File name: Pandora78s1_Banting_20230506_L1_smca1c4d20220622p1-8.txt
File generation date: 20260211T170836.2Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c4d20220622p1-8
Local principal investigator: Mohd Talib Latif
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 78
Spectrometer number: 1
Processing software version used: BlickP v1.8.75
Instrument operation file used: Pandora78_OF_v3d20220217.txt
Instrument calibration file used: Pandora78s1_CF_v4d20220622.txt
Level 0 file used: Pandora78s1_Banting_20230506_L0.txt
Full location name: CA22B CA0022 Kolej Mara Banting
Short location name: Banting
Country of location: Malaysia
Location latitude [deg]: 2.8167
Location longitude [deg]: 101.6232
Location altitude [m]: 7
Local noon date: 20230506
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]: 277.4991 277.6429 277.7866 277.9303 278.0740 278.2177 278.3614 278.5051 278.6487 278.7924 278.9360 279.0796 279.2232 279.3668 279.5104 279.6540 279.7975 279.9410 280.0846 280.2281 280.3716 280.5150 280.6585 280.8020 280.9454 281.0888 281.2322 281.3756 281.5190 281.6624 281.8058 281.9491 282.0924 282.2358 282.3791 282.5224 282.6656 282.8089 282.9521 283.0954 283.2386 283.3818 283.5250 283.6682 283.8114 283.9545 284.0977 284.2408 284.3839 284.5270 284.6701 284.8132 284.9562 285.0993 285.2423 285.3854 285.5284 285.6714 285.8143 285.9573 286.1003 286.2432 286.3861 286.5291 286.6720 286.8148 286.9577 287.1006 287.2434 287.3863 287.5291 287.6719 287.8147 287.9575 288.1002 288.2430 288.3857 288.5285 288.6712 288.8139 288.9566 289.0993 289.2419 289.3846 289.5272 289.6698 289.8124 289.9550 290.0976 290.2402 290.3828 290.5253 290.6678 290.8104 290.9529 291.0953 291.2378 291.3803 291.5227 291.6652 291.8076 291.9500 292.0924 292.2348 292.3772 292.5195 292.6619 292.8042 292.9466 293.0889 293.2312 293.3734 293.5157 293.6580 293.8002 293.9424 294.0847 294.2269 294.3691 294.5112 294.6534 294.7956 294.9377 295.0798 295.2219 295.3640 295.5061 295.6482 295.7903 295.9323 296.0743 296.2164 296.3584 296.5004 296.6424 296.7843 296.9263 297.0682 297.2102 297.3521 297.4940 297.6359 297.7778 297.9197 298.0615 298.2034 298.3452 298.4870 298.6288 298.7706 298.9124 299.0541 299.1959 299.3376 299.4794 299.6211 299.7628 299.9045 300.0462 300.1878 300.3295 300.4711 300.6128 300.7544 300.8960 301.0376 301.1791 301.3207 301.4623 301.6038 301.7453 301.8868 302.0283 302.1698 302.3113 302.4528 302.5942 302.7357 302.8771 303.0185 303.1599 303.3013 303.4427 303.5840 303.7254 303.8667 304.0080 304.1493 304.2906 304.4319 304.5732 304.7145 304.8557 304.9970 305.1382 305.2794 305.4206 305.5618 305.7030 305.8441 305.9853 306.1264 306.2676 306.4087 306.5498 306.6909 306.8319 306.9730 307.1141 307.2551 307.3961 307.5371 307.6781 307.8191 307.9601 308.1011 308.2420 308.3830 308.5239 308.6648 308.8057 308.9466 309.0875 309.2284 309.3692 309.5101 309.6509 309.7917 309.9325 310.0733 310.2141 310.3549 310.4956 310.6364 310.7771 310.9178 311.0585 311.1992 311.3399 311.4806 311.6213 311.7619 311.9025 312.0432 312.1838 312.3244 312.4650 312.6055 312.7461 312.8867 313.0272 313.1677 313.3082 313.4487 313.5892 313.7297 313.8702 314.0106 314.1511 314.2915 314.4319 314.5723 314.7127 314.8531 314.9935 315.1338 315.2742 315.4145 315.5548 315.6952 315.8355 315.9757 316.1160 316.2563 316.3965 316.5368 316.6770 316.8172 316.9574 317.0976 317.2378 317.3779 317.5181 317.6582 317.7984 317.9385 318.0786 318.2187 318.3588 318.4988 318.6389 318.7790 318.9190 319.0590 319.1990 319.3390 319.4790 319.6190 319.7589 319.8989 320.0388 320.1788 320.3187 320.4586 320.5985 320.7384 320.8782 321.0181 321.1579 321.2978 321.4376 321.5774 321.7172 321.8570 321.9968 322.1365 322.2763 322.4160 322.5557 322.6954 322.8352 322.9748 323.1145 323.2542 323.3938 323.5335 323.6731 323.8127 323.9523 324.0919 324.2315 324.3711 324.5107 324.6502 324.7898 324.9293 325.0688 325.2083 325.3478 325.4873 325.6267 325.7662 325.9056 326.0451 326.1845 326.3239 326.4633 326.6027 326.7420 326.8814 327.0208 327.1601 327.2994 327.4387 327.5780 327.7173 327.8566 327.9959 328.1351 328.2744 328.4136 328.5528 328.6920 328.8312 328.9704 329.1096 329.2487 329.3879 329.5270 329.6662 329.8053 329.9444 330.0835 330.2225 330.3616 330.5007 330.6397 330.7787 330.9178 331.0568 331.1958 331.3347 331.4737 331.6127 331.7516 331.8906 332.0295 332.1684 332.3073 332.4462 332.5851 332.7239 332.8628 333.0016 333.1405 333.2793 333.4181 333.5569 333.6957 333.8345 333.9732 334.1120 334.2507 334.3894 334.5282 334.6669 334.8055 334.9442 335.0829 335.2216 335.3602 335.4988 335.6374 335.7761 335.9147 336.0532 336.1918 336.3304 336.4689 336.6075 336.7460 336.8845 337.0230 337.1615 337.3000 337.4384 337.5769 337.7153 337.8538 337.9922 338.1306 338.2690 338.4074 338.5458 338.6841 338.8225 338.9608 339.0991 339.2375 339.3758 339.5140 339.6523 339.7906 339.9288 340.0671 340.2053 340.3435 340.4818 340.6199 340.7581 340.8963 341.0345 341.1726 341.3108 341.4489 341.5870 341.7251 341.8632 342.0013 342.1393 342.2774 342.4154 342.5535 342.6915 342.8295 342.9675 343.1055 343.2434 343.3814 343.5193 343.6573 343.7952 343.9331 344.0710 344.2089 344.3468 344.4846 344.6225 344.7603 344.8982 345.0360 345.1738 345.3116 345.4494 345.5871 345.7249 345.8626 346.0004 346.1381 346.2758 346.4135 346.5512 346.6888 346.8265 346.9642 347.1018 347.2394 347.3770 347.5146 347.6522 347.7898 347.9274 348.0649 348.2025 348.3400 348.4775 348.6150 348.7525 348.8900 349.0275 349.1649 349.3024 349.4398 349.5772 349.7146 349.8520 349.9894 350.1268 350.2641 350.4015 350.5388 350.6762 350.8135 350.9508 351.0881 351.2253 351.3626 351.4999 351.6371 351.7743 351.9115 352.0487 352.1859 352.3231 352.4603 352.5974 352.7346 352.8717 353.0088 353.1459 353.2830 353.4201 353.5572 353.6942 353.8313 353.9683 354.1053 354.2423 354.3793 354.5163 354.6533 354.7903 354.9272 355.0641 355.2011 355.3380 355.4749 355.6118 355.7486 355.8855 356.0224 356.1592 356.2960 356.4328 356.5696 356.7064 356.8432 356.9800 357.1167 357.2534 357.3902 357.5269 357.6636 357.8003 357.9370 358.0736 358.2103 358.3469 358.4835 358.6202 358.7568 358.8934 359.0299 359.1665 359.3031 359.4396 359.5761 359.7126 359.8491 359.9856 360.1221 360.2586 360.3950 360.5315 360.6679 360.8043 360.9407 361.0771 361.2135 361.3499 361.4862 361.6226 361.7589 361.8952 362.0315 362.1678 362.3041 362.4403 362.5766 362.7128 362.8491 362.9853 363.1215 363.2577 363.3939 363.5300 363.6662 363.8023 363.9384 364.0746 364.2107 364.3467 364.4828 364.6189 364.7549 364.8910 365.0270 365.1630 365.2990 365.4350 365.5710 365.7069 365.8429 365.9788 366.1148 366.2507 366.3866 366.5225 366.6583 366.7942 366.9300 367.0659 367.2017 367.3375 367.4733 367.6091 367.7449 367.8806 368.0164 368.1521 368.2878 368.4235 368.5592 368.6949 368.8306 368.9662 369.1019 369.2375 369.3731 369.5087 369.6443 369.7799 369.9155 370.0510 370.1865 370.3221 370.4576 370.5931 370.7286 370.8641 370.9995 371.1350 371.2704 371.4058 371.5412 371.6766 371.8120 371.9474 372.0827 372.2181 372.3534 372.4887 372.6240 372.7593 372.8946 373.0299 373.1651 373.3004 373.4356 373.5708 373.7060 373.8412 373.9764 374.1115 374.2467 374.3818 374.5169 374.6521 374.7871 374.9222 375.0573 375.1924 375.3274 375.4624 375.5974 375.7324 375.8674 376.0024 376.1374 376.2723 376.4073 376.5422 376.6771 376.8120 376.9469 377.0818 377.2166 377.3515 377.4863 377.6211 377.7559 377.8907 378.0255 378.1602 378.2950 378.4297 378.5645 378.6992 378.8339 378.9685 379.1032 379.2379 379.3725 379.5071 379.6418 379.7764 379.9110 380.0455 380.1801 380.3146 380.4492 380.5837 380.7182 380.8527 380.9872 381.1217 381.2561 381.3906 381.5250 381.6594 381.7938 381.9282 382.0626 382.1969 382.3313 382.4656 382.5999 382.7342 382.8685 383.0028 383.1371 383.2713 383.4056 383.5398 383.6740 383.8082 383.9424 384.0766 384.2107 384.3449 384.4790 384.6131 384.7472 384.8813 385.0154 385.1494 385.2835 385.4175 385.5515 385.6855 385.8195 385.9535 386.0875 386.2214 386.3554 386.4893 386.6232 386.7571 386.8910 387.0248 387.1587 387.2925 387.4264 387.5602 387.6940 387.8278 387.9615 388.0953 388.2290 388.3628 388.4965 388.6302 388.7639 388.8976 389.0312 389.1649 389.2985 389.4321 389.5657 389.6993 389.8329 389.9665 390.1000 390.2336 390.3671 390.5006 390.6341 390.7676 390.9010 391.0345 391.1679 391.3013 391.4348 391.5682 391.7015 391.8349 391.9683 392.1016 392.2349 392.3682 392.5015 392.6348 392.7681 392.9014 393.0346 393.1678 393.3010 393.4342 393.5674 393.7006 393.8338 393.9669 394.1000 394.2331 394.3662 394.4993 394.6324 394.7655 394.8985 395.0315 395.1646 395.2976 395.4306 395.5635 395.6965 395.8294 395.9624 396.0953 396.2282 396.3611 396.4940 396.6268 396.7597 396.8925 397.0253 397.1581 397.2909 397.4237 397.5564 397.6892 397.8219 397.9546 398.0874 398.2200 398.3527 398.4854 398.6180 398.7507 398.8833 399.0159 399.1485 399.2811 399.4136 399.5462 399.6787 399.8112 399.9437 400.0762 400.2087 400.3411 400.4736 400.6060 400.7384 400.8709 401.0032 401.1356 401.2680 401.4003 401.5327 401.6650 401.7973 401.9296 402.0618 402.1941 402.3263 402.4586 402.5908 402.7230 402.8552 402.9874 403.1195 403.2517 403.3838 403.5159 403.6480 403.7801 403.9122 404.0442 404.1763 404.3083 404.4403 404.5723 404.7043 404.8363 404.9682 405.1002 405.2321 405.3640 405.4959 405.6278 405.7597 405.8915 406.0234 406.1552 406.2870 406.4188 406.5506 406.6824 406.8141 406.9459 407.0776 407.2093 407.3410 407.4727 407.6043 407.7360 407.8676 407.9992 408.1308 408.2624 408.3940 408.5256 408.6571 408.7887 408.9202 409.0517 409.1832 409.3147 409.4461 409.5776 409.7090 409.8404 409.9718 410.1032 410.2346 410.3659 410.4973 410.6286 410.7599 410.8912 411.0225 411.1538 411.2851 411.4163 411.5475 411.6787 411.8099 411.9411 412.0723 412.2034 412.3346 412.4657 412.5968 412.7279 412.8590 412.9901 413.1211 413.2521 413.3832 413.5142 413.6452 413.7761 413.9071 414.0381 414.1690 414.2999 414.4308 414.5617 414.6926 414.8234 414.9543 415.0851 415.2159 415.3467 415.4775 415.6083 415.7390 415.8698 416.0005 416.1312 416.2619 416.3926 416.5233 416.6539 416.7846 416.9152 417.0458 417.1764 417.3070 417.4375 417.5681 417.6986 417.8291 417.9596 418.0901 418.2206 418.3511 418.4815 418.6119 418.7424 418.8728 419.0031 419.1335 419.2639 419.3942 419.5245 419.6549 419.7851 419.9154 420.0457 420.1760 420.3062 420.4364 420.5666 420.6968 420.8270 420.9572 421.0873 421.2174 421.3476 421.4777 421.6078 421.7378 421.8679 421.9979 422.1280 422.2580 422.3880 422.5180 422.6479 422.7779 422.9078 423.0378 423.1677 423.2976 423.4274 423.5573 423.6872 423.8170 423.9468 424.0766 424.2064 424.3362 424.4660 424.5957 424.7254 424.8552 424.9849 425.1145 425.2442 425.3739 425.5035 425.6331 425.7628 425.8924 426.0219 426.1515 426.2811 426.4106 426.5401 426.6696 426.7991 426.9286 427.0581 427.1875 427.3170 427.4464 427.5758 427.7052 427.8345 427.9639 428.0932 428.2226 428.3519 428.4812 428.6105 428.7397 428.8690 428.9982 429.1275 429.2567 429.3859 429.5150 429.6442 429.7734 429.9025 430.0316 430.1607 430.2898 430.4189 430.5479 430.6770 430.8060 430.9350 431.0640 431.1930 431.3220 431.4510 431.5799 431.7088 431.8377 431.9666 432.0955 432.2244 432.3532 432.4821 432.6109 432.7397 432.8685 432.9973 433.1260 433.2548 433.3835 433.5122 433.6409 433.7696 433.8983 434.0269 434.1556 434.2842 434.4128 434.5414 434.6700 434.7985 434.9271 435.0556 435.1842 435.3127 435.4412 435.5696 435.6981 435.8265 435.9550 436.0834 436.2118 436.3402 436.4685 436.5969 436.7252 436.8536 436.9819 437.1102 437.2385 437.3667 437.4950 437.6232 437.7514 437.8796 438.0078 438.1360 438.2642 438.3923 438.5205 438.6486 438.7767 438.9048 439.0328 439.1609 439.2889 439.4170 439.5450 439.6730 439.8010 439.9289 440.0569 440.1848 440.3127 440.4406 440.5685 440.6964 440.8243 440.9521 441.0800 441.2078 441.3356 441.4634 441.5911 441.7189 441.8466 441.9744 442.1021 442.2298 442.3574 442.4851 442.6128 442.7404 442.8680 442.9956 443.1232 443.2508 443.3784 443.5059 443.6334 443.7610 443.8885 444.0159 444.1434 444.2709 444.3983 444.5257 444.6532 444.7806 444.9079 445.0353 445.1627 445.2900 445.4173 445.5446 445.6719 445.7992 445.9264 446.0537 446.1809 446.3081 446.4353 446.5625 446.6897 446.8169 446.9440 447.0711 447.1982 447.3253 447.4524 447.5795 447.7065 447.8336 447.9606 448.0876 448.2146 448.3416 448.4685 448.5955 448.7224 448.8493 448.9762 449.1031 449.2300 449.3568 449.4837 449.6105 449.7373 449.8641 449.9909 450.1177 450.2444 450.3711 450.4979 450.6246 450.7513 450.8779 451.0046 451.1312 451.2579 451.3845 451.5111 451.6377 451.7642 451.8908 452.0173 452.1439 452.2704 452.3969 452.5233 452.6498 452.7763 452.9027 453.0291 453.1555 453.2819 453.4083 453.5346 453.6610 453.7873 453.9136 454.0399 454.1662 454.2925 454.4187 454.5450 454.6712 454.7974 454.9236 455.0498 455.1759 455.3021 455.4282 455.5543 455.6804 455.8065 455.9326 456.0587 456.1847 456.3107 456.4367 456.5627 456.6887 456.8147 456.9406 457.0666 457.1925 457.3184 457.4443 457.5702 457.6960 457.8219 457.9477 458.0735 458.1993 458.3251 458.4509 458.5766 458.7024 458.8281 458.9538 459.0795 459.2052 459.3308 459.4565 459.5821 459.7077 459.8334 459.9589 460.0845 460.2101 460.3356 460.4611 460.5867 460.7122 460.8376 460.9631 461.0886 461.2140 461.3394 461.4648 461.5902 461.7156 461.8410 461.9663 462.0916 462.2169 462.3422 462.4675 462.5928 462.7181 462.8433 462.9685 463.0937 463.2189 463.3441 463.4693 463.5944 463.7195 463.8447 463.9698 464.0949 464.2199 464.3450 464.4700 464.5951 464.7201 464.8451 464.9700 465.0950 465.2200 465.3449 465.4698 465.5947 465.7196 465.8445 465.9693 466.0942 466.2190 466.3438 466.4686 466.5934 466.7182 466.8429 466.9677 467.0924 467.2171 467.3418 467.4665 467.5911 467.7158 467.8404 467.9650 468.0896 468.2142 468.3388 468.4633 468.5878 468.7124 468.8369 468.9614 469.0858 469.2103 469.3347 469.4592 469.5836 469.7080 469.8324 469.9567 470.0811 470.2054 470.3298 470.4541 470.5784 470.7026 470.8269 470.9511 471.0754 471.1996 471.3238 471.4480 471.5721 471.6963 471.8204 471.9445 472.0686 472.1927 472.3168 472.4409 472.5649 472.6889 472.8130 472.9370 473.0609 473.1849 473.3088 473.4328 473.5567 473.6806 473.8045 473.9284 474.0522 474.1761 474.2999 474.4237 474.5475 474.6713 474.7950 474.9188 475.0425 475.1662 475.2900 475.4136 475.5373 475.6610 475.7846 475.9082 476.0318 476.1554 476.2790 476.4026 476.5261 476.6496 476.7732 476.8967 477.0201 477.1436 477.2671 477.3905 477.5139 477.6373 477.7607 477.8841 478.0074 478.1308 478.2541 478.3774 478.5007 478.6240 478.7473 478.8705 478.9937 479.1169 479.2401 479.3633 479.4865 479.6097 479.7328 479.8559 479.9790 480.1021 480.2252 480.3482 480.4713 480.5943 480.7173 480.8403 480.9633 481.0862 481.2092 481.3321 481.4550 481.5779 481.7008 481.8237 481.9465 482.0694 482.1922 482.3150 482.4378 482.5605 482.6833 482.8060 482.9288 483.0515 483.1742 483.2968 483.4195 483.5421 483.6648 483.7874 483.9100 484.0325 484.1551 484.2776 484.4002 484.5227 484.6452 484.7677 484.8901 485.0126 485.1350 485.2574 485.3798 485.5022 485.6246 485.7469 485.8693 485.9916 486.1139 486.2362 486.3585 486.4807 486.6030 486.7252 486.8474 486.9696 487.0917 487.2139 487.3360 487.4582 487.5803 487.7024 487.8244 487.9465 488.0685 488.1906 488.3126 488.4346 488.5566 488.6785 488.8005 488.9224 489.0443 489.1662 489.2881 489.4099 489.5318 489.6536 489.7754 489.8972 490.0190 490.1408 490.2625 490.3842 490.5059 490.6276 490.7493 490.8710 490.9926 491.1143 491.2359 491.3575 491.4791 491.6006 491.7222 491.8437 491.9652 492.0867 492.2082 492.3297 492.4511 492.5725 492.6939 492.8153 492.9367 493.0581 493.1794 493.3008 493.4221 493.5434 493.6646 493.7859 493.9072 494.0284 494.1496 494.2708 494.3920 494.5131 494.6343 494.7554 494.8765 494.9976 495.1187 495.2397 495.3608 495.4818 495.6028 495.7238 495.8448 495.9657 496.0867 496.2076 496.3285 496.4494 496.5703 496.6911 496.8120 496.9328 497.0536 497.1744 497.2951 497.4159 497.5366 497.6574 497.7781 497.8987 498.0194 498.1401 498.2607 498.3813 498.5019 498.6225 498.7430 498.8636 498.9841 499.1046 499.2251 499.3456 499.4660 499.5865 499.7069 499.8273 499.9477 500.0681 500.1884 500.3088 500.4291 500.5494 500.6697 500.7899 500.9102 501.0304 501.1506 501.2708 501.3910 501.5112 501.6313 501.7514 501.8716 501.9916 502.1117 502.2318 502.3518 502.4718 502.5918 502.7118 502.8318 502.9517 503.0717 503.1916 503.3115 503.4314 503.5512 503.6711 503.7909 503.9107 504.0305 504.1503 504.2700 504.3898 504.5095 504.6292 504.7489 504.8685 504.9882 505.1078 505.2274 505.3470 505.4666 505.5861 505.7057 505.8252 505.9447 506.0642 506.1836 506.3031 506.4225 506.5419 506.6613 506.7807 506.9001 507.0194 507.1387 507.2580 507.3773 507.4966 507.6158 507.7351 507.8543 507.9735 508.0926 508.2118 508.3309 508.4501 508.5692 508.6883 508.8073 508.9264 509.0454 509.1644 509.2834 509.4024 509.5213 509.6403 509.7592 509.8781 509.9970 510.1158 510.2347 510.3535 510.4723 510.5911 510.7099 510.8286 510.9474 511.0661 511.1848 511.3035 511.4221 511.5408 511.6594 511.7780 511.8966 512.0152 512.1337 512.2522 512.3708 512.4892 512.6077 512.7262 512.8446 512.9630 513.0814 513.1998 513.3182 513.4365 513.5548 513.6731 513.7914 513.9097 514.0279 514.1462 514.2644 514.3826 514.5008 514.6189 514.7370 514.8552 514.9733 515.0913 515.2094 515.3274 515.4455 515.5635 515.6815 515.7994 515.9174 516.0353 516.1532 516.2711 516.3890 516.5068 516.6246 516.7425 516.8603 516.9780 517.0958 517.2135 517.3312 517.4489 517.5666 517.6843 517.8019 517.9195 518.0371 518.1547 518.2723 518.3898 518.5074 518.6249 518.7424 518.8598 518.9773 519.0947 519.2121 519.3295 519.4469 519.5642 519.6816 519.7989 519.9162 520.0334 520.1507 520.2679 520.3852 520.5023 520.6195 520.7367 520.8538 520.9709 521.0880 521.2051 521.3222 521.4392 521.5563 521.6733 521.7902 521.9072 522.0242 522.1411 522.2580 522.3749 522.4917 522.6086 522.7254 522.8422 522.9590 523.0758 523.1925 523.3093 523.4260 523.5427 523.6593 523.7760 523.8926 524.0092 524.1258 524.2424 524.3590 524.4755 524.5920 524.7085 524.8250 524.9414 525.0579 525.1743 525.2907 525.4071 525.5234 525.6398 525.7561 525.8724 525.9887 526.1049 526.2212 526.3374 526.4536 526.5698 526.6859 526.8021 526.9182 527.0343 527.1504 527.2665 527.3825 527.4985 527.6145 527.7305 527.8465 527.9624 528.0783 528.1943 528.3101 528.4260 528.5419 528.6577 528.7735 528.8893 529.0050 529.1208 529.2365 529.3522 529.4679 529.5836 529.6992 529.8149 529.9305 530.0461 530.1616 530.2772 530.3927 530.5082 530.6237 530.7392 530.8547 530.9701 531.0855 531.2009 531.3163 531.4316 531.5470 531.6623 531.7776 531.8929 532.0081 532.1234 532.2386 532.3538 532.4689 532.5841 532.6992 532.8144 532.9295 533.0445 533.1596 533.2746 533.3897 533.5047 533.6197 533.7346 533.8496 533.9645 534.0794 534.1943 534.3091 534.4240 534.5388 534.6536 534.7684 534.8832 534.9979 535.1127 535.2274 535.3421 535.4567 535.5714 535.6860 535.8006 535.9152 536.0298 536.1443 536.2589 536.3734 536.4879 536.6024 536.7168 536.8313 536.9457 537.0601 537.1745 537.2888 537.4032 537.5175 537.6318 537.7461 537.8604 537.9746 538.0888 538.2030 538.3172 538.4314 538.5455 538.6597 538.7738 538.8879 539.0020 539.1160 539.2301 539.3441 539.4581 539.5721 539.6860 539.8000 539.9139 540.0278 540.1417 540.2555 540.3694 540.4832 540.5970 540.7108 540.8246 540.9384 541.0521 541.1658 541.2795 541.3932 541.5069 541.6205 541.7341 541.8477 541.9613 542.0749 542.1885 542.3020 542.4155 542.5290 542.6425 542.7559 542.8694 542.9828 543.0962 543.2096 543.3230
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Column 1: Two letter code of measurement routine
Column 2: UT date and time for beginning of measurement, yyyymmddThhmmssZ (ISO 8601)
Column 3: Fractional days since 1-Jan-2000 UT midnight for beginning of measurement
Column 4: Routine count (1 for the first routine of the day, 2 for the second, etc.)
Column 5: Repetition count (1 for the first set in the routine, 2 for the second, etc.)
Column 6: Total duration of measurement set in seconds
Column 7: Data processing type index
Column 8: Integration time [ms]
Column 9: Number of bright count cycles
Column 10: Number of dark count cycles
Column 11: Saturation index: positive integer is the number of saturated cycles included in the data, negative integer is the number of cycles skipped due to saturation
Column 12: Effective position of filterwheel #1, 0=filterwheel not used, 1-9 are valid positions
Column 13: Effective position of filterwheel #2, 0=filterwheel not used, 1-9 are valid positions
Column 14: Pointing zenith angle in degree, absolute or relative (see next column), 999=tracker not used
Column 15: Zenith pointing mode: zenith angle is... 0=absolute, 1=relative to sun, 2=relative to moon
Column 16: Pointing azimuth in degree, increases clockwise, absolute (0=north) or relative (see next column), 999=tracker not used
Column 17: Azimuth pointing mode: like zenith angle mode but also fixed scattering angles relative to sun (3) or moon (4)
Column 18: Target distance [m], -1=not pointed on target
Column 19: Sum over 2^i with i being a L0 to L1 conversion step, 0=dark correction, 1=non-linearity correction, 2=latency correction, 3=flat field correction, 4=conversion to count rates, 5=temperature correction, 6=stray light correction, 7=wavelength change determination, 8=sensitivity correction, 9=wavelength correction
Column 20: Dark correction method: -9=no dark correction done, since it was not requested, -2=no dark correction done, since there were no bright measurements, -1=no dark correction done, since there was no matching dark measurement, 0=dark correction done with measured dark count only, since input darkmeth was MEAS or no dark map parameters available, 1=dark correction done using dark fine structure map and measured dark count, >1=dark correction done with measured dark count only, since dark background fitting gave an error
Column 21: L1 data quality flag: 0=assured high quality, 1=assured medium quality, 2=assured low quality, 10=not-assured high quality, 11=not-assured medium quality, 12=not-assured low quality
Column 22: Sum over 2^i using those i, for which the corresponding L1 data quality parameter exceeds the DQ1 limit, 0=Saturated data, 1=Too few dark counts measurements, 2=No temperature given or effective temperature too different from the reference temperature, 3=Dark count too high, 4=Unsuccessful dark background fitting, 5=The dark count differs significantly from the dark map for too many pixels, 6=Absolute value of estimated average residual stray light level too high, 7=Although attempted, no wavelength change could be retrieved, 8=Absolute value of retrieved wavelength shift too large, 9=Retrieved wavelength shift differs too much from the shift predicted by the effective temperature
Column 23: Sum over 2^i using those i, for which the corresponding L1 data quality parameter exceeds the DQ2 limit (same parameters as for DQ1)
Column 24: Wavelength effective temperature [°C], 999=no effective temperature given
Column 25: Number of pixels, where dark count is higher than bright count, -9=no bright counts or dark counts measured
Column 26: Number of pixels, where DQ1 sigma ranges of dark count and bright count do not overlap, -9=no bright count or dark count standard error measured
Column 27: Number of pixels, where DQ2 sigma ranges of dark count and bright count do not overlap, -9=no bright count or dark count standard error measured
Column 28: Index of (not dead, blind, warm, or saturated) pixel with highest corrected counts
Column 29: Mean over blind and oversampled pixels in the bright counts, -9 if there is no bright count
Column 30: Standard error of blind and oversampled pixels in the bright counts, -9 if there is no bright count standard error
Column 31: Mean over blind and oversampled pixels in the dark counts, -9 if there is no dark count
Column 32: Standard error of blind and oversampled pixels in the dark counts, -9 if there is no dark count standard error
Column 33: Number of function evaluations used for dark background fitting, -9 if no background fitting was done
Column 34: rms of unweighted fitting residuals for dark background fitting, -9 if no background fitting was done
Column 35: Normalized rms of weighted fitting residuals for dark background fitting, -9 if no background fitting was done
Column 36: Mean difference dark map to measured dark count, -9 if no background fitting was done
Column 37: rms of difference dark map to measured dark count, -9 if no background fitting was done
Column 38: Mean absolute difference dark map to measured dark count expressed in number of standard deviations, -9 if no background fitting was done
Column 39: Number of regular pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 40: Number of warm pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 41: Number of hot pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 42: Index of regular pixel, where the dark map differed most from the measured dark count, -9 if no background fitting was done
Column 43: Number of sigmas the dark map differs from the measured dark for the pixel with the largest difference, -9 if no background fitting was done
Column 44: Retrieved value for dark background fitting parameter 1, -9 if no background fitting was done
Column 45: Uncertainty of retrieved value for dark background fitting parameter 1, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 46: Retrieved value for dark background fitting parameter 2, -9 if no background fitting was done
Column 47: Uncertainty of retrieved value for dark background fitting parameter 2, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 48: 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: Retrieved value for dark background fitting parameter 4, -9 if no background fitting was done
Column 51: Uncertainty of retrieved value for dark background fitting parameter 4, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 52: Retrieved value for dark background fitting parameter 5, -9 if no background fitting was done
Column 53: Uncertainty of retrieved value for dark background fitting parameter 5, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 54: Retrieved value for dark background fitting parameter 6, -9 if no background fitting was done
Column 55: Uncertainty of retrieved value for dark background fitting parameter 6, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 56: Stray light correction method: 0=no stray light correction, 1=simple method, 2=uncorrected matrix method, 3=corrected matrix method
Column 57: Estimated average residual stray light level [%] (for methods 1 and 3 this is before the subtraction of the signal at no-input pixel)
Column 58: 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 59: 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 60: 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 61: 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 62: 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 63: 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 64: 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 65: Wavelength change fitting result index: 0,1,2=no error or warning, 3=warning, -1 or >3=error
Column 66: Normalized rms of fitting residuals in wavelength change retrieval weighted with independent instrumental uncertainty, -9=fitting not successful or no fitting done
Column 67: Number of pixels included in wavelength change retrieval, -9=no wavelength change determination
Column 68: Number of pixels not included in wavelength correction, -9=no wavelength correction
Column 69: Mean wavelength correction applied [%], -9=no wavelength correction
Column 70: Standard deviation of wavelength correction applied [%], -9=no wavelength correction
Column 71: Minimum wavelength correction applied [%], -9=no wavelength correction
Column 72: Maximum wavelength correction applied [%], -9=no wavelength correction
Column 73: Expected wavelength shift based on effective temperature [nm], -9=no effective temperature given
Column 74: Retrieved wavelength change, order 0, -9=no wavelength change determination
Column 75: Retrieved wavelength change, order 1, -9=no wavelength change determination
Column 76: Temperature at electronics board [°C], 999=no temperature signal
Column 77: Spectrometer control temperature [°C], 999=no temperature signal
Column 78: Auxiliary spectrometer temperature [°C], 999=no temperature signal
Column 79: Temperature in head sensor [°C], 999=no temperature signal
Column 80: Humidity in head sensor [%], -9=no humidity signal
Column 81: Pressure in head sensor [hPa], -9=no pressure signal
Column 82: Scale factor for data and uncertainties, to obtain unscaled output divide them by this number
Column 83: Indicator for uncertainty and atmospheric variability (see manual for exact meaning)
Column 84: L1 data type, data are... 1=corrected count rate [s-1], 2=radiance [W/m2/nm/sr], 3=irradiance [W/m2/nm]
Columns 85-2132: L1 data for each pixel, 0 is NOT a 'true' zero if the corresponding value in the uncertainty is -2, -3 or -4
Columns 2133-4180: 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 4181-6228: 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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FN 20230506T031322.1Z 8526.134284 1 1 0.16 0 7.960 19 19 0 5 1 34.02 0 62.70 0 -1.00 507 1 10 0 0 23.75 16 0 0 1394 6.957e+02 1.867e+00 6.988e+02 2.200e+00 37 3.261e+00 3.236e+00 5.603e-02 3.264e+00 6.884e-01 0 0 0 0 0.00e+00 8.403e-09 8.906e-08 1.237e+01 5.579e+00 -1.931e+01 1.914e-01 -4.916e+00 5.604e-01 1.997e+00 1.086e+00 -1.982e+00 1.531e+00 1 6.32 86.82 72.20 62.92 43.82 22.50 11.85 5.86 0 4.700e-02 1727 -9 -9.00 -9.00 -9.00 -9.00 0.00532 2.05039e-02 -1.79490e-04 26.62 20.04 23.75 36.87 3.0 1087.44 1.291e+08 9 3 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 9 -31 -26 -6 -1 -2 15 20 14 -31 5 11 -3 9 3 4 -13 2 -22 17 -8 10 1 -12 -2 -2 -10 -7 -1 -18 -28 -32 -11 -10 12 -12 4 3 -13 2 8 20 -4 -2 4 10 9 3 8 -22 17 -9 -4 -3 0 1 5 7 -20 6 -8 6 -14 8 -3 3 12 15 19 -25 -6 -13 -2 -10 -2 -2 22 9 -7 2 12 14 -18 10 -22 -7 -10 6 7 14 6 4 5 10 -10 1 -4 -8 9 5 -5 8 -3 8 -10 13 -2 1 -9 -6 -7 1 9 5 0 -3 6 13 2 6 6 -6 0 5 -14 23 2 15 18 -7 -12 8 20 7 -3 -9 13 -9 -15 0 15 5 0 7 4 -5 -7 9 -4 1 9 -3 13 0 11 -3 5 16 15 8 -1 2 -1 15 4 14 -7 21 -15 13 15 0 15 24 15 0 8 2 3 4 12 10 15 15 3 30 7 23 9 14 10 20 15 29 17 5 23 12 24 7 47 7 23 15 11 7 8 22 4 36 23 23 8 25 23 11 32 38 17 22 24 25 19 31 13 34 32 34 26 50 21 41 37 29 10 42 34 26 28 21 21 30 37 26 34 54 26 32 25 28 22 43 29 51 12 24 43 23 43 35 44 18 39 27 30 40 34 25 43 41 30 48 35 43 29 37 46 38 52 49 60 43 65 41 71 65 52 43 48 49 47 67 46 56 59 65 34 43 72 33 30 30 63 56 59 47 53 68 32 73 58 73 59 76 51 62 54 68 76 86 73 59 95 72 88 70 99 68 72 74 65 83 74 62 82 86 72 89 76 83 60 61 81 66 94 87 98 93 100 104 92 108 80 95 88 83 77 84 91 79 88 87 89 98 87 82 78 92 92 84 79 92 82 92 90 75 81 80 70 63 83 87 90 92 84 89 91 79 97 98 90 96 87 73 77 66 86 86 79 91 70 88 83 83 78 92 120 96 96 80 79 102 125 110 90 99 94 99 108 93 94 120 112 127 114 83 101 86 99 88 99 92 95 98 88 101 118 109 90 111 91 108 101 111 108 112 105 111 97 90 87 86 69 84 68 85 84 113 86 102 82 82 113 85 108 95 96 92 118 98 95 93 112 104 89 105 87 85 66 91 96 105 89 104 103 94 106 78 104 87 90 99 121 88 97 105 108 136 115 118 105 106 105 106 107 98 106 119 118 109 109 103 93 92 98 99 116 123 109 126 130 130 123 142 140 108 140 117 126 125 145 136 118 113 122 107 125 121 136 126 126 142 112 107 100 83 106 92 110 108 133 94 109 80 82 88 79 77 76 96 86 118 103 126 132 155 163 141 155 144 133 110 122 102 127 109 101 120 128 129 110 121 102 123 122 129 167 157 145 131 142 137 113 128 136 118 142 141 144 157 137 139 112 115 119 132 137 156 162 158 159 183 164 144 172 152 151 160 142 138 140 189 151 178 150 144 149 151 141 133 156 130 164 133 152 142 178 173 163 168 197 172 156 165 113 130 135 157 143 144 183 172 200 161 168 135 111 110 128 140 149 172 159 154 132 150 116 133 112 132 135 128 145 149 130 119 100 130 116 143 165 160 179 162 144 166 136 165 153 150 168 151 140 140 185 177 203 188 187 218 196 216 203 216 188 191 178 176 153 175 145 150 157 127 150 127 168 168 192 178 180 203 188 204 181 192 153 146 152 139 148 127 128 133 154 103 117 111 117 108 113 94 95 104 111 119 126 145 148 187 171 167 170 169 162 155 177 155 159 134 116 146 153 169 183 185 154 167 134 164 147 164 152 161 164 160 168 138 165 146 170 136 144 153 170 197 221 196 203 215 213 213 201 202 169 206 186 186 207 233 218 192 216 206 191 191 195 190 165 175 144 143 93 89 88 84 9 88 103 112 156 138 163 188 175 181 190 218 218 231 205 223 213 223 207 195 185 135 135 87 91 73 83 87 113 153 170 185 206 241 237 245 234 234 227 257 274 255 271 293 267 251 277 249 286 281 285 296 258 264 258 266 287 288 290 277 281 281 278 282 289 289 293 295 323 297 274 289 275 244 260 270 277 277 290 297 304 288 258 262 272 248 311 283 287 281 278 274 265 273 263 289 265 285 270 265 264 273 282 274 282 261 289 258 277 272 319 288 298 301 308 299 325 328 317 311 307 311 284 283 282 255 255 232 258 283 308 287 306 320 311 313 352 344 315 342 349 333 328 316 335 315 334 313 319 308 306 319 318 338 356 347 325 333 318 326 311 342 340 316 340 332 337 310 325 309 344 327 355 330 344 335 347 333 315 346 320 310 294 322 304 323 334 342 333 323 330 331 331 315 323 324 333 315 331 340 316 304 295 320 328 340 337 353 364 345 363 356 356 351 347 332 328 342 365 340 289 268 262 306 303 326 336 331 332 310 304 302 345 319 348 355 329 326 338 334 293 310 337 340 326 333 326 317 338 319 341 345 350 336 330 297 307 287 284 299 325 348 342 338 326 333 326 319 338 326 304 299 306 293 316 307 295 275 241 256 237 225 243 240 223 231 220 241 273 291 323 353 409 390 356 358 324 295 309 306 325 365 368 374 370 402 369 350 313 286 291 273 308 299 348 355 374 370 357 342 332 367 343 368 358 375 357 379 373 400 373 369 342 349 352 352 363 343 342 360 353 339 319 303 274 311 322 354 344 341 349 358 358 371 364 377 344 334 381 328 351 351 331 372 360 404 386 378 343 355 391 376 401 379 396 374 405 384 393 368 386 383 359 396 373 400 406 399 382 379 383 411 410 407 406 395 406 376 381 347 360 330 364 346 345 366 361 392 364 411 372 390 396 412 437 428 398 396 414 381 402 389 408 416 411 397 395 398 387 407 397 411 412 402 417 416 422 435 430 427 438 427 438 442 422 416 416 405 388 413 407 425 401 417 406 397 378 371 366 368 384 384 360 378 419 411 386 429 405 423 404 409 369 377 395 391 402 397 383 391 423 426 430 433 447 412 407 409 403 437 410 441 428 430 433 436 426 444 424 388 410 390 407 394 430 416 421 423 419 404 397 425 405 437 403 396 425 420 435 434 454 444 455 425 434 434 443 439 440 433 428 459 452 447 444 450 448 443 450 433 462 433 441 414 424 432 457 436 445 436 421 444 414 416 434 467 434 469 442 435 447 440 463 461 466 436 428 397 419 424 430 450 453 449 462 457 456 452 425 458 440 466 445 469 451 436 448 442 452 435 464 462 441 447 416 442 409 422 421 435 421 432 429 436 452 468 462 460 485 476 491 495 478 491 470 477 454 472 447 444 441 449 460 447 455 468 467 454 475 470 483 466 463 469 466 497 462 490 455 455 460 455 464 471 452 444 455 439 464 458 473 468 473 465 474 475 481 489 499 485 481 484 457 460 453 467 472 458 471 473 476 483 459 479 473 490 476 482 480 469 467 487 469 468 467 462 482 486 509 474 511 470 486 461 486 477 469 490 462 448 473 463 474 451 476 460 485 467 491 448 478 460 487 477 454 471 461 458 441 464 411 407 400 390 334 334 342 366 400 407 429 428 399 406 422 419 432 458 451 468 457 478 459 459 462 441 442 441 430 416 438 445 483 501 504 492 489 484 475 483 471 469 472 484 458 475 450 444 461 461 496 453 408 398 428 414 452 461 461 466 474 494 488 481 475 449 456 456 482 475 460 488 476 492 480 486 505 499 477 510 475 465 453 452 425 453 450 489 504 495 486 491 495 465 486 468 475 466 464 487 478 482 452 464 447 443 413 450 454 462 480 474 457 482 465 462 474 449 479 458 439 455 425 395 434 448 426 451 453 451 427 421 421 417 442 448 435 450 438 469 432 466 444 454 454 456 460 463 459 477 461 439 432 407 433 417 474 477 465 437 489 461 470 480 465 472 457 482 468 497 512 462 482 455 481 449 467 476 460 462 474 453 441 481 455 448 439 435 425 453 455 468 476 463 477 475 482 498 487 450 483 455 454 459 456 470 473 474 448 460 458 449 458 467 495 475 510 478 498 485 476 480 461 456 452 460 419 471 460 447 463 477 478 464 500 473 463 425 448 457 453 434 455 460 475 478 449 467 457 453 473 488 452 479 460 482 456 440 434 372 434 356 354 372 366 409 418 439 464 479 474 435 389 371 372 398 407 433 480 493 445 454 472 450 491 461 433 474 443 500 465 476 476 448 444 457 452 464 480 494 488 455 462 459 492 463 487 486 456 460 451 454 426 501 448 447 473 447 460 449 487 463 513 484 472 495 508 504 483 497 464 489 431 466 477 480 470 485 492 458 480 455 434 429 435 396 407 397 440 413 410 438 441 496 478 491 467 496 485 448 456 468 490 496 505 491 503 485 492 502 498 482 448 487 488 477 460 517 479 513 517 502 516 506 513 482 473 487 491 512 507 506 470 488 465 461 429 456 425 470 451 496 501 485 486 494 482 484 483 471 464 475 495 518 442 485 491 494 479 503 504 493 515 507 529 537 546 531 515 503 482 471 447 470 467 503 448 490 482 484 489 502 471 498 500 470 488 480 517 481 489 479 485 506 468 493 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