | 5288.21 2637 | 5236.37 2638 | 5232.22 2639 | 5318.73 2640 | 5270.29 2641 | 5167.88 2642 | 5160.1 2643 | 5117.13 2644 | 5019.01 2645 | 4934.14 2646 | 4984.69 2647 | 5039.64 2648 | 5067.99 2649 | 4909.42 2650 | 4966.05 2651 | 5062.56 2652 | 5146.45 2653 | 5124.68 2654 | 5199.03 2655 | 5271.29 2656 | 5262.75 2657 | 5013.99 2658 | 4988.44 2659 | 4989.91 2660 | 4936.08 2661 | 4915.95 2662 | 5059.57 2663 | 5114.12 2664 | 5150.97 2665 | 5124.54 2666 | 5087.03 2667 | 5096.18 2668 | 5185.1 2669 | 5062.64 2670 | 5006.33 2671 | 4953.53 2672 | 4946.97 2673 | 4820.37 2674 | 4910.07 2675 | 4993.57 2676 | 4860.66 2677 | 4707.65 2678 | 4755.11 2679 | 4583.31 2680 | 4636.13 2681 | 4559.13 2682 | 4543.98 2683 | 4660.35 2684 | 4820.26 2685 | 4715.6 2686 | 4811.82 2687 | 4704.22 2688 | 4619.32 2689 | 4513.53 2690 | 4574.37 2691 | 4644.82 2692 | 4626.48 2693 | 4548.48 2694 | 4625.13 2695 | 4718.46 2696 | 4613.19 2697 | 4472.42 2698 | 4495.15 2699 | 4487.69 2700 | 4548.13 2701 | 4436.66 2702 | 4304.2 2703 | 4239.97 2704 | 4308.15 2705 | 4184.5 2706 | 4095.32 2707 | 4009.12 2708 | 4038.69 2709 | 3787.23 2710 | 3809.67 2711 | 4041.8 2712 | 4194.85 2713 | 4243.68 2714 | 4115.98 2715 | 4392.4 2716 | 4369.57 2717 | 4670.13 2718 | 4730.67 2719 | 4875.37 2720 | 5048.08 2721 | 5208.1 2722 | 5094.1 2723 | 5188.17 2724 | 5162.4 2725 | 5305 2726 | 5308.78 2727 | 5406.47 2728 | 5387.5 2729 | 5254.04 2730 | 5220.21 2731 | 5216.11 2732 | 5207.83 2733 | 5222.12 2734 | 5361.92 2735 | 5455.44 2736 | 5520.71 2737 | 5453.77 2738 | 5433.49 2739 | 5512.28 2740 | 5614.51 2741 | 5752.51 2742 | 5746.04 2743 | 5735.88 2744 | 5777.28 2745 | 5835.23 2746 | 5861.19 2747 | 5792.19 2748 | 5754.86 2749 | 5675.76 2750 | 5582.76 2751 | 5663.26 2752 | 5791.73 2753 | 5764.06 2754 | 5829.69 2755 | 5728.37 2756 | 5846.66 2757 | 5853.76 2758 | 5928.01 2759 | 5889.88 2760 | 5801.8 2761 | 5816.32 2762 | 5869.86 2763 | 5862.1 2764 | 5999.19 2765 | 6015.72 2766 | 6056.84 2767 | 6109.5 2768 | 6058.38 2769 | 5971.77 2770 | 5833.1 2771 | 5847.79 2772 | 5902.32 2773 | 5941.77 2774 | 5926.38 2775 | 5876.04 2776 | 5922.53 2777 | 5869.04 2778 | 5915.18 2779 | 6031.27 2780 | 6111.94 2781 | 6059.15 2782 | 6162.74 2783 | 6187.21 2784 | 6184.25 2785 | 6192.44 2786 | 6242.13 2787 | 6177.74 2788 | 6125.17 2789 | 6123.26 2790 | 6041.22 2791 | 6120.33 2792 | 6216.83 2793 | 6223.57 2794 | 6278.9 2795 | 6215.25 2796 | 6270.59 2797 | 6249.87 2798 | 6186.87 2799 | 6173.81 2800 | 6148.44 2801 | 6070.38 2802 | 6064.68 2803 | 6141.02 2804 | 6165.18 2805 | 6063.94 2806 | 6108.72 2807 | 6122.62 2808 | 6138.28 2809 | 6089.17 2810 | 6213.84 2811 | 6264.51 2812 | 6175.24 2813 | 6123.66 2814 | 6115.19 2815 | 6124.57 2816 | 6051.48 2817 | 6127.97 2818 | 6181.91 2819 | 6164.88 2820 | 5935.58 2821 | 6002.3 2822 | 5951.16 2823 | 5913.84 2824 | 5781.01 2825 | 5698.88 2826 | 5773.34 2827 | 5597.66 2828 | 5553.46 2829 | 5760.76 2830 | 5829.95 2831 | 5879.3 2832 | 5817.52 2833 | 5938.21 2834 | 5726.97 2835 | 5544.67 2836 | 5388.02 2837 | 5622.09 2838 | 5782.16 2839 | 5657.29 2840 | 5734.49 2841 | 5889.95 2842 | 5794.12 2843 | 5962.93 2844 | 6046.56 2845 | 6204.42 2846 | 6267.06 2847 | 6305.64 2848 | 6284.06 2849 | 6216.38 2850 | 6159.02 2851 | 6123.38 2852 | 6208.24 2853 | 6220.48 2854 | 6189.07 2855 | 6075.34 2856 | 6277.99 2857 | 6347.99 2858 | 6451.57 2859 | 6472.21 2860 | 6439.26 2861 | 6591.67 2862 | 6479.87 2863 | 6557.93 2864 | 6564.91 2865 | 6497.07 2866 | 6636.81 2867 | 6578.96 2868 | 6693.03 2869 | 6628.07 2870 | 6638.2 2871 | 6704.68 2872 | 6795.14 2873 | 6739.3 2874 | 6750.96 2875 | 6695.2 2876 | 6727.49 2877 | 6706.67 2878 | 6722.41 2879 | 6675 2880 | 6651.53 2881 | 6635.76 2882 | 6653.38 2883 | 6502.89 2884 | 6522.87 2885 | 6490.03 2886 | 6465.21 2887 | 6320.07 2888 | 6404.52 2889 | 6392.17 2890 | 6382.31 2891 | 6376.54 2892 | 6434.96 2893 | 6289.82 2894 | 6433.61 2895 | 6371.64 2896 | 6328.16 2897 | 6251.4 2898 | 6200.71 2899 | 6248.76 2900 | 6479.28 2901 | 6390.25 2902 | 6331.3 2903 | 6475.84 2904 | 6620.21 2905 | 6733.59 2906 | 6782.52 2907 | 6691.25 2908 | 6583.13 2909 | 6622.25 2910 | 6637.09 2911 | 6408.1 2912 | 6512.91 2913 | 6372.33 2914 | 6598.32 2915 | 6625.56 2916 | 6696.91 2917 | 6664.18 2918 | 6596.93 2919 | 6510.54 2920 | 6666.06 2921 | 6605.53 2922 | 6752.29 2923 | 6811.49 2924 | 6961.09 2925 | 6966.65 2926 | 6742.1 2927 | 6851.69 2928 | 6959.5 2929 | 7010.2 2930 | 7083.7 2931 | 7136.3 2932 | 7128.27 2933 | 7088.64 2934 | 7059.07 2935 | 7077.44 2936 | 6926.57 2937 | 6924.68 2938 | 6767.9 2939 | 6748.22 2940 | 6802.81 2941 | 6620.87 2942 | 6615.9 2943 | 6619.43 2944 | 6470.06 2945 | 6531.71 2946 | 6627.25 2947 | 6661.3 2948 | 6465.26 2949 | 6554.14 2950 | 6673.15 2951 | 6680.78 2952 | 6776.39 2953 | 6892.49 2954 | 6823.43 2955 | 6862.26 2956 | 6798.12 2957 | 6832.76 2958 | 6814.06 2959 | 6765.04 2960 | 6788.69 2961 | 6740.25 2962 | 6682.92 2963 | 6765.23 2964 | 6915.49 2965 | 6891.69 2966 | 6999.54 2967 | 7049.82 2968 | 7006.26 2969 | 7135.75 2970 | 7214.45 2971 | 7261.04 2972 | 7373.34 2973 | 7329.9 2974 | 7391.27 2975 | 7445.56 2976 | 7344.67 2977 | 7244.79 2978 | 7192.69 2979 | 7294.4 2980 | 7339.22 2981 | 7307.17 2982 | 7230.26 2983 | 7232.78 2984 | 7249.2 2985 | 7199.34 2986 | 7232.42 2987 | 7278.43 2988 | 7315.27 2989 | 7307.43 2990 | 7331.67 2991 | 7322.98 2992 | 7280.97 2993 | 7226.71 2994 | 7143.96 2995 | 7113.22 2996 | 7016.59 2997 | 7011.74 2998 | 7112.45 2999 | 7145.53 3000 | 7190.37 3001 | 7128.3 3002 | 7183.44 3003 | 7268 3004 | 7329.46 3005 | 7314.2 3006 | 7378.86 3007 | 7480.14 3008 | 7366.57 3009 | 7406.91 3010 | 7430.7 3011 | 7321.94 3012 | 7166.51 3013 | 7065.97 3014 | 7006.05 3015 | 7066.22 3016 | 7044.77 3017 | 6972.8 3018 | 6961.73 3019 | 6944.36 3020 | 6962.02 3021 | 6882.44 3022 | 6881.94 3023 | 7054.3 3024 | 7048.96 3025 | 7027.19 3026 | 6980.41 3027 | 7064.73 3028 | 7100.09 3029 | 7227.27 3030 | 7198.8 3031 | 7252.58 3032 | 7328.62 3033 | 7350.94 3034 | 7268.91 3035 | 7240.1 3036 | 7246.79 3037 | 7253.46 3038 | 7285.93 3039 | 7359.8 3040 | 7408.02 3041 | 7438.95 3042 | 7272.76 3043 | 7109.67 3044 | 7119.26 3045 | 7016.66 3046 | 6839.33 3047 | 6978.87 3048 | 6834.88 3049 | 6927.69 3050 | 6912.96 3051 | 6989.03 3052 | 7181.58 3053 | 7211.51 3054 | 7371.06 3055 | 7195.15 3056 | 7269.28 3057 | 7259.48 3058 | 7120.86 3059 | 7280.54 3060 | 7408.09 3061 | 7530.82 3062 | 7386.71 3063 | 7376.93 3064 | 7555.92 3065 | 7414.68 3066 | 7221.74 3067 | 7388.55 3068 | 7280.51 3069 | 7157.95 3070 | 7216.71 3071 | 7196.49 3072 | 7187.14 3073 | 7214.83 3074 | 7449.06 3075 | 7443.07 3076 | 7442.66 3077 | 7516.95 3078 | 7522.2 3079 | 7446.21 3080 | 7330.77 3081 | 7522.8 3082 | 7429.22 3083 | 7599.39 3084 | 7644.89 3085 | 7864.76 3086 | 7931.93 3087 | 7892.49 3088 | 7932.42 3089 | 7694.78 3090 | 7798.62 3091 | 7807.93 3092 | 7872.38 3093 | 7710.92 3094 | 7583.96 3095 | 7414.46 3096 | 7650.05 3097 | 7693.85 3098 | 7975.95 3099 | 7949.15 3100 | 7987 3101 | 8064.97 3102 | 7975.78 3103 | 7960.03 3104 | 7945.77 3105 | 7727.93 3106 | 7644.55 3107 | 7587.13 3108 | 7738.68 3109 | 7640.53 3110 | 7698.97 3111 | 7607.94 3112 | 7590.53 3113 | 7573.78 3114 | 7580.53 3115 | 7490.32 3116 | 7396.13 3117 | 7644.8 3118 | 7611.55 3119 | 7709.27 3120 | 7629.11 3121 | 7549.88 3122 | 7296.32 3123 | 7444.61 3124 | 7354.26 3125 | 7171.95 3126 | 7050.46 3127 | 6835.6 3128 | 7066.6 3129 | 7126.13 3130 | 6969.37 3131 | 6809.64 3132 | 6931.99 3133 | 6992.75 3134 | 7112.66 3135 | 7091.04 3136 | 7072.12 3137 | 7258.9 3138 | 7173.22 3139 | 6955.98 3140 | 6912.81 3141 | 6891.25 3142 | 6925.52 3143 | 6780.96 3144 | 6474.92 3145 | 6502.07 3146 | 6586.95 3147 | 6750.76 3148 | 6958.14 3149 | 6859.58 3150 | 6861.54 3151 | 6837.41 3152 | 6782.39 3153 | 6492.53 3154 | 6418.68 3155 | 6378.66 3156 | 6353.9 3157 | 6341.29 3158 | 6232.75 3159 | 6187.99 3160 | 6127.2 3161 | 6097.9 3162 | 6118.06 3163 | 6115.59 3164 | 6158.77 3165 | 6142.19 3166 | 6119.17 3167 | 5937.2 3168 | 5933.84 3169 | 5896.04 3170 | 5888.88 3171 | 5958.07 3172 | 5961.45 3173 | 5818.73 3174 | 5814.74 3175 | 5819.89 3176 | 5955.97 3177 | 5950.05 3178 | 5870.17 3179 | 5909.52 3180 | 5859.29 3181 | 5791.05 3182 | 5802.36 3183 | 5742.42 3184 | 5694.73 3185 | 5647.94 3186 | 5658.1 3187 | 5635.62 3188 | 5560.87 3189 | 5546.95 3190 | 5524.92 3191 | 5525.4 3192 | 5478.89 3193 | 5363.86 3194 | 5388.76 3195 | 5320.4 3196 | 5357.75 3197 | 5246.49 3198 | 5291.23 3199 | 5296.91 3200 | 5156.28 3201 | 5184.23 3202 | 5220.29 3203 | 5295.43 3204 | 5358.46 3205 | 5414.5 3206 | 5419.26 3207 | 5419.31 3208 | 5353.32 3209 | 5301.85 3210 | 5218.86 3211 | 5124.55 3212 | 5149.83 3213 | 5135.62 3214 | 5119.1 3215 | 5239.64 3216 | 5186.53 3217 | 5299.57 3218 | 5238.76 3219 | 5282.76 3220 | 5351.98 3221 | 5303.94 3222 | 5304.42 3223 | 5387.18 3224 | 5401.47 3225 | 5446.91 3226 | 5483.95 3227 | 5436.86 3228 | 5400.7 3229 | 5391.36 3230 | 5400.55 3231 | 5336.22 3232 | 5189.92 3233 | 5317.12 3234 | 5270.77 3235 | 5392.53 3236 | 5420.36 3237 | 5389.34 3238 | 5400.32 3239 | 5324.02 3240 | 5301.98 3241 | 5254.14 3242 | 5186.85 3243 | 5230.47 3244 | 5259.91 3245 | 5257.1 3246 | 5219.43 3247 | 5127.43 3248 | 5019.69 3249 | 5000.87 3250 | 5087.3 3251 | 5010.47 3252 | 4978.45 3253 | 5119.37 3254 | 5107.68 3255 | 5129.5 3256 | 5101.87 3257 | 5052.32 3258 | 5229.56 3259 | 5224.16 3260 | 5206.44 3261 | 5310.63 3262 | 5340.91 3263 | 5414.17 3264 | 5491.29 3265 | 5624.74 3266 | 5619.94 3267 | 5619.26 3268 | 5610.89 3269 | 5573.82 3270 | 5652.02 3271 | 5638.95 3272 | 5607.1 3273 | 5588.5 3274 | 5612.9 3275 | 5625.62 3276 | 5519.05 3277 | 5480.22 3278 | 5378.52 3279 | 5359.53 3280 | 5356.95 3281 | 5301.21 3282 | 5327.6 3283 | 5399.11 3284 | 5468.67 3285 | 5468.47 3286 | 5430.32 3287 | 5412 3288 | 5381.25 3289 | 5342.86 3290 | 5268.87 3291 | 5262.15 3292 | 5206.47 3293 | 5253.89 3294 | 5211.08 3295 | 5190.15 3296 | 5107.81 3297 | 4997.83 3298 | 5021.24 3299 | 5069.83 3300 | 5068.73 3301 | 5083.83 3302 | 5160.44 3303 | 5143.1 3304 | 5264.68 3305 | 5235.64 3306 | 5184.51 3307 | 5154.94 3308 | 5114.47 3309 | 5173.25 3310 | 5248.02 3311 | 5249.15 3312 | 5205.95 3313 | 5297.38 3314 | 5274.45 3315 | 5307.22 3316 | 5383.21 3317 | 5377.56 3318 | 5393.11 3319 | 5334.42 3320 | 5348.61 3321 | 5347.5 3322 | 5256.22 3323 | 5195.42 3324 | 5218.82 3325 | 5163.29 3326 | 5087.29 3327 | 5220.15 3328 | 5155.35 3329 | 5181.01 3330 | 5182.16 3331 | 5199.18 3332 | 5159.16 3333 | 5124.18 3334 | 5068.75 3335 | 5052.27 3336 | 4965.29 3337 | 4914.59 3338 | 4884.2 3339 | 4856.84 3340 | 4876.92 3341 | 4775.17 3342 | 4860.26 3343 | 4780.13 3344 | 4915.03 3345 | 5027.06 3346 | 5099.48 3347 | 5013.62 3348 | 5077.43 3349 | 5094.63 3350 | 5029.24 3351 | 5008.16 3352 | 4754.41 3353 | 4721.41 3354 | 4758.46 3355 | 4788.69 3356 | 4839.09 3357 | 4678.72 3358 | 4697.67 3359 | 4804.02 3360 | 4784.31 3361 | 4911.81 3362 | 4958.58 3363 | 5062.31 3364 | 4987.56 3365 | 4845.18 3366 | 4802.38 3367 | 4845.08 3368 | 4810.09 3369 | 4904.68 3370 | 4879.55 3371 | 4888.74 3372 | 4839.33 3373 | 4796.82 3374 | 4904.35 3375 | 5027.22 3376 | 5080.77 3377 | 5077.85 3378 | 5085.66 3379 | 5166.87 3380 | 5190.82 3381 | 5159.96 3382 | 5096.41 3383 | 5061.18 3384 | 4986.8 3385 | 4982.45 3386 | 5019.28 3387 | 5156.67 3388 | 5143.06 3389 | 5073.15 3390 | 5050.4 3391 | 4960.22 3392 | 4912.75 3393 | 4931.8 3394 | 5200.1 3395 | 5270.6 3396 | 5392.84 3397 | 5323.21 3398 | 5443.62 3399 | 5253.91 3400 | 5252.36 3401 | 5002.39 3402 | 5031.87 3403 | 5044.77 3404 | 4951.77 3405 | 4825.38 3406 | 4780.93 3407 | 4629.23 3408 | 4723.81 3409 | 4663.45 3410 | 4574.5 3411 | 4522.86 3412 | 4536.2 3413 | 4642.69 3414 | 4663.68 3415 | 4699.34 3416 | 4713.96 3417 | 4775.23 3418 | 4787.08 3419 | 4691.69 3420 | 4781.73 3421 | 5022.7 3422 | 5121.48 3423 | 5051.63 3424 | 4944.37 3425 | 4958.82 3426 | 5019.12 3427 | 4911.88 3428 | 4795.69 3429 | 4698.72 3430 | 4702.63 3431 | 4783.77 3432 | 4639.65 3433 | 4639.89 3434 | 4717.7 3435 | 4662.78 3436 | 4768.58 3437 | 4836.22 3438 | 4811.6 3439 | 4841.72 3440 | 4705.08 3441 | 4761.15 3442 | 4671.12 3443 | 4549.33 3444 | 4536.34 3445 | 4682.45 3446 | 4577.74 3447 | 4451.09 3448 | 4454.28 3449 | 4523.24 3450 | 4595.82 3451 | 4458.4 3452 | 4489.1 3453 | 4399.05 3454 | 4318.52 3455 | 4274.48 3456 | 4225.49 3457 | 3983.65 3458 | 3896.08 3459 | 4087.83 3460 | 4156.64 3461 | 4034.23 3462 | 3962.5 3463 | 4226.49 3464 | 4474.51 3465 | 4578.27 3466 | 4653.94 3467 | 4561.58 3468 | 4646.25 3469 | 4699.39 3470 | 4575.15 3471 | 4433.87 3472 | 4598.58 3473 | 4669.51 3474 | 4857.97 3475 | 4831.22 3476 | 4896.49 3477 | 4737.15 3478 | 4747.33 3479 | 5040.87 3480 | 5103.84 3481 | 4923.37 3482 | 4820.25 3483 | 4812.18 3484 | 4970.5 3485 | 4791.81 3486 | 4833.89 3487 | 4993.54 3488 | 5060.84 3489 | 5231.61 3490 | 5372.76 3491 | 5234.88 3492 | 5163.51 3493 | 5488.22 3494 | 5596.41 3495 | 5568.88 3496 | 5456.58 3497 | 5447.9 3498 | 5356.23 3499 | 5402.37 3500 | 5268.4 3501 | 5476.25 3502 | 5581.22 3503 | 5517.64 3504 | 5632.51 3505 | 5756.2 3506 | 5758.77 3507 | 5873.92 3508 | 5880.87 3509 | 5853.63 3510 | 5889.01 3511 | 5885 3512 | 6035.28 3513 | 6058.45 3514 | 6110.73 3515 | 6165.52 3516 | 6171.43 3517 | 6147.87 3518 | 6094.02 3519 | 6108.24 3520 | 6095.28 3521 | 6019.48 3522 | 5982.42 3523 | 5996.77 3524 | 6013.14 3525 | 5960.98 3526 | 5918.37 3527 | 5953.16 3528 | 5904.1 3529 | 5906.85 3530 | 5897.44 3531 | 5915.13 3532 | 5870.42 3533 | 5866.63 3534 | 5779.91 3535 | 5718.71 3536 | 5654.75 3537 | 5702.61 3538 | 5718.06 3539 | 5709.36 3540 | 5591.57 3541 | 5527.32 3542 | 5670.83 3543 | 5754.46 3544 | 5760.03 3545 | 5779.09 3546 | 5688.5 3547 | 5592.48 3548 | 5613.76 3549 | 5582.78 3550 | 5569.08 3551 | 5481.26 3552 | 5490.64 3553 | 5644.29 3554 | 5575.16 3555 | 5564.21 3556 | 5510.98 3557 | 5388.9 3558 | 5342.85 3559 | 5393.14 3560 | 5361.22 3561 | 5376.88 3562 | 5297.35 3563 | 5341.69 3564 | 5257.58 3565 | 5186.23 3566 | 5229.8 3567 | 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| 4310.8 3640 | 4290.1 3641 | 4216.2 3642 | 4140.2 3643 | 4145.4 3644 | 4150.1 3645 | 4134.6 3646 | 4237.8 3647 | 4293.6 3648 | 4340 3649 | 4360.1 3650 | 4417 3651 | 4364.3 3652 | 4224.3 3653 | 4266 3654 | 4132.8 3655 | 4125.5 3656 | 4055.4 3657 | 4162.9 3658 | 4154.6 3659 | 4150.3 3660 | 4029.1 3661 | 4061.9 3662 | 4016.7 3663 | 4117.27 3664 | 4187.1 3665 | 4208.1 3666 | 4191.8 3667 | 4159.7 3668 | 4074.6 3669 | 4096.4 3670 | 4125.9 3671 | 3972.1 3672 | 3962 3673 | 3926.9 3674 | 3850.1 3675 | 3832.1 3676 | 3941.9 3677 | 3931.8 3678 | 3876.9 3679 | 3844.1 3680 | 3816.7 3681 | 3676.7 3682 | 3701.9 3683 | 3697.5 3684 | 3734.8 3685 | 3728.4 3686 | 3715.4 3687 | 3813.9 3688 | 3841.4 3689 | 3784.8 3690 | 3847.7 3691 | 3753.7 3692 | 3748.9 3693 | 3806.7 3694 | 3645.7 3695 | 3871.4 3696 | 3981.4 3697 | 3976.4 3698 | 4124.9 3699 | 4172.5 3700 | 4069.3 3701 | 4049.2 3702 | 4149.9 3703 | 4168.6 3704 | 4215.2 3705 | 4225.3 3706 | 4164.6 3707 | 4179.9 3708 | 4267.4 3709 | 4311.1 3710 | 4326.4 3711 | 4266.2 3712 | 4263 3713 | 4154.9 3714 | 4116.5 3715 | 4135.1 3716 | 4104.9 3717 | 4151 3718 | 4091.8 3719 | 4096.9 3720 | 3983.1 3721 | 4004 3722 | 3970.4 3723 | 3995.7 3724 | 3869.5 3725 | 3796.6 3726 | 3890.2 3727 | 4028 3728 | 4104.6 3729 | 4131.3 3730 | 4073.7 3731 | 4093.4 3732 | 4062.1 3733 | 4127.3 3734 | 4001.8 3735 | 3919.8 3736 | 3897.4 3737 | 3992 3738 | 3993.7 3739 | 4076.8 3740 | 4090.1 3741 | 4204.8 3742 | 4251.9 3743 | 4190.5 3744 | 4080.6 3745 | 4077.6 3746 | 4195.5 3747 | 4237.1 3748 | 4377.5 3749 | 4333.2 3750 | 4342.3 3751 | 4428.1 3752 | 4364.3 3753 | 4325.9 3754 | 4302.5 3755 | 4337 3756 | 4405.5 3757 | 4458.7 3758 | 4377.7 3759 | 4400.3 3760 | 4368.5 3761 | 4320.5 3762 | 4384.8 3763 | 4297.6 3764 | 4140 3765 | 4131.9 3766 | 4203.9 3767 | 4223.7 3768 | 4139.7 3769 | 4142.2 3770 | 4074.3 3771 | 4000.7 3772 | 4027 3773 | 4030.1 3774 | 4003.4 3775 | 3946.7 3776 | 3939.7 3777 | 3867.5 3778 | 3834.8 3779 | 3766.9 3780 | 3809.9 3781 | 3820.2 3782 | 3819.5 3783 | 3761.1 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3856 | 3365 3857 | 3320.7 3858 | 3263.9 3859 | 3259.6 3860 | 3276.7 3861 | 3237.9 3862 | 3233.2 3863 | 3184.2 3864 | 3184.1 3865 | 3196 3866 | 3233.8 3867 | 3276.2 3868 | 3232.6 3869 | 3248.2 3870 | 3229.5 3871 | 3216.1 3872 | 3187.6 3873 | 3184.4 3874 | 3138 3875 | 3104.1 3876 | 3098 3877 | 3067.1 3878 | 3062.3 3879 | 3035.2 3880 | 3017.3 3881 | 2999.2 3882 | 2989.3 3883 | 2994.5 3884 | 2998.2 3885 | 3033.5 3886 | 3028.7 3887 | 2976.7 3888 | 3030.7 3889 | 3001.4 3890 | 2993.3 3891 | 2988.5 3892 | 2949 3893 | 2955 3894 | 2933.4 3895 | 2892.6 3896 | 2906.3 3897 | 2886.1 3898 | 2881.3 3899 | 2859.3 3900 | 2848.8 3901 | 2888.7 3902 | 2852.9 3903 | 2845.6 3904 | 2854.5 3905 | 2807.8 3906 | 2820.8 3907 | 2815.1 3908 | 2855.8 3909 | 2799.7 3910 | 2847.1 3911 | 2841.1 3912 | 2891 3913 | 2857.2 3914 | 2792 3915 | 2909.9 3916 | 2866.1 3917 | 2887 3918 | 2858.6 3919 | 2845.5 3920 | 2817.5 3921 | 2797 3922 | 2810.6 3923 | 2799.2 3924 | 2763.7 3925 | 2772.3 3926 | 2774.5 3927 | 2764.1 3928 | 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| 2522.5 4002 | 2520.9 4003 | 2508.7 4004 | 2494.5 4005 | 2473.4 4006 | 2457.5 4007 | 2477.8 4008 | 2470.3 4009 | 2465 4010 | 2447.8 4011 | 2475.1 4012 | 2482.4 4013 | 2520.2 4014 | 2506.2 4015 | 2497.2 4016 | 2469.8 4017 | 2550.5 4018 | 2544.3 4019 | 2575.5 4020 | 2567.4 4021 | 2562.2 4022 | 2551 4023 | 2583.5 4024 | 2577.4 4025 | 2569 4026 | 2572.3 4027 | 2564 4028 | 2561.4 4029 | 2551.6 4030 | 2573.7 4031 | 2573 4032 | 2566.4 4033 | 2540.1 4034 | 2539.7 4035 | 2554.3 4036 | 2549.3 4037 | 2546.1 4038 | 2548.8 4039 | 2567.5 4040 | 2568.9 4041 | 2546.4 4042 | 2558.8 4043 | 2557.4 4044 | 2552.5 4045 | 2546.3 4046 | 2532.8 4047 | 2542.8 4048 | 2527.3 4049 | 2551.5 4050 | 2558.3 4051 | 2542.2 4052 | 2560.5 4053 | 2556.9 4054 | 2570.8 4055 | 2550 4056 | 2537.3 4057 | 2528.8 4058 | 2519.7 4059 | 2496.2 4060 | 2468.8 4061 | 2469.4 4062 | 2472.6 4063 | 2479.5 4064 | 2468.9 4065 | 2457.5 4066 | 2502.3 4067 | 2505.3 4068 | 2506.5 4069 | 2537.2 4070 | 2532.4 4071 | 2538.3 4072 | 2550.2 4073 | 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4943 | 1472.7 4944 | 1485 4945 | 1472.6 4946 | 1492.3 4947 | 1493.6 4948 | 1510.3 4949 | 1533.8 4950 | 1542.5 4951 | 1526.8 4952 | 1510.1 4953 | 1503.9 4954 | 1511.6 4955 | 1479.1 4956 | 1461.6 4957 | 1453.4 4958 | 1458.5 4959 | 1465.5 4960 | 1432.5 4961 | 1439.7 4962 | 1451.1 4963 | 1436.1 4964 | 1420.3 4965 | 1424.4 4966 | 1478 4967 | 1484 4968 | 1466.4 4969 | 1476.3 4970 | 1475 4971 | 1513.4 4972 | 1530.9 4973 | 1557.8 4974 | 1550.3 4975 | 1573.9 4976 | 1589.3 4977 | 1578.7 4978 | 1584.6 4979 | 1587.6 4980 | 1595 4981 | 1527.8 4982 | 1528.3 4983 | 1525.3 4984 | 1544.6 4985 | 1540.6 4986 | 1536.5 4987 | 1530.8 4988 | 1506.7 4989 | 1518.7 4990 | 1541.3 4991 | 1516.5 4992 | 1513.4 4993 | 1473.3 4994 | 1468.9 4995 | 1498.7 4996 | 1520 4997 | 1513.1 4998 | 1524.7 4999 | 1533.2 5000 | 1555.4 5001 | 1547.8 5002 | 1541 5003 | 1553 5004 | 1564.6 5005 | 1582.6 5006 | 1609.5 5007 | 1621.2 5008 | 1628.8 5009 | 1611.5 5010 | 1594.7 5011 | 1615.4 5012 | 1624 5013 | 1628.2 5014 | 1610.6 5015 | 1618.1 5016 | 1610.4 5017 | 1623.4 5018 | 1628.2 5019 | 1659.8 5020 | 1649.7 5021 | 1702.7 5022 | 1740.5 5023 | 1734.6 5024 | 1734.1 5025 | 1736.5 5026 | 1754.5 5027 | 1757.6 5028 | 1751.2 5029 | 1767.5 5030 | 1772.4 5031 | 1777 5032 | 1768.6 5033 | 1756.3 5034 | 1752.6 5035 | 1757.1 5036 | 1754.1 5037 | 1764.9 5038 | 1768.5 5039 | 1771.1 5040 | 1770.6 5041 | 1772.9 5042 | 1771.8 5043 | 1779.1 5044 | 1773.9 5045 | 1782.3 5046 | 1781.8 5047 | 1789.8 5048 | 1786.3 5049 | 1789.1 5050 | 1792.3 5051 | 1788.6 5052 | 1801.4 5053 | 1798.1 5054 | 1803.2 5055 | 1794.1 5056 | 1806.7 5057 | 1811.6 5058 | 1803 5059 | 1785.5 5060 | 1787.5 5061 | 1763.3 5062 | 1758.4 5063 | 1724.1 5064 | 1742.3 5065 | 1749.4 5066 | 1751.2 5067 | 1753 5068 | 1748.2 5069 | 1750.8 5070 | 1743.5 5071 | 1732.6 5072 | 1728.3 5073 | 1734 5074 | 1735.9 5075 | 1735.9 5076 | 1742.2 5077 | 1745.7 5078 | 1752.4 5079 | 1753.3 5080 | 1746.5 5081 | 1749.2 5082 | 1743.8 5083 | 1732.5 5084 | 1727.7 5085 | 1736.1 5086 | 1720.3 5087 | 1720 5088 | 1739.4 5089 | 1734.6 5090 | 1719.6 5091 | 1721.7 5092 | 1707.3 5093 | 1717.9 5094 | 1710.3 5095 | 1711.5 5096 | 1719 5097 | 1716.3 5098 | 1713.1 5099 | 1717.5 5100 | 1736.3 5101 | 1724.6 5102 | 1732.2 5103 | 1730.1 5104 | 1724.8 5105 | 1732.6 5106 | 1727.5 5107 | 1743.4 5108 | 1750.5 5109 | 1750.3 5110 | 1746 5111 | 1764.8 5112 | 1759.1 5113 | 1763.3 5114 | 1747.9 5115 | 1745.1 5116 | 1749.9 5117 | 1737.3 5118 | 1722.3 5119 | 1729.1 5120 | 1717.6 5121 | 1703.2 5122 | 1687.8 5123 | 1695 5124 | 1681.1 5125 | 1676.5 5126 | 1681.4 5127 | 1678.9 5128 | 1683.6 5129 | 1682.1 5130 | 1685.5 5131 | 1681.1 5132 | 1686.6 5133 | 1674.6 5134 | 1689 5135 | 1687.5 5136 | 1680.9 5137 | 1672.4 5138 | 1683.1 5139 | 1683.6 5140 | 1664.8 5141 | 1669.6 5142 | 1680.1 5143 | 1685.3 5144 | 1677.2 5145 | 1671 5146 | 1666.3 5147 | 1667.5 5148 | 1628.5 5149 | 1622.7 5150 | 1615.7 5151 | 1589.8 5152 | 1578.7 5153 | 1592.5 5154 | 1603.3 5155 | 1603.6 5156 | 1601.9 5157 | 1578 5158 | 1563.6 5159 | 1539.6 5160 | 1543.2 5161 | 1561.8 5162 | 1573.8 5163 | 1560.9 5164 | 1552.9 5165 | 1558.3 5166 | 1546.4 5167 | 1543.6 5168 | 1551.1 5169 | 1559.1 5170 | 1558.2 5171 | 1553.4 5172 | 1561 5173 | 1546.8 5174 | 1545.4 5175 | 1566.6 5176 | 1588.2 5177 | 1586.2 5178 | 1602.9 5179 | 1589.2 5180 | 1600.3 5181 | 1598.1 5182 | 1599.1 5183 | 1611.9 5184 | 1629.4 5185 | 1621 5186 | 1623.2 5187 | 1621.2 5188 | 1609 5189 | 1606.2 5190 | 1578.4 5191 | 1574.2 5192 | 1576.1 5193 | 1573.6 5194 | 1573.6 5195 | 1582.1 5196 | 1582.8 5197 | 1590.8 5198 | 1576.8 5199 | 1572 5200 | 1579 5201 | 1587.9 5202 | 1580.7 5203 | 1572.7 5204 | 1563.3 5205 | 1564.5 5206 | 1570.1 5207 | 1585 5208 | 1571 5209 | 1568.4 5210 | 1568 5211 | 1567.2 5212 | 1578.7 5213 | 1588.7 5214 | 1601.7 5215 | 1607.3 5216 | 1609.6 5217 | 1607 5218 | 1608.1 5219 | 1620 5220 | 1625.4 5221 | 1626.6 5222 | 1614.2 5223 | 1616.1 5224 | 1620.7 5225 | 1628.1 5226 | 1634.6 5227 | 1629.8 5228 | 1637.6 5229 | 1631.3 5230 | 1628.2 5231 | 1629.1 5232 | 1633.1 5233 | 1646.2 5234 | 1647.2 5235 | 1647.9 5236 | 1655.6 5237 | 1650.5 5238 | 1650.5 5239 | 1655.5 5240 | 1647.5 5241 | 1647.1 5242 | 1654.2 5243 | 1627.2 5244 | 1630.8 5245 | 1570.8 5246 | 1526.9 5247 | 1497.9 5248 | 1653.3 5249 | 1654.3 5250 | 1650.2 5251 | 1644.7 5252 | 1626.1 5253 | 1632.2 5254 | 1630.2 5255 | 1631.4 5256 | 1611.9 5257 | 1622 5258 | 1615.4 5259 | 1622.6 5260 | 1622.3 5261 | 1614.9 5262 | 1605.6 5263 | 1605.6 5264 | 1615.4 5265 | 1621.7 5266 | 1632.9 5267 | 1623 5268 | 1624 5269 | 1618.3 5270 | 1625.5 5271 | 1643.9 5272 | 1646.6 5273 | 1644.8 5274 | 1637.9 5275 | 1634.7 5276 | 1627.6 5277 | 1605 5278 | 1618.9 5279 | 1616.1 5280 | 1614.4 5281 | 1610.5 5282 | 1625.2 5283 | 1622.2 5284 | 1666.1 5285 | 1672.1 5286 | 1691.5 5287 | 1691.6 5288 | 1711.9 5289 | 1687 5290 | 1683 5291 | 1695.4 5292 | 1701.1 5293 | 1699.8 5294 | 1692.6 5295 | 1700.8 5296 | 1715.2 5297 | 1704.9 5298 | 1709.6 5299 | 1704.2 5300 | 1712.8 5301 | 1685.4 5302 | 1694.1 5303 | 1704.1 5304 | 1681.5 5305 | 1682.1 5306 | 1681.5 5307 | 1671.9 5308 | 1652.7 5309 | 1647.7 5310 | 1617.4 5311 | 1598.9 5312 | 1598.1 5313 | 1590.4 5314 | 1598.5 5315 | 1610.9 5316 | 1620.6 5317 | 1607.3 5318 | 1627.5 5319 | 1624 5320 | 1631.8 5321 | 1630 5322 | 1605.8 5323 | 1620.3 5324 | 1623.8 5325 | 1620.5 5326 | 1603.7 5327 | 1597.1 5328 | 1571.9 5329 | 1599.4 5330 | 1613.8 5331 | 1623.8 5332 | 1603.4 5333 | 1601.4 5334 | 1583.1 5335 | 1565.4 5336 | 1561.9 5337 | 1582.1 5338 | 1580 5339 | 1586.9 5340 | 1572 5341 | 1577.5 5342 | 1538.6 5343 | 1522.8 5344 | 1508.8 5345 | 1498.4 5346 | 1515.5 5347 | 1520.3 5348 | 1519.6 5349 | 1517.9 5350 | 1546.5 5351 | 1552.9 5352 | 1570.6 5353 | 1576.6 5354 | 1542.2 5355 | 1571.6 5356 | 1565.8 5357 | 1580.5 5358 | 1580.5 5359 | 1594.3 5360 | 1540.3 5361 | 1530.9 5362 | 1516.7 5363 | 1542.1 5364 | 1565.5 5365 | 1558.2 5366 | 1601.2 5367 | 1582.5 5368 | 1566.3 5369 | 1567.3 5370 | 1587.1 5371 | 1572.6 5372 | 1531.2 5373 | 1486.5 5374 | 1489.4 5375 | 1468.9 5376 | 1488.7 5377 | 1467.8 5378 | 1436.3 5379 | 1428.7 5380 | 1438.9 5381 | 1435 5382 | 1426.5 5383 | 1420.1 5384 | 1400.7 5385 | 1380.3 5386 | 1382.7 5387 | 1382.1 5388 | 1375.2 5389 | 1358.8 5390 | 1375.1 5391 | 1390.2 5392 | 1405.1 5393 | 1422.7 5394 | 1322.7 5395 | 1325.6 5396 | 1327.8 5397 | 1382.3 5398 | 1383.4 5399 | 1375.2 5400 | 1354 5401 | 1358.2 5402 | 1396.1 5403 | 1366.7 5404 | 1366.1 5405 | 1398.2 5406 | 1410.9 5407 | 1414.9 5408 | 1409.3 5409 | 1457.2 5410 | 1477.4 5411 | 1475.9 5412 | 1522.4 5413 | 1517.8 5414 | 1517.2 5415 | 1492.7 5416 | 1504.8 5417 | 1512.8 5418 | 1504.7 5419 | 1471 5420 | 1446.3 5421 | 1462.6 5422 | 1441.2 5423 | 1418.9 5424 | 1420.6 5425 | 1415.3 5426 | 1443.2 5427 | -------------------------------------------------------------------------------- /README.md: -------------------------------------------------------------------------------- 1 | Recurrent Reinforcement Learning Implementation using Matlab/Octave 2 | ================================ 3 | 4 | 20210321 Update: A PyTorch-port of this repo is available at [ceshine/RRL_PyTorch](https://github.com/ceshine/RRL_PyTorch). 5 | 6 | Reference: [Stock Trading with Recurrent Reinforcement Learning (RRL) By Gabriel Molina] 7 | 8 | File Description 9 | ----------- 10 | 11 | Core Functions 12 | - 13 | * costFunction.m 14 | * updateFt.m 15 | * rewardFunction.m 16 | * featureNormalize.m 17 | * sharpRatio.m 18 | 19 | Utility Functions 20 | - 21 | * checkRRLGradient.m : Verify the correctness of gradient function in cost function 22 | * getNumericalGradient.m : Approximate gradient (inefficiently) for verification 23 | 24 | Test Function: 25 | - 26 | * testTWSE.m : Use Taiwan Weighted Stock Index from Taiwan Stock Exchange. 27 | * testDAX.m : Use DAX index of Germany. 28 | 29 | 30 | [Stock Trading with Recurrent Reinforcement Learning (RRL) By Gabriel Molina]: http://cs229.stanford.edu/proj2006/Molina-StockTradingWithRecurrentReinforcementLearning.pdf 31 | 32 | -------------------------------------------------------------------------------- /checkRRLGradient.m: -------------------------------------------------------------------------------- 1 | clear 2 | load('retDAX.txt') 3 | load('DAX.txt') 4 | 5 | M = 10; 6 | T = 1000; % The number of time series inputs to the trader 7 | 8 | X = retDAX(1:M+T); % truncate input data 9 | 10 | Xn = featureNormalize(X); 11 | 12 | debug_theta = zeros(M+2,1); % initialize theta 13 | debug_theta = reshape(sin(1:numel(debug_theta)), size(debug_theta)); 14 | 15 | [J, grad] = costFunction(Xn, X, debug_theta); 16 | 17 | costFunc = @(p) costFunction(Xn, X, p); 18 | 19 | numgrad = getNumericalGradient(costFunc, debug_theta); 20 | 21 | disp([numgrad grad]); 22 | 23 | -------------------------------------------------------------------------------- /costFunction.m: -------------------------------------------------------------------------------- 1 | function [ J, grad ] = costFunction( Xn, X, theta) 2 | %COSTFUNCTION Summary of this function goes here 3 | % Detailed explanation goes here 4 | miu = 1; 5 | delta = 0.001; 6 | 7 | M = length(theta) - 2; 8 | T = length(X) - M; 9 | 10 | syms a 11 | syms b 12 | dSdA = diff(a/sqrt(b-a^2),a); 13 | dSdB = diff(a/sqrt(b-a^2),b); 14 | 15 | 16 | 17 | Ft = updateFt(Xn, theta, T); 18 | 19 | [Ret, sharp] = rewardFunction(X, miu, delta, Ft, M); 20 | J = sharp * -1; 21 | 22 | 23 | dFt = zeros(M+2,T+1); 24 | for i = 2:T+1, 25 | xt = [1; Xn(i-1:i+M-2); Ft(i-1)]; 26 | dFt(:,i) = (1 - tanh(theta' * xt) ^ 2) * (xt + theta(M+2,1)*dFt(:,i-1)); 27 | end 28 | 29 | 30 | dRtFt = -1 * miu * delta * sign(Ft(2:end)-Ft(1:T)); 31 | dRtFtt = miu * X(M+1:T+M) + miu * delta * sign(Ft(2:end)-Ft(1:T)); 32 | A = sum(Ret) / T; 33 | B = sum(Ret.*Ret) / T; 34 | 35 | prefix = repmat(subs(subs(dSdA,a,A),b,B), T, 1)/T + subs(subs(dSdB,a,A),b,B)*2*Ret/T; 36 | %prefix = repmat((1/(- A^2 + B)^(1/2) + A^2/(B - A^2)^(3/2))/M, M, 1) + (-A/(2*(B - A^2)^(3/2))) * 2 * Ret / M 37 | %prefix = ones(M,1) 38 | 39 | grad = sum(repmat(prefix', M+2, 1) .* (repmat(dRtFt', M+2, 1) .* dFt(:,2:end) + repmat(dRtFtt', M+2, 1) .* dFt(:,1:T)), 2); 40 | grad = grad * -1; 41 | 42 | end 43 | 44 | -------------------------------------------------------------------------------- /debugTWSE.m: -------------------------------------------------------------------------------- 1 | clear 2 | load('twse_ret.mat') 3 | load('twse.mat') 4 | 5 | M = 10; 6 | T = 100; % The number of time series inputs to the trader 7 | N = 10; 8 | miu = 1; 9 | delta = 0; 10 | 11 | theta = ones(M+2,1); % initialize theta 12 | 13 | X = twse_ret(:); % truncate input data 14 | 15 | Xn = featureNormalize(X); 16 | 17 | % Set options for fminunc 18 | %options = optimset('GradObj', 'on', 'MaxIter', 100, 'PlotFcns', @optimplotfval); % for debugging 19 | options = optimset('GradObj', 'on', 'MaxIter', 50); 20 | 21 | %Ft(T:T+N) 22 | pI = 1; 23 | fprintf('Start trading & re-training for %d runs.(%d trades for each run)\n', pI, N); 24 | Ret = zeros(pI*N, 1); 25 | %size(Ret) 26 | Ft = zeros(pI*N, 1); 27 | for i = 0:pI-1, 28 | [theta, cost, EXITFLAG,OUTPUT] = fminunc(@(t)(costFunction(Xn(i*N+1:i*N+M+T), X(i*N+1:i*N+M+T), t)), theta, options); 29 | 30 | Ftt = updateFt(Xn(T+i*N:T+(i+1)*N+M), theta, N); 31 | % X(T+i*N:T+(i+1)*N+M) 32 | [Rett, sharp] = rewardFunction(X(T+i*N+1:T+(i+1)*N+M), miu, delta, Ftt, M); 33 | %Rett = Rett + 1; 34 | Ret(i*N+1:(i+1)*N) = Rett; 35 | 36 | %for j = i*N+1:(i+1)*N, 37 | % if j-1 ~= 0, 38 | % Ret(j) = Ret(j-1)*Ret(j); 39 | % end 40 | %end 41 | 42 | Ft(i*N+1:(i+1)*N) = Ftt(2:end); 43 | 44 | end 45 | plot(twse(1:M+T)); 46 | figure('Name','Trading & Re-training Results','NumberTitle','off'); 47 | subplot(3,1,1); 48 | D = X(M+T+1:M+T+pI*N); 49 | hold on; 50 | line([1 10], [0 0]); 51 | plot(D); 52 | axis([1, pI*N, min(D), max(D)]); 53 | %axis([0, pI*N, min(D)*0.95, max(D)*1.05]); 54 | subplot(3,1,2); 55 | plot(Ft(:)); 56 | title('Position'); 57 | axis([1, length(Ft), -1.05, 1.05]); 58 | subplot(3,1,3); 59 | plot(Ret(:)); 60 | title('Returns'); 61 | axis([1, length(Ret), min(Ret), max(Ret)]); -------------------------------------------------------------------------------- /featureNormalize.m: -------------------------------------------------------------------------------- 1 | function [X_norm, mu, sigma] = featureNormalize(X) 2 | %FEATURENORMALIZE Normalizes the features in X 3 | % FEATURENORMALIZE(X) returns a normalized version of X where 4 | % the mean value of each feature is 0 and the standard deviation 5 | % is 1. This is often a good preprocessing step to do when 6 | % working with learning algorithms. 7 | 8 | % You need to set these values correctly 9 | X_norm = X; 10 | mu = zeros(1, size(X, 2)); 11 | sigma = zeros(1, size(X, 2)); 12 | 13 | % ====================== YOUR CODE HERE ====================== 14 | % Instructions: First, for each feature dimension, compute the mean 15 | % of the feature and subtract it from the dataset, 16 | % storing the mean value in mu. Next, compute the 17 | % standard deviation of each feature and divide 18 | % each feature by it's standard deviation, storing 19 | % the standard deviation in sigma. 20 | % 21 | % Note that X is a matrix where each column is a 22 | % feature and each row is an example. You need 23 | % to perform the normalization separately for 24 | % each feature. 25 | % 26 | % Hint: You might find the 'mean' and 'std' functions useful. 27 | % 28 | m = length(X(:,1)); 29 | mu = mean(X); 30 | sigma = std(X); 31 | X_norm = (X - repmat(mu,m,1)) ./ repmat(sigma,m,1); 32 | 33 | 34 | 35 | % ============================================================ 36 | 37 | end 38 | -------------------------------------------------------------------------------- /getNumericalGradient.m: -------------------------------------------------------------------------------- 1 | function numgrad = getNumericalGradient( J, theta ) 2 | %GETNUMERICGRADIENT Summary of this function goes here 3 | % Detailed explanation goes here 4 | 5 | numgrad = zeros(size(theta)); 6 | perturb = zeros(size(theta)); 7 | e = 1e-4; 8 | for p = 1:numel(theta) 9 | % Set perturbation vector 10 | perturb(p) = e; 11 | loss1 = J(theta - perturb); 12 | loss2 = J(theta + perturb); 13 | % Compute Numerical Gradient 14 | numgrad(p) = (loss2 - loss1) / (2*e); 15 | perturb(p) = 0; 16 | end 17 | 18 | end 19 | 20 | -------------------------------------------------------------------------------- /retDAX.txt: -------------------------------------------------------------------------------- 1 | 1.9355319e-02 2 | -1.2192746e-03 3 | 2.0265276e-02 4 | 2.4393377e-03 5 | 7.5132958e-03 6 | 5.9353457e-03 7 | -9.0305999e-03 8 | -5.2523034e-03 9 | -1.7016929e-02 10 | -1.0228499e-02 11 | 3.4818335e-02 12 | -1.1688681e-02 13 | 9.1152743e-03 14 | 1.0245052e-02 15 | -2.5850610e-02 16 | -6.2322741e-03 17 | 2.4201461e-02 18 | -1.0159804e-02 19 | -1.0232624e-02 20 | 2.5555406e-02 21 | 1.2988431e-03 22 | 2.9218492e-02 23 | 1.0651249e-02 24 | -1.5562625e-02 25 | -1.0318375e-02 26 | 1.7985062e-02 27 | 1.1444819e-02 28 | 4.6617412e-05 29 | -1.1810607e-02 30 | -2.0527130e-03 31 | 1.2900250e-02 32 | -2.3163992e-03 33 | 1.4072409e-02 34 | 5.0319951e-04 35 | -1.8678871e-03 36 | -9.1021702e-03 37 | -1.1796164e-02 38 | -1.3516469e-02 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4.1383770e-03 5351 | 1.1398029e-02 5352 | 3.8201961e-03 5353 | -2.1819104e-02 5354 | 1.9063675e-02 5355 | -3.6905065e-03 5356 | 9.3881722e-03 5357 | 0.0000000e+00 5358 | 8.7314141e-03 5359 | -3.3870664e-02 5360 | -6.1027073e-03 5361 | -9.2755895e-03 5362 | 1.6746885e-02 5363 | 1.5174113e-02 5364 | -4.6630469e-03 5365 | 2.7595944e-02 5366 | -1.1678741e-02 5367 | -1.0236967e-02 5368 | 6.3844730e-04 5369 | 1.2633191e-02 5370 | -9.1361603e-03 5371 | -2.6325830e-02 5372 | -2.9192790e-02 5373 | 1.9508914e-03 5374 | -1.3763932e-02 5375 | 1.3479474e-02 5376 | -1.4039095e-02 5377 | -2.1460689e-02 5378 | -5.2913737e-03 5379 | 7.1393575e-03 5380 | -2.7104038e-03 5381 | -5.9233449e-03 5382 | -4.4865054e-03 5383 | -1.3661010e-02 5384 | -1.4564146e-02 5385 | 1.7387524e-03 5386 | -4.3393361e-04 5387 | -4.9924029e-03 5388 | -1.1925538e-02 5389 | 1.1995879e-02 5390 | 1.0981020e-02 5391 | 1.0717882e-02 5392 | 1.2525799e-02 5393 | -7.0288887e-02 5394 | 2.1924851e-03 5395 | 1.6596258e-03 5396 | 4.1045338e-02 5397 | 7.9577516e-04 5398 | -5.9274252e-03 5399 | -1.5415939e-02 5400 | 3.1019202e-03 5401 | 2.7904580e-02 5402 | -2.1058663e-02 5403 | -4.3901368e-04 5404 | 2.3497548e-02 5405 | 9.0831069e-03 5406 | 2.8350698e-03 5407 | -3.9578769e-03 5408 | 3.3988505e-02 5409 | 1.3862201e-02 5410 | -1.0152971e-03 5411 | 3.1506200e-02 5412 | -3.0215449e-03 5413 | -3.9530900e-04 5414 | -1.6148168e-02 5415 | 8.1061164e-03 5416 | 5.3163211e-03 5417 | -5.3543099e-03 5418 | -2.2396491e-02 5419 | -1.6791298e-02 5420 | 1.1270138e-02 5421 | -1.4631478e-02 5422 | -1.5473217e-02 5423 | 1.1981112e-03 5424 | -3.7308180e-03 5425 | 1.9713135e-02 5426 | -------------------------------------------------------------------------------- /rewardFunction.m: -------------------------------------------------------------------------------- 1 | function [ Ret, sharp ] = rewardFunction( X, miu, delta, Ft, M) 2 | %REWARDFUNCTION Summary of this function goes here 3 | % Detailed explanation goes here 4 | T = length(Ft)-1; 5 | 6 | Ret = miu * (Ft(1:T) .* X(M+1:M+T) - delta * abs(Ft(2:end)-Ft(1:T))); 7 | 8 | sharp = sharpRatio(Ret); 9 | 10 | end 11 | 12 | -------------------------------------------------------------------------------- /sharpRatio.m: -------------------------------------------------------------------------------- 1 | function [ sharp ] = sharpRatio( Ret ) 2 | %SHARPRATIO Summary of this function goes here 3 | % Detailed explanation goes here 4 | 5 | T = length(Ret); 6 | ER = sum(Ret) / T; 7 | ERS = sum(Ret.^2) / T; 8 | sharp = ER / sqrt(ERS-ER^2); 9 | 10 | end 11 | 12 | -------------------------------------------------------------------------------- /testDAX.m: -------------------------------------------------------------------------------- 1 | clear 2 | load('retDAX.txt') 3 | load('DAX.txt') 4 | 5 | M = 10; 6 | T = 500; % The number of time series inputs to the trader 7 | N = 100; 8 | 9 | 10 | initial_theta = ones(M+2,1); % initialize theta 11 | 12 | X = retDAX(:); % truncate input data 13 | 14 | Xn = featureNormalize(X); 15 | 16 | %Ft = zeros(T+1,1); 17 | 18 | %[Ret, sharp] = rewardFunction(X, miu, delta, Ft) 19 | 20 | %Ft = [0; ones(M,1)] 21 | 22 | %[Ret, sharp] = rewardFunction(X, miu, delta, Ft) 23 | 24 | %[ theta, U_history ] = gradientAscent(X, Ft, miu, delta, theta, alpha, num_iters, T); 25 | %plot(U_history) 26 | 27 | % Set options for fminunc 28 | options = optimset('GradObj', 'on', 'MaxIter', 1000, 'PlotFcns', @optimplotfval); 29 | 30 | % Run fminunc to obtain the optimal theta 31 | % This function will return theta and the cost 32 | [theta, cost, EXITFLAG,OUTPUT] = fminunc(@(t)(costFunction(Xn(1:M+T), X(1:M+T), t)), initial_theta, options) 33 | 34 | 35 | Ft = updateFt(Xn(1:M+T), theta, T); 36 | 37 | miu = 1; 38 | delta = 0.001; 39 | 40 | [Ret, sharp] = rewardFunction(X(1:M+T), miu, delta, Ft, M); 41 | Ret = Ret + 1; 42 | %size(Ret), size(Ft) 43 | for i = 2:length(Ret), 44 | Ret(i) = Ret(i-1)*Ret(i); 45 | end 46 | 47 | subplot(3,1,1); 48 | plot(DAX(M+2:M+T+2)); 49 | axis([0, T, min(DAX(M+2:M+T+2))*0.95, max(DAX(M+2:M+T+2))*1.05]); 50 | subplot(3,1,2); 51 | plot(Ft(2:end)); 52 | axis([0, length(Ft)-1, -1.05, 1.05]); 53 | subplot(3,1,3); 54 | plot(Ret(:)); 55 | axis([0, length(Ret), min(Ret), max(Ret)]); 56 | 57 | pause; 58 | 59 | %Ft(T:T+N) 60 | 61 | pI = 1; 62 | Ret = zeros(pI*N, 1); 63 | %size(Ret) 64 | Ft = zeros(pI*N, 1); 65 | for i = 0:pI-1, 66 | Ftt = updateFt(Xn(T+i*N:T+(i+1)*N+M), theta, N); 67 | 68 | [Rett, sharp] = rewardFunction(X(T+i*N:T+(i+1)*N+M), miu, delta, Ftt, M); 69 | Rett = Rett + 1; 70 | Ret(i*N+1:(i+1)*N) = Rett; 71 | 72 | for j = i*N+1:(i+1)*N, 73 | if j-1 ~= 0, 74 | Ret(j) = Ret(j-1)*Ret(j); 75 | end 76 | end 77 | 78 | Ft(i*N+1:(i+1)*N) = Ftt(2:end); 79 | 80 | [theta, cost, EXITFLAG,OUTPUT] = fminunc(@(t)(costFunction(Xn(i*N+1:i*N+M+T), X(i*N+1:i*N+M+T), t)), theta, options); 81 | end 82 | 83 | figure(2); 84 | subplot(3,1,1); 85 | D = DAX(M+T+3:M+T+2+pI*N); 86 | plot(D); 87 | axis([0, pI*N, min(D)*0.95, max(D)*1.05]); 88 | subplot(3,1,2); 89 | plot(Ft(2:end)); 90 | axis([0, length(Ft)-1, -1.05, 1.05]); 91 | subplot(3,1,3); 92 | plot(Ret(:)); 93 | axis([0, length(Ret), min(Ret), max(Ret)]); -------------------------------------------------------------------------------- /testTWSE.m: -------------------------------------------------------------------------------- 1 | clear 2 | load('twse_ret.mat') 3 | load('twse.mat') 4 | 5 | M = 5; 6 | T = 100; % The number of time series inputs to the trader 7 | N = 10; 8 | 9 | 10 | initial_theta = ones(M+2,1); % initialize theta 11 | 12 | X = twse_ret(:); % truncate input data 13 | 14 | Xn = featureNormalize(X); 15 | 16 | fprintf('Conducting first training...\n'); 17 | 18 | %Ft = zeros(T+1,1); 19 | 20 | %[Ret, sharp] = rewardFunction(X, miu, delta, Ft) 21 | 22 | %Ft = [0; ones(M,1)] 23 | 24 | %[Ret, sharp] = rewardFunction(X, miu, delta, Ft) 25 | 26 | %[ theta, U_history ] = gradientAscent(X, Ft, miu, delta, theta, alpha, num_iters, T); 27 | %plot(U_history) 28 | 29 | % Set options for fminunc 30 | %options = optimset('GradObj', 'on', 'MaxIter', 100, 'PlotFcns', @optimplotfval); % for debugging 31 | options = optimset('GradObj', 'on', 'MaxIter', 50); 32 | 33 | % Run fminunc to obtain the optimal theta 34 | % This function will return theta and the cost 35 | [theta, cost, EXITFLAG,OUTPUT] = fminunc(@(t)(costFunction(Xn(1:M+T), X(1:M+T), t)), initial_theta, options); 36 | 37 | 38 | Ft = updateFt(Xn(1:M+T), theta, T); 39 | 40 | miu = 1; 41 | delta = 0.001; 42 | 43 | [Ret, sharp] = rewardFunction(X(1:M+T), miu, delta, Ft, M); 44 | Ret = Ret + 1; 45 | %size(Ret), size(Ft) 46 | for i = 2:length(Ret), 47 | Ret(i) = Ret(i-1)*Ret(i); 48 | end 49 | 50 | figure('Name','First Training Results','NumberTitle','off'); 51 | subplot(3,1,1); 52 | plot(twse(M+2:M+T+2)); 53 | axis([0, T, min(twse(M+2:M+T+2))*0.95, max(twse(M+2:M+T+2))*1.05]); 54 | title('Taiwan Weighted Index'); 55 | subplot(3,1,2); 56 | plot(Ft(2:end)); 57 | axis([0, length(Ft)-1, -1.05, 1.05]); 58 | title('Position'); 59 | subplot(3,1,3); 60 | plot(Ret(:)); 61 | axis([0, length(Ret), min(Ret), max(Ret)]); 62 | title('Return'); 63 | 64 | %fprintf('Program paused. Press enter to continue.\n'); 65 | %pause; 66 | 67 | 68 | %Ft(T:T+N) 69 | figure(1); 70 | pI = 10; 71 | fprintf('Start trading & re-training for %d runs.(%d trades for each run)\n', pI, N); 72 | Ret = zeros(pI*N, 1); 73 | %size(Ret) 74 | Ft = zeros(pI*N, 1); 75 | for i = 0:pI-1, 76 | if i > 0, 77 | [theta, cost, EXITFLAG,OUTPUT] = fminunc(@(t)(costFunction(Xn(i*N+1:i*N+M+T), X(i*N+1:i*N+M+T), t)), theta, options); 78 | end 79 | 80 | Ftt = updateFt(Xn(T+i*N:T+(i+1)*N+M), theta, N); 81 | 82 | [Rett, sharp] = rewardFunction(X(T+i*N+1:T+(i+1)*N+M), miu, delta, Ftt, M); 83 | Rett = Rett + 1; 84 | Ret(i*N+1:(i+1)*N) = Rett; 85 | 86 | for j = i*N+1:(i+1)*N, 87 | if j-1 ~= 0, 88 | Ret(j) = Ret(j-1)*Ret(j); 89 | end 90 | end 91 | 92 | Ft(i*N+1:(i+1)*N) = Ftt(2:end); 93 | 94 | end 95 | 96 | figure('Name','Trading & Re-training Results','NumberTitle','off'); 97 | subplot(3,1,1); 98 | D = twse(M+T+2:M+T+1+pI*N); 99 | plot(D); 100 | title('Taiwan Weighted Index'); 101 | axis([0, pI*N, min(D)*0.95, max(D)*1.05]); 102 | subplot(3,1,2); 103 | plot(Ft(:)); 104 | title('Position'); 105 | axis([1, length(Ft), -1.05, 1.05]); 106 | subplot(3,1,3); 107 | plot(Ret(:)); 108 | title('Returns'); 109 | axis([1, length(Ret), min(Ret), max(Ret)]); -------------------------------------------------------------------------------- /twse.mat: -------------------------------------------------------------------------------- https://raw.githubusercontent.com/ceshine/RRL_Matlab/6f13c774c8649f53bc88358090acacfe649a3795/twse.mat -------------------------------------------------------------------------------- /twse_ret.mat: -------------------------------------------------------------------------------- https://raw.githubusercontent.com/ceshine/RRL_Matlab/6f13c774c8649f53bc88358090acacfe649a3795/twse_ret.mat -------------------------------------------------------------------------------- /updateFt.m: -------------------------------------------------------------------------------- 1 | function [ Ft ] = updateFt( X, theta, T ) 2 | %UPDATEFT Summary of this function goes here 3 | % Detailed explanation goes here 4 | M= length(theta)-2; 5 | 6 | Ft = zeros(T+1,1); 7 | 8 | for i = 2:T+1, 9 | xt = [1; X(i-1:i+M-2); Ft(i-1)]; 10 | Ft(i) = tanh(xt' * theta); 11 | end 12 | 13 | end 14 | 15 | --------------------------------------------------------------------------------