File name: Pandora206s1_BuffaloNY_20231203_L1_smca1c4d20220512p1-8.txt
File generation date: 20241121T065332.9Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c4d20220512p1-8
Local principal investigator: Kang Sun
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 206
Spectrometer number: 1
Processing software version used: BlickP v1.8.60
Instrument operation file used: Pandora206_OF_v3d20211008.txt
Instrument calibration file used: Pandora206s1_CF_v4d20220512.txt
Level 0 file used: Pandora206s1_BuffaloNY_20231203_L0.txt
Full location name: University at Buffalo
Short location name: BuffaloNY
Country of location: Canada
Location latitude [deg]: 43.0015
Location longitude [deg]: -78.7869
Location altitude [m]: 190
Local noon date: 20231203
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]: 273.5039 273.6473 273.7906 273.9340 274.0773 274.2206 274.3640 274.5073 274.6506 274.7939 274.9371 275.0804 275.2237 275.3669 275.5102 275.6534 275.7966 275.9398 276.0830 276.2262 276.3694 276.5126 276.6558 276.7989 276.9420 277.0852 277.2283 277.3714 277.5145 277.6576 277.8007 277.9438 278.0868 278.2299 278.3729 278.5159 278.6590 278.8020 278.9450 279.0880 279.2310 279.3739 279.5169 279.6598 279.8028 279.9457 280.0886 280.2315 280.3744 280.5173 280.6602 280.8031 280.9459 281.0888 281.2316 281.3744 281.5172 281.6600 281.8028 281.9456 282.0884 282.2312 282.3739 282.5167 282.6594 282.8021 282.9448 283.0875 283.2302 283.3729 283.5156 283.6582 283.8009 283.9435 284.0861 284.2287 284.3713 284.5139 284.6565 284.7991 284.9417 285.0842 285.2268 285.3693 285.5118 285.6543 285.7968 285.9393 286.0818 286.2242 286.3667 286.5092 286.6516 286.7940 286.9364 287.0788 287.2212 287.3636 287.5060 287.6483 287.7907 287.9330 288.0753 288.2177 288.3600 288.5023 288.6445 288.7868 288.9291 289.0713 289.2136 289.3558 289.4980 289.6402 289.7824 289.9246 290.0668 290.2090 290.3511 290.4933 290.6354 290.7775 290.9196 291.0617 291.2038 291.3459 291.4879 291.6300 291.7720 291.9141 292.0561 292.1981 292.3401 292.4821 292.6241 292.7660 292.9080 293.0499 293.1919 293.3338 293.4757 293.6176 293.7595 293.9014 294.0433 294.1851 294.3270 294.4688 294.6106 294.7524 294.8942 295.0360 295.1778 295.3196 295.4613 295.6031 295.7448 295.8865 296.0282 296.1699 296.3116 296.4533 296.5950 296.7366 296.8783 297.0199 297.1615 297.3032 297.4448 297.5863 297.7279 297.8695 298.0110 298.1526 298.2941 298.4356 298.5772 298.7187 298.8601 299.0016 299.1431 299.2845 299.4260 299.5674 299.7088 299.8502 299.9916 300.1330 300.2744 300.4158 300.5571 300.6985 300.8398 300.9811 301.1224 301.2637 301.4050 301.5463 301.6875 301.8288 301.9700 302.1113 302.2525 302.3937 302.5349 302.6761 302.8172 302.9584 303.0995 303.2407 303.3818 303.5229 303.6640 303.8051 303.9462 304.0873 304.2283 304.3694 304.5104 304.6514 304.7925 304.9335 305.0744 305.2154 305.3564 305.4973 305.6383 305.7792 305.9201 306.0611 306.2020 306.3428 306.4837 306.6246 306.7654 306.9063 307.0471 307.1879 307.3287 307.4695 307.6103 307.7511 307.8918 308.0326 308.1733 308.3140 308.4548 308.5955 308.7362 308.8768 309.0175 309.1582 309.2988 309.4394 309.5801 309.7207 309.8613 310.0019 310.1424 310.2830 310.4236 310.5641 310.7046 310.8451 310.9857 311.1261 311.2666 311.4071 311.5476 311.6880 311.8285 311.9689 312.1093 312.2497 312.3901 312.5305 312.6708 312.8112 312.9515 313.0919 313.2322 313.3725 313.5128 313.6531 313.7934 313.9336 314.0739 314.2141 314.3543 314.4946 314.6348 314.7750 314.9151 315.0553 315.1955 315.3356 315.4758 315.6159 315.7560 315.8961 316.0362 316.1763 316.3163 316.4564 316.5964 316.7364 316.8765 317.0165 317.1565 317.2964 317.4364 317.5764 317.7163 317.8563 317.9962 318.1361 318.2760 318.4159 318.5558 318.6956 318.8355 318.9753 319.1152 319.2550 319.3948 319.5346 319.6744 319.8141 319.9539 320.0937 320.2334 320.3731 320.5128 320.6525 320.7922 320.9319 321.0716 321.2112 321.3509 321.4905 321.6301 321.7697 321.9093 322.0489 322.1885 322.3280 322.4676 322.6071 322.7467 322.8862 323.0257 323.1652 323.3046 323.4441 323.5836 323.7230 323.8624 324.0018 324.1413 324.2806 324.4200 324.5594 324.6988 324.8381 324.9774 325.1168 325.2561 325.3954 325.5347 325.6739 325.8132 325.9525 326.0917 326.2309 326.3702 326.5094 326.6486 326.7877 326.9269 327.0661 327.2052 327.3443 327.4835 327.6226 327.7617 327.9008 328.0398 328.1789 328.3179 328.4570 328.5960 328.7350 328.8740 329.0130 329.1520 329.2910 329.4299 329.5689 329.7078 329.8467 329.9856 330.1245 330.2634 330.4023 330.5411 330.6800 330.8188 330.9576 331.0964 331.2352 331.3740 331.5128 331.6516 331.7903 331.9291 332.0678 332.2065 332.3452 332.4839 332.6226 332.7613 332.8999 333.0385 333.1772 333.3158 333.4544 333.5930 333.7316 333.8702 334.0087 334.1473 334.2858 334.4243 334.5628 334.7013 334.8398 334.9783 335.1168 335.2552 335.3936 335.5321 335.6705 335.8089 335.9473 336.0857 336.2240 336.3624 336.5007 336.6391 336.7774 336.9157 337.0540 337.1923 337.3305 337.4688 337.6070 337.7453 337.8835 338.0217 338.1599 338.2981 338.4362 338.5744 338.7125 338.8507 338.9888 339.1269 339.2650 339.4031 339.5412 339.6792 339.8173 339.9553 340.0934 340.2314 340.3694 340.5074 340.6453 340.7833 340.9213 341.0592 341.1971 341.3350 341.4729 341.6108 341.7487 341.8866 342.0244 342.1623 342.3001 342.4379 342.5757 342.7135 342.8513 342.9891 343.1268 343.2646 343.4023 343.5400 343.6778 343.8154 343.9531 344.0908 344.2285 344.3661 344.5037 344.6414 344.7790 344.9166 345.0542 345.1917 345.3293 345.4668 345.6044 345.7419 345.8794 346.0169 346.1544 346.2919 346.4293 346.5668 346.7042 346.8416 346.9791 347.1165 347.2538 347.3912 347.5286 347.6659 347.8033 347.9406 348.0779 348.2152 348.3525 348.4898 348.6270 348.7643 348.9015 349.0388 349.1760 349.3132 349.4504 349.5875 349.7247 349.8619 349.9990 350.1361 350.2732 350.4103 350.5474 350.6845 350.8216 350.9586 351.0957 351.2327 351.3697 351.5067 351.6437 351.7807 351.9177 352.0546 352.1915 352.3285 352.4654 352.6023 352.7392 352.8761 353.0129 353.1498 353.2866 353.4234 353.5603 353.6971 353.8339 353.9706 354.1074 354.2441 354.3809 354.5176 354.6543 354.7910 354.9277 355.0644 355.2011 355.3377 355.4744 355.6110 355.7476 355.8842 356.0208 356.1574 356.2939 356.4305 356.5670 356.7035 356.8400 356.9765 357.1130 357.2495 357.3860 357.5224 357.6589 357.7953 357.9317 358.0681 358.2045 358.3409 358.4772 358.6136 358.7499 358.8862 359.0225 359.1588 359.2951 359.4314 359.5676 359.7039 359.8401 359.9763 360.1125 360.2487 360.3849 360.5211 360.6573 360.7934 360.9295 361.0656 361.2018 361.3378 361.4739 361.6100 361.7461 361.8821 362.0181 362.1541 362.2901 362.4261 362.5621 362.6981 362.8340 362.9700 363.1059 363.2418 363.3777 363.5136 363.6495 363.7853 363.9212 364.0570 364.1928 364.3287 364.4645 364.6002 364.7360 364.8718 365.0075 365.1433 365.2790 365.4147 365.5504 365.6861 365.8217 365.9574 366.0930 366.2287 366.3643 366.4999 366.6355 366.7711 366.9066 367.0422 367.1777 367.3132 367.4487 367.5842 367.7197 367.8552 367.9907 368.1261 368.2616 368.3970 368.5324 368.6678 368.8032 368.9385 369.0739 369.2092 369.3446 369.4799 369.6152 369.7505 369.8858 370.0210 370.1563 370.2915 370.4268 370.5620 370.6972 370.8324 370.9675 371.1027 371.2378 371.3730 371.5081 371.6432 371.7783 371.9134 372.0485 372.1835 372.3186 372.4536 372.5886 372.7236 372.8586 372.9936 373.1285 373.2635 373.3984 373.5334 373.6683 373.8032 373.9381 374.0729 374.2078 374.3426 374.4775 374.6123 374.7471 374.8819 375.0167 375.1514 375.2862 375.4209 375.5557 375.6904 375.8251 375.9598 376.0944 376.2291 376.3637 376.4984 376.6330 376.7676 376.9022 377.0368 377.1713 377.3059 377.4404 377.5750 377.7095 377.8440 377.9785 378.1129 378.2474 378.3818 378.5163 378.6507 378.7851 378.9195 379.0539 379.1882 379.3226 379.4569 379.5913 379.7256 379.8599 379.9942 380.1284 380.2627 380.3970 380.5312 380.6654 380.7996 380.9338 381.0680 381.2021 381.3363 381.4704 381.6046 381.7387 381.8728 382.0069 382.1409 382.2750 382.4090 382.5431 382.6771 382.8111 382.9451 383.0791 383.2130 383.3470 383.4809 383.6148 383.7487 383.8826 384.0165 384.1504 384.2842 384.4181 384.5519 384.6857 384.8195 384.9533 385.0871 385.2209 385.3546 385.4883 385.6221 385.7558 385.8895 386.0231 386.1568 386.2905 386.4241 386.5577 386.6913 386.8249 386.9585 387.0921 387.2256 387.3592 387.4927 387.6262 387.7597 387.8932 388.0267 388.1601 388.2936 388.4270 388.5604 388.6939 388.8272 388.9606 389.0940 389.2273 389.3607 389.4940 389.6273 389.7606 389.8939 390.0272 390.1604 390.2937 390.4269 390.5601 390.6933 390.8265 390.9597 391.0928 391.2260 391.3591 391.4922 391.6253 391.7584 391.8915 392.0245 392.1576 392.2906 392.4236 392.5566 392.6896 392.8226 392.9556 393.0885 393.2215 393.3544 393.4873 393.6202 393.7531 393.8859 394.0188 394.1516 394.2845 394.4173 394.5501 394.6829 394.8156 394.9484 395.0811 395.2139 395.3466 395.4793 395.6120 395.7446 395.8773 396.0099 396.1426 396.2752 396.4078 396.5404 396.6730 396.8055 396.9381 397.0706 397.2031 397.3356 397.4681 397.6006 397.7331 397.8655 397.9979 398.1304 398.2628 398.3952 398.5275 398.6599 398.7923 398.9246 399.0569 399.1892 399.3215 399.4538 399.5861 399.7183 399.8506 399.9828 400.1150 400.2472 400.3794 400.5115 400.6437 400.7758 400.9080 401.0401 401.1722 401.3043 401.4363 401.5684 401.7004 401.8324 401.9645 402.0965 402.2284 402.3604 402.4924 402.6243 402.7562 402.8882 403.0201 403.1519 403.2838 403.4157 403.5475 403.6793 403.8112 403.9430 404.0747 404.2065 404.3383 404.4700 404.6017 404.7335 404.8652 404.9968 405.1285 405.2602 405.3918 405.5234 405.6551 405.7867 405.9182 406.0498 406.1814 406.3129 406.4445 406.5760 406.7075 406.8390 406.9704 407.1019 407.2333 407.3648 407.4962 407.6276 407.7590 407.8903 408.0217 408.1530 408.2844 408.4157 408.5470 408.6783 408.8095 408.9408 409.0720 409.2033 409.3345 409.4657 409.5969 409.7280 409.8592 409.9903 410.1215 410.2526 410.3837 410.5147 410.6458 410.7769 410.9079 411.0389 411.1700 411.3009 411.4319 411.5629 411.6939 411.8248 411.9557 412.0866 412.2175 412.3484 412.4793 412.6101 412.7410 412.8718 413.0026 413.1334 413.2642 413.3949 413.5257 413.6564 413.7872 413.9179 414.0486 414.1792 414.3099 414.4405 414.5712 414.7018 414.8324 414.9630 415.0936 415.2241 415.3547 415.4852 415.6157 415.7462 415.8767 416.0072 416.1377 416.2681 416.3986 416.5290 416.6594 416.7898 416.9201 417.0505 417.1808 417.3112 417.4415 417.5718 417.7021 417.8323 417.9626 418.0928 418.2231 418.3533 418.4835 418.6136 418.7438 418.8740 419.0041 419.1342 419.2643 419.3944 419.5245 419.6546 419.7846 419.9147 420.0447 420.1747 420.3047 420.4347 420.5646 420.6946 420.8245 420.9544 421.0843 421.2142 421.3441 421.4739 421.6038 421.7336 421.8634 421.9932 422.1230 422.2528 422.3826 422.5123 422.6420 422.7717 422.9014 423.0311 423.1608 423.2904 423.4201 423.5497 423.6793 423.8089 423.9385 424.0680 424.1976 424.3271 424.4566 424.5861 424.7156 424.8451 424.9746 425.1040 425.2334 425.3629 425.4923 425.6216 425.7510 425.8804 426.0097 426.1390 426.2683 426.3976 426.5269 426.6562 426.7854 426.9147 427.0439 427.1731 427.3023 427.4315 427.5606 427.6898 427.8189 427.9480 428.0771 428.2062 428.3353 428.4644 428.5934 428.7224 428.8514 428.9804 429.1094 429.2384 429.3674 429.4963 429.6252 429.7541 429.8830 430.0119 430.1408 430.2696 430.3984 430.5273 430.6561 430.7849 430.9136 431.0424 431.1711 431.2999 431.4286 431.5573 431.6860 431.8146 431.9433 432.0719 432.2005 432.3291 432.4577 432.5863 432.7149 432.8434 432.9720 433.1005 433.2290 433.3575 433.4859 433.6144 433.7428 433.8713 433.9997 434.1281 434.2565 434.3848 434.5132 434.6415 434.7699 434.8982 435.0265 435.1547 435.2830 435.4112 435.5395 435.6677 435.7959 435.9241 436.0522 436.1804 436.3085 436.4367 436.5648 436.6929 436.8210 436.9490 437.0771 437.2051 437.3331 437.4611 437.5891 437.7171 437.8451 437.9730 438.1009 438.2288 438.3567 438.4846 438.6125 438.7403 438.8682 438.9960 439.1238 439.2516 439.3794 439.5071 439.6349 439.7626 439.8903 440.0180 440.1457 440.2734 440.4010 440.5287 440.6563 440.7839 440.9115 441.0391 441.1667 441.2942 441.4217 441.5493 441.6768 441.8042 441.9317 442.0592 442.1866 442.3140 442.4415 442.5689 442.6962 442.8236 442.9509 443.0783 443.2056 443.3329 443.4602 443.5875 443.7147 443.8420 443.9692 444.0964 444.2236 444.3508 444.4779 444.6051 444.7322 444.8594 444.9865 445.1135 445.2406 445.3677 445.4947 445.6218 445.7488 445.8758 446.0027 446.1297 446.2567 446.3836 446.5105 446.6374 446.7643 446.8912 447.0180 447.1449 447.2717 447.3985 447.5253 447.6521 447.7789 447.9056 448.0324 448.1591 448.2858 448.4125 448.5391 448.6658 448.7924 448.9191 449.0457 449.1723 449.2989 449.4254 449.5520 449.6785 449.8050 449.9315 450.0580 450.1845 450.3109 450.4374 450.5638 450.6902 450.8166 450.9430 451.0694 451.1957 451.3220 451.4484 451.5747 451.7009 451.8272 451.9535 452.0797 452.2059 452.3321 452.4583 452.5845 452.7107 452.8368 452.9630 453.0891 453.2152 453.3413 453.4673 453.5934 453.7194 453.8454 453.9714 454.0974 454.2234 454.3494 454.4753 454.6012 454.7272 454.8531 454.9789 455.1048 455.2307 455.3565 455.4823 455.6081 455.7339 455.8597 455.9854 456.1112 456.2369 456.3626 456.4883 456.6140 456.7396 456.8653 456.9909 457.1165 457.2421 457.3677 457.4933 457.6188 457.7444 457.8699 457.9954 458.1209 458.2464 458.3718 458.4973 458.6227 458.7481 458.8735 458.9989 459.1243 459.2496 459.3749 459.5003 459.6256 459.7508 459.8761 460.0014 460.1266 460.2518 460.3770 460.5022 460.6274 460.7526 460.8777 461.0028 461.1280 461.2531 461.3781 461.5032 461.6283 461.7533 461.8783 462.0033 462.1283 462.2533 462.3782 462.5032 462.6281 462.7530 462.8779 463.0028 463.1276 463.2525 463.3773 463.5021 463.6269 463.7517 463.8765 464.0012 464.1259 464.2507 464.3754 464.5000 464.6247 464.7494 464.8740 464.9986 465.1232 465.2478 465.3724 465.4970 465.6215 465.7460 465.8705 465.9950 466.1195 466.2440 466.3684 466.4929 466.6173 466.7417 466.8661 466.9904 467.1148 467.2391 467.3634 467.4877 467.6120 467.7363 467.8606 467.9848 468.1090 468.2332 468.3574 468.4816 468.6058 468.7299 468.8540 468.9781 469.1022 469.2263 469.3504 469.4744 469.5985 469.7225 469.8465 469.9705 470.0944 470.2184 470.3423 470.4662 470.5901 470.7140 470.8379 470.9618 471.0856 471.2094 471.3332 471.4570 471.5808 471.7046 471.8283 471.9520 472.0757 472.1994 472.3231 472.4468 472.5704 472.6941 472.8177 472.9413 473.0649 473.1884 473.3120 473.4355 473.5590 473.6825 473.8060 473.9295 474.0529 474.1764 474.2998 474.4232 474.5466 474.6700 474.7933 474.9167 475.0400 475.1633 475.2866 475.4099 475.5331 475.6564 475.7796 475.9028 476.0260 476.1492 476.2723 476.3955 476.5186 476.6417 476.7648 476.8879 477.0110 477.1340 477.2571 477.3801 477.5031 477.6261 477.7490 477.8720 477.9949 478.1178 478.2407 478.3636 478.4865 478.6093 478.7322 478.8550 478.9778 479.1006 479.2234 479.3461 479.4688 479.5916 479.7143 479.8370 479.9596 480.0823 480.2049 480.3276 480.4502 480.5728 480.6953 480.8179 480.9404 481.0630 481.1855 481.3080 481.4304 481.5529 481.6754 481.7978 481.9202 482.0426 482.1650 482.2873 482.4097 482.5320 482.6543 482.7766 482.8989 483.0212 483.1434 483.2656 483.3878 483.5100 483.6322 483.7544 483.8765 483.9987 484.1208 484.2429 484.3650 484.4870 484.6091 484.7311 484.8531 484.9751 485.0971 485.2191 485.3410 485.4630 485.5849 485.7068 485.8287 485.9505 486.0724 486.1942 486.3160 486.4378 486.5596 486.6814 486.8031 486.9249 487.0466 487.1683 487.2900 487.4116 487.5333 487.6549 487.7766 487.8982 488.0197 488.1413 488.2629 488.3844 488.5059 488.6274 488.7489 488.8704 488.9918 489.1133 489.2347 489.3561 489.4775 489.5988 489.7202 489.8415 489.9628 490.0841 490.2054 490.3267 490.4479 490.5692 490.6904 490.8116 490.9328 491.0539 491.1751 491.2962 491.4173 491.5384 491.6595 491.7806 491.9016 492.0227 492.1437 492.2647 492.3857 492.5066 492.6276 492.7485 492.8694 492.9903 493.1112 493.2321 493.3529 493.4738 493.5946 493.7154 493.8362 493.9569 494.0777 494.1984 494.3191 494.4398 494.5605 494.6812 494.8018 494.9224 495.0430 495.1636 495.2842 495.4048 495.5253 495.6459 495.7664 495.8869 496.0073 496.1278 496.2482 496.3687 496.4891 496.6095 496.7298 496.8502 496.9705 497.0909 497.2112 497.3315 497.4517 497.5720 497.6922 497.8125 497.9327 498.0528 498.1730 498.2932 498.4133 498.5334 498.6535 498.7736 498.8937 499.0137 499.1338 499.2538 499.3738 499.4938 499.6137 499.7337 499.8536 499.9735 500.0934 500.2133 500.3332 500.4530 500.5729 500.6927 500.8125 500.9322 501.0520 501.1717 501.2915 501.4112 501.5309 501.6505 501.7702 501.8898 502.0095 502.1291 502.2487 502.3682 502.4878 502.6073 502.7268 502.8464 502.9658 503.0853 503.2048 503.3242 503.4436 503.5630 503.6824 503.8018 503.9211 504.0404 504.1598 504.2790 504.3983 504.5176 504.6368 504.7561 504.8753 504.9945 505.1136 505.2328 505.3519 505.4711 505.5902 505.7093 505.8283 505.9474 506.0664 506.1854 506.3044 506.4234 506.5424 506.6613 506.7803 506.8992 507.0181 507.1370 507.2558 507.3747 507.4935 507.6123 507.7311 507.8499 507.9687 508.0874 508.2061 508.3248 508.4435 508.5622 508.6808 508.7995 508.9181 509.0367 509.1553 509.2739 509.3924 509.5109 509.6295 509.7480 509.8664 509.9849 510.1033 510.2218 510.3402 510.4586 510.5770 510.6953 510.8137 510.9320 511.0503 511.1686 511.2868 511.4051 511.5233 511.6415 511.7597 511.8779 511.9961 512.1142 512.2324 512.3505 512.4686 512.5867 512.7047 512.8228 512.9408 513.0588 513.1768 513.2948 513.4127 513.5307 513.6486 513.7665 513.8844 514.0022 514.1201 514.2379 514.3557 514.4735 514.5913 514.7091 514.8268 514.9445 515.0622 515.1799 515.2976 515.4153 515.5329 515.6505 515.7681 515.8857 516.0033 516.1208 516.2384 516.3559 516.4734 516.5909 516.7083 516.8258 516.9432 517.0606 517.1780 517.2954 517.4127 517.5301 517.6474 517.7647 517.8820 517.9992 518.1165 518.2337 518.3509 518.4681 518.5853 518.7025 518.8196 518.9367 519.0538 519.1709 519.2880 519.4051 519.5221 519.6391 519.7561 519.8731 519.9901 520.1070 520.2240 520.3409 520.4578 520.5746 520.6915 520.8084 520.9252 521.0420 521.1588 521.2755 521.3923 521.5090 521.6258 521.7425 521.8591 521.9758 522.0925 522.2091 522.3257 522.4423 522.5589 522.6754 522.7920 522.9085 523.0250 523.1415 523.2580 523.3744 523.4909 523.6073 523.7237 523.8401 523.9564 524.0728 524.1891 524.3054 524.4217 524.5380 524.6542 524.7705 524.8867 525.0029 525.1191 525.2353 525.3514 525.4675 525.5837 525.6998 525.8158 525.9319 526.0479 526.1640 526.2800 526.3960 526.5119 526.6279 526.7438 526.8598 526.9757 527.0916 527.2074 527.3233 527.4391 527.5549 527.6707 527.7865 527.9023 528.0180 528.1337 528.2494 528.3651 528.4808 528.5965 528.7121 528.8277 528.9433 529.0589 529.1745 529.2900 529.4055 529.5211 529.6366 529.7520 529.8675 529.9829 530.0984 530.2138 530.3292 530.4445 530.5599 530.6752 530.7905 530.9058 531.0211 531.1364 531.2516 531.3669 531.4821 531.5973 531.7125 531.8276 531.9428 532.0579 532.1730 532.2881 532.4032 532.5182 532.6333 532.7483 532.8633 532.9783 533.0932 533.2082 533.3231 533.4380 533.5529 533.6678 533.7827 533.8975 534.0123 534.1271 534.2419 534.3567 534.4715 534.5862 534.7009 534.8156 534.9303 535.0450 535.1596 535.2743 535.3889 535.5035 535.6181 535.7326 535.8472 535.9617 536.0762 536.1907 536.3052 536.4196 536.5341 536.6485 536.7629 536.8773 536.9917 537.1060 537.2204 537.3347 537.4490 537.5633 537.6776 537.7918 537.9060 538.0203 538.1345 538.2486 538.3628 538.4769 538.5911 538.7052 538.8193 538.9334 539.0474 539.1615 539.2755 539.3895 539.5035 539.6175
---------------------------------------------------------------------------------------
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: Retrieved value for dark background fitting parameter 3, -9 if no background fitting was done
Column 49: Uncertainty of retrieved value for dark background fitting parameter 3, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 50: Stray light correction method: 0=no stray light correction, 1=simple method, 2=uncorrected matrix method, 3=corrected matrix method
Column 51: Estimated average residual stray light level [%] (for methods 1 and 3 this is before the subtraction of the signal at no-input pixel)
Column 52: 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 53: 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 54: 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 55: 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 56: 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 57: 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 58: 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 59: Wavelength change fitting result index: 0,1,2=no error or warning, 3=warning, -1 or >3=error
Column 60: Normalized rms of fitting residuals in wavelength change retrieval weighted with independent instrumental uncertainty, -9=fitting not successful or no fitting done
Column 61: Number of pixels included in wavelength change retrieval, -9=no wavelength change determination
Column 62: Number of pixels not included in wavelength correction, -9=no wavelength correction
Column 63: Mean wavelength correction applied [%], -9=no wavelength correction
Column 64: Standard deviation of wavelength correction applied [%], -9=no wavelength correction
Column 65: Minimum wavelength correction applied [%], -9=no wavelength correction
Column 66: Maximum wavelength correction applied [%], -9=no wavelength correction
Column 67: Expected wavelength shift based on effective temperature [nm], -9=no effective temperature given
Column 68: Retrieved wavelength change, order 0, -9=no wavelength change determination
Column 69: Retrieved wavelength change, order 1, -9=no wavelength change determination
Column 70: Spectrometer control temperature [°C], 999=no temperature signal
Column 71: Auxiliary spectrometer temperature [°C], 999=no temperature signal
Column 72: Temperature in head sensor [°C], 999=no temperature signal
Column 73: Temperature at electronics board 1 [°C], 999=no temperature signal
Column 74: Temperature at electronics board 2 [°C], 999=no temperature signal
Column 75: Humidity in head sensor [%], -9=no humidity signal
Column 76: Pressure in head sensor [hPa], -9=no pressure signal
Column 77: Scale factor for data and uncertainties, to obtain unscaled output divide them by this number
Column 78: Indicator for uncertainty and atmospheric variability (see manual for exact meaning)
Column 79: L1 data type, data are... 1=corrected count rate [s-1], 2=radiance [W/m2/nm/sr], 3=irradiance [W/m2/nm]
Columns 80-2127: L1 data for each pixel, 0 is NOT a 'true' zero if the corresponding value in the uncertainty is -2, -3 or -4
Columns 2128-4175: 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 4176-6223: 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 20231203T050610.8Z 8737.212625 2 1 24.01 3 4000.000 6 6 0 1 1 0.00 2 0.00 2 -1.00 507 1 10 0 0 17.92 142 0 0 382 6.714e+02 2.866e+01 7.003e+02 5.534e+00 19 4.285e+01 5.685e+01 1.077e+00 4.289e+01 1.483e+00 6 0 0 1480 2.02e+02 5.248e-15 2.052e-15 2.287e+01 2.622e-01 1.800e+03 5.017e-01 1 67.98 -1.00 -1.00 -1.00 -1.00 66.14 64.52 74.13 0 6.394e-01 1768 -9 -9.00 -9.00 -9.00 -9.00 0.00402 -1.76726e-01 3.55254e-03 15.00 17.92 9.95 21.48 21.27 18.9 932.91 5.287e+10 10 3 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 69 30 43 -8 -1 68 11 -93 -42 63 125 10 9 -15 -3 33 -75 -25 -27 -31 16 1 6 20 59 -28 58 -18 10 117 71 -69 46 110 3 -36 -20 -21 -16 -30 -2 5 -4 60 -61 32 -27 119 19 44 -17 -18 69 -33 13 -2 52 8 42 -57 52 -26 72 -7 4 -33 -12 -19 -18 22 -51 8 -25 -24 -12 121 8 18 -47 -40 -35 -32 0 -30 31 -37 -7 -39 17 -56 4 -7 30 13 -54 27 -30 -11 -31 -2 -56 47 -42 -6 -10 30 -33 63 12 -35 -17 10 83 -67 -2 -56 0 -59 86 -57 41 -54 49 24 17 26 -41 -7 -2 -36 -42 30 -34 98 -64 52 -57 23 -44 -8 -54 15 -10 4 -12 -60 7 -61 -56 -31 29 -46 -10 6 4 -44 10 -98 -52 -1 -57 -6 -46 9 -54 0 -44 42 -57 -10 5 -3 6 -55 71 -36 89 -57 41 -56 -2 -4 184 -42 -29 0 -7 20 -50 2 -55 25 -39 50 -18 70 -42 50 -4 72 -23 19 20 -60 57 -59 48 -51 -32 -67 30 16 1 8 -28 35 -61 39 -46 65 -69 22 -45 70 -37 21 -29 56 -1 -13 58 -29 48 -10 49 -55 101 -54 57 -34 74 -18 2 25 59 62 23 187 -31 48 -112 91 -4 73 -55 60 43 -26 43 -98 36 -23 14 -76 133 -67 61 -19 67 -31 56 14 1 27 -31 14 99 23 -3 68 -55 80 -25 40 -14 35 -29 11 -45 -12 56 -63 -15 -51 52 366 77 -69 37 19 27 1 47 64 -82 30 -30 40 -65 70 -73 77 -49 87 -45 48 11 83 4 -53 58 -60 14 -59 110 -53 80 25 29 -23 -13 86 -45 20 -18 60 -59 66 -58 82 38 61 44 -18 12 41 27 -55 29 -16 56 2 87 -53 66 -56 1 -42 46 71 36 46 -11 27 -24 84 16 76 -53 42 13 88 37 59 -35 16 -44 -24 7 110 34 -50 35 -36 93 -11 28 29 21 -34 -51 56 -38 35 -17 72 -28 73 -60 173 -9 29 8 16 28 -25 79 -3 243 -42 64 -49 91 -22 75 -6 24 -16 12 27 18 35 -45 158 9 27 -30 57 -45 28 20 45 48 -16 3 -26 12 -59 55 -22 60 -52 93 14 37 14 18 40 25 47 -47 30 -43 6 99 111 -3 79 -6 58 25 58 17 -11 10 8 97 -6 56 83 77 -59 61 13 109 11 1 24 14 45 27 63 79 -58 9 42 -11 -68 6 -5 28 65 72 -4 21 -16 4 -28 56 24 104 133 48 -31 65 20 46 14 110 28 -33 16 71 93 -60 34 -36 33 -15 39 25 46 -46 18 39 4 81 -40 70 25 27 3 31 46 52 41 43 30 131 50 19 47 -20 36 -53 62 -2 54 -19 7 65 35 61 9 35 -40 82 -44 20 -58 -10 -10 65 38 65 26 47 63 26 56 82 57 -22 12 -56 61 -62 10 -47 89 18 5 36 -9 31 -13 51 11 -48 -56 87 -11 64 53 23 16 19 44 -37 87 -15 37 48 -15 74 49 -34 4 -75 7 68 29 68 8 -17 41 32 9 -22 -38 78 -50 -2 1 -26 -38 -13 39 -20 75 -68 65 -20 56 -57 89 9 123 5 80 94 44 30 -33 20 -62 -78 -53 77 31 6 94 76 12 46 59 -22 29 -34 -45 59 77 -36 60 -28 42 -36 51 5 47 21 -12 -62 -2 63 31 13 -32 81 -37 76 76 68 47 -1 18 11 49 -53 90 -24 182 -56 63 -34 89 16 32 -71 12 16 -40 32 65 72 -18 43 -46 68 11 44 -6 14 34 13 -25 3 58 -62 34 -42 103 -60 67 25 67 -75 85 7 -30 85 -60 31 21 89 -28 68 16 136 -86 65 -20 -24 21 80 56 28 35 -3 90 -46 130 -18 130 -19 85 -37 7 9 -17 28 10 126 25 75 -5 136 -43 70 -36 -11 14 48 59 -27 59 -58 57 -40 85 -21 96 1 34 -18 -89 -30 -86 -26 -31 25 -63 -11 -57 106 0 27 -55 89 22 2 90 30 43 -80 10 185 107 37 126 -33 49 -61 183 31 -31 2 -26 31 -40 65 -66 125 -52 55 -21 85 -27 56 50 1 21 2 56 -22 19 -57 121 -55 103 -5 61 10 39 53 29 -4 42 46 -16 69 51 45 2 107 12 82 -18 33 262 2 76 -28 16 -6 135 -15 32 -55 91 -61 81 35 42 -45 -36 -12 14 77 82 19 -48 36 -58 206 -50 2 6 30 24 -10 80 -64 9 -18 27 -53 72 -16 34 12 60 -81 -1 61 -38 -35 -58 -15 -31 83 -69 107 89 43 65 13 14 58 57 -45 -26 -16 63 -62 171 -55 35 -60 51 18 -8 94 -48 4 3 44 11 67 -57 42 -54 99 -10 9 -25 26 20 -5 96 26 98 -63 60 -49 82 -28 84 -58 54 -6 16 8 -53 125 42 62 -35 9 -52 27 -55 32 -42 30 -34 118 223 15 10 -21 43 -59 83 26 35 -98 -6 43 39 -2 95 42 -2 21 -137 19 95 53 77 12 47 76 -10 49 -3 56 48 -42 75 4 68 -60 122 -11 62 19 47 -12 52 45 30 -13 -52 35 -32 98 -63 167 -8 43 -26 117 31 26 29 2 64 -3 70 -15 -2 -21 50 -27 16 18 105 18 38 10 82 18 -30 -9 -34 62 -70 106 -44 68 -7 17 45 -1 106 -2 46 -14 74 -55 38 -22 82 -22 162 -5 -2 22 54 12 -33 6 10 53 -28 67 -34 51 -3 93 -31 74 -9 -13 83 32 46 97 184 47 51 23 226 116 197 90 315 11 -1 79 40 35 -55 68 -25 42 -26 75 28 104 -62 81 -36 29 19 -26 47 5 142 -85 66 -2 57 165 -59 -1 -5 11 -5 28 35 15 -70 213 -49 65 19 68 -53 84 -6 98 3 -17 -16 2 90 64 128 13 43 8 102 5 71 5 377 45 0 24 -24 114 -1 104 -17 65 36 204 131 208 63 137 77 85 26 -14 136 -4 25 -20 80 -27 82 19 91 -65 76 77 47 -7 -12 58 8 170 -23 88 84 139 32 82 -47 97 41 67 48 11 103 28 103 14 222 -14 127 55 132 13 92 -80 79 43 68 63 -16 133 -36 74 157 82 -74 162 9 66 20 -41 30 380 30 -47 65 -165 96 89 111 32 73 74 18 -50 115 106 -68 95 -73 67 21 126 1 21 63 50 17 96 63 115 -13 -2 70 17 122 -84 119 83 79 -30 67 3 52 4 -37 128 -52 27 -73 27 -22 98 -21 42 -16 186 -24 55 54 35 3 -53 68 -70 83 51 105 40 41 24 65 16 79 149 -20 30 30 91 36 27 -68 93 15 37 -34 313 57 35 60 36 74 19 82 -62 173 -43 98 -18 99 5 83 15 39 113 -54 -108 -80 21 77 93 9 27 103 29 45 81 34 -47 -27 36 101 -70 64 -101 125 -36 110 77 50 31 0 1 -9 3 -61 168 63 77 14 96 -25 34 221 50 -12 9 26 99 48 15 78 280 91 -21 128 -52 106 14 17 17 -59 96 25 92 2 107 -73 148 0 53 7 24 10 -20 48 -17 107 -49 247 -33 137 -72 103 -46 124 -25 84 28 7 85 -36 89 8 140 -40 101 -74 72 -19 17 48 -28 19 119 107 19 92 -1 110 -81 143 -34 137 9 61 94 25 -11 40 36 -71 160 -84 102 -32 69 -119 13 2 186 71 -22 158 -32 131 -54 125 -40 99 -30 99 -18 87 17 392 109 43 124 43 27 251 133 -1 95 3 103 3 -50 -6 57 58 86 119 -20 24 -88 50 -74 239 -98 128 0 157 62 -98 51 -59 55 -13 156 -86 118 79 116 16 132 -40 72 -2 63 72 76 123 33 147 -88 88 16 51 -25 84 129 -20 -29 64 -13 30 164 -78 83 -18 63 -92 23 36 9 18 29 51 43 68 -19 151 -3 47 -31 139 -8 89 -73 114 49 85 50 65 75 -37 -1 -51 109 103 93 142 65 -68 34 -24 52 -13 98 42 26 218 36 178 -15 73 -53 110 -65 181 1 -19 72 70 79 24 27 52 148 55 94 -6 249 -36 94 155 73 68 -46 32 34 133 77 219 -38 137 -47 119 10 8 44 -17 -145 57 139 12 64 -48 102 -105 30 -127 6 100 284 8 18 -61 114 28 -48 126 -16 -131 -8 124 28 108 -20 146 121 -74 16 61 125 -35 56 52 188 87 118 30 130 44 202 85 69 124 102 28 -88 180 -62 92 -25 145 16 245 16 82 77 198 35 -11 141 29 1 -117 78 -122 59 -140 99 14 128 -25 -80 107 231 67 188 88 -24 80 38 94 326 101 49 327 46 81 86 -81 176 -112 27 58 124 24 91 55 178 30 -186 49 128 -23 -58 -18 -13 96 -104 72 71 86 -36 121 89 228 23 15 12 85 90 -78 166 156 157 -15 191 -98 159 15 11 -81 73 -12 173 42 -35 105 32 195 -9 294 -66 113 32 39 -1 62 94 31 193 213 69 42 285 40 137 -11 131 76 42 42 163 140 48 31 -28 222 -23 216 -46 339 156 251 -38 -34 10 -59 -125 163 138 -2 107 -128 132 197 228 126 186 122 140 213 72 126 -23 209 25 100 1 177 -88 244 26 81 39 93 146 37 226 32 264 94 162 20 208 -76 204 20 133 95 159 68 -14 226 -60 187 -39 281 43 280 36 303 237 313 -29 -69 189 106 256 83 189 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1120 1188 1213 1198 1248 1282 1311 1407 1444 1492 1498 1503 1467 1364 1339 1423 1508 1658 1577 1583 1520 1503 1480 1454 1491 1486 1533 1523 1487 1426 1476 1696 1589 1663 1657 1681 1611 1594 1666 1745 1639 1684 1602 1589 1498 1502 1365 1227 1137 1076 1129 1243 1346 1444 1554 1556 1714 1668 1631 1599 1629 1478 1489 1534 1629 1641 1631 1683 1668 1738 1703 1685 1509 1424 1420 1514 1570 1665 1689 1608 1683 1708 1664 1564 1562 1497 1615 1692 1568 1621 1732 1820 1931 1992 1999 2033 1920 1902 1851 1761 1666 1686 1804 1852 1865 1904 1848 1775 1584 1546 1533 1659 1809 1864 1908 1915 1921 1967 2039 2037 1934 2025 1971 2011 2144 2137 2083 2145 2077 2009 1930 1923 1967 1935 1889 2045 1979 1903 1791 1698 1553 1591 1527 1547 1529 1657 1686 1669 1584 1437 1284 1295 1290 1315 1329 1243 1521 1692 1784 1886 1870 1968 2017 2028 2097 1968 1899 1821 1657 1654 1524 1696 1579 1686 1776 1786 1738 1693 1524 1599 1721 1886 2379 2235 2286 2219 2253 1875 1709 1811 1864 1895 2078 2132 2195 2181 2085 2016 1904 1882 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