File name: Pandora87s1_LapwaiID_20260206_L1_smca1c2d20240715p1-8.txt
File generation date: 20260207T080243.5Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c2d20240715p1-8
Local principal investigator: Julie Simpson
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 87
Spectrometer number: 1
Processing software version used: BlickP v1.8.75
Instrument operation file used: Pandora87_OF_v3d20240227.txt
Instrument calibration file used: Pandora87s1_CF_v2d20240715.txt
Level 0 file used: Pandora87s1_LapwaiID_20260206_L0.txt
Full location name: Nez Perce Tribe cell tower site near Lapwai Idaho
Short location name: LapwaiID
Country of location: United States
Location latitude [deg]: 46.3806
Location longitude [deg]: -116.8064
Location altitude [m]: 564
Local noon date: 20260206
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: OOB session based on clearance session 1
Nominal wavelengths [nm]: 277.1567 277.2993 277.4419 277.5845 277.7272 277.8698 278.0124 278.1550 278.2976 278.4401 278.5827 278.7253 278.8678 279.0104 279.1529 279.2955 279.4380 279.5805 279.7230 279.8655 280.0080 280.1505 280.2930 280.4355 280.5780 280.7204 280.8629 281.0053 281.1478 281.2902 281.4326 281.5750 281.7174 281.8598 282.0022 282.1446 282.2869 282.4293 282.5716 282.7140 282.8563 282.9986 283.1410 283.2833 283.4256 283.5678 283.7101 283.8524 283.9947 284.1369 284.2791 284.4214 284.5636 284.7058 284.8480 284.9902 285.1324 285.2746 285.4167 285.5589 285.7010 285.8432 285.9853 286.1274 286.2695 286.4116 286.5537 286.6958 286.8379 286.9799 287.1220 287.2640 287.4061 287.5481 287.6901 287.8321 287.9741 288.1161 288.2580 288.4000 288.5419 288.6839 288.8258 288.9677 289.1096 289.2515 289.3934 289.5353 289.6772 289.8190 289.9609 290.1027 290.2445 290.3863 290.5281 290.6699 290.8117 290.9535 291.0953 291.2370 291.3788 291.5205 291.6622 291.8039 291.9456 292.0873 292.2290 292.3706 292.5123 292.6540 292.7956 292.9372 293.0788 293.2204 293.3620 293.5036 293.6452 293.7867 293.9283 294.0698 294.2113 294.3529 294.4944 294.6359 294.7774 294.9188 295.0603 295.2017 295.3432 295.4846 295.6260 295.7674 295.9088 296.0502 296.1916 296.3330 296.4743 296.6157 296.7570 296.8983 297.0396 297.1809 297.3222 297.4635 297.6048 297.7460 297.8873 298.0285 298.1697 298.3109 298.4521 298.5933 298.7345 298.8757 299.0168 299.1580 299.2991 299.4402 299.5813 299.7224 299.8635 300.0046 300.1457 300.2867 300.4278 300.5688 300.7098 300.8508 300.9918 301.1328 301.2738 301.4148 301.5557 301.6967 301.8376 301.9785 302.1194 302.2603 302.4012 302.5421 302.6830 302.8238 302.9647 303.1055 303.2463 303.3872 303.5280 303.6687 303.8095 303.9503 304.0910 304.2318 304.3725 304.5133 304.6540 304.7947 304.9354 305.0760 305.2167 305.3574 305.4980 305.6386 305.7793 305.9199 306.0605 306.2011 306.3416 306.4822 306.6228 306.7633 306.9039 307.0444 307.1849 307.3254 307.4659 307.6064 307.7468 307.8873 308.0277 308.1682 308.3086 308.4490 308.5894 308.7298 308.8702 309.0105 309.1509 309.2912 309.4316 309.5719 309.7122 309.8525 309.9928 310.1331 310.2734 310.4136 310.5539 310.6941 310.8343 310.9745 311.1147 311.2549 311.3951 311.5353 311.6754 311.8156 311.9557 312.0958 312.2359 312.3760 312.5161 312.6562 312.7963 312.9363 313.0764 313.2164 313.3564 313.4965 313.6365 313.7764 313.9164 314.0564 314.1964 314.3363 314.4762 314.6162 314.7561 314.8960 315.0359 315.1757 315.3156 315.4555 315.5953 315.7351 315.8750 316.0148 316.1546 316.2944 316.4342 316.5739 316.7137 316.8534 316.9932 317.1329 317.2726 317.4123 317.5520 317.6917 317.8313 317.9710 318.1106 318.2503 318.3899 318.5295 318.6691 318.8087 318.9483 319.0878 319.2274 319.3669 319.5065 319.6460 319.7855 319.9250 320.0645 320.2040 320.3435 320.4829 320.6224 320.7618 320.9012 321.0406 321.1800 321.3194 321.4588 321.5982 321.7375 321.8769 322.0162 322.1555 322.2948 322.4341 322.5734 322.7127 322.8520 322.9912 323.1305 323.2697 323.4089 323.5481 323.6873 323.8265 323.9657 324.1048 324.2440 324.3831 324.5223 324.6614 324.8005 324.9396 325.0787 325.2178 325.3568 325.4959 325.6349 325.7740 325.9130 326.0520 326.1910 326.3300 326.4689 326.6079 326.7469 326.8858 327.0247 327.1636 327.3025 327.4414 327.5803 327.7192 327.8581 327.9969 328.1357 328.2746 328.4134 328.5522 328.6910 328.8298 328.9685 329.1073 329.2460 329.3848 329.5235 329.6622 329.8009 329.9396 330.0783 330.2170 330.3556 330.4943 330.6329 330.7715 330.9101 331.0487 331.1873 331.3259 331.4645 331.6030 331.7416 331.8801 332.0186 332.1571 332.2956 332.4341 332.5726 332.7110 332.8495 332.9879 333.1263 333.2648 333.4032 333.5416 333.6799 333.8183 333.9567 334.0950 334.2333 334.3717 334.5100 334.6483 334.7866 334.9248 335.0631 335.2014 335.3396 335.4778 335.6161 335.7543 335.8925 336.0307 336.1688 336.3070 336.4451 336.5833 336.7214 336.8595 336.9976 337.1357 337.2738 337.4119 337.5499 337.6880 337.8260 337.9640 338.1020 338.2400 338.3780 338.5160 338.6539 338.7919 338.9298 339.0678 339.2057 339.3436 339.4815 339.6193 339.7572 339.8951 340.0329 340.1707 340.3086 340.4464 340.5842 340.7220 340.8597 340.9975 341.1352 341.2730 341.4107 341.5484 341.6861 341.8238 341.9615 342.0992 342.2368 342.3745 342.5121 342.6497 342.7873 342.9249 343.0625 343.2001 343.3376 343.4752 343.6127 343.7502 343.8877 344.0252 344.1627 344.3002 344.4377 344.5751 344.7126 344.8500 344.9874 345.1248 345.2622 345.3996 345.5369 345.6743 345.8116 345.9490 346.0863 346.2236 346.3609 346.4982 346.6354 346.7727 346.9099 347.0472 347.1844 347.3216 347.4588 347.5960 347.7331 347.8703 348.0075 348.1446 348.2817 348.4188 348.5559 348.6930 348.8301 348.9671 349.1042 349.2412 349.3783 349.5153 349.6523 349.7893 349.9262 350.0632 350.2001 350.3371 350.4740 350.6109 350.7478 350.8847 351.0216 351.1585 351.2953 351.4322 351.5690 351.7058 351.8426 351.9794 352.1162 352.2529 352.3897 352.5264 352.6632 352.7999 352.9366 353.0733 353.2099 353.3466 353.4833 353.6199 353.7565 353.8931 354.0297 354.1663 354.3029 354.4395 354.5760 354.7126 354.8491 354.9856 355.1221 355.2586 355.3951 355.5316 355.6680 355.8044 355.9409 356.0773 356.2137 356.3501 356.4864 356.6228 356.7592 356.8955 357.0318 357.1681 357.3044 357.4407 357.5770 357.7133 357.8495 357.9858 358.1220 358.2582 358.3944 358.5306 358.6667 358.8029 358.9391 359.0752 359.2113 359.3474 359.4835 359.6196 359.7557 359.8917 360.0278 360.1638 360.2998 360.4358 360.5718 360.7078 360.8438 360.9797 361.1157 361.2516 361.3875 361.5234 361.6593 361.7952 361.9310 362.0669 362.2027 362.3386 362.4744 362.6102 362.7460 362.8817 363.0175 363.1532 363.2890 363.4247 363.5604 363.6961 363.8318 363.9675 364.1031 364.2388 364.3744 364.5100 364.6456 364.7812 364.9168 365.0524 365.1879 365.3234 365.4590 365.5945 365.7300 365.8655 366.0010 366.1364 366.2719 366.4073 366.5427 366.6781 366.8135 366.9489 367.0843 367.2196 367.3550 367.4903 367.6256 367.7609 367.8962 368.0315 368.1668 368.3020 368.4372 368.5725 368.7077 368.8429 368.9781 369.1132 369.2484 369.3835 369.5187 369.6538 369.7889 369.9240 370.0591 370.1941 370.3292 370.4642 370.5992 370.7343 370.8693 371.0042 371.1392 371.2742 371.4091 371.5441 371.6790 371.8139 371.9488 372.0837 372.2185 372.3534 372.4882 372.6230 372.7578 372.8926 373.0274 373.1622 373.2970 373.4317 373.5664 373.7012 373.8359 373.9706 374.1052 374.2399 374.3746 374.5092 374.6438 374.7784 374.9130 375.0476 375.1822 375.3167 375.4513 375.5858 375.7203 375.8548 375.9893 376.1238 376.2583 376.3927 376.5272 376.6616 376.7960 376.9304 377.0648 377.1991 377.3335 377.4678 377.6022 377.7365 377.8708 378.0051 378.1393 378.2736 378.4079 378.5421 378.6763 378.8105 378.9447 379.0789 379.2131 379.3472 379.4813 379.6155 379.7496 379.8837 380.0178 380.1518 380.2859 380.4199 380.5540 380.6880 380.8220 380.9560 381.0900 381.2239 381.3579 381.4918 381.6257 381.7596 381.8935 382.0274 382.1613 382.2951 382.4290 382.5628 382.6966 382.8304 382.9642 383.0980 383.2317 383.3655 383.4992 383.6329 383.7666 383.9003 384.0340 384.1676 384.3013 384.4349 384.5685 384.7021 384.8357 384.9693 385.1029 385.2364 385.3700 385.5035 385.6370 385.7705 385.9040 386.0374 386.1709 386.3043 386.4378 386.5712 386.7046 386.8380 386.9713 387.1047 387.2380 387.3714 387.5047 387.6380 387.7713 387.9046 388.0378 388.1711 388.3043 388.4375 388.5707 388.7039 388.8371 388.9703 389.1034 389.2366 389.3697 389.5028 389.6359 389.7690 389.9020 390.0351 390.1681 390.3012 390.4342 390.5672 390.7002 390.8331 390.9661 391.0990 391.2320 391.3649 391.4978 391.6307 391.7636 391.8964 392.0293 392.1621 392.2949 392.4277 392.5605 392.6933 392.8260 392.9588 393.0915 393.2243 393.3570 393.4897 393.6223 393.7550 393.8877 394.0203 394.1529 394.2855 394.4181 394.5507 394.6833 394.8158 394.9484 395.0809 395.2134 395.3459 395.4784 395.6109 395.7433 395.8758 396.0082 396.1406 396.2730 396.4054 396.5378 396.6701 396.8025 396.9348 397.0671 397.1994 397.3317 397.4640 397.5962 397.7285 397.8607 397.9929 398.1251 398.2573 398.3895 398.5217 398.6538 398.7859 398.9181 399.0502 399.1823 399.3143 399.4464 399.5785 399.7105 399.8425 399.9745 400.1065 400.2385 400.3705 400.5024 400.6343 400.7663 400.8982 401.0301 401.1620 401.2938 401.4257 401.5575 401.6893 401.8212 401.9529 402.0847 402.2165 402.3483 402.4800 402.6117 402.7434 402.8751 403.0068 403.1385 403.2701 403.4018 403.5334 403.6650 403.7966 403.9282 404.0598 404.1913 404.3229 404.4544 404.5859 404.7174 404.8489 404.9804 405.1118 405.2433 405.3747 405.5061 405.6375 405.7689 405.9003 406.0316 406.1630 406.2943 406.4256 406.5569 406.6882 406.8195 406.9507 407.0820 407.2132 407.3444 407.4756 407.6068 407.7380 407.8691 408.0003 408.1314 408.2625 408.3936 408.5247 408.6558 408.7869 408.9179 409.0489 409.1799 409.3109 409.4419 409.5729 409.7039 409.8348 409.9657 410.0967 410.2276 410.3585 410.4893 410.6202 410.7510 410.8819 411.0127 411.1435 411.2743 411.4050 411.5358 411.6665 411.7973 411.9280 412.0587 412.1894 412.3201 412.4507 412.5814 412.7120 412.8426 412.9732 413.1038 413.2344 413.3649 413.4955 413.6260 413.7565 413.8870 414.0175 414.1480 414.2784 414.4089 414.5393 414.6697 414.8001 414.9305 415.0609 415.1912 415.3216 415.4519 415.5822 415.7125 415.8428 415.9731 416.1033 416.2336 416.3638 416.4940 416.6242 416.7544 416.8846 417.0147 417.1449 417.2750 417.4051 417.5352 417.6653 417.7953 417.9254 418.0554 418.1855 418.3155 418.4455 418.5755 418.7054 418.8354 418.9653 419.0952 419.2251 419.3550 419.4849 419.6148 419.7446 419.8745 420.0043 420.1341 420.2639 420.3937 420.5234 420.6532 420.7829 420.9126 421.0424 421.1720 421.3017 421.4314 421.5610 421.6907 421.8203 421.9499 422.0795 422.2091 422.3386 422.4682 422.5977 422.7272 422.8567 422.9862 423.1157 423.2451 423.3746 423.5040 423.6334 423.7628 423.8922 424.0216 424.1509 424.2803 424.4096 424.5389 424.6682 424.7975 424.9267 425.0560 425.1852 425.3145 425.4437 425.5729 425.7020 425.8312 425.9604 426.0895 426.2186 426.3477 426.4768 426.6059 426.7350 426.8640 426.9930 427.1221 427.2511 427.3800 427.5090 427.6380 427.7669 427.8959 428.0248 428.1537 428.2826 428.4114 428.5403 428.6691 428.7979 428.9268 429.0556 429.1843 429.3131 429.4419 429.5706 429.6993 429.8280 429.9567 430.0854 430.2141 430.3427 430.4713 430.6000 430.7286 430.8572 430.9857 431.1143 431.2428 431.3714 431.4999 431.6284 431.7569 431.8853 432.0138 432.1422 432.2707 432.3991 432.5275 432.6559 432.7842 432.9126 433.0409 433.1692 433.2975 433.4258 433.5541 433.6824 433.8106 433.9388 434.0671 434.1953 434.3235 434.4516 434.5798 434.7079 434.8361 434.9642 435.0923 435.2203 435.3484 435.4765 435.6045 435.7325 435.8605 435.9885 436.1165 436.2445 436.3724 436.5004 436.6283 436.7562 436.8841 437.0119 437.1398 437.2676 437.3955 437.5233 437.6511 437.7789 437.9066 438.0344 438.1621 438.2898 438.4175 438.5452 438.6729 438.8006 438.9282 439.0559 439.1835 439.3111 439.4387 439.5662 439.6938 439.8213 439.9489 440.0764 440.2039 440.3313 440.4588 440.5863 440.7137 440.8411 440.9685 441.0959 441.2233 441.3506 441.4780 441.6053 441.7326 441.8599 441.9872 442.1145 442.2417 442.3690 442.4962 442.6234 442.7506 442.8778 443.0049 443.1321 443.2592 443.3863 443.5134 443.6405 443.7676 443.8946 444.0217 444.1487 444.2757 444.4027 444.5297 444.6567 444.7836 444.9105 445.0375 445.1644 445.2912 445.4181 445.5450 445.6718 445.7986 445.9254 446.0522 446.1790 446.3058 446.4325 446.5593 446.6860 446.8127 446.9394 447.0661 447.1927 447.3193 447.4460 447.5726 447.6992 447.8258 447.9523 448.0789 448.2054 448.3319 448.4584 448.5849 448.7114 448.8378 448.9643 449.0907 449.2171 449.3435 449.4699 449.5963 449.7226 449.8489 449.9753 450.1016 450.2279 450.3541 450.4804 450.6066 450.7329 450.8591 450.9853 451.1114 451.2376 451.3637 451.4899 451.6160 451.7421 451.8682 451.9942 452.1203 452.2463 452.3724 452.4984 452.6244 452.7503 452.8763 453.0023 453.1282 453.2541 453.3800 453.5059 453.6317 453.7576 453.8834 454.0093 454.1351 454.2609 454.3866 454.5124 454.6381 454.7639 454.8896 455.0153 455.1409 455.2666 455.3923 455.5179 455.6435 455.7691 455.8947 456.0203 456.1458 456.2714 456.3969 456.5224 456.6479 456.7734 456.8988 457.0243 457.1497 457.2751 457.4005 457.5259 457.6513 457.7766 457.9020 458.0273 458.1526 458.2779 458.4031 458.5284 458.6536 458.7789 458.9041 459.0293 459.1544 459.2796 459.4048 459.5299 459.6550 459.7801 459.9052 460.0303 460.1553 460.2803 460.4054 460.5304 460.6554 460.7803 460.9053 461.0302 461.1552 461.2801 461.4050 461.5298 461.6547 461.7795 461.9044 462.0292 462.1540 462.2788 462.4035 462.5283 462.6530 462.7778 462.9025 463.0271 463.1518 463.2765 463.4011 463.5257 463.6503 463.7749 463.8995 464.0241 464.1486 464.2732 464.3977 464.5222 464.6466 464.7711 464.8956 465.0200 465.1444 465.2688 465.3932 465.5176 465.6419 465.7663 465.8906 466.0149 466.1392 466.2634 466.3877 466.5119 466.6362 466.7604 466.8846 467.0088 467.1329 467.2571 467.3812 467.5053 467.6294 467.7535 467.8776 468.0016 468.1256 468.2497 468.3737 468.4976 468.6216 468.7456 468.8695 468.9934 469.1173 469.2412 469.3651 469.4890 469.6128 469.7366 469.8604 469.9842 470.1080 470.2318 470.3555 470.4792 470.6029 470.7266 470.8503 470.9740 471.0976 471.2213 471.3449 471.4685 471.5921 471.7156 471.8392 471.9627 472.0862 472.2097 472.3332 472.4567 472.5802 472.7036 472.8270 472.9504 473.0738 473.1972 473.3205 473.4439 473.5672 473.6905 473.8138 473.9371 474.0604 474.1836 474.3068 474.4300 474.5532 474.6764 474.7996 474.9227 475.0459 475.1690 475.2921 475.4151 475.5382 475.6613 475.7843 475.9073 476.0303 476.1533 476.2763 476.3992 476.5222 476.6451 476.7680 476.8909 477.0137 477.1366 477.2594 477.3823 477.5051 477.6278 477.7506 477.8734 477.9961 478.1188 478.2415 478.3642 478.4869 478.6096 478.7322 478.8548 478.9775 479.1000 479.2226 479.3452 479.4677 479.5903 479.7128 479.8353 479.9577 480.0802 480.2027 480.3251 480.4475 480.5699 480.6923 480.8146 480.9370 481.0593 481.1816 481.3039 481.4262 481.5485 481.6707 481.7930 481.9152 482.0374 482.1596 482.2817 482.4039 482.5260 482.6481 482.7702 482.8923 483.0144 483.1365 483.2585 483.3805 483.5025 483.6245 483.7465 483.8684 483.9904 484.1123 484.2342 484.3561 484.4780 484.5998 484.7216 484.8435 484.9653 485.0871 485.2088 485.3306 485.4523 485.5741 485.6958 485.8175 485.9391 486.0608 486.1824 486.3040 486.4257 486.5472 486.6688 486.7904 486.9119 487.0334 487.1550 487.2764 487.3979 487.5194 487.6408 487.7622 487.8837 488.0050 488.1264 488.2478 488.3691 488.4905 488.6118 488.7331 488.8543 488.9756 489.0968 489.2181 489.3393 489.4605 489.5816 489.7028 489.8239 489.9451 490.0662 490.1873 490.3084 490.4294 490.5505 490.6715 490.7925 490.9135 491.0345 491.1554 491.2764 491.3973 491.5182 491.6391 491.7600 491.8808 492.0017 492.1225 492.2433 492.3641 492.4849 492.6056 492.7264 492.8471 492.9678 493.0885 493.2092 493.3299 493.4505 493.5711 493.6917 493.8123 493.9329 494.0535 494.1740 494.2945 494.4150 494.5355 494.6560 494.7765 494.8969 495.0173 495.1377 495.2581 495.3785 495.4989 495.6192 495.7395 495.8598 495.9801 496.1004 496.2207 496.3409 496.4611 496.5813 496.7015 496.8217 496.9418 497.0620 497.1821 497.3022 497.4223 497.5424 497.6624 497.7825 497.9025 498.0225 498.1425 498.2625 498.3824 498.5023 498.6223 498.7422 498.8621 498.9819 499.1018 499.2216 499.3414 499.4612 499.5810 499.7008 499.8205 499.9403 500.0600 500.1797 500.2994 500.4190 500.5387 500.6583 500.7779 500.8975 501.0171 501.1367 501.2562 501.3757 501.4953 501.6148 501.7342 501.8537 501.9731 502.0926 502.2120 502.3314 502.4508 502.5701 502.6895 502.8088 502.9281 503.0474 503.1667 503.2859 503.4052 503.5244 503.6436 503.7628 503.8820 504.0011 504.1202 504.2394 504.3585 504.4776 504.5966 504.7157 504.8347 504.9537 505.0727 505.1917 505.3107 505.4296 505.5486 505.6675 505.7864 505.9053 506.0241 506.1430 506.2618 506.3806 506.4994 506.6182 506.7370 506.8557 506.9744 507.0931 507.2118 507.3305 507.4492 507.5678 507.6864 507.8050 507.9236 508.0422 508.1608 508.2793 508.3978 508.5163 508.6348 508.7533 508.8717 508.9902 509.1086 509.2270 509.3454 509.4637 509.5821 509.7004 509.8187 509.9370 510.0553 510.1736 510.2918 510.4100 510.5282 510.6464 510.7646 510.8828 511.0009 511.1190 511.2371 511.3552 511.4733 511.5913 511.7094 511.8274 511.9454 512.0634 512.1814 512.2993 512.4172 512.5352 512.6531 512.7709 512.8888 513.0066 513.1245 513.2423 513.3601 513.4778 513.5956 513.7133 513.8311 513.9488 514.0665 514.1841 514.3018 514.4194 514.5370 514.6546 514.7722 514.8898 515.0073 515.1249 515.2424 515.3599 515.4774 515.5948 515.7123 515.8297 515.9471 516.0645 516.1819 516.2992 516.4166 516.5339 516.6512 516.7685 516.8857 517.0030 517.1202 517.2374 517.3546 517.4718 517.5890 517.7061 517.8232 517.9404 518.0574 518.1745 518.2916 518.4086 518.5256 518.6426 518.7596 518.8766 518.9936 519.1105 519.2274 519.3443 519.4612 519.5780 519.6949 519.8117 519.9285 520.0453 520.1621 520.2789 520.3956 520.5123 520.6290 520.7457 520.8624 520.9790 521.0957 521.2123 521.3289 521.4455 521.5620 521.6786 521.7951 521.9116 522.0281 522.1446 522.2610 522.3775 522.4939 522.6103 522.7267 522.8430 522.9594 523.0757 523.1920 523.3083 523.4246 523.5409 523.6571 523.7733 523.8896 524.0057 524.1219 524.2381 524.3542 524.4703 524.5864 524.7025 524.8186 524.9346 525.0507 525.1667 525.2827 525.3986 525.5146 525.6305 525.7465 525.8624 525.9783 526.0941 526.2100 526.3258 526.4416 526.5574 526.6732 526.7890 526.9047 527.0204 527.1361 527.2518 527.3675 527.4832 527.5988 527.7144 527.8300 527.9456 528.0612 528.1767 528.2922 528.4078 528.5233 528.6387 528.7542 528.8696 528.9850 529.1005 529.2158 529.3312 529.4466 529.5619 529.6772 529.7925 529.9078 530.0230 530.1383 530.2535 530.3687 530.4839 530.5991 530.7142 530.8294 530.9445 531.0596 531.1747 531.2897 531.4048 531.5198 531.6348 531.7498 531.8648 531.9797 532.0947 532.2096 532.3245 532.4394 532.5543 532.6691 532.7839 532.8988 533.0135 533.1283 533.2431 533.3578 533.4725 533.5873 533.7019 533.8166 533.9313 534.0459 534.1605 534.2751 534.3897 534.5043 534.6188 534.7333 534.8478 534.9623 535.0768 535.1912 535.3057 535.4201 535.5345 535.6489 535.7632 535.8776 535.9919 536.1062 536.2205 536.3348 536.4491 536.5633 536.6775 536.7917 536.9059 537.0201 537.1342 537.2484 537.3625 537.4766 537.5906 537.7047 537.8187 537.9328 538.0468 538.1608 538.2747 538.3887 538.5026 538.6165 538.7304 538.8443 538.9582 539.0720 539.1859 539.2997 539.4135 539.5272 539.6410 539.7547 539.8684 539.9822 540.0958 540.2095 540.3232 540.4368 540.5504 540.6640 540.7776 540.8911 541.0047 541.1182 541.2317 541.3452 541.4587 541.5721 541.6856 541.7990 541.9124 542.0258 542.1391
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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: Stray light correction method: 0=no stray light correction, 1=simple method, 2=uncorrected matrix method, 3=corrected matrix method
Column 43: Estimated average residual stray light level [%] (for methods 1 and 3 this is before the subtraction of the signal at no-input pixel)
Column 44: 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 45: 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 46: 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 47: 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 48: 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 49: 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 50: 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 51: Wavelength change fitting result index: 0,1,2=no error or warning, 3=warning, -1 or >3=error
Column 52: Normalized rms of fitting residuals in wavelength change retrieval weighted with independent instrumental uncertainty, -9=fitting not successful or no fitting done
Column 53: Number of pixels included in wavelength change retrieval, -9=no wavelength change determination
Column 54: Number of pixels not included in wavelength correction, -9=no wavelength correction
Column 55: Mean wavelength correction applied [%], -9=no wavelength correction
Column 56: Standard deviation of wavelength correction applied [%], -9=no wavelength correction
Column 57: Minimum wavelength correction applied [%], -9=no wavelength correction
Column 58: Maximum wavelength correction applied [%], -9=no wavelength correction
Column 59: Expected wavelength shift based on effective temperature [nm], -9=no effective temperature given
Column 60: Retrieved wavelength change, order 0, -9=no wavelength change determination
Column 61: Retrieved wavelength change, order 1, -9=no wavelength change determination
Column 62: Temperature at electronics board [°C], 999=no temperature signal
Column 63: Spectrometer control temperature [°C], 999=no temperature signal
Column 64: Auxiliary spectrometer temperature [°C], 999=no temperature signal
Column 65: Temperature in head sensor [°C], 999=no temperature signal
Column 66: Humidity in head sensor [%], -9=no humidity signal
Column 67: Pressure in head sensor [hPa], -9=no pressure signal
Column 68: Scale factor for data and uncertainties, to obtain unscaled output divide them by this number
Column 69: Indicator for uncertainty and atmospheric variability (see manual for exact meaning)
Column 70: L1 data type, data are... 1=corrected count rate [s-1], 2=radiance [W/m2/nm/sr], 3=irradiance [W/m2/nm]
Columns 71-2118: L1 data for each pixel, 0 is NOT a 'true' zero if the corresponding value in the uncertainty is -2, -3 or -4
Columns 2119-4166: 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 4167-6214: 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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MO 20260206T080250.6Z 9533.335308 2 1 56.01 3 4000.000 14 1 0 1 1 0.00 2 0.00 2 -1.00 507 1 12 772 256 24.60 93 -9 -9 1474 7.342e+02 1.380e+00 7.290e+02 -9.000e+00 -1 4.764e+02 4.764e+02 -1.958e-13 4.769e+02 1.714e+00 0 0 0 1 0.75 18.04 20.48 38.95 23.31 14.60 4.37 1.02 0 8.451e-01 1778 -9 -9.00 -9.00 -9.00 -9.00 -0.02525 -1.08677e+00 6.22583e-03 33.00 20.02 24.60 8.43 0.0 868.10 1.947e+10 8 3 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 -32 74 72 9 -43 45 10 -53 -14 -50 50 83 4 -122 44 32 9 24 -8 -10 7 13 -3 10 75 -56 -3 -123 5 -3 70 -14 40 69 -39 -88 0 24 67 -22 -7 -9 -45 -79 -13 -16 12 -63 24 -10 66 -34 3 11 77 -34 29 28 1 87 75 37 -59 4 26 -83 -38 -18 -19 71 -54 -9 92 -25 109 37 -17 2 -54 35 30 -51 48 59 1 45 18 -82 -27 -46 78 -3 -53 63 1 37 -39 76 52 149 2 22 -11 44 57 3 -40 -16 35 -58 41 27 54 -41 41 27 -19 56 51 32 48 25 33 -11 40 21 -32 5 51 29 33 53 -29 76 45 -1 7 22 20 -1 6 81 49 43 67 35 27 -46 -19 67 1 31 17 51 -16 34 -11 57 26 58 -20 82 10 6 -3 26 -2 -13 50 20 84 -10 12 39 59 9 -13 -3 -23 17 -72 0 57 26 56 -20 -12 42 31 12 34 31 30 43 24 24 7 -36 46 16 58 36 8 11 -20 16 33 16 57 -21 71 42 15 -7 15 -7 20 0 18 9 -4 52 5 15 31 70 57 26 26 42 34 40 11 -3 37 2 -4 61 -2 32 -17 -43 46 -53 9 80 -54 90 43 -1 49 25 61 46 24 26 52 17 28 16 10 -26 -42 30 47 -22 23 -3 3 2 47 50 -36 -14 107 22 52 10 34 9 52 -64 58 33 -4 -14 14 110 -11 98 53 20 16 77 54 55 -2 41 -2 51 81 73 29 27 29 -1524 -36 21 -7 -5 22 5 23 33 -41 5 30 47 12 60 53 23 48 36 32 26 103 9 36 10 42 108 20 133 25 47 55 66 -59 14 56 -1 -8 41 93 73 18 35 93 62 53 36 2 117 69 116 78 86 20 66 22 34 98 62 44 94 82 28 74 105 23 60 47 64 57 51 46 14 124 111 80 -18 22 93 104 89 37 54 81 18 81 57 44 55 89 5 9 39 48 118 77 117 92 85 29 130 70 81 56 107 33 82 99 59 43 116 83 75 57 105 96 117 129 69 94 99 84 73 57 62 125 92 95 67 64 52 123 11 106 62 55 49 81 76 119 85 122 44 75 44 115 134 136 138 91 117 109 132 147 127 -24 58 124 107 27 66 112 132 143 -6 80 92 101 137 71 112 90 87 84 123 131 119 36 149 135 109 101 57 136 96 110 58 122 113 84 -906 123 113 129 99 138 122 70 95 109 120 150 161 45 168 153 -23 65 81 129 98 121 153 70 28 133 112 54 106 81 88 104 156 2130 152 163 148 148 114 6 144 211 91 134 207 106 100 138 188 140 153 155 123 135 158 89 164 155 118 73 70 98 77 124 77 67 102 131 122 102 112 49 53 98 124 96 122 176 172 186 184 237 165 181 216 180 187 136 156 183 138 120 109 178 142 167 133 117 139 206 186 167 144 132 120 195 163 169 182 177 168 148 157 146 227 165 166 199 186 156 127 193 232 217 210 229 278 104 168 254 243 138 218 211 191 252 169 265 256 137 150 191 211 228 223 130 186 254 132 167 254 245 289 248 240 201 235 177 232 291 155 189 107 266 215 163 273 301 284 241 188 185 171 177 17 278 223 259 237 166 254 199 204 182 168 135 135 236 203 219 229 186 80 125 165 173 225 279 275 298 248 225 184 279 246 213 227 193 219 185 229 169 244 268 308 325 351 365 354 334 375 245 224 222 234 162 4596 269 228 264 205 219 304 315 318 259 358 335 311 316 156 259 206 282 226 249 161 211 212 108 239 205 157 50 168 191 170 158 158 92 197 224 158 246 265 288 319 440 264 181 278 273 345 237 225 241 210 233 272 246 319 255 281 264 294 256 213 264 274 317 323 137 244 257 272 248 292 266 242 315 323 351 359 358 396 347 315 249 356 375 275 342 398 372 423 426 441 319 366 415 384 310 295 338 303 290 302 288 221 166 96 51 135 37 171 221 219 231 267 281 248 342 368 386 448 454 402 364 410 404 342 428 339 311 288 211 155 197 117 175 180 236 233 307 386 447 463 478 517 515 495 517 452 793 586 486 541 531 568 481 467 496 533 607 585 495 478 482 580 583 618 584 629 576 572 620 589 565 592 605 561 648 659 584 601 563 572 545 520 574 647 640 649 618 581 509 599 542 547 628 656 558 659 611 591 564 636 619 572 569 536 600 560 630 657 604 587 529 639 642 584 554 611 610 696 555 636 704 701 727 752 736 709 646 657 621 545 535 562 506 548 578 599 657 636 679 610 763 756 763 729 751 688 705 587 698 740 714 725 718 734 692 670 645 693 689 1511 734 725 714 711 668 650 740 707 717 789 719 710 663 687 693 704 735 651 772 800 740 779 762 764 723 651 690 652 728 667 723 662 730 721 791 699 716 698 697 716 787 749 823 737 756 687 740 684 666 689 727 781 739 768 815 805 646 832 795 774 786 721 757 779 797 808 756 708 688 661 759 697 817 819 750 774 772 727 763 774 762 858 870 872 794 777 732 771 789 785 742 819 764 700 750 821 809 841 799 857 765 756 748 709 721 689 729 805 818 816 736 814 819 802 797 765 757 700 731 684 803 751 707 632 532 625 563 581 626 589 613 484 509 574 586 684 813 818 915 1077 960 939 903 761 733 687 781 864 863 968 952 874 931 846 805 761 639 658 670 813 628 889 963 947 923 854 915 896 889 969 860 962 903 837 1010 1004 988 956 975 920 914 970 933 887 889 912 975 1006 805 796 824 763 823 855 866 900 936 903 893 1017 964 990 925 1023 955 889 901 876 933 994 1043 1034 1129 1078 1025 995 1003 1076 1042 1122 1062 1007 1124 1075 1099 1057 1112 1121 1080 1047 1026 1011 1062 1071 1113 1117 1106 1100 1035 1024 1128 1146 1133 1149 1094 1119 1016 1023 910 981 977 973 1014 1023 1180 1087 1147 1140 1147 1142 1157 1173 1207 1241 1124 1138 1131 1067 1092 1136 1158 1262 1164 1201 1139 1247 1158 1190 1152 1225 1216 1271 1227 1267 1264 1268 1352 1305 1307 1296 1245 1301 1218 1199 1239 1232 1303 1311 1264 1268 1203 1212 1215 1164 1075 1130 1212 1140 1164 1130 1196 1284 1349 1283 1272 1328 1276 1278 1274 1260 1179 1216 1209 1233 1184 1228 1300 1219 1336 1363 1306 1316 1362 1324 1302 1352 1304 1377 1365 1357 1374 1336 1361 1353 1348 1322 1330 1220 1263 1291 1297 1357 1308 1314 1328 1322 1294 1239 1330 1306 1318 1359 1277 1339 1305 1348 1361 1410 1393 1428 1426 1438 1402 1408 1308 1395 1392 1407 1474 1473 1443 1447 1430 1403 1396 1404 1414 1474 1362 1438 1406 1364 1405 1356 1367 1389 1393 1396 1371 1305 1281 1320 1348 1351 1414 1375 1391 1434 1468 1363 1436 1398 1412 1385 1277 1312 1292 1284 1351 1375 1377 1449 1431 1396 1445 1419 1235 1413 1432 1446 1382 1429 1447 1467 1330 1353 1457 1378 1448 1455 1418 1420 1359 1287 1305 1352 1376 1381 1338 1345 1424 1439 1412 1421 1430 1466 1449 1492 1551 1506 1503 1457 1541 1450 1498 1355 1397 1393 1422 1474 1464 1502 1486 1448 1455 26584 1496 1511 1486 1550 1507 1590 1560 1510 1500 1415 1445 1440 1394 1469 1437 1505 1547 1470 1448 1421 1430 1432 1496 1530 1510 1475 1501 1575 1595 1620 1579 1595 1559 1606 1468 1521 1530 1484 1517 1493 1506 1567 1569 1595 1640 1475 1622 1505 1551 1570 1630 1565 1604 1575 1555 1576 1475 1551 1553 1607 1655 1746 1572 1583 1574 1596 1465 1575 1578 1546 1574 1529 1541 1643 1589 1626 1605 1594 1627 1582 1486 1444 1596 1505 1601 1540 1555 1621 1639 1592 1533 1545 1508 1417 1333 1313 1151 1185 1170 1212 1320 1396 1452 1486 1476 1413 1466 1338 1500 1522 1548 1274 1514 1615 1537 1586 1567 1527 1538 1310 1411 1446 1563 1521 1628 1647 1724 1739 1710 1743 1643 1682 1676 1671 1681 1663 1658 1592 1612 1530 1609 1698 1642 1651 1606 1536 1403 1484 1493 1443 1609 1616 1679 1719 1750 1675 1634 1681 1576 1633 1606 1612 1629 1693 1675 1704 1762 1732 1723 2337 1692 1714 1675 1680 1717 1567 1640 1599 1664 1645 1719 1619 1766 1774 1690 1682 1727 1701 1732 1776 1766 1795 1790 1697 1725 1686 1687 1465 1586 1545 1621 1566 1718 1853 1721 1687 1689 1703 1657 1690 1734 1692 1677 1661 1602 1660 1584 1590 1582 1587 1629 1668 1673 1591 1629 1519 1498 1600 1613 1593 1664 1655 1722 1703 1649 1830 1636 1625 1753 1711 1655 1674 1714 1644 1598 1544 1544 1617 1596 1595 1746 1738 1777 1730 1727 1645 1736 1724 1720 1914 1687 1788 1827 1811 1718 1629 1782 1769 1679 1714 1683 1741 1758 1690 1673 1688 1728 1685 1633 1538 1598 1659 1632 1658 1738 1725 1607 1777 1772 1809 1839 1783 1806 1702 1636 1778 1615 1689 1653 1737 1778 1747 1744 1746 1710 1763 1778 1731 1824 1812 1912 1859 1839 1874 1734 1675 1798 1723 1698 1727 1755 1775 1689 1711 1723 1760 1775 1763 1732 1727 1667 1733 1746 1749 1566 1723 1732 1817 1713 1814 1802 1723 1779 1771 1764 1824 1763 1813 1765 1693 1764 1610 1562 1424 1447 1543 1452 1461 1408 1566 1647 1645 1784 1744 1749 1635 1530 1514 1523 1504 1611 1728 1615 1756 1706 1671 1670 1681 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14 13 13 13 13 13 13 13 13 13 13 13 13 13 13 13 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 12 12 12 12 12 12 12 12 12 12 12 12 13 13 13 14 14 14 14 14 14 14 14 15 15 15 15 15 15 15 15 15 15 16 16 16 16 16 17 18 19 19 20 20 20 20 20 20 20 20 20 20 21 21 22 22 22 22 22 22 22 22 23 24 24 24 23 23 23 24 25 25 26 25 25 24 23 22 22 23 24 25 26 27 27 28 29 29 30 29 29 28 27 26 26 27 28 29 30 31 31 30 29 28 29 30 30 31 31 32 33 34 34 33 32 31 30 30 31 32 33 33 32 32 31 30 30 29 30 31 32 32 33 33 33 34 35 35 36 35 35 34 34 34 34 35 37 38 39 40 40 41 40 40 40 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