File name: Pandora72s1_SaltLakeCityUT-Hawthorne_20250220_L1_smca1c40d20221201p1-8.txt
File generation date: 20250304T074205.4Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c40d20221201p1-8
Local principal investigator: Lukas Valin
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 72
Spectrometer number: 1
Processing software version used: BlickP v1.8.74
Instrument operation file used: Pandora72_OF_v3d20210409.txt
Instrument calibration file used: Pandora72s1_CF_v40d20221201.txt
Level 0 file used: Pandora72s1_SaltLakeCityUT-Hawthorne_20250220_L0.txt
Full location name: SLC - Hawthorne, UT - UTDEQ (AQS Site ID 49-035-3006)
Short location name: SaltLakeCityUT-Hawthorne
Country of location: United States
Location latitude [deg]: 40.7344
Location longitude [deg]: -111.8722
Location altitude [m]: 1306
Local noon date: 20250220
Notes on s-number (L1 configuration): Corrections NOT applied although requested by the s-number are latency correction, matrix method stray light correction (replaced by simple method)
Data caveats: initial FieldCal based on Session4
Nominal wavelengths [nm]: 268.2134 268.3570 268.5006 268.6442 268.7878 268.9314 269.0750 269.2185 269.3621 269.5056 269.6491 269.7926 269.9361 270.0796 270.2231 270.3666 270.5100 270.6535 270.7969 270.9403 271.0837 271.2271 271.3705 271.5139 271.6573 271.8007 271.9440 272.0873 272.2307 272.3740 272.5173 272.6606 272.8039 272.9472 273.0904 273.2337 273.3769 273.5202 273.6634 273.8066 273.9498 274.0930 274.2362 274.3794 274.5225 274.6657 274.8088 274.9519 275.0951 275.2382 275.3813 275.5243 275.6674 275.8105 275.9535 276.0966 276.2396 276.3826 276.5257 276.6687 276.8116 276.9546 277.0976 277.2406 277.3835 277.5264 277.6694 277.8123 277.9552 278.0981 278.2410 278.3838 278.5267 278.6696 278.8124 278.9552 279.0981 279.2409 279.3837 279.5265 279.6692 279.8120 279.9548 280.0975 280.2403 280.3830 280.5257 280.6684 280.8111 280.9538 281.0965 281.2391 281.3818 281.5244 281.6670 281.8097 281.9523 282.0949 282.2375 282.3800 282.5226 282.6652 282.8077 282.9503 283.0928 283.2353 283.3778 283.5203 283.6628 283.8053 283.9477 284.0902 284.2326 284.3750 284.5175 284.6599 284.8023 284.9447 285.0870 285.2294 285.3718 285.5141 285.6564 285.7988 285.9411 286.0834 286.2257 286.3680 286.5102 286.6525 286.7947 286.9370 287.0792 287.2214 287.3636 287.5058 287.6480 287.7902 287.9324 288.0745 288.2167 288.3588 288.5009 288.6430 288.7851 288.9272 289.0693 289.2114 289.3534 289.4955 289.6375 289.7796 289.9216 290.0636 290.2056 290.3476 290.4895 290.6315 290.7735 290.9154 291.0573 291.1993 291.3412 291.4831 291.6250 291.7668 291.9087 292.0506 292.1924 292.3342 292.4761 292.6179 292.7597 292.9015 293.0433 293.1850 293.3268 293.4685 293.6103 293.7520 293.8937 294.0354 294.1771 294.3188 294.4605 294.6022 294.7438 294.8855 295.0271 295.1687 295.3103 295.4519 295.5935 295.7351 295.8767 296.0182 296.1598 296.3013 296.4428 296.5844 296.7259 296.8674 297.0088 297.1503 297.2918 297.4332 297.5747 297.7161 297.8575 297.9989 298.1403 298.2817 298.4231 298.5645 298.7058 298.8471 298.9885 299.1298 299.2711 299.4124 299.5537 299.6950 299.8363 299.9775 300.1188 300.2600 300.4012 300.5424 300.6836 300.8248 300.9660 301.1072 301.2483 301.3895 301.5306 301.6718 301.8129 301.9540 302.0951 302.2362 302.3772 302.5183 302.6593 302.8004 302.9414 303.0824 303.2234 303.3644 303.5054 303.6464 303.7874 303.9283 304.0693 304.2102 304.3511 304.4920 304.6329 304.7738 304.9147 305.0556 305.1964 305.3373 305.4781 305.6189 305.7597 305.9005 306.0413 306.1821 306.3229 306.4636 306.6044 306.7451 306.8858 307.0265 307.1672 307.3079 307.4486 307.5893 307.7299 307.8706 308.0112 308.1519 308.2925 308.4331 308.5737 308.7142 308.8548 308.9954 309.1359 309.2765 309.4170 309.5575 309.6980 309.8385 309.9790 310.1195 310.2599 310.4004 310.5408 310.6812 310.8216 310.9621 311.1024 311.2428 311.3832 311.5236 311.6639 311.8043 311.9446 312.0849 312.2252 312.3655 312.5058 312.6461 312.7863 312.9266 313.0668 313.2070 313.3472 313.4875 313.6276 313.7678 313.9080 314.0482 314.1883 314.3285 314.4686 314.6087 314.7488 314.8889 315.0290 315.1690 315.3091 315.4492 315.5892 315.7292 315.8692 316.0092 316.1492 316.2892 316.4292 316.5691 316.7091 316.8490 316.9890 317.1289 317.2688 317.4087 317.5486 317.6884 317.8283 317.9681 318.1080 318.2478 318.3876 318.5274 318.6672 318.8070 318.9467 319.0865 319.2262 319.3660 319.5057 319.6454 319.7851 319.9248 320.0645 320.2041 320.3438 320.4834 320.6231 320.7627 320.9023 321.0419 321.1815 321.3211 321.4606 321.6002 321.7397 321.8793 322.0188 322.1583 322.2978 322.4373 322.5767 322.7162 322.8556 322.9951 323.1345 323.2739 323.4133 323.5527 323.6921 323.8315 323.9708 324.1102 324.2495 324.3888 324.5282 324.6675 324.8067 324.9460 325.0853 325.2245 325.3638 325.5030 325.6422 325.7814 325.9206 326.0598 326.1990 326.3382 326.4773 326.6165 326.7556 326.8947 327.0338 327.1729 327.3120 327.4511 327.5901 327.7292 327.8682 328.0072 328.1462 328.2852 328.4242 328.5632 328.7022 328.8411 328.9801 329.1190 329.2579 329.3968 329.5357 329.6746 329.8135 329.9523 330.0912 330.2300 330.3689 330.5077 330.6465 330.7853 330.9240 331.0628 331.2016 331.3403 331.4790 331.6178 331.7565 331.8952 332.0339 332.1725 332.3112 332.4499 332.5885 332.7271 332.8657 333.0043 333.1429 333.2815 333.4201 333.5586 333.6972 333.8357 333.9742 334.1127 334.2512 334.3897 334.5282 334.6667 334.8051 334.9436 335.0820 335.2204 335.3588 335.4972 335.6356 335.7739 335.9123 336.0506 336.1890 336.3273 336.4656 336.6039 336.7422 336.8804 337.0187 337.1570 337.2952 337.4334 337.5716 337.7098 337.8480 337.9862 338.1244 338.2625 338.4007 338.5388 338.6769 338.8150 338.9531 339.0912 339.2293 339.3673 339.5054 339.6434 339.7814 339.9194 340.0574 340.1954 340.3334 340.4713 340.6093 340.7472 340.8852 341.0231 341.1610 341.2989 341.4367 341.5746 341.7125 341.8503 341.9881 342.1259 342.2637 342.4015 342.5393 342.6771 342.8148 342.9526 343.0903 343.2280 343.3658 343.5034 343.6411 343.7788 343.9165 344.0541 344.1917 344.3294 344.4670 344.6046 344.7422 344.8797 345.0173 345.1548 345.2924 345.4299 345.5674 345.7049 345.8424 345.9799 346.1174 346.2548 346.3922 346.5297 346.6671 346.8045 346.9419 347.0793 347.2166 347.3540 347.4913 347.6287 347.7660 347.9033 348.0406 348.1779 348.3151 348.4524 348.5896 348.7268 348.8641 349.0013 349.1385 349.2757 349.4128 349.5500 349.6871 349.8243 349.9614 350.0985 350.2356 350.3727 350.5097 350.6468 350.7838 350.9209 351.0579 351.1949 351.3319 351.4689 351.6059 351.7428 351.8798 352.0167 352.1536 352.2905 352.4274 352.5643 352.7012 352.8380 352.9749 353.1117 353.2485 353.3853 353.5221 353.6589 353.7957 353.9325 354.0692 354.2059 354.3427 354.4794 354.6161 354.7528 354.8894 355.0261 355.1627 355.2994 355.4360 355.5726 355.7092 355.8458 355.9824 356.1189 356.2555 356.3920 356.5285 356.6650 356.8015 356.9380 357.0745 357.2109 357.3474 357.4838 357.6202 357.7566 357.8930 358.0294 358.1658 358.3021 358.4385 358.5748 358.7111 358.8474 358.9837 359.1200 359.2563 359.3925 359.5288 359.6650 359.8012 359.9374 360.0736 360.2098 360.3460 360.4821 360.6183 360.7544 360.8905 361.0266 361.1627 361.2988 361.4349 361.5709 361.7069 361.8430 361.9790 362.1150 362.2510 362.3869 362.5229 362.6589 362.7948 362.9307 363.0666 363.2025 363.3384 363.4743 363.6101 363.7460 363.8818 364.0176 364.1535 364.2893 364.4250 364.5608 364.6966 364.8323 364.9680 365.1038 365.2395 365.3752 365.5108 365.6465 365.7822 365.9178 366.0534 366.1890 366.3246 366.4602 366.5958 366.7314 366.8669 367.0025 367.1380 367.2735 367.4090 367.5445 367.6800 367.8154 367.9509 368.0863 368.2217 368.3571 368.4925 368.6279 368.7633 368.8986 369.0340 369.1693 369.3046 369.4399 369.5752 369.7105 369.8457 369.9810 370.1162 370.2515 370.3867 370.5219 370.6571 370.7922 370.9274 371.0625 371.1977 371.3328 371.4679 371.6030 371.7381 371.8731 372.0082 372.1432 372.2783 372.4133 372.5483 372.6833 372.8183 372.9532 373.0882 373.2231 373.3580 373.4929 373.6278 373.7627 373.8976 374.0324 374.1673 374.3021 374.4369 374.5717 374.7065 374.8413 374.9761 375.1108 375.2456 375.3803 375.5150 375.6497 375.7844 375.9191 376.0537 376.1884 376.3230 376.4576 376.5922 376.7268 376.8614 376.9960 377.1305 377.2651 377.3996 377.5341 377.6686 377.8031 377.9376 378.0720 378.2065 378.3409 378.4753 378.6097 378.7441 378.8785 379.0129 379.1472 379.2816 379.4159 379.5502 379.6845 379.8188 379.9531 380.0873 380.2216 380.3558 380.4900 380.6242 380.7584 380.8926 381.0268 381.1609 381.2951 381.4292 381.5633 381.6974 381.8315 381.9655 382.0996 382.2336 382.3677 382.5017 382.6357 382.7697 382.9037 383.0376 383.1716 383.3055 383.4394 383.5734 383.7073 383.8411 383.9750 384.1089 384.2427 384.3765 384.5103 384.6442 384.7779 384.9117 385.0455 385.1792 385.3130 385.4467 385.5804 385.7141 385.8478 385.9814 386.1151 386.2487 386.3823 386.5160 386.6496 386.7831 386.9167 387.0503 387.1838 387.3173 387.4509 387.5844 387.7179 387.8513 387.9848 388.1182 388.2517 388.3851 388.5185 388.6519 388.7853 388.9186 389.0520 389.1853 389.3187 389.4520 389.5853 389.7186 389.8518 389.9851 390.1183 390.2516 390.3848 390.5180 390.6512 390.7843 390.9175 391.0507 391.1838 391.3169 391.4500 391.5831 391.7162 391.8493 391.9823 392.1153 392.2484 392.3814 392.5144 392.6474 392.7803 392.9133 393.0462 393.1791 393.3121 393.4450 393.5778 393.7107 393.8436 393.9764 394.1093 394.2421 394.3749 394.5077 394.6404 394.7732 394.9059 395.0387 395.1714 395.3041 395.4368 395.5695 395.7021 395.8348 395.9674 396.1001 396.2327 396.3653 396.4978 396.6304 396.7630 396.8955 397.0280 397.1605 397.2930 397.4255 397.5580 397.6904 397.8229 397.9553 398.0877 398.2201 398.3525 398.4849 398.6172 398.7496 398.8819 399.0142 399.1465 399.2788 399.4111 399.5434 399.6756 399.8078 399.9401 400.0723 400.2045 400.3366 400.4688 400.6010 400.7331 400.8652 400.9973 401.1294 401.2615 401.3935 401.5256 401.6576 401.7897 401.9217 402.0537 402.1856 402.3176 402.4496 402.5815 402.7134 402.8453 402.9772 403.1091 403.2410 403.3728 403.5047 403.6365 403.7683 403.9001 404.0319 404.1637 404.2954 404.4272 404.5589 404.6906 404.8223 404.9540 405.0856 405.2173 405.3489 405.4806 405.6122 405.7438 405.8754 406.0069 406.1385 406.2700 406.4016 406.5331 406.6646 406.7961 406.9275 407.0590 407.1904 407.3219 407.4533 407.5847 407.7161 407.8474 407.9788 408.1101 408.2415 408.3728 408.5041 408.6354 408.7667 408.8979 409.0292 409.1604 409.2916 409.4228 409.5540 409.6852 409.8163 409.9475 410.0786 410.2097 410.3408 410.4719 410.6030 410.7340 410.8651 410.9961 411.1271 411.2581 411.3891 411.5201 411.6510 411.7820 411.9129 412.0438 412.1747 412.3056 412.4365 412.5673 412.6982 412.8290 412.9598 413.0906 413.2214 413.3522 413.4829 413.6137 413.7444 413.8751 414.0058 414.1365 414.2672 414.3978 414.5285 414.6591 414.7897 414.9203 415.0509 415.1815 415.3120 415.4426 415.5731 415.7036 415.8341 415.9646 416.0951 416.2255 416.3560 416.4864 416.6168 416.7472 416.8776 417.0079 417.1383 417.2686 417.3990 417.5293 417.6596 417.7898 417.9201 418.0504 418.1806 418.3108 418.4410 418.5712 418.7014 418.8316 418.9617 419.0919 419.2220 419.3521 419.4822 419.6123 419.7423 419.8724 420.0024 420.1324 420.2624 420.3924 420.5224 420.6523 420.7823 420.9122 421.0421 421.1720 421.3019 421.4318 421.5617 421.6915 421.8213 421.9512 422.0810 422.2107 422.3405 422.4703 422.6000 422.7297 422.8594 422.9891 423.1188 423.2485 423.3782 423.5078 423.6374 423.7670 423.8966 424.0262 424.1558 424.2853 424.4149 424.5444 424.6739 424.8034 424.9329 425.0623 425.1918 425.3212 425.4506 425.5800 425.7094 425.8388 425.9682 426.0975 426.2268 426.3561 426.4854 426.6147 426.7440 426.8733 427.0025 427.1317 427.2609 427.3901 427.5193 427.6485 427.7776 427.9068 428.0359 428.1650 428.2941 428.4232 428.5523 428.6813 428.8103 428.9394 429.0684 429.1974 429.3263 429.4553 429.5842 429.7132 429.8421 429.9710 430.0999 430.2288 430.3576 430.4865 430.6153 430.7441 430.8729 431.0017 431.1304 431.2592 431.3879 431.5167 431.6454 431.7741 431.9027 432.0314 432.1601 432.2887 432.4173 432.5459 432.6745 432.8031 432.9316 433.0602 433.1887 433.3172 433.4457 433.5742 433.7027 433.8311 433.9596 434.0880 434.2164 434.3448 434.4732 434.6016 434.7299 434.8582 434.9866 435.1149 435.2432 435.3714 435.4997 435.6279 435.7562 435.8844 436.0126 436.1408 436.2690 436.3971 436.5253 436.6534 436.7815 436.9096 437.0377 437.1657 437.2938 437.4218 437.5498 437.6778 437.8058 437.9338 438.0618 438.1897 438.3176 438.4456 438.5735 438.7013 438.8292 438.9571 439.0849 439.2127 439.3405 439.4683 439.5961 439.7239 439.8516 439.9794 440.1071 440.2348 440.3625 440.4902 440.6178 440.7455 440.8731 441.0007 441.1283 441.2559 441.3834 441.5110 441.6385 441.7661 441.8936 442.0211 442.1485 442.2760 442.4034 442.5309 442.6583 442.7857 442.9131 443.0405 443.1678 443.2951 443.4225 443.5498 443.6771 443.8044 443.9316 444.0589 444.1861 444.3133 444.4405 444.5677 444.6949 444.8220 444.9492 445.0763 445.2034 445.3305 445.4576 445.5847 445.7117 445.8388 445.9658 446.0928 446.2198 446.3467 446.4737 446.6007 446.7276 446.8545 446.9814 447.1083 447.2351 447.3620 447.4888 447.6157 447.7425 447.8692 447.9960 448.1228 448.2495 448.3763 448.5030 448.6297 448.7564 448.8830 449.0097 449.1363 449.2629 449.3895 449.5161 449.6427 449.7693 449.8958 450.0223 450.1489 450.2754 450.4018 450.5283 450.6548 450.7812 450.9076 451.0340 451.1604 451.2868 451.4132 451.5395 451.6658 451.7921 451.9184 452.0447 452.1710 452.2972 452.4235 452.5497 452.6759 452.8021 452.9283 453.0544 453.1806 453.3067 453.4328 453.5589 453.6850 453.8111 453.9371 454.0631 454.1892 454.3152 454.4412 454.5671 454.6931 454.8190 454.9450 455.0709 455.1968 455.3226 455.4485 455.5744 455.7002 455.8260 455.9518 456.0776 456.2034 456.3291 456.4549 456.5806 456.7063 456.8320 456.9577 457.0833 457.2090 457.3346 457.4602 457.5858 457.7114 457.8370 457.9625 458.0881 458.2136 458.3391 458.4646 458.5901 458.7155 458.8410 458.9664 459.0918 459.2172 459.3426 459.4680 459.5933 459.7186 459.8440 459.9693 460.0945 460.2198 460.3451 460.4703 460.5955 460.7207 460.8459 460.9711 461.0963 461.2214 461.3465 461.4717 461.5968 461.7218 461.8469 461.9720 462.0970 462.2220 462.3470 462.4720 462.5970 462.7219 462.8469 462.9718 463.0967 463.2216 463.3465 463.4713 463.5962 463.7210 463.8458 463.9706 464.0954 464.2202 464.3449 464.4697 464.5944 464.7191 464.8438 464.9685 465.0931 465.2178 465.3424 465.4670 465.5916 465.7162 465.8407 465.9653 466.0898 466.2143 466.3388 466.4633 466.5878 466.7122 466.8366 466.9611 467.0855 467.2099 467.3342 467.4586 467.5829 467.7072 467.8316 467.9558 468.0801 468.2044 468.3286 468.4528 468.5771 468.7013 468.8254 468.9496 469.0737 469.1979 469.3220 469.4461 469.5702 469.6942 469.8183 469.9423 470.0664 470.1904 470.3144 470.4383 470.5623 470.6862 470.8101 470.9341 471.0579 471.1818 471.3057 471.4295 471.5534 471.6772 471.8010 471.9247 472.0485 472.1723 472.2960 472.4197 472.5434 472.6671 472.7908 472.9144 473.0380 473.1617 473.2853 473.4088 473.5324 473.6560 473.7795 473.9030 474.0265 474.1500 474.2735 474.3970 474.5204 474.6438 474.7672 474.8906 475.0140 475.1374 475.2607 475.3841 475.5074 475.6307 475.7539 475.8772 476.0005 476.1237 476.2469 476.3701 476.4933 476.6165 476.7396 476.8627 476.9859 477.1090 477.2321 477.3551 477.4782 477.6012 477.7242 477.8472 477.9702 478.0932 478.2162 478.3391 478.4620 478.5849 478.7078 478.8307 478.9536 479.0764 479.1992 479.3220 479.4448 479.5676 479.6904 479.8131 479.9358 480.0586 480.1813 480.3039 480.4266 480.5492 480.6719 480.7945 480.9171 481.0397 481.1622 481.2848 481.4073 481.5298 481.6523 481.7748 481.8973 482.0197 482.1422 482.2646 482.3870 482.5094 482.6318 482.7541 482.8764 482.9988 483.1211 483.2434 483.3656 483.4879 483.6101 483.7323 483.8545 483.9767 484.0989 484.2211 484.3432 484.4653 484.5874 484.7095 484.8316 484.9537 485.0757 485.1977 485.3197 485.4417 485.5637 485.6857 485.8076 485.9295 486.0514 486.1733 486.2952 486.4171 486.5389 486.6607 486.7825 486.9043 487.0261 487.1479 487.2696 487.3913 487.5130 487.6347 487.7564 487.8781 487.9997 488.1214 488.2430 488.3646 488.4861 488.6077 488.7292 488.8508 488.9723 489.0938 489.2153 489.3367 489.4582 489.5796 489.7010 489.8224 489.9438 490.0651 490.1865 490.3078 490.4291 490.5504 490.6717 490.7930 490.9142 491.0354 491.1567 491.2779 491.3990 491.5202 491.6413 491.7625 491.8836 492.0047 492.1258 492.2468 492.3679 492.4889 492.6099 492.7309 492.8519 492.9728 493.0938 493.2147 493.3356 493.4565 493.5774 493.6983 493.8191 493.9399 494.0607 494.1815 494.3023 494.4231 494.5438 494.6645 494.7853 494.9060 495.0266 495.1473 495.2679 495.3886 495.5092 495.6298 495.7503 495.8709 495.9914 496.1120 496.2325 496.3530 496.4734 496.5939 496.7143 496.8348 496.9552 497.0756 497.1959 497.3163 497.4366 497.5570 497.6773 497.7976 497.9178 498.0381 498.1583 498.2785 498.3987 498.5189 498.6391 498.7593 498.8794 498.9995 499.1196 499.2397 499.3598 499.4798 499.5999 499.7199 499.8399 499.9599 500.0798 500.1998 500.3197 500.4396 500.5595 500.6794 500.7993 500.9191 501.0390 501.1588 501.2786 501.3984 501.5181 501.6379 501.7576 501.8773 501.9970 502.1167 502.2364 502.3560 502.4756 502.5952 502.7148 502.8344 502.9540 503.0735 503.1930 503.3125 503.4320 503.5515 503.6710 503.7904 503.9098 504.0292 504.1486 504.2680 504.3873 504.5067 504.6260 504.7453 504.8646 504.9839 505.1031 505.2223 505.3416 505.4608 505.5799 505.6991 505.8183 505.9374 506.0565 506.1756 506.2947 506.4137 506.5328 506.6518 506.7708 506.8898 507.0088 507.1278 507.2467 507.3656 507.4845 507.6034 507.7223 507.8412 507.9600 508.0788 508.1976 508.3164 508.4352 508.5539 508.6727 508.7914 508.9101 509.0288 509.1474 509.2661 509.3847 509.5033 509.6219 509.7405 509.8591 509.9776 510.0962 510.2147 510.3332 510.4516 510.5701 510.6885 510.8070 510.9254 511.0438 511.1621 511.2805 511.3988 511.5171 511.6355 511.7537 511.8720 511.9903 512.1085 512.2267 512.3449 512.4631 512.5813 512.6994 512.8175 512.9356 513.0537 513.1718 513.2899 513.4079 513.5259 513.6439 513.7619 513.8799 513.9979 514.1158 514.2337 514.3516 514.4695 514.5874 514.7052 514.8231 514.9409 515.0587 515.1765 515.2942 515.4120 515.5297 515.6474 515.7651 515.8828 516.0004 516.1181 516.2357 516.3533 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Column 1: Two letter code of measurement routine
Column 2: UT date and time for beginning of measurement, yyyymmddThhmmssZ (ISO 8601)
Column 3: Fractional days since 1-Jan-2000 UT midnight for beginning of measurement
Column 4: Routine count (1 for the first routine of the day, 2 for the second, etc.)
Column 5: Repetition count (1 for the first set in the routine, 2 for the second, etc.)
Column 6: Total duration of measurement set in seconds
Column 7: Data processing type index
Column 8: Integration time [ms]
Column 9: Number of bright count cycles
Column 10: Number of dark count cycles
Column 11: Saturation index: positive integer is the number of saturated cycles included in the data, negative integer is the number of cycles skipped due to saturation
Column 12: Effective position of filterwheel #1, 0=filterwheel not used, 1-9 are valid positions
Column 13: Effective position of filterwheel #2, 0=filterwheel not used, 1-9 are valid positions
Column 14: Pointing zenith angle in degree, absolute or relative (see next column), 999=tracker not used
Column 15: Zenith pointing mode: zenith angle is... 0=absolute, 1=relative to sun, 2=relative to moon
Column 16: Pointing azimuth in degree, increases clockwise, absolute (0=north) or relative (see next column), 999=tracker not used
Column 17: Azimuth pointing mode: like zenith angle mode but also fixed scattering angles relative to sun (3) or moon (4)
Column 18: Target distance [m], -1=not pointed on target
Column 19: Sum over 2^i with i being a L0 to L1 conversion step, 0=dark correction, 1=non-linearity correction, 2=latency correction, 3=flat field correction, 4=conversion to count rates, 5=temperature correction, 6=stray light correction, 7=wavelength change determination, 8=sensitivity correction, 9=wavelength correction
Column 20: Dark correction method: -9=no dark correction done, since it was not requested, -2=no dark correction done, since there were no bright measurements, -1=no dark correction done, since there was no matching dark measurement, 0=dark correction done with measured dark count only, since input darkmeth was MEAS or no dark map parameters available, 1=dark correction done using dark fine structure map and measured dark count, >1=dark correction done with measured dark count only, since dark background fitting gave an error
Column 21: L1 data quality flag: 0=assured high quality, 1=assured medium quality, 2=assured low quality, 10=not-assured high quality, 11=not-assured medium quality, 12=not-assured low quality
Column 22: Sum over 2^i using those i, for which the corresponding L1 data quality parameter exceeds the DQ1 limit, 0=Saturated data, 1=Too few dark counts measurements, 2=No temperature given or effective temperature too different from the reference temperature, 3=Dark count too high, 4=Unsuccessful dark background fitting, 5=The dark count differs significantly from the dark map for too many pixels, 6=Absolute value of estimated average residual stray light level too high, 7=Although attempted, no wavelength change could be retrieved, 8=Absolute value of retrieved wavelength shift too large, 9=Retrieved wavelength shift differs too much from the shift predicted by the effective temperature
Column 23: Sum over 2^i using those i, for which the corresponding L1 data quality parameter exceeds the DQ2 limit (same parameters as for DQ1)
Column 24: Wavelength effective temperature [°C], 999=no effective temperature given
Column 25: Number of pixels, where dark count is higher than bright count, -9=no bright counts or dark counts measured
Column 26: Number of pixels, where DQ1 sigma ranges of dark count and bright count do not overlap, -9=no bright count or dark count standard error measured
Column 27: Number of pixels, where DQ2 sigma ranges of dark count and bright count do not overlap, -9=no bright count or dark count standard error measured
Column 28: Index of (not dead, blind, warm, or saturated) pixel with highest corrected counts
Column 29: Mean over blind and oversampled pixels in the bright counts, -9 if there is no bright count
Column 30: Standard error of blind and oversampled pixels in the bright counts, -9 if there is no bright count standard error
Column 31: Mean over blind and oversampled pixels in the dark counts, -9 if there is no dark count
Column 32: Standard error of blind and oversampled pixels in the dark counts, -9 if there is no dark count standard error
Column 33: Number of function evaluations used for dark background fitting, -9 if no background fitting was done
Column 34: rms of unweighted fitting residuals for dark background fitting, -9 if no background fitting was done
Column 35: Normalized rms of weighted fitting residuals for dark background fitting, -9 if no background fitting was done
Column 36: Mean difference dark map to measured dark count, -9 if no background fitting was done
Column 37: rms of difference dark map to measured dark count, -9 if no background fitting was done
Column 38: Mean absolute difference dark map to measured dark count expressed in number of standard deviations, -9 if no background fitting was done
Column 39: Number of regular pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 40: Number of warm pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 41: Number of hot pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 42: Index of regular pixel, where the dark map differed most from the measured dark count, -9 if no background fitting was done
Column 43: Number of sigmas the dark map differs from the measured dark for the pixel with the largest difference, -9 if no background fitting was done
Column 44: Retrieved value for dark background fitting parameter 1, -9 if no background fitting was done
Column 45: Uncertainty of retrieved value for dark background fitting parameter 1, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 46: Retrieved value for dark background fitting parameter 2, -9 if no background fitting was done
Column 47: Uncertainty of retrieved value for dark background fitting parameter 2, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 48: Stray light correction method: 0=no stray light correction, 1=simple method, 2=uncorrected matrix method, 3=corrected matrix method
Column 49: Estimated average residual stray light level [%] (for methods 1 and 3 this is before the subtraction of the signal at no-input pixel)
Column 50: Estimated stray light in the signal before correction at 300nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 51: Estimated stray light in the signal before correction at 302.5nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 52: Estimated stray light in the signal before correction at 305nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 53: Estimated stray light in the signal before correction at 310nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 54: Estimated stray light in the signal before correction at 320nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 55: Estimated stray light in the signal before correction at 350nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 56: Estimated stray light in the signal before correction at 400nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 57: Wavelength change fitting result index: 0,1,2=no error or warning, 3=warning, -1 or >3=error
Column 58: Normalized rms of fitting residuals in wavelength change retrieval weighted with independent instrumental uncertainty, -9=fitting not successful or no fitting done
Column 59: Number of pixels included in wavelength change retrieval, -9=no wavelength change determination
Column 60: Number of pixels not included in wavelength correction, -9=no wavelength correction
Column 61: Mean wavelength correction applied [%], -9=no wavelength correction
Column 62: Standard deviation of wavelength correction applied [%], -9=no wavelength correction
Column 63: Minimum wavelength correction applied [%], -9=no wavelength correction
Column 64: Maximum wavelength correction applied [%], -9=no wavelength correction
Column 65: Expected wavelength shift based on effective temperature [nm], -9=no effective temperature given
Column 66: Retrieved wavelength change, order 0, -9=no wavelength change determination
Column 67: Retrieved wavelength change, order 1, -9=no wavelength change determination
Column 68: Temperature at electronics board [°C], 999=no temperature signal
Column 69: Spectrometer control temperature [°C], 999=no temperature signal
Column 70: Auxiliary spectrometer temperature [°C], 999=no temperature signal
Column 71: Temperature in head sensor [°C], 999=no temperature signal
Column 72: Humidity in head sensor [%], -9=no humidity signal
Column 73: Pressure in head sensor [hPa], -9=no pressure signal
Column 74: Scale factor for data and uncertainties, to obtain unscaled output divide them by this number
Column 75: Indicator for uncertainty and atmospheric variability (see manual for exact meaning)
Column 76: L1 data type, data are... 1=corrected count rate [s-1], 2=radiance [W/m2/nm/sr], 3=irradiance [W/m2/nm]
Columns 77-2124: L1 data for each pixel, 0 is NOT a 'true' zero if the corresponding value in the uncertainty is -2, -3 or -4
Columns 2125-4172: Atmospheric variability of L1 data for each pixel [%], 101=no atmospheric variability was measured and pixel is inside the range of the filter, 102=no atmospheric variability was measured and pixel is outside the range of the filter, 103=atmospheric variability was measured, but pixel is outside the range of the filter, 104=saturated data, 109=no atmospheric variability was determined since no dark correction was attempted
Columns 4173-6220: Independent instrumental uncertainty of L1 data for each pixel, -2=pixel is outside the range of the filter, -4=saturated data
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13 13 13 13 13 13 13 13 13 13 13 13 13 12 12 181 12 12 12 12 12 12 12 12 12 12 12 11 11 11 11 11 11 11 11 11 11 11 360 11 210 11 11 11 11 11 11 11 11 341 11 11 11 141 10 10 319 10 10 10 10 10 10 327 10 10 10 354 10 10 10 332 310 10 371 10 385 377 355 377 362 346 358 397 372 262 378 389 393 345 401 391 395 399 397 406 412 421 413 423 414 413 421 414 419 423 426 432 437 441 446 440 454 439 434 436 441 442 450 452 458 462 463 464 470 478 484 484 488 482 474 467 462 467 472 486 500 514 528 534 539 545 548 552 550 542 539 531 532 536 551 571 595 904 633 631 622 606 585 583 586 591 605 614 635 654 681 697 706 702 695 686 688 692 695 695 685 673 660 652 640 635 635 649 672 703 730 754 775 794 808 822 823 821 815 797 776 755 746 752 772 801 832 865 898 928 952 966 973 988 994 997 992 973 961 946 935 919 898 879 870 878 897 910 933 962 996 1035 1069 1094 1107 1114 1118 1120 1108 1085 1050 1012 983 970 970 972 976 970 978 997 1023 1046 1060 1061 1063 1064 1072 1078 1078 1075 1066 1059 1044 1024 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1668 1770 1513 1603 1737 1634 1698 1223 41 1497 1426 1395 1345 1439 1391 1403 936 1313 1208 1603 1283 34 33 1057 1187 1048 1199 1153 1086 1149 30 1142 1039 883 1020 822 737 28 1070 1040 902 971 26 26 799 25 727 866 787 893 24 855 23 23 819 837 22 662 719 770 665 785 575 465 20 20 690 731 732 615 19 395 591 571 19 18 547 568 399 567 564 516 520 523 515 17 17 728 16 16 16 447 16 16 15 422 15 15 400 15 349 15 282 14 392 369 312 525 14 14 14 14 14 14 13 13 13 331 697 13 13 13 13 265 13 13 13 13 155 12 251 12 12 12 12 12 12 12 12 12 12 12 11 11 11 11 11 11 11 357 282 74 11 11 11 11 11 381 11 306 242 11 237 11 11 11 10 10 10 10 10 233 268 307 368 314 266 10 334 10 10 10 359 10 10 320 277 349 334 313 365 373 372 384 386 375 376 381 384 384 362 389 394 388 382 389 403 403 394 405 410 403 417 407 421 429 433 432 437 430 431 436 433 434 438 441 449 454 455 463 460 484 460 458 460 462 465 474 483 485 489 488 490 496 507 514 518 516 510 503 494 489 492 495 513 528 544 556 566 575 580 589 589 588 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2140 1901 2024 2024 1668 1927 1733 1810 1546 1585 1759 1675 1602 1617 1544 41 1537 1450 1277 1342 1156 1345 1330 1131 1336 35 1600 1310 34 1065 1107 929 1099 1193 1182 1165 942 1090 1121 878 1079 1010 1039 981 1042 951 982 862 888 756 26 822 25 915 909 858 866 24 797 23 23 846 848 22 716 22 21 738 21 751 407 20 20 670 632 20 705 19 504 19 19 18 18 572 18 18 551 17 485 17 17 381 17 16 725 16 489 16 16 469 16 300 433 15 15 15 15 15 15 311 14 345 14 216 14 14 301 468 181 14 299 13 376 13 394 802 13 383 13 13 13 261 13 13 12 12 12 12 12 12 12 12 12 12 12 12 12 12 11 11 11 11 11 11 11 11 315 333 11 11 11 11 11 272 407 11 182 356 11 11 11 10 10 10 302 289 10 209 10 338 10 346 344 381 10 334 370 351 10 388 332 224 301 389 342 372 384 407 406 402 415 412 408 411 413 416 413 415 414 419 414 412 414 424 431 422 432 430 433 441 446 457 466 473 468 479 472 473 475 475 478 483 488 497 507 511 520 517 507 521 514 516 522 528 538 548 555 557 552 556 567 580 589 594 597 588 575 562 553 556 565 587 606 629 647 659 671 681 690 695 692 682 671 656 651 654 670 693 724 970 766 767 752 733 713 711 719 729 744 759 779 804 826 841 843 832 814 801 800 806 818 824 817 810 794 783 768 759 752 761 786 813 837 858 873 892 911 926 930 935 929 917 900 878 870 879 900 931 965 997 1030 1054 1070 1079 1081 1090 1099 1100 1094 1080 1071 1059 1051 1037 1017 1002 994 999 1014 1018 1034 1056 1087 1122 1158 1182 1195 1201 1206 1211 1201 1181 1149 1113 1084 1073 1072 1079 1082 1078 1079 1096 1113 1131 1141 1138 1135 1135 1139 1148 1148 1144 1138 1134 1119 1099 1079 1067 1073 1090 1113 1139 1156 1164 1161 1150 1151 1159 1183 1206 1205 1178 1129 1071 1039 1045 1076 1104 1106 1080 1046 1023 1026 1054 1095 1129 1139 1127 1117 1113 1130 1159 1177 1188 1194 1177 1160 1147 1146 1163 1196 1228 1241 1239 1227 1213 1192 1179 1174 1178 1174 1164 1153 1147 1154 1185 1217 1227 1226 1215 1202 1200 1218 1238 1242 1241 1234 1220 1206 1189 1146 1095 1050 1022 1030 1064 1109 1151 1189 1206 1218 1225 1221 1213 1198 1169 1149 1157 1170 1189 1210 1225 1234 1240 1232 1205 1167 1141 1144 1164 1190 1207 1208 1204 1208 1212 1209 1195 1176 1159 1162 1164 1177 1201 1230 1266 1312 1326 1326 1319 1308 1292 1277 1256 1230 1226 1241 1267 1293 1299 1279 1238 1194 1174 1173 1205 1245 1283 1303 1315 1320 1333 1350 1358 1355 1364 1367 1372 1379 1388 1393 1393 1389 1374 1359 1348 1339 1343 1352 1366 1371 1347 1304 1272 1218 1318 1188 1196 1215 1251 1278 1282 1255 1207 1165 1128 1110 1111 1132 1155 1216 1282 1342 1385 1424 1445 1471 1495 1497 1475 1445 1408 1373 1344 1329 1327 1335 1357 1396 1420 1397 1366 1343 1348 1374 1434 1501 1550 1572 1555 1509 1458 1411 1399 1439 1484 1533 1569 1587 1581 1547 1514 1486 1471 1483 1517 1572 1630 1670 1702 1727 1747 1764 1767 1760 1754 1746 1738 1737 1742 1757 1774 1803 1816 1797 1774 1745 1738 1748 1768 1780 1770 1768 1779 1819 1879 1918 1944 1945 1950 1986 2016 2044 2038 1993 1937 1883 1848 1871 1938 2029 2116 2191 2221 2203 2108 2016 1937 1924 1990 2083 2166 2211 2226 2208 2176 2105 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1310 1314 1318 1311 1290 1259 1216 1186 1173 1174 1181 1187 1185 1184 1196 1214 1233 1243 1236 1230 1229 1233 1239 1242 1238 1233 1229 1216 1194 1172 1161 1165 1185 1211 1237 1256 1265 1257 1245 1243 1253 1279 1304 1305 1272 1216 1149 1113 1120 1158 1192 1192 1165 1126 1100 1106 1141 1187 1224 1234 1220 1205 1199 1219 1249 1271 1284 1286 1267 1246 1233 1233 1255 1292 1328 1347 1346 1334 1313 1290 1274 1269 1272 1268 1253 1239 1233 1243 1277 1311 1325 1323 1311 1297 1293 1313 1334 1341 1342 1333 1318 1302 1283 1238 1177 1124 1095 1101 1138 1190 1240 1280 1302 1315 1321 1317 1309 1290 1258 1236 1242 1259 1281 1304 1320 1334 1340 1331 1300 1255 1227 1226 1250 1282 1302 1300 1296 1301 1307 1302 1286 1262 1245 1246 1250 1262 1290 1323 1367 1416 1435 1434 1428 1414 1393 1379 1353 1325 1317 1336 1369 1397 1405 1382 1335 1283 1252 1258 1294 1341 1381 1406 1418 1426 1438 1460 1466 1466 1473 1479 1483 1492 1500 1507 1507 1501 1485 1466 1451 1441 1446 1459 1476 1481 1452 1406 1366 1307 1310 1268 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1222 1011 1174 31 1363 1116 30 30 853 956 28 1001 936 923 992 847 962 672 837 697 870 603 623 898 840 898 730 770 23 714 22 759 771 583 744 21 735 21 554 733 686 690 612 640 548 566 622 489 619 18 536 551 480 599 545 566 17 559 472 16 537 512 517 339 478 317 472 359 350 456 15 466 619 462 504 326 14 231 286 14 377 289 458 356 13 397 13 453 285 435 412 355 458 12 435 12 426 238 375 12 12 12 12 580 223 297 11 316 253 349 377 11 366 323 333 285 11 206 11 361 11 267 10 244 369 243 363 214 364 357 335 10 323 338 311 361 303 338 293 285 323 353 372 295 363 355 363 364 367 366 352 365 364 370 364 369 377 377 379 384 390 391 389 392 385 388 382 393 388 391 395 399 403 407 415 419 424 431 432 433 433 435 436 441 443 445 448 445 444 443 449 456 464 464 469 471 477 492 506 528 543 553 558 562 562 561 562 560 565 568 577 591 602 616 622 628 638 630 627 625 631 642 661 676 681 677 669 673 685 706 724 735 735 723 705 683 667 662 675 701 734 762 786 804 822 839 852 860 856 845 825 801 786 784 801 830 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685 20 395 717 716 19 19 493 515 641 590 568 541 482 18 360 625 567 539 17 557 548 566 215 474 513 16 535 472 403 480 15 15 293 419 371 608 463 14 412 14 438 14 385 393 357 411 13 13 13 416 432 243 375 363 394 359 361 385 425 365 193 376 12 383 253 389 579 340 352 302 362 270 384 216 207 326 378 331 11 11 171 302 10 10 10 10 319 10 339 318 10 308 261 351 72 339 296 343 334 322 332 301 340 323 345 352 344 350 344 357 350 358 351 360 353 359 362 359 371 369 374 376 380 387 387 387 388 386 378 381 388 385 389 389 395 398 405 411 420 422 426 430 431 433 433 435 440 441 445 445 446 440 440 447 455 463 466 470 471 479 492 511 530 546 557 562 567 566 566 568 565 568 573 582 597 610 620 629 634 634 637 635 634 637 652 669 683 692 684 679 681 695 716 735 748 747 735 712 693 676 671 683 712 746 776 799 818 835 852 867 874 873 858 835 814 797 796 814 845 882 993 938 937 918 892 871 870 886 904 922 941 967 994 1019 1030 1025 1006 980 960 953 964 982 995 996 988 973 955 935 918 908 914 937 968 995 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446 167 400 421 372 12 430 12 170 359 429 575 374 373 363 373 339 372 367 353 342 359 308 368 349 355 365 230 336 229 304 296 350 368 332 311 353 357 330 311 303 10 364 348 339 289 320 322 362 360 375 371 374 382 373 374 374 377 370 371 382 380 371 382 384 388 391 393 398 401 401 400 396 396 394 400 400 401 402 408 410 417 425 434 437 440 445 445 449 449 451 454 458 460 463 459 457 457 463 471 479 480 485 487 494 509 528 550 566 575 582 589 586 583 585 583 587 592 601 615 629 640 650 654 656 658 654 654 659 672 690 705 710 704 700 700 713 735 756 769 767 756 733 713 695 691 703 731 765 795 820 840 858 875 889 895 894 881 860 834 818 816 832 866 902 1025 959 959 939 913 891 891 906 924 945 965 989 1017 1041 1054 1047 1026 999 979 976 984 1002 1017 1018 1011 995 976 956 939 927 933 958 988 1016 1037 1055 1076 1097 1116 1129 1134 1132 1117 1098 1078 1070 1079 1107 1144 1186 1225 1261 1285 1302 1305 1306 1314 1321 1324 1319 1305 1291 1282 1274 1261 1244 1226 1218 1220 1232 1235 1245 1267 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875 680 780 742 741 774 756 798 732 745 686 643 20 563 606 683 712 639 644 614 576 590 538 658 567 543 565 556 601 523 525 351 539 431 471 471 529 551 497 495 15 440 469 359 449 481 402 434 459 396 331 391 443 409 258 385 548 432 176 426 382 402 269 236 393 367 347 364 12 137 270 391 11 383 242 362 392 11 378 361 361 350 309 212 356 356 349 506 334 282 293 322 10 297 332 10 336 334 258 328 324 337 253 324 308 224 248 309 271 269 331 284 309 335 317 302 320 296 315 332 319 304 313 321 330 327 340 322 340 348 342 342 344 345 345 344 343 346 350 351 353 355 359 362 368 370 372 369 367 367 364 372 372 372 376 380 384 390 397 407 412 417 421 422 423 425 426 432 435 435 438 435 432 431 437 445 454 457 459 461 468 485 505 525 543 553 558 562 563 563 563 561 562 565 575 587 599 611 619 624 631 626 623 622 630 641 658 672 678 671 662 663 674 695 715 726 727 714 695 674 656 651 661 688 719 746 770 789 805 823 836 843 842 829 808 784 769 765 778 806 841 949 894 892 873 850 832 832 848 866 884 900 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262 263 268 278 290 303 313 320 323 325 326 325 325 323 324 326 333 340 347 353 358 362 365 364 361 361 364 372 382 390 393 389 384 384 391 403 415 422 421 415 403 390 380 376 383 398 416 433 447 458 468 478 486 491 489 482 469 456 445 443 452 468 488 530 519 517 507 494 481 483 492 503 513 523 536 549 562 567 563 551 537 525 522 527 536 545 547 543 536 525 514 504 498 501 512 527 542 552 561 571 582 594 600 604 603 596 585 576 572 576 592 612 632 653 671 685 691 693 693 696 700 702 699 692 685 680 677 670 661 652 647 649 653 655 659 670 687 709 731 746 754 758 761 763 760 749 731 707 689 683 684 689 692 690 689 695 704 714 719 715 710 709 712 715 716 715 712 710 703 690 678 672 676 687 701 715 726 730 724 718 716 722 736 750 751 733 699 662 640 645 667 687 687 672 649 635 638 658 685 706 711 703 693 690 701 718 730 738 739 728 716 708 709 721 742 763 774 774 767 755 742 733 728 730 727 719 712 707 712 732 752 759 758 751 743 741 753 765 770 768 764 755 746 735 710 675 645 629 632 653 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1259 1258 1263 1269 1271 1268 1264 1258 1246 1226 1205 1195 1199 1220 1244 1268 1288 1294 1285 1272 1270 1280 1304 1329 1329 1298 1239 1173 1137 1144 1183 1218 1219 1192 1151 1126 1131 1167 1214 1250 1260 1246 1229 1221 1242 1272 1291 1307 1308 1290 1269 1254 1254 1275 1315 1351 1369 1370 1357 1337 1313 1296 1289 1292 1286 1273 1260 1253 1261 1296 1329 1344 1342 1329 1314 1311 1331 1352 1361 1358 1351 1336 1321 1301 1257 1196 1144 1114 1120 1158 1207 1258 1297 1317 1332 1337 1333 1325 1304 1273 1252 1258 1274 1297 1321 1335 1349 1356 1345 1316 1270 1240 1242 1264 1297 1316 1315 1311 1315 1322 1316 1301 1274 1259 1261 1265 1277 1305 1337 1381 1429 1448 1446 1440 1426 1407 1391 1366 1336 1331 1350 1382 1410 1418 1395 1346 1295 1266 1272 1306 1352 1394 1416 1430 1436 1448 1471 1478 1477 1483 1488 1493 1501 1511 1517 1519 1510 1495 1478 1462 1450 1457 1469 1485 1489 1462 1415 1374 1316 1320 1277 1287 1310 1352 1385 1386 1356 1301 1251 1211 1186 1189 1209 1238 1307 1384 1447 1500 1541 1567 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217 216 217 224 220 223 213 219 216 221 222 226 228 230 233 232 234 235 235 235 233 235 236 238 239 242 244 246 250 253 257 257 255 253 252 252 255 258 259 261 264 268 275 281 287 291 295 298 300 301 302 303 306 310 312 313 311 308 307 311 317 323 326 328 329 336 348 365 381 395 403 408 411 410 410 409 408 408 411 417 426 436 444 451 454 458 456 454 454 458 467 480 491 493 488 480 480 489 504 520 528 528 519 505 488 474 470 477 496 519 540 557 571 585 597 608 613 611 601 586 568 554 552 561 582 606 629 643 643 630 612 599 599 611 625 637 650 666 683 698 704 699 683 664 649 645 652 664 675 678 673 663 650 637 624 616 618 633 652 668 682 692 704 719 732 741 746 745 736 723 711 706 712 730 755 780 806 829 845 853 854 854 857 862 864 860 852 844 839 834 826 814 803 798 800 805 806 811 824 845 872 900 917 927 932 937 938 934 920 898 869 848 839 840 847 851 848 847 853 865 877 882 878 872 870 873 877 879 876 874 870 862 848 832 825 830 843 861 877 890 894 888 879 878 885 902 920 920 897 856 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103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 4097 4009 3181 3705 3215 3965 3358 3202 2765 2922 2906 3504 2775 3211 2652 2524 2270 2388 2015 2199 2129 2186 2014 1791 1820 1695 1607 1662 1551 1585 1418 1384 1423 1361 1293 1357 749 1212 1214 1195 1026 1119 1108 1020 1033 942 954 931 878 909 900 807 823 840 727 785 765 718 710 624 719 663 674 683 564 535 621 613 500 562 580 522 564 489 559 415 646 524 418 488 474 436 450 489 464 440 452 308 452 425 418 388 414 395 398 412 411 401 330 380 266 359 208 366 370 258 361 288 346 242 10 357 331 308 308 326 286 285 326 306 281 248 262 284 312 299 277 273 254 256 282 248 238 253 221 221 254 221 222 214 237 232 204 242 295 237 214 201 215 226 167 186 216 228 219 219 164 171 178 221 189 202 197 203 204 173 202 187 193 194 188 159 198 180 198 299 179 195 177 183 155 181 197 177 180 182 187 184 176 186 148 180 182 159 153 178 180 182 186 175 181 182 181 185 180 184 185 190 186 186 184 185 187 190 195 192 196 198 199 200 201 200 199 200 199 200 201 204 206 207 210 213 216 218 218 218 216 215 214 218 219 221 222 225 228 233 239 244 248 250 254 255 256 257 258 261 263 265 265 263 261 260 263 269 273 275 277 277 284 295 308 322 333 340 344 346 346 345 345 342 343 345 350 358 365 372 378 380 381 382 380 380 384 391 401 409 412 407 401 400 407 420 432 439 439 432 421 406 395 390 397 412 430 448 462 474 484 495 503 508 507 498 486 470 459 455 463 480 501 548 531 530 519 505 495 495 505 516 526 537 549 564 575 580 575 562 546 534 530 535 547 556 558 554 546 536 525 513 507 509 520 536 549 560 568 578 589 600 608 611 611 603 594 584 580 585 599 620 640 661 680 692 699 699 699 701 706 707 704 697 691 687 683 677 667 659 654 656 659 660 665 674 691 713 735 750 758 762 765 767 763 753 735 711 693 687 687 693 696 694 693 698 708 717 721 716 712 711 714 717 718 716 713 711 704 692 680 675 678 689 703 716 727 731 725 718 717 722 737 750 750 732 699 661 640 645 667 687 687 672 649 634 638 658 685 706 712 703 693 689 700 717 728 737 738 727 715 706 707 719 741 762 773 773 766 754 740 731 727 727 725 717 709 705 710 730 749 758 756 749 740 739 750 763 767 767 762 753 744 733 708 672 642 626 629 651 679 708 731 742 750 753 750 746 734 716 704 707 716 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606 494 482 18 18 630 480 17 17 461 482 461 534 449 503 16 168 540 491 443 15 15 387 380 422 15 14 444 14 396 367 440 336 389 270 433 13 411 535 367 337 317 200 12 12 12 373 363 339 332 12 12 12 321 330 368 360 273 372 218 357 253 259 288 304 279 305 319 344 502 335 10 353 10 321 10 327 260 272 288 301 330 296 325 270 210 267 265 318 291 318 316 317 312 318 318 320 320 323 325 331 333 335 326 330 334 334 344 352 348 354 356 358 361 362 361 360 359 361 361 364 367 373 375 378 385 389 395 396 394 389 388 387 394 398 397 402 406 413 422 433 442 449 454 457 460 462 462 466 471 476 477 479 475 469 469 473 483 492 495 498 500 510 530 553 580 601 612 619 623 622 620 619 616 615 619 627 642 654 667 676 681 688 684 680 679 685 699 719 734 736 728 714 714 725 749 771 785 783 771 751 725 703 696 706 734 766 797 822 843 859 881 896 904 903 887 863 837 815 810 822 852 887 978 941 940 920 895 878 878 895 915 935 953 975 999 1019 1027 1018 993 965 943 938 948 966 983 987 981 967 949 928 911 898 901 920 947 970 988 1003 1020 1042 1059 1073 1079 1078 1066 1048 1033 1025 1035 1058 1095 1132 1168 1200 1222 1233 1233 1233 1235 1244 1246 1241 1230 1219 1211 1205 1195 1179 1163 1155 1158 1164 1165 1172 1190 1218 1257 1296 1323 1336 1342 1348 1352 1347 1327 1296 1253 1223 1211 1213 1222 1229 1225 1223 1232 1248 1266 1271 1264 1256 1253 1257 1264 1265 1263 1259 1253 1242 1221 1201 1190 1197 1216 1240 1266 1283 1290 1281 1269 1264 1274 1300 1324 1326 1293 1233 1167 1128 1137 1176 1212 1214 1187 1147 1122 1127 1163 1210 1248 1256 1243 1223 1216 1235 1267 1286 1300 1302 1283 1263 1247 1248 1269 1308 1346 1365 1366 1353 1332 1307 1291 1284 1286 1281 1267 1253 1244 1254 1289 1324 1339 1334 1323 1308 1305 1327 1347 1354 1353 1347 1331 1315 1297 1251 1189 1136 1106 1112 1150 1201 1253 1292 1313 1326 1332 1328 1319 1299 1267 1244 1250 1267 1289 1313 1330 1342 1351 1340 1308 1263 1234 1235 1257 1291 1310 1309 1304 1309 1313 1308 1292 1268 1251 1253 1258 1270 1298 1332 1374 1423 1444 1441 1434 1421 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95.73 95.85 95.67 95.60 95.09 95.27 95.59 96.00 95.30 95.77 95.92 96.23 95.97 95.78 95.98 95.78 96.00 95.86 95.90 95.61 96.05 95.90 96.03 95.88 96.04 96.03 96.26 95.47 95.54 95.96 95.26 95.76 95.88 95.85 95.58 95.80 96.00 96.12 96.01 95.73 95.96 95.88 95.79 95.55 95.91 95.82 95.30 95.69 95.43 96.18 95.46 95.59 95.59 95.82 95.64 95.97 95.63 95.88 95.51 96.10 95.99 96.10 96.14 96.14 95.52 96.01 95.92 95.61 96.23 95.85 96.31 95.87 95.96 95.91 96.10 96.21 95.97 96.42 96.08 95.70 95.70 96.22 96.28 96.23 96.03 96.25 96.49 96.23 96.31 96.29 96.08 96.06 96.05 96.01 96.10 96.20 96.14 96.40 96.05 96.11 96.24 96.33 95.96 95.86 96.00 96.04 95.78 95.80 95.88 95.90 96.10 96.29 96.43 96.29 96.36 96.33 96.29 96.28 96.41 96.56 95.91 96.02 96.30 96.15 96.30 96.24 96.24 96.57 96.68 96.51 96.65 96.43 96.25 96.44 96.80 96.37 96.49 96.54 96.63 96.43 96.25 96.48 96.62 96.36 96.58 96.34 96.36 96.65 96.43 96.71 96.56 96.61 96.64 96.54 96.37 96.58 96.46 96.62 96.64 96.76 96.57 96.65 96.83 96.53 97.06 96.73 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95.47 95.71 95.30 95.47 95.52 95.82 95.10 95.54 95.78 95.54 95.90 95.37 95.60 95.88 95.39 95.58 95.72 95.21 95.76 95.34 95.32 95.21 95.36 95.12 95.54 95.25 95.50 95.30 95.47 95.67 95.65 95.49 95.30 95.80 95.93 95.72 95.70 95.65 95.48 95.68 95.98 95.86 95.69 95.50 95.20 95.40 95.38 95.48 95.10 95.63 94.92 95.81 95.18 95.49 95.17 94.89 94.93 94.88 95.25 95.20 94.98 95.38 95.20 95.72 95.57 95.70 95.21 95.74 94.92 95.65 95.19 95.25 95.29 95.44 95.34 95.25 95.17 95.57 95.33 95.22 95.33 95.38 95.59 95.48 95.08 95.61 95.70 95.58 95.87 95.42 95.32 95.55 95.39 95.02 95.08 95.99 95.22 95.24 95.27 95.28 95.52 95.26 95.47 94.68 94.81 95.38 94.91 94.79 94.72 94.50 95.69 94.80 94.42 95.52 95.00 95.04 94.85 95.03 95.27 95.42 94.96 95.41 95.41 95.53 95.60 95.16 94.20 95.05 94.64 94.12 94.67 94.00 93.77 94.09 94.67 94.28 94.78 94.65 94.91 94.91 94.93 94.72 94.35 93.85 95.10 94.54 93.95 94.40 94.37 94.97 94.58 95.07 94.53 95.03 94.94 94.39 94.97 94.89 94.84 95.09 94.81 94.46 95.04 94.39 94.54 95.29 94.86 94.89 94.83 95.24 94.64 95.40 94.69 95.21 94.84 95.02 94.86 94.76 94.45 94.61 94.39 94.41 95.16 94.14 94.69 94.87 94.77 94.85 94.64 95.22 95.05 95.41 94.85 95.18 95.06 95.33 94.91 94.83 94.81 95.17 94.66 94.94 95.02 95.09 94.79 94.74 94.88 94.62 94.93 94.29 93.71 94.32 94.52 93.93 94.25 94.11 94.29 94.51 94.75 94.52 94.00 94.43 94.66 94.24 94.67 94.88 94.79 94.66 94.75 94.90 95.10 94.97 94.88 94.67 95.22 94.43 95.24 94.83 94.89 94.68 94.38 94.86 94.39 94.68 94.54 94.61 94.81 94.63 94.78 95.35 95.22 95.02 95.31 95.23 94.34 94.72 95.35 94.88 94.31 94.96 93.79 94.77 94.81 94.58 94.45 94.37 93.89 94.48 94.50 94.06 94.49 94.20 95.09 94.85 95.04 94.93 94.90 94.41 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 32 26 24 22 21 21 20 20 19 19 20 21 20 21 19 19 19 19 19 19 19 19 18 18 18 18 17 17 17 17 17 17 17 16 16 16 16 16 15 15 15 15 14 14 14 14 13 13 13 13 13 13 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266 250 324 265 318 295 293 333 271 310 305 302 291 289 248 208 313 293 456 290 206 288 230 283 284 279 268 293 286 273 278 248 276 281 272 266 269 272 265 265 267 284 279 279 286 280 284 287 286 293 293 294 288 290 286 293 298 303 303 309 312 312 314 316 315 314 312 314 314 319 320 326 327 329 336 341 346 346 345 341 339 339 344 348 348 354 357 363 371 381 390 396 401 404 407 409 410 413 416 421 423 425 420 416 415 420 427 435 439 441 443 452 469 491 515 533 544 550 554 553 552 551 548 548 550 558 570 582 593 601 605 610 607 606 606 611 623 639 652 656 647 635 635 644 665 685 697 695 686 667 645 627 620 628 651 681 708 729 747 764 781 795 802 802 789 769 745 727 721 732 757 788 862 833 833 816 795 779 781 797 815 831 848 865 888 904 911 902 882 857 838 832 842 859 873 877 872 862 844 826 810 799 802 818 841 861 876 888 903 922 938 951 957 956 946 933 919 912 920 943 975 1007 1038 1066 1084 1094 1094 1093 1098 1103 1106 1102 1093 1083 1076 1072 1062 1048 1037 1028 1031 1037 1037 1042 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1047 1086 955 1073 847 1251 1024 691 408 899 922 811 935 966 881 913 574 907 667 847 807 826 689 758 825 682 771 664 716 21 692 392 643 736 668 726 20 639 19 436 701 657 585 588 595 574 594 613 564 540 17 486 520 570 502 572 460 531 540 537 15 477 500 15 235 488 362 505 478 395 479 326 333 576 383 13 377 366 421 286 340 412 13 423 357 12 360 12 403 150 375 374 351 415 311 376 340 358 324 349 295 350 347 336 548 341 11 294 261 271 293 363 341 332 336 341 311 328 343 10 334 308 304 315 307 316 334 352 327 338 327 347 336 346 346 350 356 353 349 350 346 356 359 370 366 373 374 378 380 379 380 379 378 379 380 383 384 388 392 395 400 408 410 411 410 406 402 403 408 411 415 417 422 428 437 448 457 464 468 472 475 477 478 480 486 491 492 495 491 484 483 488 498 507 511 514 515 524 545 567 594 614 628 632 637 637 635 635 631 631 634 641 655 669 681 690 696 703 698 695 695 701 715 733 747 751 741 729 728 741 764 786 798 798 786 765 740 718 710 721 747 779 811 836 857 875 895 911 919 916 903 880 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1514 1564 1529 1133 1231 1502 1484 1308 1457 1226 860 1228 1267 35 1101 1187 1213 1178 914 1173 813 1376 1129 30 30 551 875 185 946 965 923 1025 333 934 900 747 833 697 638 664 670 769 661 800 480 23 663 22 713 776 741 703 302 688 21 20 741 698 645 500 377 577 19 497 465 483 18 18 494 564 581 553 17 450 391 385 17 488 465 16 16 385 533 15 429 15 497 315 15 626 443 14 14 355 14 14 14 313 378 340 13 13 13 13 366 13 13 13 13 426 12 329 142 12 12 12 12 12 12 193 669 12 12 263 186 11 11 11 11 182 282 11 11 11 342 11 11 11 11 11 10 10 10 10 10 10 286 307 10 10 220 310 340 322 308 309 349 321 343 365 356 379 365 372 370 372 377 375 373 374 379 378 387 384 393 390 400 398 406 406 406 402 395 399 404 405 408 407 413 417 424 431 440 445 448 453 454 455 455 459 461 466 467 469 467 464 463 470 477 484 489 492 493 501 517 535 556 576 585 591 596 596 595 596 594 595 600 608 621 633 647 655 660 659 661 659 658 666 677 693 709 714 708 700 700 712 733 756 766 767 756 735 713 694 689 701 728 759 790 813 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2422 2276 2271 2245 2118 2013 1889 2025 1863 1774 1860 1767 1791 1692 1010 1703 1605 1482 1621 965 986 1456 1409 1344 1224 1402 1222 1316 1184 1294 257 1537 1195 32 32 1139 977 977 1132 1151 903 1091 29 996 900 882 993 832 942 807 930 988 900 906 683 25 762 732 823 871 783 816 697 723 22 22 799 798 21 21 21 583 654 574 657 616 20 19 19 19 662 501 19 18 18 379 18 122 509 17 568 538 536 17 522 16 541 16 16 696 16 514 15 350 15 15 15 443 15 15 14 14 14 14 390 14 14 441 14 298 13 420 13 13 378 446 13 13 13 13 742 13 13 12 12 12 12 201 12 12 12 12 12 12 12 12 12 12 11 11 11 11 11 355 11 11 248 11 11 11 11 379 303 336 11 11 10 10 10 379 10 349 328 10 172 10 10 10 10 279 10 10 296 328 366 338 379 343 374 347 374 375 318 299 382 381 337 367 381 384 387 394 403 399 405 407 410 410 405 416 413 412 410 420 415 411 412 413 426 429 424 431 434 434 449 452 461 473 480 481 487 482 482 486 485 490 493 502 511 523 532 539 540 557 543 538 537 542 551 564 578 585 586 583 588 600 614 631 639 638 630 613 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1656 1611 1634 1658 41 703 1532 1454 1289 1385 1392 1289 1411 36 1356 35 1586 1153 34 33 1025 32 929 1159 1143 1088 1165 30 1102 371 924 898 992 28 1057 1019 1013 865 823 756 26 898 25 802 882 24 887 24 541 23 23 858 807 344 22 22 458 673 591 722 637 20 20 643 536 656 641 19 19 19 19 18 18 617 18 18 17 396 17 17 598 17 17 16 722 398 16 16 421 483 16 15 15 380 15 15 15 15 15 496 14 309 14 383 520 14 14 14 14 14 13 13 13 418 366 798 13 13 13 13 13 412 13 13 12 12 12 12 12 412 12 12 12 12 12 12 12 12 332 11 11 293 328 11 11 11 11 11 11 11 11 11 11 11 303 11 11 11 251 11 11 10 10 10 10 347 174 10 358 10 291 320 380 388 355 377 383 326 10 380 386 355 359 380 380 383 398 409 410 410 413 414 412 419 418 415 418 418 421 417 422 413 423 431 432 427 436 436 441 449 450 464 472 480 480 487 480 482 486 484 487 491 499 508 516 523 531 533 549 533 531 530 533 541 556 565 574 574 571 576 587 602 614 623 620 613 598 583 576 576 586 609 633 660 676 692 704 718 723 728 728 714 704 686 678 684 702 729 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