File name: Pandora105s1_Helsinki_20181119_L1_smca1c2d20180411p1-8.txt
File generation date: 20251122T171418.3Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c2d20180411p1-8
Local principal investigator: Jari Hovila
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 105
Spectrometer number: 1
Processing software version used: BlickP v1.8.75
Instrument operation file used: Pandora105_OF_v1d20170321.txt
Instrument calibration file used: Pandora105s1_CF_v2d20180411.txt
Level 0 file used: Pandora105s1_Helsinki_20181119_L0.txt
Full location name: FMI/Helsinki
Short location name: Helsinki
Country of location: Finland
Location latitude [deg]: 60.2037
Location longitude [deg]: 24.9612
Location altitude [m]: 97
Local noon date: 20181119
Notes on s-number (L1 configuration): Corrections NOT applied although requested by the s-number are dark map for dark correction (replaced by immediate dark method), latency correction
Data caveats: None
Nominal wavelengths [nm]: 276.3569 276.5128 276.6686 276.8242 276.9797 277.1351 277.2903 277.4454 277.6004 277.7553 277.9100 278.0646 278.2191 278.3734 278.5276 278.6817 278.8357 278.9895 279.1433 279.2969 279.4503 279.6037 279.7570 279.9101 280.0631 280.2160 280.3688 280.5214 280.6740 280.8264 280.9788 281.1310 281.2831 281.4351 281.5870 281.7387 281.8904 282.0420 282.1934 282.3448 282.4960 282.6472 282.7982 282.9491 283.1000 283.2507 283.4013 283.5518 283.7023 283.8526 284.0028 284.1530 284.3030 284.4529 284.6028 284.7526 284.9022 285.0518 285.2012 285.3506 285.4999 285.6491 285.7982 285.9473 286.0962 286.2450 286.3938 286.5425 286.6910 286.8395 286.9880 287.1363 287.2845 287.4327 287.5808 287.7288 287.8767 288.0245 288.1723 288.3200 288.4676 288.6151 288.7625 288.9099 289.0572 289.2044 289.3516 289.4986 289.6456 289.7925 289.9394 290.0862 290.2329 290.3795 290.5261 290.6725 290.8190 290.9653 291.1116 291.2578 291.4040 291.5501 291.6961 291.8420 291.9879 292.1337 292.2795 292.4252 292.5708 292.7164 292.8619 293.0074 293.1528 293.2981 293.4433 293.5885 293.7337 293.8788 294.0238 294.1688 294.3137 294.4586 294.6034 294.7481 294.8928 295.0375 295.1820 295.3266 295.4711 295.6155 295.7599 295.9042 296.0484 296.1927 296.3368 296.4809 296.6250 296.7690 296.9130 297.0569 297.2008 297.3446 297.4884 297.6321 297.7758 297.9195 298.0631 298.2066 298.3501 298.4936 298.6370 298.7804 298.9237 299.0670 299.2102 299.3534 299.4966 299.6397 299.7828 299.9258 300.0688 300.2118 300.3547 300.4976 300.6404 300.7832 300.9260 301.0687 301.2114 301.3540 301.4967 301.6392 301.7818 301.9243 302.0668 302.2092 302.3516 302.4940 302.6363 302.7786 302.9208 303.0631 303.2053 303.3474 303.4896 303.6317 303.7737 303.9158 304.0578 304.1998 304.3417 304.4836 304.6255 304.7673 304.9092 305.0510 305.1927 305.3345 305.4762 305.6179 305.7595 305.9011 306.0427 306.1843 306.3258 306.4673 306.6088 306.7503 306.8917 307.0331 307.1745 307.3159 307.4572 307.5985 307.7398 307.8810 308.0223 308.1635 308.3047 308.4458 308.5870 308.7281 308.8692 309.0102 309.1513 309.2923 309.4333 309.5743 309.7152 309.8562 309.9971 310.1380 310.2788 310.4197 310.5605 310.7013 310.8421 310.9828 311.1236 311.2643 311.4050 311.5457 311.6864 311.8270 311.9676 312.1082 312.2488 312.3894 312.5299 312.6705 312.8110 312.9515 313.0919 313.2324 313.3728 313.5132 313.6536 313.7940 313.9344 314.0747 314.2151 314.3554 314.4957 314.6360 314.7762 314.9165 315.0567 315.1969 315.3371 315.4773 315.6175 315.7576 315.8977 316.0378 316.1779 316.3180 316.4581 316.5982 316.7382 316.8782 317.0182 317.1582 317.2982 317.4382 317.5781 317.7180 317.8580 317.9979 318.1377 318.2776 318.4175 318.5573 318.6972 318.8370 318.9768 319.1166 319.2563 319.3961 319.5359 319.6756 319.8153 319.9550 320.0947 320.2344 320.3741 320.5137 320.6533 320.7930 320.9326 321.0722 321.2118 321.3513 321.4909 321.6304 321.7700 321.9095 322.0490 322.1885 322.3280 322.4675 322.6069 322.7464 322.8858 323.0252 323.1646 323.3040 323.4434 323.5828 323.7221 323.8615 324.0008 324.1401 324.2794 324.4187 324.5580 324.6973 324.8365 324.9758 325.1150 325.2542 325.3934 325.5326 325.6718 325.8110 325.9501 326.0893 326.2284 326.3676 326.5067 326.6458 326.7849 326.9239 327.0630 327.2021 327.3411 327.4801 327.6192 327.7582 327.8972 328.0361 328.1751 328.3141 328.4530 328.5920 328.7309 328.8698 329.0087 329.1476 329.2865 329.4253 329.5642 329.7030 329.8419 329.9807 330.1195 330.2583 330.3971 330.5359 330.6746 330.8134 330.9521 331.0908 331.2296 331.3683 331.5070 331.6456 331.7843 331.9230 332.0616 332.2002 332.3389 332.4775 332.6161 332.7547 332.8932 333.0318 333.1704 333.3089 333.4474 333.5860 333.7245 333.8630 334.0014 334.1399 334.2784 334.4168 334.5553 334.6937 334.8321 334.9705 335.1089 335.2473 335.3856 335.5240 335.6623 335.8007 335.9390 336.0773 336.2156 336.3539 336.4922 336.6304 336.7687 336.9069 337.0451 337.1834 337.3216 337.4597 337.5979 337.7361 337.8743 338.0124 338.1505 338.2886 338.4268 338.5649 338.7029 338.8410 338.9791 339.1171 339.2552 339.3932 339.5312 339.6692 339.8072 339.9452 340.0831 340.2211 340.3590 340.4970 340.6349 340.7728 340.9107 341.0486 341.1864 341.3243 341.4621 341.6000 341.7378 341.8756 342.0134 342.1512 342.2889 342.4267 342.5645 342.7022 342.8399 342.9776 343.1153 343.2530 343.3907 343.5284 343.6660 343.8036 343.9413 344.0789 344.2165 344.3541 344.4917 344.6292 344.7668 344.9043 345.0419 345.1794 345.3169 345.4544 345.5918 345.7293 345.8668 346.0042 346.1416 346.2791 346.4165 346.5539 346.6912 346.8286 346.9660 347.1033 347.2406 347.3780 347.5153 347.6526 347.7898 347.9271 348.0644 348.2016 348.3388 348.4761 348.6133 348.7505 348.8876 349.0248 349.1620 349.2991 349.4362 349.5734 349.7105 349.8476 349.9846 350.1217 350.2588 350.3958 350.5328 350.6699 350.8069 350.9439 351.0808 351.2178 351.3548 351.4917 351.6286 351.7655 351.9024 352.0393 352.1762 352.3131 352.4499 352.5868 352.7236 352.8604 352.9972 353.1340 353.2708 353.4076 353.5443 353.6810 353.8178 353.9545 354.0912 354.2279 354.3646 354.5012 354.6379 354.7745 354.9111 355.0477 355.1843 355.3209 355.4575 355.5941 355.7306 355.8671 356.0037 356.1402 356.2767 356.4131 356.5496 356.6861 356.8225 356.9590 357.0954 357.2318 357.3682 357.5046 357.6409 357.7773 357.9136 358.0499 358.1863 358.3226 358.4589 358.5951 358.7314 358.8677 359.0039 359.1401 359.2763 359.4125 359.5487 359.6849 359.8211 359.9572 360.0933 360.2295 360.3656 360.5017 360.6378 360.7738 360.9099 361.0459 361.1820 361.3180 361.4540 361.5900 361.7260 361.8619 361.9979 362.1338 362.2698 362.4057 362.5416 362.6775 362.8133 362.9492 363.0851 363.2209 363.3567 363.4925 363.6283 363.7641 363.8999 364.0357 364.1714 364.3071 364.4429 364.5786 364.7143 364.8499 364.9856 365.1213 365.2569 365.3925 365.5282 365.6638 365.7994 365.9349 366.0705 366.2061 366.3416 366.4771 366.6126 366.7481 366.8836 367.0191 367.1546 367.2900 367.4254 367.5609 367.6963 367.8317 367.9670 368.1024 368.2378 368.3731 368.5084 368.6438 368.7791 368.9144 369.0496 369.1849 369.3201 369.4554 369.5906 369.7258 369.8610 369.9962 370.1314 370.2665 370.4017 370.5368 370.6719 370.8070 370.9421 371.0772 371.2123 371.3473 371.4824 371.6174 371.7524 371.8874 372.0224 372.1574 372.2923 372.4273 372.5622 372.6972 372.8321 372.9670 373.1018 373.2367 373.3716 373.5064 373.6412 373.7761 373.9109 374.0457 374.1804 374.3152 374.4499 374.5847 374.7194 374.8541 374.9888 375.1235 375.2582 375.3928 375.5275 375.6621 375.7967 375.9313 376.0659 376.2005 376.3351 376.4696 376.6041 376.7387 376.8732 377.0077 377.1422 377.2766 377.4111 377.5455 377.6800 377.8144 377.9488 378.0832 378.2176 378.3519 378.4863 378.6206 378.7549 378.8892 379.0235 379.1578 379.2921 379.4264 379.5606 379.6948 379.8290 379.9632 380.0974 380.2316 380.3658 380.4999 380.6341 380.7682 380.9023 381.0364 381.1705 381.3045 381.4386 381.5726 381.7067 381.8407 381.9747 382.1087 382.2426 382.3766 382.5105 382.6445 382.7784 382.9123 383.0462 383.1801 383.3139 383.4478 383.5816 383.7154 383.8493 383.9830 384.1168 384.2506 384.3844 384.5181 384.6518 384.7855 384.9192 385.0529 385.1866 385.3203 385.4539 385.5875 385.7212 385.8548 385.9883 386.1219 386.2555 386.3890 386.5226 386.6561 386.7896 386.9231 387.0566 387.1900 387.3235 387.4569 387.5904 387.7238 387.8572 387.9906 388.1239 388.2573 388.3906 388.5240 388.6573 388.7906 388.9239 389.0571 389.1904 389.3236 389.4569 389.5901 389.7233 389.8565 389.9896 390.1228 390.2560 390.3891 390.5222 390.6553 390.7884 390.9215 391.0545 391.1876 391.3206 391.4536 391.5867 391.7196 391.8526 391.9856 392.1185 392.2515 392.3844 392.5173 392.6502 392.7831 392.9159 393.0488 393.1816 393.3145 393.4473 393.5801 393.7128 393.8456 393.9784 394.1111 394.2438 394.3765 394.5092 394.6419 394.7746 394.9072 395.0399 395.1725 395.3051 395.4377 395.5703 395.7029 395.8354 395.9680 396.1005 396.2330 396.3655 396.4980 396.6304 396.7629 396.8953 397.0278 397.1602 397.2926 397.4250 397.5573 397.6897 397.8220 397.9543 398.0867 398.2189 398.3512 398.4835 398.6158 398.7480 398.8802 399.0124 399.1446 399.2768 399.4090 399.5411 399.6733 399.8054 399.9375 400.0696 400.2017 400.3337 400.4658 400.5978 400.7298 400.8618 400.9938 401.1258 401.2578 401.3897 401.5217 401.6536 401.7855 401.9174 402.0493 402.1811 402.3130 402.4448 402.5766 402.7084 402.8402 402.9720 403.1038 403.2355 403.3672 403.4990 403.6307 403.7623 403.8940 404.0257 404.1573 404.2889 404.4206 404.5522 404.6838 404.8153 404.9469 405.0784 405.2099 405.3415 405.4730 405.6044 405.7359 405.8674 405.9988 406.1302 406.2616 406.3930 406.5244 406.6558 406.7871 406.9185 407.0498 407.1811 407.3124 407.4437 407.5749 407.7062 407.8374 407.9686 408.0998 408.2310 408.3622 408.4934 408.6245 408.7556 408.8867 409.0178 409.1489 409.2800 409.4111 409.5421 409.6731 409.8041 409.9351 410.0661 410.1971 410.3280 410.4590 410.5899 410.7208 410.8517 410.9826 411.1135 411.2443 411.3751 411.5060 411.6368 411.7676 411.8983 412.0291 412.1598 412.2906 412.4213 412.5520 412.6827 412.8133 412.9440 413.0746 413.2053 413.3359 413.4665 413.5971 413.7276 413.8582 413.9887 414.1193 414.2498 414.3803 414.5107 414.6412 414.7717 414.9021 415.0325 415.1629 415.2933 415.4237 415.5540 415.6844 415.8147 415.9450 416.0753 416.2056 416.3359 416.4662 416.5964 416.7266 416.8568 416.9870 417.1172 417.2474 417.3775 417.5077 417.6378 417.7679 417.8980 418.0281 418.1581 418.2882 418.4182 418.5482 418.6782 418.8082 418.9382 419.0682 419.1981 419.3280 419.4580 419.5879 419.7177 419.8476 419.9775 420.1073 420.2371 420.3669 420.4967 420.6265 420.7563 420.8860 421.0158 421.1455 421.2752 421.4049 421.5346 421.6642 421.7939 421.9235 422.0531 422.1827 422.3123 422.4419 422.5714 422.7010 422.8305 422.9600 423.0895 423.2190 423.3485 423.4779 423.6073 423.7368 423.8662 423.9956 424.1250 424.2543 424.3837 424.5130 424.6423 424.7716 424.9009 425.0302 425.1594 425.2887 425.4179 425.5471 425.6763 425.8055 425.9347 426.0638 426.1930 426.3221 426.4512 426.5803 426.7094 426.8384 426.9675 427.0965 427.2255 427.3545 427.4835 427.6125 427.7415 427.8704 427.9993 428.1283 428.2572 428.3860 428.5149 428.6438 428.7726 428.9014 429.0302 429.1590 429.2878 429.4166 429.5453 429.6741 429.8028 429.9315 430.0602 430.1889 430.3175 430.4462 430.5748 430.7034 430.8320 430.9606 431.0892 431.2177 431.3463 431.4748 431.6033 431.7318 431.8603 431.9887 432.1172 432.2456 432.3741 432.5025 432.6308 432.7592 432.8876 433.0159 433.1443 433.2726 433.4009 433.5292 433.6574 433.7857 433.9139 434.0422 434.1704 434.2986 434.4267 434.5549 434.6831 434.8112 434.9393 435.0674 435.1955 435.3236 435.4516 435.5797 435.7077 435.8357 435.9637 436.0917 436.2197 436.3476 436.4756 436.6035 436.7314 436.8593 436.9872 437.1150 437.2429 437.3707 437.4985 437.6264 437.7541 437.8819 438.0097 438.1374 438.2651 438.3929 438.5206 438.6482 438.7759 438.9036 439.0312 439.1588 439.2864 439.4140 439.5416 439.6692 439.7967 439.9242 440.0517 440.1793 440.3067 440.4342 440.5617 440.6891 440.8165 440.9439 441.0713 441.1987 441.3261 441.4534 441.5808 441.7081 441.8354 441.9627 442.0899 442.2172 442.3444 442.4717 442.5989 442.7261 442.8533 442.9804 443.1076 443.2347 443.3618 443.4889 443.6160 443.7431 443.8702 443.9972 444.1242 444.2513 444.3783 444.5052 444.6322 444.7592 444.8861 445.0130 445.1399 445.2668 445.3937 445.5206 445.6474 445.7742 445.9011 446.0279 446.1546 446.2814 446.4082 446.5349 446.6616 446.7883 446.9150 447.0417 447.1684 447.2950 447.4216 447.5483 447.6749 447.8014 447.9280 448.0546 448.1811 448.3076 448.4341 448.5606 448.6871 448.8136 448.9400 449.0664 449.1929 449.3193 449.4456 449.5720 449.6984 449.8247 449.9510 450.0773 450.2036 450.3299 450.4562 450.5824 450.7086 450.8348 450.9610 451.0872 451.2134 451.3395 451.4657 451.5918 451.7179 451.8440 451.9701 452.0961 452.2222 452.3482 452.4742 452.6002 452.7262 452.8522 452.9781 453.1040 453.2300 453.3559 453.4817 453.6076 453.7335 453.8593 453.9851 454.1110 454.2367 454.3625 454.4883 454.6140 454.7398 454.8655 454.9912 455.1169 455.2425 455.3682 455.4938 455.6194 455.7451 455.8706 455.9962 456.1218 456.2473 456.3728 456.4984 456.6239 456.7493 456.8748 457.0002 457.1257 457.2511 457.3765 457.5019 457.6273 457.7526 457.8780 458.0033 458.1286 458.2539 458.3792 458.5044 458.6297 458.7549 458.8801 459.0053 459.1305 459.2556 459.3808 459.5059 459.6310 459.7561 459.8812 460.0063 460.1314 460.2564 460.3814 460.5064 460.6314 460.7564 460.8813 461.0063 461.1312 461.2561 461.3810 461.5059 461.6308 461.7556 461.8805 462.0053 462.1301 462.2549 462.3796 462.5044 462.6291 462.7538 462.8785 463.0032 463.1279 463.2526 463.3772 463.5018 463.6264 463.7510 463.8756 464.0002 464.1247 464.2492 464.3738 464.4983 464.6227 464.7472 464.8717 464.9961 465.1205 465.2449 465.3693 465.4937 465.6180 465.7424 465.8667 465.9910 466.1153 466.2396 466.3638 466.4881 466.6123 466.7365 466.8607 466.9849 467.1090 467.2332 467.3573 467.4814 467.6055 467.7296 467.8537 467.9777 468.1017 468.2258 468.3498 468.4737 468.5977 468.7217 468.8456 468.9695 469.0934 469.2173 469.3412 469.4651 469.5889 469.7127 469.8365 469.9603 470.0841 470.2079 470.3316 470.4553 470.5790 470.7027 470.8264 470.9501 471.0737 471.1973 471.3210 471.4446 471.5681 471.6917 471.8153 471.9388 472.0623 472.1858 472.3093 472.4328 472.5562 472.6797 472.8031 472.9265 473.0499 473.1732 473.2966 473.4199 473.5433 473.6666 473.7898 473.9131 474.0364 474.1596 474.2828 474.4061 474.5292 474.6524 474.7756 474.8987 475.0219 475.1450 475.2681 475.3911 475.5142 475.6372 475.7603 475.8833 476.0063 476.1293 476.2522 476.3752 476.4981 476.6210 476.7439 476.8668 476.9897 477.1125 477.2354 477.3582 477.4810 477.6038 477.7265 477.8493 477.9720 478.0947 478.2175 478.3401 478.4628 478.5855 478.7081 478.8307 478.9533 479.0759 479.1985 479.3210 479.4436 479.5661 479.6886 479.8111 479.9336 480.0560 480.1785 480.3009 480.4233 480.5457 480.6681 480.7904 480.9128 481.0351 481.1574 481.2797 481.4020 481.5242 481.6465 481.7687 481.8909 482.0131 482.1353 482.2574 482.3796 482.5017 482.6238 482.7459 482.8680 482.9901 483.1121 483.2341 483.3561 483.4781 483.6001 483.7221 483.8440 483.9659 484.0879 484.2097 484.3316 484.4535 484.5753 484.6972 484.8190 484.9408 485.0625 485.1843 485.3061 485.4278 485.5495 485.6712 485.7929 485.9145 486.0362 486.1578 486.2794 486.4010 486.5226 486.6441 486.7657 486.8872 487.0087 487.1302 487.2517 487.3732 487.4946 487.6160 487.7374 487.8588 487.9802 488.1016 488.2229 488.3442 488.4656 488.5868 488.7081 488.8294 488.9506 489.0719 489.1931 489.3143 489.4354 489.5566 489.6777 489.7989 489.9200 490.0410 490.1621 490.2832 490.4042 490.5252 490.6462 490.7672 490.8882 491.0092 491.1301 491.2510 491.3719 491.4928 491.6137 491.7345 491.8554 491.9762 492.0970 492.2178 492.3385 492.4593 492.5800 492.7007 492.8214 492.9421 493.0628 493.1834 493.3041 493.4247 493.5453 493.6659 493.7864 493.9070 494.0275 494.1480 494.2685 494.3890 494.5094 494.6299 494.7503 494.8707 494.9911 495.1115 495.2318 495.3522 495.4725 495.5928 495.7131 495.8334 495.9536 496.0738 496.1941 496.3143 496.4345 496.5546 496.6748 496.7949 496.9150 497.0351 497.1552 497.2753 497.3953 497.5153 497.6353 497.7553 497.8753 497.9953 498.1152 498.2351 498.3550 498.4749 498.5948 498.7147 498.8345 498.9543 499.0741 499.1939 499.3137 499.4334 499.5532 499.6729 499.7926 499.9123 500.0319 500.1516 500.2712 500.3908 500.5104 500.6300 500.7495 500.8691 500.9886 501.1081 501.2276 501.3471 501.4665 501.5859 501.7054 501.8248 501.9442 502.0635 502.1829 502.3022 502.4215 502.5408 502.6601 502.7793 502.8986 503.0178 503.1370 503.2562 503.3754 503.4945 503.6137 503.7328 503.8519 503.9710 504.0901 504.2091 504.3281 504.4472 504.5662 504.6851 504.8041 504.9230 505.0420 505.1609 505.2798 505.3986 505.5175 505.6363 505.7552 505.8740 505.9928 506.1115 506.2303 506.3490 506.4677 506.5864 506.7051 506.8238 506.9424 507.0610 507.1797 507.2983 507.4168 507.5354 507.6539 507.7725 507.8910 508.0094 508.1279 508.2464 508.3648 508.4832 508.6016 508.7200 508.8384 508.9567 509.0750 509.1934 509.3117 509.4299 509.5482 509.6664 509.7847 509.9029 510.0211 510.1392 510.2574 510.3755 510.4936 510.6117 510.7298 510.8479 510.9659 511.0840 511.2020 511.3200 511.4380 511.5559 511.6739 511.7918 511.9097 512.0276 512.1455 512.2633 512.3812 512.4990 512.6168 512.7346 512.8524 512.9701 513.0878 513.2056 513.3233 513.4409 513.5586 513.6763 513.7939 513.9115 514.0291 514.1467 514.2642 514.3818 514.4993 514.6168 514.7343 514.8518 514.9692 515.0867 515.2041 515.3215 515.4389 515.5563 515.6736 515.7910 515.9083 516.0256 516.1429 516.2601 516.3774 516.4946 516.6118 516.7290 516.8462 516.9634 517.0805 517.1977 517.3148 517.4319 517.5490 517.6660 517.7831 517.9001 518.0171 518.1341 518.2511 518.3680 518.4850 518.6019 518.7188 518.8357 518.9526 519.0694 519.1863 519.3031 519.4199 519.5367 519.6535 519.7702 519.8870 520.0037 520.1204 520.2371 520.3537 520.4704 520.5870 520.7036 520.8202 520.9368 521.0534 521.1700 521.2865 521.4030 521.5195 521.6360 521.7525 521.8689 521.9853 522.1018 522.2182 522.3345 522.4509 522.5672 522.6836 522.7999 522.9162 523.0325 523.1487 523.2650 523.3812 523.4974 523.6136 523.7298 523.8460 523.9621 524.0782 524.1944 524.3105 524.4265 524.5426 524.6586 524.7747 524.8907 525.0067 525.1227 525.2386 525.3546 525.4705 525.5864 525.7023 525.8182 525.9340 526.0499 526.1657 526.2815 526.3973 526.5131 526.6289 526.7446 526.8603 526.9760 527.0917 527.2074 527.3231 527.4387 527.5543 527.6699 527.7855 527.9011 528.0167 528.1322 528.2477 528.3632 528.4787 528.5942 528.7097 528.8251 528.9405 529.0559 529.1713 529.2867 529.4021 529.5174 529.6327 529.7480 529.8633 529.9786 530.0939 530.2091 530.3243 530.4395 530.5547 530.6699 530.7851 530.9002 531.0153 531.1304 531.2455 531.3606 531.4756 531.5907 531.7057 531.8207 531.9357 532.0507 532.1656 532.2806 532.3955 532.5104 532.6253 532.7402 532.8550 532.9699 533.0847 533.1995 533.3143 533.4290 533.5438 533.6585 533.7733 533.8880 534.0027 534.1173 534.2320 534.3466 534.4613 534.5759 534.6905 534.8050 534.9196 535.0342 535.1487 535.2632 535.3777 535.4922 535.6066 535.7211 535.8355 535.9499 536.0643 536.1787 536.2931 536.4074 536.5218 536.6361 536.7504 536.8647 536.9790 537.0933 537.2075 537.3217 537.4360 537.5502 537.6643 537.7785 537.8927 538.0068 538.1210 538.2351 538.3492 538.4633 538.5774 538.6914 538.8055 538.9195 539.0335 539.1475 539.2615 539.3755 539.4895 539.6035 539.7174 539.8313 539.9453 540.0592 540.1731 540.2870 540.4008 540.5147 540.6286 540.7424 540.8563 540.9701 541.0839 541.1977 541.3115 541.4253 541.5391 541.6529 541.7666 541.8804 541.9941 542.1079 542.2216 542.3354 542.4491
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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: Stray light correction method: 0=no stray light correction, 1=simple method, 2=uncorrected matrix method, 3=corrected matrix method
Column 34: Estimated average residual stray light level [%] (for methods 1 and 3 this is before the subtraction of the signal at no-input pixel)
Column 35: 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 36: 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 37: 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 38: 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 39: 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 40: 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 41: 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 42: Wavelength change fitting result index: 0,1,2=no error or warning, 3=warning, -1 or >3=error
Column 43: Normalized rms of fitting residuals in wavelength change retrieval weighted with independent instrumental uncertainty, -9=fitting not successful or no fitting done
Column 44: Number of pixels included in wavelength change retrieval, -9=no wavelength change determination
Column 45: Number of pixels not included in wavelength correction, -9=no wavelength correction
Column 46: Mean wavelength correction applied [%], -9=no wavelength correction
Column 47: Standard deviation of wavelength correction applied [%], -9=no wavelength correction
Column 48: Minimum wavelength correction applied [%], -9=no wavelength correction
Column 49: Maximum wavelength correction applied [%], -9=no wavelength correction
Column 50: Expected wavelength shift based on effective temperature [nm], -9=no effective temperature given
Column 51: Retrieved wavelength change, order 0, -9=no wavelength change determination
Column 52: Retrieved wavelength change, order 1, -9=no wavelength change determination
Column 53: Temperature at electronics board [°C], 999=no temperature signal
Column 54: Spectrometer control temperature [°C], 999=no temperature signal
Column 55: Auxiliary spectrometer temperature [°C], 999=no temperature signal
Column 56: Scale factor for data and uncertainties, to obtain unscaled output divide them by this number
Column 57: Indicator for uncertainty and atmospheric variability (see manual for exact meaning)
Column 58: L1 data type, data are... 1=corrected count rate [s-1], 2=radiance [W/m2/nm/sr], 3=irradiance [W/m2/nm]
Columns 59-2106: L1 data for each pixel, 0 is NOT a 'true' zero if the corresponding value in the uncertainty is -2, -3 or -4
Columns 2107-4154: 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 4155-6202: 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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SO 20181119T063830.0Z 6897.276736 1 1 32.01 2 4000.000 8 2 0 1 5 0.00 1 0.00 1 -1.00 507 0 11 4 0 25.96 72 0 0 1356 5.540e+02 4.441e+00 5.732e+02 1.280e+01 3 16.16 -1.00 65.26 -1.00 66.45 62.94 26.25 14.29 0 2.119e-01 1786 -9 -9.00 -9.00 -9.00 -9.00 -0.05917 7.03971e-02 -1.90965e-03 29.05 15.00 25.96 4.030e+04 10 3 0 0 0 0 0 0 0 0 0 0 -371 -408 -49 -327 347 -86 -357 737 884 204 115 549 231 245 -177 432 335 364 62 -161 428 -98 -318 126 87 -288 -136 -308 522 -227 574 -133 460 437 -251 -238 5 -49 -228 158 859 -8 20 197 64 61 -232 -168 -218 317 -4 -154 -133 74 -192 -207 426 35 -121 72 117 -18 77 -133 -66 -90 -158 -165 386 -162 -169 373 -172 230 187 -19 -140 36 16 116 -149 324 214 -138 -50 -22 -161 14 -145 84 -152 242 -85 3 -41 -28 307 -144 332 -137 141 110 -32 -135 278 -24 129 130 -73 15 -135 276 185 -31 87 14 44 -70 -2 152 -95 213 18 -32 -123 74 -151 -48 -131 -2 45 153 -127 148 147 -16 151 -122 -119 -127 168 -45 452 -41 71 -129 105 15 -59 80 -123 -111 -117 -66 157 244 -129 345 218 25 -116 451 -73 9 -112 117 184 -54 -116 102 -20 121 183 -48 79 193 5 -31 -42 -112 122 -62 133 -107 -113 24 -113 82 -108 108 -86 150 -119 -86 4 139 -123 398 -112 29 -109 10 -107 96 76 -66 -34 -19 137 105 123 -128 119 -79 -112 -80 63 122 152 28 417 -85 268 123 44 -146 -67 150 -106 -108 -33 -30 131 227 -120 -10 -110 165 16 444 -34 254 -11 235 45 191 66 25 57 146 154 -112 -107 32 210 -70 114 76 -55 -111 21 136 -106 -89 130 41 153 30 97 -103 244 82 211 -111 -42 -111 -100 -60 -28 24 -110 -69 32 1 145 211 82 -1 161 -70 224 -114 253 -70 117 -111 163 42 -21 319 63 132 -56 150 197 107 -56 121 -22 169 -102 333 154 -107 -106 161 33 63 200 13 305 204 100 111 154 -35 262 225 374 76 -93 -13 -2 20 239 161 102 -112 238 -62 147 161 -52 291 -106 187 -38 58 -6 315 313 128 243 97 -8 239 -54 115 198 251 134 -72 391 42 386 78 132 137 87 -4 125 20 548 130 249 81 359 132 210 202 92 324 183 189 327 285 249 218 85 64 -102 66 115 205 337 11 77 399 -20 -110 502 265 256 277 108 227 318 12 236 164 279 239 378 312 174 132 183 81 358 245 389 384 102 197 47 460 362 261 497 474 -34 369 231 274 401 45 390 343 441 279 461 58 306 221 496 493 10 316 323 333 377 301 204 165 134 383 366 193 54 506 205 274 213 277 166 -80 16 382 46 -3 210 74 374 371 338 281 435 41 409 192 432 511 427 -13 266 225 290 87 265 305 279 -75 499 338 62 147 186 521 110 524 341 300 133 350 163 432 189 435 483 371 457 256 521 -49 298 149 361 341 506 52 224 176 153 624 254 114 166 -108 330 294 453 482 75 301 332 21 387 402 36 480 26 516 127 263 574 4 357 288 390 195 359 343 180 135 831 200 365 464 143 263 -31 130 217 590 329 286 226 12 -2 145 297 515 215 324 132 336 459 726 320 374 125 395 353 348 363 232 430 526 -12 131 489 439 214 230 109 33 252 195 529 287 396 327 236 646 144 332 257 337 179 436 442 354 286 308 457 293 345 132 176 143 692 151 501 163 384 255 519 278 550 475 320 437 536 331 833 217 695 544 584 324 180 398 487 593 307 322 469 428 85 517 346 332 181 614 308 537 324 289 567 390 247 40 507 332 560 265 852 666 513 469 108 339 492 59 220 236 350 714 315 448 179 87 315 28 44 584 438 301 401 279 204 150 71 123 568 382 72 372 248 336 249 91 356 137 404 446 564 588 446 574 523 697 522 333 156 748 404 634 286 607 407 532 614 625 580 431 337 565 320 588 667 384 585 380 544 543 389 296 434 382 615 160 382 377 331 140 536 273 526 237 95 282 351 290 528 292 69 386 84 367 474 205 407 495 460 545 402 310 435 344 397 146 115 489 328 85 343 217 529 515 388 160 525 598 527 581 573 668 326 547 236 199 1 82 154 510 502 544 500 657 -8 743 343 510 458 478 623 398 339 528 426 213 509 414 544 387 297 635 710 481 616 295 276 406 297 331 61 673 144 352 136 465 271 336 79 588 206 697 15 822 618 401 291 391 534 384 789 424 405 276 459 206 325 228 431 325 78 194 234 260 421 385 839 509 544 611 598 537 663 698 653 917 569 880 662 876 807 587 567 678 626 561 798 607 708 597 787 484 701 403 556 340 791 614 1040 815 694 612 585 884 872 734 855 1097 633 610 469 767 558 770 640 636 707 551 607 1053 396 1024 861 938 404 713 875 522 437 748 694 519 479 605 678 653 1018 707 745 766 605 579 636 955 860 1017 698 728 542 919 557 1120 719 839 966 633 621 621 733 590 362 537 714 770 535 777 478 748 893 872 1047 666 1126 894 1113 495 817 822 840 766 403 713 742 883 343 792 635 891 487 997 505 941 870 541 760 497 894 757 742 792 812 511 484 686 478 597 752 765 891 847 916 989 813 564 536 638 829 826 897 949 813 859 617 884 616 723 895 735 801 727 838 729 577 762 333 749 480 730 686 574 794 742 659 674 917 727 933 471 863 744 796 631 743 791 643 722 561 1002 881 856 880 361 849 886 694 883 646 609 626 948 649 734 992 719 550 873 666 439 737 664 827 663 735 402 773 514 908 1074 637 605 762 564 425 464 586 844 674 815 607 786 603 958 681 619 684 879 675 787 670 968 932 740 625 746 579 395 569 318 573 610 514 447 341 349 965 634 576 707 677 883 946 781 584 727 517 777 641 993 808 1006 888 1079 1012 612 729 785 577 220 539 993 953 593 916 737 878 789 630 732 1001 842 1075 1021 914 1046 742 1076 1003 1103 1066 523 909 1159 672 958 967 777 662 868 602 646 547 927 635 629 885 812 570 677 957 746 1096 811 849 815 1115 575 587 546 823 629 997 1085 987 816 922 716 782 1154 939 850 941 952 793 771 774 918 778 874 1111 806 732 611 1026 778 824 895 846 693 913 888 892 837 740 878 1003 958 838 619 1245 1028 901 690 934 1093 809 995 702 1212 1051 1109 1014 1027 867 1050 1099 1082 886 831 907 1187 1129 916 933 894 1038 888 900 951 1010 1051 869 866 1142 1034 1341 989 1244 812 1187 982 631 1018 873 1109 460 1014 972 1047 820 946 669 722 1011 616 677 1085 1017 642 763 825 842 916 1308 794 962 669 989 823 895 1052 1259 974 1073 835 1000 996 1049 817 861 989 1157 1122 1130 1279 1046 1388 951 1279 1023 1145 1127 1011 1203 1134 1113 956 715 1032 949 899 1030 1056 1360 819 1154 969 1067 799 877 1174 1506 733 953 771 1015 927 969 1266 953 1079 737 1038 1014 1008 818 1008 709 844 771 1306 1201 843 952 1264 1169 722 1208 989 1138 1039 953 995 1143 766 976 977 1001 851 1309 1042 1010 1327 773 1010 1194 1085 1185 1265 1226 1101 843 1093 864 1076 1114 1036 1071 683 864 1203 1001 752 1190 1015 1085 1158 1128 1028 978 1091 870 892 1068 927 995 817 1141 1332 953 1290 936 875 958 1050 627 922 952 1056 1000 869 949 1116 804 1172 984 989 789 1083 1110 1212 1096 864 1060 851 1004 1121 978 955 945 919 1065 925 876 856 1159 1002 1183 1156 931 960 1122 1081 1066 1307 799 913 864 1011 914 959 690 907 654 599 814 655 1126 1128 1092 1037 960 921 1027 1004 1043 847 861 1205 939 941 841 926 660 969 693 900 1086 1077 1245 1156 878 1214 1019 953 939 924 981 1177 1039 999 869 847 1083 1127 848 1218 641 1160 1335 1032 973 1085 940 775 1117 782 1092 1158 715 1054 990 1172 945 1110 801 1301 671 1099 498 1187 771 1296 835 1047 897 779 1081 703 943 864 1033 699 897 560 768 876 762 584 1166 1025 901 878 907 1083 762 616 788 1165 1052 1130 773 1033 644 1302 758 1085 947 1025 1024 980 994 1449 458 1028 731 807 1180 1058 1096 1152 1346 1102 1321 1049 947 1135 752 1065 1263 1125 930 805 952 900 811 835 949 968 1121 1103 774 1020 976 921 1001 1122 897 1049 935 1068 1213 1029 1040 1071 660 743 1282 861 1276 837 1122 853 1019 671 1338 791 1178 832 692 1063 1123 988 730 939 1186 1294 1022 682 1030 1083 930 794 956 1060 718 733 1038 793 1204 892 949 902 865 1155 1203 1012 1435 750 964 914 901 710 1110 979 1031 797 956 709 820 784 690 1031 672 1177 915 773 514 625 543 1202 802 542 811 772 816 917 916 1171 854 734 957 856 1295 918 1030 1113 1258 1007 1022 801 990 660 665 904 843 774 685 733 915 880 992 932 1117 1125 1028 800 824 1129 777 896 711 993 910 499 771 825 1308 572 756 1277 985 472 1022 755 1205 778 934 1059 832 993 1200 632 711 1101 1001 1069 902 1435 847 1113 658 950 737 975 586 1100 944 1315 887 701 817 1300 948 805 522 887 843 796 1193 608 788 497 599 757 985 860 781 543 1026 749 781 667 566 748 934 1005 1128 988 951 1071 778 932 1063 919 1044 872 754 599 299 593 698 782 715 585 965 171 1123 845 1127 812 1113 769 430 813 976 366 905 584 837 1030 493 1067 810 1144 892 728 898 1232 636 953 455 999 478 1172 556 953 773 807 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1281 985 670 754 772 879 1002 965 1303 1692 1804 1947 1928 2007 2070 2125 1987 2241 2150 2011 2131 2539 2034 2334 1801 2382 2352 2217 2168 2469 2178 2100 2234 2422 2501 2144 2396 2511 2474 2242 2431 2249 2522 2168 2475 2339 2391 2375 2510 2899 2242 2320 2063 2495 2316 2717 2382 2686 2549 2362 2263 2161 2145 2024 2153 2438 2218 2339 2553 2184 2468 2182 2628 2061 2319 2113 2360 1898 2497 2164 2615 2310 2558 2050 2300 2021 2238 2217 2596 2734 2110 2497 2247 2480 2729 2866 2736 2433 2488 2524 2079 1979 2043 2052 1856 2022 2207 2098 2236 2274 2552 2626 2752 2702 2558 2631 2810 2853 2637 2752 2112 2703 2533 2573 2364 2342 2590 2425 2044 2411 2081 2609 2507 2759 2585 2862 2485 2446 2617 2426 2414 2694 2357 2489 2504 2302 2573 2167 2608 2313 2712 2802 2942 2743 2775 2696 2480 2356 2336 2231 2233 2518 2518 2483 2477 2641 2496 2611 2177 2536 2443 2515 2392 2359 2715 2760 2737 2440 2411 2171 2318 2282 2399 2201 2646 2527 2734 2587 3043 2596 2860 2765 2745 2649 2758 2515 2750 2719 2629 1929 1897 2273 2243 2776 2500 2648 2273 2553 2397 2492 2364 2648 2692 2757 2813 2694 2368 2585 2440 2502 2437 2580 2783 2285 2295 2336 2321 2356 2453 2217 2603 2424 2705 2526 2271 2177 2383 2197 2015 2674 2469 2896 2643 2584 2309 2471 2400 2271 2142 2180 2142 2104 2253 2359 2220 2059 1956 2020 1746 1637 1872 1579 1643 1479 1984 1714 1910 2011 2219 2203 2865 2857 2669 2969 2726 2564 2440 2089 2314 2399 2768 2976 2934 2709 2554 2515 2521 2655 2005 2000 2221 2461 2715 2502 2720 2689 3098 2369 2895 2602 2455 2316 2937 2446 2894 2643 3088 3035 2856 2776 2577 2806 2590 2759 2459 2786 2658 3023 2644 2800 2543 2673 2190 2078 2038 2696 2329 2528 2608 2699 2641 2485 2743 2633 2850 2781 2999 2637 2611 2579 2139 2599 2711 2751 3066 2922 2845 2692 2651 2985 2967 3269 3050 3463 2640 2957 3074 3116 2904 3124 2946 2772 2780 2827 2914 2853 2988 2893 3013 2880 2847 2574 3094 3166 3229 2734 3320 2961 2896 2373 2711 2476 2701 2650 2909 2858 2748 2955 2810 2917 2665 3178 2555 3159 2915 3251 2848 3410 2959 2903 2873 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1431 1331 1405 1697 1860 1648 1634 1748 2217 1960 1739 1566 1641 1622 1819 1782 1977 1828 1813 1573 1994 1700 1803 1669 1542 1617 1666 1806 1580 1940 1998 1575 1726 1738 2198 1643 2069 2053 1782 1802 2117 1556 1514 1343 1442 1326 1624 1865 2028 1825 2040 1862 1605 1489 1418 1462 1708 1786 1891 1817 1451 1650 1293 1209 1012 1138 1583 1543 1701 1772 1474 1351 1130 1366 1155 1220 1396 1378 2072 1564 1566 1507 1514 1472 1734 1535 1810 1556 1705 1696 1565 1550 1828 2193 2166 2082 2007 2145 2324 2309 2255 2320 2076 1913 1380 1807 1690 1654 1518 1700 1671 1460 1419 1747 1676 1935 1929 1904 1669 1957 1866 1697 1790 1778 1868 1465 1712 1359 1389 1331 1033 1294 1070 1331 908 1260 713 951 1169 1082 857 1034 1081 1528 1137 1767 1784 1732 1629 1824 1684 1470 1502 1707 1652 1352 1512 1347 1591 1651 1800 1524 1860 1456 1936 1121 1481 1645 1534 1806 1360 1746 1396 1643 1554 1381 1613 1534 1117 1596 1464 1869 1874 2089 1863 1990 2067 2272 2143 1802 2144 1804 1896 1876 2131 2185 2168 2107 2215 2215 2084 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