File name: Pandora143s1_LibertyTX_20241226_L1_smca1c9d20230920p1-8.txt
File generation date: 20250307T074159.9Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c9d20230920p1-8
Local principal investigator: Yuxuan Wang
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 143
Spectrometer number: 1
Processing software version used: BlickP v1.8.74
Instrument operation file used: Pandora143_OF_v1d20230920.txt
Instrument calibration file used: Pandora143s1_CF_v9d20230920.txt
Level 0 file used: Pandora143s1_LibertyTX_20241226_L0.txt
Full location name: Sam Houston Regional Library and Research Center
Short location name: LibertyTX
Country of location: United States
Location latitude [deg]: 30.0965
Location longitude [deg]: -94.7635
Location altitude [m]: 3
Local noon date: 20241226
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: None
Nominal wavelengths [nm]: 270.7678 270.9113 271.0547 271.1981 271.3416 271.4850 271.6284 271.7717 271.9151 272.0585 272.2018 272.3452 272.4885 272.6318 272.7751 272.9184 273.0617 273.2050 273.3483 273.4915 273.6348 273.7780 273.9213 274.0645 274.2077 274.3509 274.4941 274.6372 274.7804 274.9236 275.0667 275.2098 275.3530 275.4961 275.6392 275.7823 275.9253 276.0684 276.2115 276.3545 276.4976 276.6406 276.7836 276.9266 277.0696 277.2126 277.3556 277.4985 277.6415 277.7844 277.9274 278.0703 278.2132 278.3561 278.4990 278.6419 278.7848 278.9276 279.0705 279.2133 279.3561 279.4989 279.6418 279.7846 279.9273 280.0701 280.2129 280.3556 280.4984 280.6411 280.7838 280.9265 281.0692 281.2119 281.3546 281.4973 281.6399 281.7826 281.9252 282.0679 282.2105 282.3531 282.4957 282.6383 282.7808 282.9234 283.0659 283.2085 283.3510 283.4935 283.6360 283.7785 283.9210 284.0635 284.2060 284.3484 284.4909 284.6333 284.7757 284.9181 285.0605 285.2029 285.3453 285.4877 285.6300 285.7724 285.9147 286.0571 286.1994 286.3417 286.4840 286.6263 286.7685 286.9108 287.0531 287.1953 287.3375 287.4797 287.6220 287.7641 287.9063 288.0485 288.1907 288.3328 288.4750 288.6171 288.7592 288.9013 289.0434 289.1855 289.3276 289.4697 289.6117 289.7538 289.8958 290.0379 290.1799 290.3219 290.4639 290.6059 290.7478 290.8898 291.0317 291.1737 291.3156 291.4575 291.5994 291.7413 291.8832 292.0251 292.1669 292.3088 292.4506 292.5925 292.7343 292.8761 293.0179 293.1597 293.3015 293.4432 293.5850 293.7267 293.8685 294.0102 294.1519 294.2936 294.4353 294.5770 294.7186 294.8603 295.0019 295.1436 295.2852 295.4268 295.5684 295.7100 295.8516 295.9931 296.1347 296.2762 296.4178 296.5593 296.7008 296.8423 296.9838 297.1253 297.2668 297.4082 297.5497 297.6911 297.8325 297.9739 298.1154 298.2567 298.3981 298.5395 298.6809 298.8222 298.9635 299.1049 299.2462 299.3875 299.5288 299.6701 299.8113 299.9526 300.0939 300.2351 300.3763 300.5175 300.6587 300.7999 300.9411 301.0823 301.2235 301.3646 301.5058 301.6469 301.7880 301.9291 302.0702 302.2113 302.3524 302.4934 302.6345 302.7755 302.9165 303.0576 303.1986 303.3396 303.4806 303.6215 303.7625 303.9034 304.0444 304.1853 304.3262 304.4671 304.6080 304.7489 304.8898 305.0307 305.1715 305.3123 305.4532 305.5940 305.7348 305.8756 306.0164 306.1572 306.2979 306.4387 306.5794 306.7201 306.8609 307.0016 307.1423 307.2829 307.4236 307.5643 307.7049 307.8456 307.9862 308.1268 308.2674 308.4080 308.5486 308.6892 308.8297 308.9703 309.1108 309.2513 309.3919 309.5324 309.6729 309.8133 309.9538 310.0943 310.2347 310.3752 310.5156 310.6560 310.7964 310.9368 311.0772 311.2175 311.3579 311.4982 311.6386 311.7789 311.9192 312.0595 312.1998 312.3401 312.4804 312.6206 312.7609 312.9011 313.0413 313.1815 313.3217 313.4619 313.6021 313.7423 313.8824 314.0226 314.1627 314.3028 314.4429 314.5830 314.7231 314.8632 315.0033 315.1433 315.2834 315.4234 315.5634 315.7034 315.8434 315.9834 316.1234 316.2633 316.4033 316.5432 316.6831 316.8231 316.9630 317.1029 317.2427 317.3826 317.5225 317.6623 317.8022 317.9420 318.0818 318.2216 318.3614 318.5012 318.6409 318.7807 318.9204 319.0602 319.1999 319.3396 319.4793 319.6190 319.7587 319.8983 320.0380 320.1776 320.3173 320.4569 320.5965 320.7361 320.8757 321.0153 321.1548 321.2944 321.4339 321.5734 321.7129 321.8524 321.9919 322.1314 322.2709 322.4104 322.5498 322.6892 322.8287 322.9681 323.1075 323.2469 323.3862 323.5256 323.6650 323.8043 323.9436 324.0829 324.2223 324.3616 324.5008 324.6401 324.7794 324.9186 325.0579 325.1971 325.3363 325.4755 325.6147 325.7539 325.8930 326.0322 326.1714 326.3105 326.4496 326.5887 326.7278 326.8669 327.0060 327.1450 327.2841 327.4231 327.5622 327.7012 327.8402 327.9792 328.1182 328.2571 328.3961 328.5350 328.6740 328.8129 328.9518 329.0907 329.2296 329.3685 329.5073 329.6462 329.7850 329.9239 330.0627 330.2015 330.3403 330.4791 330.6179 330.7566 330.8954 331.0341 331.1728 331.3115 331.4502 331.5889 331.7276 331.8663 332.0049 332.1436 332.2822 332.4208 332.5594 332.6980 332.8366 332.9752 333.1137 333.2523 333.3908 333.5293 333.6679 333.8064 333.9448 334.0833 334.2218 334.3602 334.4987 334.6371 334.7755 334.9139 335.0523 335.1907 335.3291 335.4674 335.6058 335.7441 335.8824 336.0208 336.1590 336.2973 336.4356 336.5739 336.7121 336.8504 336.9886 337.1268 337.2650 337.4032 337.5414 337.6796 337.8177 337.9559 338.0940 338.2321 338.3702 338.5083 338.6464 338.7845 338.9225 339.0606 339.1986 339.3366 339.4746 339.6127 339.7506 339.8886 340.0266 340.1645 340.3025 340.4404 340.5783 340.7162 340.8541 340.9920 341.1299 341.2677 341.4056 341.5434 341.6812 341.8190 341.9568 342.0946 342.2324 342.3701 342.5079 342.6456 342.7833 342.9211 343.0588 343.1964 343.3341 343.4718 343.6094 343.7471 343.8847 344.0223 344.1599 344.2975 344.4351 344.5727 344.7102 344.8477 344.9853 345.1228 345.2603 345.3978 345.5353 345.6727 345.8102 345.9476 346.0851 346.2225 346.3599 346.4973 346.6347 346.7721 346.9094 347.0468 347.1841 347.3214 347.4587 347.5960 347.7333 347.8706 348.0079 348.1451 348.2823 348.4196 348.5568 348.6940 348.8312 348.9683 349.1055 349.2427 349.3798 349.5169 349.6540 349.7911 349.9282 350.0653 350.2024 350.3394 350.4765 350.6135 350.7505 350.8875 351.0245 351.1615 351.2984 351.4354 351.5723 351.7093 351.8462 351.9831 352.1200 352.2569 352.3937 352.5306 352.6674 352.8043 352.9411 353.0779 353.2147 353.3515 353.4882 353.6250 353.7617 353.8985 354.0352 354.1719 354.3086 354.4453 354.5819 354.7186 354.8552 354.9919 355.1285 355.2651 355.4017 355.5383 355.6748 355.8114 355.9479 356.0845 356.2210 356.3575 356.4940 356.6305 356.7669 356.9034 357.0398 357.1763 357.3127 357.4491 357.5855 357.7219 357.8582 357.9946 358.1309 358.2673 358.4036 358.5399 358.6762 358.8125 358.9487 359.0850 359.2212 359.3575 359.4937 359.6299 359.7661 359.9023 360.0384 360.1746 360.3107 360.4469 360.5830 360.7191 360.8552 360.9913 361.1273 361.2634 361.3994 361.5354 361.6715 361.8075 361.9435 362.0794 362.2154 362.3513 362.4873 362.6232 362.7591 362.8950 363.0309 363.1668 363.3027 363.4385 363.5743 363.7102 363.8460 363.9818 364.1176 364.2533 364.3891 364.5249 364.6606 364.7963 364.9320 365.0677 365.2034 365.3391 365.4747 365.6104 365.7460 365.8816 366.0172 366.1528 366.2884 366.4240 366.5595 366.6951 366.8306 366.9661 367.1016 367.2371 367.3726 367.5081 367.6435 367.7790 367.9144 368.0498 368.1852 368.3206 368.4560 368.5913 368.7267 368.8620 368.9974 369.1327 369.2680 369.4033 369.5385 369.6738 369.8090 369.9443 370.0795 370.2147 370.3499 370.4851 370.6202 370.7554 370.8905 371.0257 371.1608 371.2959 371.4310 371.5661 371.7011 371.8362 371.9712 372.1062 372.2413 372.3763 372.5112 372.6462 372.7812 372.9161 373.0511 373.1860 373.3209 373.4558 373.5907 373.7255 373.8604 373.9952 374.1301 374.2649 374.3997 374.5345 374.6693 374.8040 374.9388 375.0735 375.2082 375.3430 375.4777 375.6123 375.7470 375.8817 376.0163 376.1509 376.2856 376.4202 376.5548 376.6893 376.8239 376.9585 377.0930 377.2275 377.3621 377.4966 377.6310 377.7655 377.9000 378.0344 378.1689 378.3033 378.4377 378.5721 378.7065 378.8408 378.9752 379.1095 379.2439 379.3782 379.5125 379.6468 379.7810 379.9153 380.0496 380.1838 380.3180 380.4522 380.5864 380.7206 380.8548 380.9889 381.1231 381.2572 381.3913 381.5254 381.6595 381.7936 381.9276 382.0617 382.1957 382.3297 382.4638 382.5978 382.7317 382.8657 382.9997 383.1336 383.2675 383.4014 383.5353 383.6692 383.8031 383.9370 384.0708 384.2047 384.3385 384.4723 384.6061 384.7399 384.8736 385.0074 385.1411 385.2748 385.4086 385.5423 385.6759 385.8096 385.9433 386.0769 386.2106 386.3442 386.4778 386.6114 386.7449 386.8785 387.0121 387.1456 387.2791 387.4126 387.5461 387.6796 387.8131 387.9465 388.0800 388.2134 388.3468 388.4802 388.6136 388.7470 388.8803 389.0137 389.1470 389.2803 389.4137 389.5469 389.6802 389.8135 389.9467 390.0800 390.2132 390.3464 390.4796 390.6128 390.7460 390.8791 391.0123 391.1454 391.2785 391.4116 391.5447 391.6778 391.8108 391.9439 392.0769 392.2099 392.3429 392.4759 392.6089 392.7419 392.8748 393.0078 393.1407 393.2736 393.4065 393.5394 393.6722 393.8051 393.9379 394.0708 394.2036 394.3364 394.4692 394.6019 394.7347 394.8674 395.0002 395.1329 395.2656 395.3983 395.5309 395.6636 395.7962 395.9289 396.0615 396.1941 396.3267 396.4593 396.5918 396.7244 396.8569 396.9894 397.1220 397.2544 397.3869 397.5194 397.6518 397.7843 397.9167 398.0491 398.1815 398.3139 398.4463 398.5786 398.7110 398.8433 398.9756 399.1079 399.2402 399.3725 399.5047 399.6370 399.7692 399.9014 400.0336 400.1658 400.2980 400.4301 400.5623 400.6944 400.8265 400.9586 401.0907 401.2228 401.3549 401.4869 401.6189 401.7510 401.8830 402.0150 402.1469 402.2789 402.4108 402.5428 402.6747 402.8066 402.9385 403.0704 403.2022 403.3341 403.4659 403.5977 403.7296 403.8613 403.9931 404.1249 404.2566 404.3884 404.5201 404.6518 404.7835 404.9152 405.0469 405.1785 405.3102 405.4418 405.5734 405.7050 405.8366 405.9681 406.0997 406.2312 406.3627 406.4943 406.6258 406.7572 406.8887 407.0202 407.1516 407.2830 407.4144 407.5458 407.6772 407.8086 407.9399 408.0713 408.2026 408.3339 408.4652 408.5965 408.7278 408.8590 408.9903 409.1215 409.2527 409.3839 409.5151 409.6462 409.7774 409.9085 410.0397 410.1708 410.3019 410.4330 410.5640 410.6951 410.8261 410.9571 411.0882 411.2192 411.3501 411.4811 411.6121 411.7430 411.8739 412.0048 412.1357 412.2666 412.3975 412.5283 412.6592 412.7900 412.9208 413.0516 413.1824 413.3132 413.4439 413.5746 413.7054 413.8361 413.9668 414.0974 414.2281 414.3588 414.4894 414.6200 414.7506 414.8812 415.0118 415.1424 415.2729 415.4035 415.5340 415.6645 415.7950 415.9255 416.0559 416.1864 416.3168 416.4472 416.5776 416.7080 416.8384 416.9688 417.0991 417.2294 417.3597 417.4901 417.6203 417.7506 417.8809 418.0111 418.1413 418.2716 418.4018 418.5320 418.6621 418.7923 418.9224 419.0526 419.1827 419.3128 419.4429 419.5729 419.7030 419.8330 419.9630 420.0931 420.2231 420.3530 420.4830 420.6130 420.7429 420.8728 421.0027 421.1326 421.2625 421.3924 421.5222 421.6521 421.7819 421.9117 422.0415 422.1713 422.3010 422.4308 422.5605 422.6902 422.8199 422.9496 423.0793 423.2089 423.3386 423.4682 423.5978 423.7274 423.8570 423.9866 424.1161 424.2457 424.3752 424.5047 424.6342 424.7637 424.8932 425.0226 425.1521 425.2815 425.4109 425.5403 425.6697 425.7990 425.9284 426.0577 426.1870 426.3163 426.4456 426.5749 426.7042 426.8334 426.9627 427.0919 427.2211 427.3503 427.4794 427.6086 427.7377 427.8669 427.9960 428.1251 428.2542 428.3832 428.5123 428.6413 428.7703 428.8993 429.0283 429.1573 429.2863 429.4152 429.5442 429.6731 429.8020 429.9309 430.0598 430.1886 430.3175 430.4463 430.5751 430.7039 430.8327 430.9615 431.0902 431.2190 431.3477 431.4764 431.6051 431.7338 431.8624 431.9911 432.1197 432.2483 432.3769 432.5055 432.6341 432.7627 432.8912 433.0198 433.1483 433.2768 433.4053 433.5337 433.6622 433.7906 433.9190 434.0475 434.1759 434.3042 434.4326 434.5610 434.6893 434.8176 434.9459 435.0742 435.2025 435.3307 435.4590 435.5872 435.7154 435.8436 435.9718 436.1000 436.2281 436.3563 436.4844 436.6125 436.7406 436.8687 436.9968 437.1248 437.2528 437.3809 437.5089 437.6369 437.7648 437.8928 438.0207 438.1487 438.2766 438.4045 438.5324 438.6602 438.7881 438.9159 439.0437 439.1716 439.2993 439.4271 439.5549 439.6826 439.8104 439.9381 440.0658 440.1935 440.3211 440.4488 440.5764 440.7041 440.8317 440.9593 441.0869 441.2144 441.3420 441.4695 441.5970 441.7245 441.8520 441.9795 442.1069 442.2344 442.3618 442.4892 442.6166 442.7440 442.8714 442.9987 443.1261 443.2534 443.3807 443.5080 443.6353 443.7625 443.8898 444.0170 444.1442 444.2714 444.3986 444.5258 444.6529 444.7801 444.9072 445.0343 445.1614 445.2885 445.4155 445.5426 445.6696 445.7966 445.9236 446.0506 446.1776 446.3045 446.4315 446.5584 446.6853 446.8122 446.9391 447.0659 447.1928 447.3196 447.4464 447.5732 447.7000 447.8268 447.9535 448.0803 448.2070 448.3337 448.4604 448.5871 448.7138 448.8404 448.9670 449.0937 449.2203 449.3468 449.4734 449.6000 449.7265 449.8530 449.9795 450.1060 450.2325 450.3590 450.4854 450.6119 450.7383 450.8647 450.9911 451.1174 451.2438 451.3701 451.4965 451.6228 451.7491 451.8753 452.0016 452.1278 452.2541 452.3803 452.5065 452.6327 452.7588 452.8850 453.0111 453.1373 453.2634 453.3895 453.5155 453.6416 453.7676 453.8937 454.0197 454.1457 454.2717 454.3976 454.5236 454.6495 454.7755 454.9014 455.0272 455.1531 455.2790 455.4048 455.5307 455.6565 455.7823 455.9080 456.0338 456.1596 456.2853 456.4110 456.5367 456.6624 456.7881 456.9137 457.0394 457.1650 457.2906 457.4162 457.5418 457.6674 457.7929 457.9184 458.0440 458.1695 458.2949 458.4204 458.5459 458.6713 458.7967 458.9221 459.0475 459.1729 459.2983 459.4236 459.5489 459.6742 459.7995 459.9248 460.0501 460.1753 460.3006 460.4258 460.5510 460.6762 460.8014 460.9265 461.0517 461.1768 461.3019 461.4270 461.5521 461.6771 461.8022 461.9272 462.0522 462.1772 462.3022 462.4272 462.5521 462.6771 462.8020 462.9269 463.0518 463.1767 463.3015 463.4264 463.5512 463.6760 463.8008 463.9256 464.0504 464.1751 464.2998 464.4246 464.5493 464.6739 464.7986 464.9233 465.0479 465.1725 465.2971 465.4217 465.5463 465.6709 465.7954 465.9199 466.0444 466.1689 466.2934 466.4179 466.5423 466.6668 466.7912 466.9156 467.0400 467.1643 467.2887 467.4130 467.5373 467.6617 467.7859 467.9102 468.0345 468.1587 468.2829 468.4072 468.5314 468.6555 468.7797 468.9038 469.0280 469.1521 469.2762 469.4003 469.5243 469.6484 469.7724 469.8965 470.0205 470.1444 470.2684 470.3924 470.5163 470.6402 470.7642 470.8880 471.0119 471.1358 471.2596 471.3835 471.5073 471.6311 471.7549 471.8786 472.0024 472.1261 472.2498 472.3735 472.4972 472.6209 472.7445 472.8682 472.9918 473.1154 473.2390 473.3626 473.4861 473.6097 473.7332 473.8567 473.9802 474.1037 474.2271 474.3506 474.4740 474.5974 474.7208 474.8442 474.9676 475.0909 475.2142 475.3376 475.4609 475.5842 475.7074 475.8307 475.9539 476.0771 476.2003 476.3235 476.4467 476.5699 476.6930 476.8161 476.9392 477.0623 477.1854 477.3085 477.4315 477.5545 477.6775 477.8005 477.9235 478.0465 478.1694 478.2924 478.4153 478.5382 478.6611 478.7839 478.9068 479.0296 479.1524 479.2752 479.3980 479.5208 479.6435 479.7663 479.8890 480.0117 480.1344 480.2571 480.3797 480.5024 480.6250 480.7476 480.8702 480.9927 481.1153 481.2378 481.3604 481.4829 481.6054 481.7279 481.8503 481.9728 482.0952 482.2176 482.3400 482.4624 482.5847 482.7071 482.8294 482.9517 483.0740 483.1963 483.3186 483.4408 483.5631 483.6853 483.8075 483.9297 484.0518 484.1740 484.2961 484.4182 484.5403 484.6624 484.7845 484.9065 485.0286 485.1506 485.2726 485.3946 485.5166 485.6385 485.7604 485.8824 486.0043 486.1262 486.2480 486.3699 486.4917 486.6136 486.7354 486.8572 486.9789 487.1007 487.2224 487.3441 487.4659 487.5875 487.7092 487.8309 487.9525 488.0741 488.1958 488.3173 488.4389 488.5605 488.6820 488.8036 488.9251 489.0466 489.1680 489.2895 489.4109 489.5324 489.6538 489.7752 489.8965 490.0179 490.1392 490.2606 490.3819 490.5032 490.6245 490.7457 490.8670 490.9882 491.1094 491.2306 491.3518 491.4729 491.5941 491.7152 491.8363 491.9574 492.0785 492.1995 492.3206 492.4416 492.5626 492.6836 492.8046 492.9256 493.0465 493.1674 493.2883 493.4092 493.5301 493.6510 493.7718 493.8926 494.0135 494.1342 494.2550 494.3758 494.4965 494.6173 494.7380 494.8587 494.9793 495.1000 495.2206 495.3413 495.4619 495.5825 495.7030 495.8236 495.9441 496.0646 496.1852 496.3056 496.4261 496.5466 496.6670 496.7874 496.9078 497.0282 497.1486 497.2690 497.3893 497.5096 497.6299 497.7502 497.8705 497.9907 498.1110 498.2312 498.3514 498.4716 498.5917 498.7119 498.8320 498.9521 499.0722 499.1923 499.3124 499.4324 499.5525 499.6725 499.7925 499.9124 500.0324 500.1524 500.2723 500.3922 500.5121 500.6320 500.7518 500.8717 500.9915 501.1113 501.2311 501.3509 501.4706 501.5904 501.7101 501.8298 501.9495 502.0691 502.1888 502.3084 502.4281 502.5477 502.6672 502.7868 502.9064 503.0259 503.1454 503.2649 503.3844 503.5038 503.6233 503.7427 503.8621 503.9815 504.1009 504.2203 504.3396 504.4589 504.5782 504.6975 504.8168 504.9360 505.0553 505.1745 505.2937 505.4129 505.5320 505.6512 505.7703 505.8894 506.0085 506.1276 506.2467 506.3657 506.4847 506.6038 506.7227 506.8417 506.9607 507.0796 507.1985 507.3174 507.4363 507.5552 507.6740 507.7929 507.9117 508.0305 508.1493 508.2680 508.3868 508.5055 508.6242 508.7429 508.8616 508.9802 509.0989 509.2175 509.3361 509.4547 509.5732 509.6918 509.8103 509.9288 510.0473 510.1658 510.2842 510.4027 510.5211 510.6395 510.7579 510.8763 510.9946 511.1130 511.2313 511.3496 511.4679 511.5861 511.7044 511.8226 511.9408 512.0590 512.1772 512.2953 512.4134 512.5316 512.6497 512.7677 512.8858 513.0038 513.1219 513.2399 513.3579 513.4758 513.5938 513.7117 513.8296 513.9475 514.0654 514.1833 514.3011 514.4190 514.5368 514.6546 514.7723 514.8901 515.0078 515.1255 515.2432 515.3609 515.4786 515.5962 515.7138 515.8314 515.9490 516.0666 516.1841 516.3017 516.4192 516.5367 516.6542 516.7716 516.8891 517.0065 517.1239 517.2413 517.3586 517.4760 517.5933 517.7106 517.8279 517.9452 518.0624 518.1797 518.2969 518.4141 518.5313 518.6484 518.7656 518.8827 518.9998 519.1169 519.2339 519.3510 519.4680 519.5850 519.7020 519.8190 519.9359 520.0529 520.1698 520.2867 520.4035 520.5204 520.6372 520.7541 520.8709 520.9876 521.1044 521.2211 521.3379 521.4546 521.5713 521.6879 521.8046 521.9212 522.0378 522.1544 522.2710 522.3875 522.5041 522.6206 522.7371 522.8535 522.9700 523.0864 523.2028 523.3192 523.4356 523.5520 523.6683 523.7846 523.9009 524.0172 524.1335 524.2497 524.3659 524.4821 524.5983 524.7145 524.8306 524.9468 525.0629 525.1790 525.2950 525.4111 525.5271 525.6431 525.7591 525.8750 525.9910 526.1069 526.2228 526.3387 526.4546 526.5704 526.6863 526.8021 526.9179 527.0336 527.1494 527.2651 527.3808 527.4965 527.6122 527.7278 527.8435 527.9591 528.0747 528.1902 528.3058 528.4213 528.5368 528.6523 528.7678 528.8832 528.9986 529.1140 529.2294 529.3448 529.4601 529.5755 529.6908 529.8061 529.9213 530.0366 530.1518 530.2670 530.3822 530.4973 530.6125 530.7276 530.8427 530.9578 531.0729 531.1879 531.3029 531.4179 531.5329 531.6478 531.7628 531.8777 531.9926 532.1075 532.2223 532.3371 532.4520 532.5667 532.6815 532.7963 532.9110 533.0257 533.1404 533.2551 533.3697 533.4843 533.5989 533.7135 533.8281 533.9426 534.0571 534.1716 534.2861 534.4005 534.5150 534.6294 534.7438 534.8581 534.9725 535.0868 535.2011 535.3154 535.4297 535.5439 535.6581 535.7723 535.8865 536.0006 536.1148 536.2289 536.3430 536.4570 536.5711 536.6851 536.7991 536.9131 537.0270 537.1410 537.2549 537.3688
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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: Spectrometer control temperature [°C], 999=no temperature signal
Column 69: Auxiliary spectrometer temperature [°C], 999=no temperature signal
Column 70: Temperature in head sensor [°C], 999=no temperature signal
Column 71: Temperature at electronics board 1 [°C], 999=no temperature signal
Column 72: Temperature at electronics board 2 [°C], 999=no temperature signal
Column 73: Humidity in head sensor [%], -9=no humidity signal
Column 74: Pressure in head sensor [hPa], -9=no pressure signal
Column 75: Scale factor for data and uncertainties, to obtain unscaled output divide them by this number
Column 76: Indicator for uncertainty and atmospheric variability (see manual for exact meaning)
Column 77: L1 data type, data are... 1=corrected count rate [s-1], 2=radiance [W/m2/nm/sr], 3=irradiance [W/m2/nm]
Columns 78-2125: L1 data for each pixel, 0 is NOT a 'true' zero if the corresponding value in the uncertainty is -2, -3 or -4
Columns 2126-4173: 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 4174-6221: 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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1145 1143 1139 1131 1127 1120 1116 1099 1093 1096 1106 1115 1115 1120 1121 1120 1116 1116 1109 1111 1117 1129 1140 1148 1137 1128 1108 1101 1100 1105 1115 1127 1146 1158 1161 1164 1166 1174 1163 1157 1150 1145 1150 1167 1174 1167 1140 1107 1081 1082 1107 1137 1166 1168 1157 1143 1139 1131 1142 1154 1164 1168 1177 1175 1161 1148 1134 1143 1148 1156 1158 1169 1161 1154 1148 1138 1154 1173 1190 1195 1183 1164 1139 1115 1110 1111 1135 1162 1173 1174 1172 1171 1164 1167 1161 1150 1134 1134 1137 1143 1153 1154 1146 1120 1093 1067 1060 1055 1062 1064 1065 1055 1045 1049 1070 1100 1145 1190 1223 1251 1256 1246 1222 1187 1157 1138 1157 1189 1220 1237 1252 1244 1244 1227 1199 1161 1136 1126 1146 1171 1203 1227 1243 1250 1240 1228 1210 1216 1222 1239 1246 1253 1258 1264 1278 1279 1281 1272 1265 1265 1262 1255 1250 1237 1242 1245 1258 1260 1247 1221 1184 1177 1185 1213 1232 1242 1243 1251 1252 1265 1269 1273 1281 1274 1266 1252 1246 1238 1245 1253 1277 1295 1308 1311 1303 1294 1287 1297 1315 1328 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1030 1048 1061 1076 1068 1048 1033 1048 1068 1093 1100 1088 1046 982 937 940 989 1024 1035 1004 971 948 942 965 1006 1046 1059 1040 1010 1008 1018 1048 1069 1073 1079 1071 1049 1033 1025 1042 1076 1103 1125 1124 1114 1100 1081 1067 1059 1061 1063 1060 1040 1034 1031 1059 1091 1110 1102 1087 1074 1074 1083 1106 1114 1116 1103 1089 1085 1080 1063 1007 959 933 932 963 999 1038 1064 1087 1090 1094 1092 1096 1086 1057 1030 1026 1048 1072 1084 1096 1103 1115 1116 1094 1057 1028 1022 1044 1075 1095 1090 1077 1076 1093 1096 1083 1059 1042 1048 1059 1056 1067 1092 1127 1167 1187 1183 1175 1170 1157 1147 1137 1111 1092 1101 1130 1163 1180 1161 1126 1087 1058 1051 1077 1119 1152 1164 1168 1175 1187 1200 1213 1214 1211 1218 1218 1227 1235 1234 1238 1234 1223 1202 1191 1187 1192 1201 1204 1223 1225 1190 1148 1115 1085 1086 1086 1101 1134 1167 1174 1163 1126 1075 1042 1033 1033 1039 1055 1091 1156 1205 1236 1261 1277 1300 1320 1325 1316 1292 1258 1226 1209 1194 1187 1195 1214 1250 1276 1273 1245 1210 1199 1227 1286 1332 1381 1408 1422 1378 1319 1280 1268 1299 1337 1377 1418 1434 1434 1415 1389 1362 1343 1349 1378 1423 1469 1506 1537 1552 1569 1586 1594 1591 1578 1577 1576 1577 1571 1575 1604 1627 1646 1639 1616 1599 1575 1590 1610 1634 1629 1616 1615 1649 1704 1754 1776 1773 1767 1792 1834 1853 1868 1842 1798 1741 1719 1722 1778 1847 1926 1998 2034 2030 1990 1901 1820 1797 1846 1946 2018 2063 2082 2079 2075 2021 1947 1882 1895 1982 2110 2224 2255 2250 2199 2160 2128 2141 2199 2314 2466 2599 2662 2643 2615 2601 2555 2703 2763 2812 2833 2885 2937 3017 3119 3205 3287 3388 3430 3535 3608 3702 3785 3913 3665 3933 3911 3969 4040 4124 4225 4285 4352 4392 4520 4633 4863 5045 5331 5431 5547 5686 5880 6069 6258 9860 6428 6634 6785 7053 7154 7488 7744 7944 8258 8412 8873 9136 9674 9969 10439 10771 11293 11818 12421 12975 13542 14339 15183 16055 16650 17591 18072 19102 -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 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 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765 777 781 785 787 796 791 790 770 760 751 763 779 788 786 777 781 789 790 785 774 770 770 775 772 777 789 805 823 832 829 826 825 823 817 813 800 792 798 810 828 833 830 810 795 780 785 790 810 825 832 835 837 843 848 858 855 858 857 863 865 866 873 869 872 868 865 852 856 855 860 862 871 867 855 837 825 815 811 818 820 843 847 858 850 838 818 802 801 800 806 813 835 856 879 890 907 912 925 938 940 942 929 914 901 897 889 892 895 901 922 933 930 923 912 907 922 944 970 993 1009 1018 997 972 963 963 972 990 1004 1035 1037 1043 1033 1027 1012 1014 1016 1039 1058 1075 1098 1106 1119 1128 1137 1142 1150 1141 1153 1153 1157 1162 1158 1178 1190 1203 1197 1208 1190 1190 1195 1208 1225 1219 1223 1228 1247 1275 1311 1314 1324 1318 1340 1357 1373 1383 1371 1375 1350 1354 1355 1392 1420 1463 1494 1525 1526 1531 1492 1463 1472 1498 1548 1585 1617 1629 1649 1648 1639 1623 1613 1630 1671 1738 1788 1839 1835 1833 1830 1842 1863 1912 1970 2049 2125 2160 2180 2179 2209 2122 2306 2339 2400 2432 2476 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637 641 653 658 661 669 673 677 677 679 678 676 671 666 658 657 657 664 671 677 688 686 678 671 670 669 674 679 679 688 691 693 700 705 700 697 685 680 675 678 684 689 693 687 682 681 678 673 669 666 671 678 685 686 689 693 696 703 707 708 705 711 703 702 697 698 704 713 720 730 740 534 749 750 744 748 738 755 749 749 746 743 744 742 735 732 727 728 732 732 730 729 740 748 763 770 768 771 769 774 778 775 766 753 742 739 740 742 746 744 739 739 743 750 755 753 744 742 749 753 752 750 743 748 749 741 730 730 730 736 737 749 754 760 754 747 741 748 756 763 767 764 743 718 705 706 722 735 743 726 713 706 706 716 728 742 751 742 730 728 738 745 757 756 758 754 750 738 737 743 761 767 777 779 770 766 763 756 750 753 757 752 746 742 740 750 764 771 771 765 757 760 762 773 773 776 765 762 759 759 755 734 718 702 707 717 728 744 750 765 767 765 764 769 765 756 743 749 753 763 767 771 771 779 779 772 755 748 744 754 769 770 773 765 763 775 773 771 764 761 757 766 764 771 780 792 807 815 814 812 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501 501 510 521 527 526 524 531 548 563 576 583 585 588 593 598 598 595 602 611 618 618 609 597 586 587 601 613 623 617 607 614 639 673 712 735 749 756 760 757 756 752 742 736 732 737 755 771 782 791 795 800 801 793 789 792 807 832 853 862 841 807 794 801 839 872 887 888 876 859 827 792 771 773 806 843 874 902 915 934 960 982 997 997 985 958 924 887 866 877 909 944 979 1010 1015 989 953 925 930 961 989 1004 1021 1034 1058 1082 1093 1079 1049 1010 978 967 982 1004 1037 1051 1047 1030 1014 991 973 947 935 957 988 1012 1021 1023 1037 1061 1086 1099 1106 1111 1107 1090 1072 1058 1066 1089 1123 1162 1195 1228 1246 1258 1257 1242 1241 1251 1264 1266 1246 1232 1228 1234 1226 1209 1190 1181 1184 1194 1192 1183 1186 1211 1254 1296 1326 1333 1340 1344 1350 1358 1343 1316 1272 1226 1215 1222 1239 1255 1246 1231 1233 1248 1270 1283 1273 1247 1237 1251 1264 1269 1257 1250 1256 1257 1232 1198 1185 1194 1220 1239 1260 1279 1295 1288 1255 1242 1256 1284 1318 1330 1309 1250 1163 1094 1104 1169 1227 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102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 -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 -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 -2 -2 -2 -2 2612 46 2394 44 43 2313 42 2021 2453 2273 2242 37 36 35 1880 1922 2066 34 1889 1841 2011 1896 1970 31 31 1883 30 30 1067 29 1503 1677 28 1596 1672 1574 27 26 26 1382 25 25 1444 25 24 24 1388 23 1384 23 23 1219 1358 22 22 21 21 21 21 1195 20 302 1218 1173 20 19 1135 864 1104 1063 18 896 18 18 18 17 17 17 801 990 871 608 16 16 847 984 1000 16 930 15 925 874 830 15 15 15 15 14 14 14 847 14 14 557 716 14 13 13 13 774 691 764 13 783 746 13 12 727 612 616 737 12 12 12 12 12 12 12 12 668 643 587 11 610 688 660 682 455 11 679 11 11 11 11 601 495 637 644 586 606 10 540 524 496 10 619 524 617 615 612 523 524 483 605 610 516 602 607 605 601 601 602 603 604 598 591 598 604 589 599 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842 880 907 932 945 963 983 1004 1017 1013 1004 978 949 916 895 905 932 963 994 1023 1025 1003 966 946 946 975 999 1011 1028 1039 1061 1083 1091 1078 1048 1014 985 975 989 1011 1037 1052 1050 1028 1017 998 978 957 945 963 990 1011 1018 1020 1033 1053 1075 1088 1092 1096 1093 1078 1062 1050 1056 1073 1104 1141 1169 1198 1208 1224 1225 1208 1208 1218 1226 1228 1209 1197 1195 1199 1194 1178 1160 1152 1154 1161 1159 1151 1151 1176 1213 1252 1278 1284 1292 1291 1296 1305 1291 1266 1226 1183 1178 1180 1194 1209 1203 1189 1189 1204 1221 1235 1223 1201 1190 1201 1216 1220 1210 1200 1207 1209 1186 1154 1143 1152 1172 1190 1210 1225 1241 1236 1205 1190 1204 1226 1258 1268 1251 1199 1119 1058 1068 1128 1176 1187 1147 1104 1076 1071 1104 1150 1201 1214 1188 1155 1145 1160 1196 1221 1226 1231 1224 1197 1176 1166 1185 1228 1262 1288 1290 1278 1258 1235 1217 1206 1209 1215 1209 1184 1167 1169 1201 1244 1264 1257 1236 1219 1217 1229 1257 1271 1268 1252 1237 1228 1226 1204 1139 1078 1043 1043 1080 1124 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715 810 782 810 812 717 815 734 785 723 797 702 801 751 788 779 790 756 763 762 739 759 703 764 543 761 757 769 731 752 762 739 752 707 745 716 701 703 745 693 714 713 718 721 713 721 697 713 705 722 713 712 698 705 714 693 694 678 644 666 676 666 523 666 692 662 657 663 680 664 653 658 653 675 653 671 655 674 654 657 647 672 655 644 657 633 645 639 662 560 634 605 649 643 643 648 634 643 640 640 645 635 600 651 626 641 623 629 631 620 641 613 630 605 634 594 630 603 617 628 626 631 627 632 617 619 618 633 617 617 618 631 628 616 619 620 610 611 622 595 615 615 609 620 624 617 620 625 621 631 625 618 618 620 624 618 628 628 631 620 634 623 628 628 627 619 630 630 636 634 637 637 634 642 636 641 631 639 631 649 632 645 639 646 660 646 655 660 662 662 662 658 661 657 661 665 666 658 665 663 664 675 670 670 675 671 673 672 678 683 677 688 684 676 684 683 688 690 696 693 693 689 688 686 684 679 688 691 697 704 706 714 715 719 718 717 718 716 711 707 706 707 714 718 724 729 731 720 719 722 721 724 730 733 739 743 741 751 751 747 747 738 735 732 740 742 745 746 746 741 743 739 741 731 731 737 742 751 747 758 758 760 766 772 766 768 772 772 766 764 766 768 778 783 791 795 10 804 811 805 808 795 816 810 808 807 806 809 805 800 793 796 797 800 805 803 798 806 815 825 836 832 837 830 840 846 841 830 826 815 813 814 810 817 813 814 812 818 823 832 824 820 819 822 829 825 827 820 830 823 819 809 811 810 811 818 827 832 836 835 827 812 824 830 837 842 840 822 802 791 797 803 817 819 811 801 802 793 799 810 821 831 823 818 810 818 820 834 834 836 826 822 823 822 825 835 838 846 850 839 842 838 830 829 829 832 828 824 821 823 829 843 842 844 836 829 837 837 845 845 846 836 840 829 835 825 813 799 795 793 798 810 818 830 834 837 838 839 840 836 828 819 820 829 837 837 841 839 846 844 842 834 824 817 827 836 840 838 832 832 842 839 836 837 826 828 828 832 838 843 852 866 875 868 866 867 860 860 858 846 847 843 851 864 869 867 855 843 832 837 838 854 861 870 869 868 875 875 882 881 883 887 888 882 890 887 891 890 882 883 873 877 874 877 879 885 882 877 860 851 844 843 845 843 861 861 869 860 854 841 830 826 827 826 838 844 865 881 881 894 899 902 910 914 909 903 892 878 877 869 877 869 879 890 894 891 885 879 872 886 892 914 922 933 934 923 903 896 892 898 907 920 935 933 937 927 919 902 905 903 915 926 934 951 952 961 956 962 961 961 956 962 960 957 953 949 958 959 962 958 962 945 943 940 939 951 942 940 935 945 956 969 963 971 962 972 974 975 978 968 961 938 934 929 945 949 967 982 993 979 977 940 922 914 918 940 957 961 958 955 946 932 905 888 890 904 930 944 956 939 925 910 897 893 906 922 946 971 972 962 948 937 900 944 948 951 943 950 945 952 965 974 984 984 991 990 993 996 1003 1012 927 983 966 956 955 956 954 949 939 929 927 935 944 960 979 980 974 969 976 978 979 1302 945 932 931 925 918 912 915 910 899 884 887 893 890 887 881 885 888 889 885 890 903 916 943 952 956 957 949 948 951 947 952 936 929 921 921 928 950 959 967 967 956 945 927 929 939 955 960 957 951 926 944 951 919 949 948 940 944 964 982 996 1000 1000 1002 1001 1003 1001 995 985 984 994 1005 1021 1029 1031 1037 1024 1024 1019 1006 987 980 977 977 970 947 928 898 872 850 837 835 850 868 904 919 941 947 949 969 978 993 1001 1009 1012 1014 1012 1003 1008 1007 989 970 949 918 902 874 848 840 852 869 896 939 962 992 1014 1030 1036 1040 1035 1037 1041 1056 1061 1068 1074 1072 1073 1065 1060 1060 1076 1082 1093 1079 1068 1059 1068 1075 1087 1092 1096 1098 1094 1090 1088 1091 1096 1098 1093 1095 1108 1107 1089 1085 1067 1053 1054 1067 1091 1100 1110 1105 1100 1081 1052 1042 1041 1059 1084 1089 1089 1086 1074 1069 1062 1068 1070 1063 1052 1042 1043 1059 1075 1077 1073 1072 1071 1070 1066 1052 1054 1072 1089 1093 1087 1083 1095 1108 1115 1113 1107 1102 1099 1084 1075 1062 1041 1019 1015 1022 1043 1074 1085 1090 1098 1096 1109 1116 1127 1123 1118 1114 1110 1114 1117 1113 1114 1112 1106 1102 1096 1088 1084 1091 1113 1126 1137 1139 1127 1108 1093 1097 1113 1120 1126 1126 1119 1114 1106 1106 1111 1123 1131 1143 1147 1151 1151 1142 1138 1134 1128 1119 1106 1103 1105 1114 1117 1125 1125 1127 1122 1123 1117 1119 1118 1123 1132 1151 1150 1146 1132 1111 1104 1104 1108 1122 1132 1148 1163 1169 1168 1169 1182 1168 1164 1152 1151 1157 1169 1180 1169 1148 1112 1087 1084 1113 1142 1171 1174 1165 1150 1141 1142 1148 1158 1162 1173 1178 1179 1167 1151 1139 1148 1154 1160 1169 1172 1171 1160 1156 1145 1159 1176 1198 1204 1185 1172 1140 1120 1115 1120 1138 1163 1177 1181 1179 1173 1169 1171 1169 1156 1143 1136 1143 1145 1161 1162 1149 1128 1101 1074 1064 1063 1068 1072 1068 1053 1047 1054 1072 1105 1149 1190 1227 1246 1262 1251 1226 1193 1161 1146 1156 1193 1226 1243 1247 1247 1246 1232 1198 1165 1135 1132 1149 1178 1209 1225 1247 1249 1240 1221 1216 1217 1229 1236 1249 1254 1261 1266 1276 1281 1280 1277 1270 1275 1260 1257 1251 1245 1246 1251 1262 1264 1254 1226 1191 1178 1190 1212 1229 1241 1241 1253 1253 1260 1268 1277 1276 1275 1265 1256 1246 1243 1248 1256 1277 1294 1312 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1244 1228 1217 1213 1217 1228 1236 1245 1246 1247 1248 1242 1234 1229 1235 1234 1427 1251 1245 1242 1240 1237 1236 1245 1243 1240 1240 1233 1223 1215 1208 1210 1211 1215 1211 1219 1220 1220 1227 1229 1229 1232 1237 1246 1259 1255 1255 1254 1254 1251 1244 1232 1225 1216 1221 1223 1229 1233 1231 1233 1233 1237 1242 1242 1248 1250 1248 1248 1250 1248 1243 1236 1235 1234 1230 1232 1241 1236 1235 1226 1218 1218 1223 1224 1230 1236 1244 1242 1249 1252 1263 1259 1267 1263 1264 1262 1258 1251 1248 1244 1247 1252 1258 1265 1271 1278 1282 1278 1276 1270 1268 1274 1272 1278 1272 1272 1275 1278 1279 1285 1287 1292 1296 1300 1305 1305 1302 1297 1293 1289 1296 1294 1297 1297 1294 1302 1295 1299 1301 1299 1302 1292 1292 1289 1292 1292 1300 1301 1296 1300 1299 1293 1291 1285 1276 1263 1250 1225 1203 1182 1175 1187 1204 1235 1261 1273 1269 1265 1263 1264 1269 1280 1291 1299 1306 1307 1314 1307 1309 1303 1293 1287 1284 1277 1278 1288 1296 1322 1339 1345 1345 1345 1340 1335 1340 1335 1338 1337 1336 1331 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1486 1479 1492 1483 1491 1492 1503 1505 1509 1508 1501 1491 1474 1460 1434 1419 1403 1403 1395 1403 1410 1428 1457 1479 1503 1501 1498 1471 1453 1426 1426 1434 1464 1477 1498 1503 1495 1499 1492 1501 1509 1525 1523 1537 1537 1538 1534 1528 1518 1509 1516 1522 1525 1539 1547 1546 1543 1543 1543 1549 1553 1565 1557 1552 1542 1527 1522 1524 1523 1526 1535 1545 1542 1558 1558 1563 1574 1588 1578 1582 1585 1579 1587 1582 1579 1573 1565 1575 1570 1580 1578 1583 1595 1593 1592 1582 1570 1551 1539 1523 1512 1514 1516 1518 1526 1531 1547 1554 1572 1583 1584 1595 1588 1595 1586 1592 1590 1608 1612 1618 1633 1632 1629 1624 1623 1613 1614 1601 1599 1590 1584 1586 1590 1595 1606 1608 1617 1621 1619 1630 1628 1624 1620 1621 1621 1626 1619 1626 1623 1620 1609 1606 1603 1594 1604 1618 1622 1644 1675 1687 1698 1712 1722 1729 1730 1743 1770 1797 1822 1851 1882 1910 1965 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2
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1375 1379 1398 1421 1432 1426 1406 1395 1410 1421 1426 1414 1406 1411 1410 1386 1353 1341 1349 1368 1391 1415 1432 1451 1444 1418 1400 1416 1442 1475 1486 1469 1414 1327 1265 1270 1328 1378 1389 1352 1302 1271 1268 1299 1349 1406 1423 1396 1366 1355 1374 1412 1437 1446 1452 1443 1418 1395 1386 1403 1451 1490 1514 1517 1501 1482 1460 1439 1432 1432 1439 1434 1406 1389 1391 1424 1476 1494 1487 1464 1449 1447 1459 1488 1503 1500 1483 1467 1458 1447 1425 1354 1288 1251 1254 1293 1336 1388 1427 1456 1460 1465 1469 1464 1455 1421 1385 1384 1411 1442 1455 1470 1480 1500 1497 1469 1421 1376 1372 1402 1442 1467 1461 1439 1442 1463 1470 1453 1423 1395 1403 1422 1423 1433 1469 1512 1567 1592 1592 1579 1571 1556 1539 1522 1492 1467 1480 1514 1561 1574 1555 1509 1456 1413 1407 1440 1499 1545 1566 1568 1578 1588 1608 1623 1623 1621 1626 1628 1639 1648 1653 1656 1650 1637 1613 1593 1591 1590 1603 1607 1623 1630 1584 1527 1474 1436 1428 1436 1448 1493 1530 1543 1524 1475 1402 1362 1347 1346 1358 1376 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18790 22589 19181 23556 23915 25361 21330 23749 21206 23332 21188 19716 22469 24125 23890 22726 23133 23214 24251 23344 22186 20856 21603 21457 23946 23218 21839 21471 21913 24024 22120 23599 21703 22004 21241 23283 21725 23062 22785 24840 26238 27755 28774 27651 27824 27403 26102 24993 23519 22425 21927 25306 25266 26979 26906 24980 22485 21136 20838 22015 23311 25363 26422 26255 25382 26894 28068 28012 29287 27008 30151 28881 29370 28477 29028 28997 28909 29511 28354 27988 25994 26350 26346 25681 27587 27500 24623 23969 22180 22423 20984 21060 21076 21498 24266 24559 23062 21440 22875 18060 16131 17808 16629 19307 20649 22734 25734 24525 26960 27429 27076 29337 29004 29144 28482 26558 23723 22126 22239 24063 23999 24067 26415 23623 25667 24758 21070 21323 24625 24803 26471 29814 31073 32805 29193 27285 25687 26330 25903 24180 28800 32297 31326 29887 29561 26181 24715 24814 26245 26779 30148 30077 32098 32034 34554 34258 34457 35173 34212 35261 34375 32919 32667 32145 30643 32786 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651 680 684 683 647 654 638 669 631 655 600 589 641 586 662 655 667 642 656 644 655 662 655 528 665 631 645 606 606 630 619 650 643 632 648 616 612 609 623 622 629 619 632 629 630 10 600 609 626 609 615 626 631 632 614 609 613 603 609 617 547 603 619 498 631 606 616 609 614 591 623 610 567 607 624 631 606 626 620 628 511 637 598 620 613 624 592 605 591 614 609 613 618 613 619 628 611 615 619 617 630 602 575 619 590 660 604 620 618 622 629 631 629 622 616 611 639 638 624 629 633 619 642 624 641 642 625 632 622 633 636 643 644 642 617 655 638 636 644 651 650 637 659 655 647 649 641 643 650 656 651 665 655 658 664 659 655 658 656 660 662 660 659 669 664 672 679 673 664 654 677 670 673 666 673 680 679 681 680 685 675 686 676 679 674 681 685 684 683 676 682 674 687 676 682 676 684 689 693 692 696 703 696 694 700 702 698 705 698 705 698 697 699 700 706 702 709 10 716 717 723 722 704 726 717 721 722 716 725 723 712 719 710 715 720 724 726 720 723 725 731 736 739 736 736 731 745 736 734 734 728 727 728 723 728 722 729 730 730 730 736 736 732 733 737 740 737 740 730 737 744 732 726 730 730 732 730 738 741 743 742 738 729 736 741 739 744 744 738 724 722 723 729 732 740 728 730 727 723 722 730 735 741 740 735 730 740 734 743 748 741 738 738 736 737 742 748 742 751 747 744 747 746 743 742 738 742 741 739 739 740 747 745 750 747 746 740 746 744 748 746 746 747 744 738 743 743 734 732 726 731 729 732 737 740 743 746 744 747 750 744 747 738 742 746 747 750 747 748 752 752 747 748 745 744 749 752 744 746 744 746 754 751 750 751 752 745 749 751 756 753 756 767 768 763 767 768 761 766 763 758 758 758 761 763 770 767 762 759 753 757 762 758 767 770 775 771 775 778 778 783 776 786 782 785 785 780 789 787 782 781 780 779 778 782 781 789 779 779 774 770 770 766 774 767 778 776 780 781 776 776 765 767 766 764 771 776 784 788 789 798 801 799 803 808 805 802 798 787 793 787 791 788 790 803 802 802 800 801 793 800 806 811 816 822 825 815 806 807 812 810 807 820 833 821 829 822 816 813 816 814 824 827 828 840 835 844 841 841 844 842 844 848 847 846 845 835 846 845 847 846 852 839 837 837 839 842 833 846 839 844 850 867 850 848 850 855 858 852 855 847 855 842 837 835 841 848 857 856 866 859 860 844 833 833 831 841 846 853 849 852 848 830 825 819 821 820 842 845 854 842 835 830 819 819 825 832 842 858 854 853 845 842 786 850 842 847 844 841 847 844 857 857 867 863 865 869 863 866 867 880 767 864 856 850 849 851 843 846 839 839 834 836 844 845 862 864 858 850 861 852 858 1419 841 838 830 830 820 828 823 827 820 816 819 818 821 817 813 812 817 818 816 820 821 829 845 848 849 855 843 843 842 845 839 838 833 835 833 832 845 847 852 853 850 842 840 832 844 843 854 852 849 818 842 843 812 845 846 841 843 853 864 873 874 877 877 873 875 874 878 863 869 871 877 882 891 886 888 886 884 884 877 869 861 862 859 855 845 838 819 809 797 788 785 793 803 819 825 836 845 837 857 854 864 870 867 875 874 873 866 868 866 856 852 842 822 813 803 786 783 785 796 800 831 848 853 874 877 881 882 878 884 882 886 897 892 900 896 899 888 889 889 895 905 906 900 891 889 891 894 899 908 908 907 907 902 905 906 909 911 909 901 922 911 897 902 889 883 880 887 897 910 906 913 901 892 880 872 870 880 893 892 896 894 889 884 878 884 886 878 873 866 866 876 886 886 883 881 886 881 876 873 871 880 890 890 892 886 893 902 908 907 903 901 896 884 884 870 863 853 847 854 863 880 886 891 897 897 902 908 911 911 909 902 904 901 907 908 903 905 901 898 895 886 886 896 901 913 917 923 912 900 894 896 906 911 915 912 907 907 903 901 907 919 922 925 926 932 931 928 921 924 918 910 905 902 905 909 914 915 917 919 918 916 910 913 910 920 921 938 938 932 926 913 911 906 914 923 927 938 947 951 952 952 956 952 947 945 938 946 958 962 954 941 922 903 903 922 943 959 960 954 944 940 937 946 950 954 959 964 960 959 949 941 943 953 957 961 961 961 957 952 948 957 970 982 985 974 963 945 935 931 929 950 960 969 971 970 969 963 965 961 956 952 950 953 955 964 962 954 943 925 914 904 908 906 911 909 901 898 902 914 931 961 988 1009 1020 1028 1023 1009 987 968 960 974 989 1012 1023 1027 1023 1025 1015 996 971 962 959 965 983 1000 1016 1026 1025 1021 1013 1003 1010 1018 1024 1030 1036 1041 1045 1052 1054 1053 1050 1049 1046 1048 1043 1036 1035 1033 1038 1043 1050 1038 1026 1000 990 1001 1013 1029 1036 1035 1042 1041 1049 1051 1056 1060 1056 1049 1043 1039 1041 1043 1048 1064 1073 1088 1089 1075 1075 1073 1079 1093 1097 1095 1095 1091 1090 1092 1091 1092 1102 1096 1097 1090 1095 1110 1113 1118 1115 1119 1107 1116 1118 1127 1126 1133 1126 1123 1125 1117 1103 1106 1109 1115 1116 1123 1129 1137 1145 1136 1150 1143 1145 1148 1159 1163 1164 1162 1159 1152 1144 1143 1152 1162 1164 1167 1167 1156 1164 1162 1165 1159 1167 1169 1174 1175 1183 1184 1188 1190 1193 1191 1192 1194 1188 1183 1181 1175 1178 1178 1179 1174 1177 1173 1168 1159 1147 1146 1138 1138 1139 1140 1145 1152 1158 1167 1167 1169 1162 1160 1158 1152 1149 1137 1140 1134 1144 1141 1141 1147 1147 1156 1162 1155 1158 1153 1144 1140 1140 1146 1144 1150 1143 1142 1138 1140 1138 1129 1121 1115 1109 1099 1109 1104 1109 1110 1117 1110 1108 1101 1100 1094 1098 1094 1089 1089 1091 1089 1090 1088 1093 1092 1093 1094 1088 1085 1087 1081 1084 1079 1077 1081 1079 1080 1079 1070 1065 1068 1069 1068 1067 1066 1059 1056 1050 1050 1049 1050 1050 1044 1044 1039 1033 1030 1034 1040 1044 1041 1040 1038 1039 1047 1049 1048 1043 1039 1025 1015 1008 1006 1004 1018 1020 1026 1024 1023 1023 1019 1018 1013 1018 1017 1283 1043 1021 1021 1019 1020 1019 1022 1015 1024 1016 1014 1008 999 997 1000 999 1000 1004 1005 1004 1006 1013 1012 1018 1015 1017 1022 1029 1029 1031 1029 1031 1025 1023 1019 1013 1002 1005 1014 1011 1013 1012 1013 1012 1017 1023 1019 1024 1025 1025 1025 1023 1025 1017 1016 1016 1016 1014 1016 1017 1015 1013 1015 1004 1005 1012 1009 1013 1014 1024 1025 1025 1031 1035 1037 1040 1035 1039 1033 1035 1032 1028 1032 1031 1033 1033 1038 1044 1050 1053 1049 1049 1050 1042 1052 1054 1057 1054 1050 1052 1053 1053 1065 1064 1065 1070 1074 1079 1077 1070 1072 1068 1066 1078 1074 1076 1071 1076 1074 1078 1076 1081 1078 1081 1071 1069 1066 1067 1074 1077 1078 1076 1083 1077 1075 1071 1067 1066 1053 1047 1036 1018 1004 1001 1008 1023 1041 1060 1067 1065 1062 1057 1061 1064 1074 1081 1084 1089 1090 1092 1090 1092 1086 1082 1075 1075 1071 1070 1079 1087 1101 1109 1117 1120 1123 1116 1111 1115 1114 1115 1118 1117 1111 1107 1107 1111 1116 1121 1117 1107 1098 1084 1089 1094 1104 1114 1120 1115 1131 1135 1135 1128 1128 1127 1123 1123 1118 1119 909 1143 1140 1143 1147 1148 1141 1149 1154 1154 1149 1145 1136 1130 1123 1132 1141 1144 1154 1155 1157 1148 1152 1152 1148 1153 1156 1167 1162 1165 1164 1160 1156 1150 1146 1139 1136 1135 1148 1156 1157 1169 1171 1165 1162 1169 1171 1169 1166 1161 1160 1150 1147 1157 1148 1153 1154 1159 1160 1162 1152 1143 1148 1145 1146 1143 1152 1157 1159 1164 1157 1162 1160 1161 1161 1161 1162 1165 1161 1145 1138 1136 1132 1124 1125 1135 1153 1162 1175 1176 1179 1178 1171 1180 1177 1184 1181 1189 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102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 -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 -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 -2 -2 -2 -2 3738 62 3546 59 58 3041 2631 3415 3064 3272 51 50 48 2507 2418 2695 2821 45 2635 44 2702 43 2731 42 41 2459 2314 40 39 39 1749 2056 37 37 2010 2164 35 2067 1860 1883 34 33 1921 33 32 1718 1455 31 1844 30 30 30 1824 29 29 29 28 28 28 27 27 1596 1567 1641 26 26 26 25 1530 1327 1109 24 24 24 1435 23 921 23 23 22 1247 22 22 1229 21 1268 1202 21 21 1257 1267 898 1099 20 20 19 19 19 19 19 1146 18 18 18 1034 18 1056 18 944 1030 17 629 17 1047 1016 876 856 982 805 918 830 898 16 893 881 16 716 15 15 15 927 854 896 795 877 531 867 814 14 903 14 848 14 539 14 790 510 726 14 826 14 13 689 13 660 13 532 737 758 657 13 13 13 725 13 528 13 768 581 616 12 737 12 725 12 12 580 12 12 12 12 12 682 12 12 694 697 12 12 687 653 12 610 695 12 624 690 12 500 12 630 12 649 12 606 11 11 11 11 11 636 11 11 658 600 601 11 11 657 11 714 644 11 11 663 653 650 11 666 598 11 659 680 598 668 11 535 671 11 602 697 11 11 11 11 672 11 677 500 557 655 672 635 528 652 565 644 660 645 639 674 596 652 622 676 674 669 680 650 651 669 676 643 670 660 680 664 670 678 668 667 687 678 669 667 665 675 663 674 673 676 676 677 678 679 677 679 674 673 671 677 673 677 676 670 669 661 663 670 660 663 668 679 675 674 681 684 683 688 693 681 684 682 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