File name: Pandora53s1_Potchefstroom-METSI_20240812_L1_smca1c0d20220413p1-8.txt
File generation date: 20240812T221932.1Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c0d20220413p1-8
Local principal investigator: Stuart Piketh
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 53
Spectrometer number: 1
Processing software version used: BlickP v1.8.59
Instrument operation file used: Pandora53_OF_v5d20210210.txt
Instrument calibration file used: Pandora53s1_CF_v103d20220413.txt
Level 0 file used: Pandora53s1_Potchefstroom-METSI_20240812_L0.txt
Full location name: Gerhard Minnebron Mooi River Ecosystem Trails for Scientific Investigations
Short location name: Potchefstroom-METSI
Country of location: South Africa
Location latitude [deg]: -26.4907
Location longitude [deg]: 27.1322
Location altitude [m]: 1440
Local noon date: 20240812
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]: 268.4124 268.5560 268.6996 268.8431 268.9867 269.1302 269.2737 269.4172 269.5607 269.7042 269.8477 269.9911 270.1346 270.2780 270.4214 270.5649 270.7083 270.8517 270.9950 271.1384 271.2818 271.4251 271.5685 271.7118 271.8551 271.9984 272.1417 272.2850 272.4282 272.5715 272.7148 272.8580 273.0012 273.1444 273.2876 273.4308 273.5740 273.7172 273.8603 274.0035 274.1466 274.2898 274.4329 274.5760 274.7191 274.8622 275.0052 275.1483 275.2914 275.4344 275.5774 275.7204 275.8635 276.0065 276.1494 276.2924 276.4354 276.5783 276.7213 276.8642 277.0071 277.1501 277.2930 277.4358 277.5787 277.7216 277.8644 278.0073 278.1501 278.2930 278.4358 278.5786 278.7214 278.8642 279.0069 279.1497 279.2924 279.4352 279.5779 279.7206 279.8633 280.0060 280.1487 280.2914 280.4340 280.5767 280.7193 280.8620 281.0046 281.1472 281.2898 281.4324 281.5750 281.7175 281.8601 282.0026 282.1452 282.2877 282.4302 282.5727 282.7152 282.8577 283.0001 283.1426 283.2850 283.4275 283.5699 283.7123 283.8547 283.9971 284.1395 284.2818 284.4242 284.5665 284.7089 284.8512 284.9935 285.1358 285.2781 285.4204 285.5626 285.7049 285.8472 285.9894 286.1316 286.2738 286.4160 286.5582 286.7004 286.8426 286.9847 287.1269 287.2690 287.4111 287.5533 287.6954 287.8375 287.9795 288.1216 288.2637 288.4057 288.5477 288.6898 288.8318 288.9738 289.1158 289.2578 289.3997 289.5417 289.6836 289.8256 289.9675 290.1094 290.2513 290.3932 290.5351 290.6770 290.8188 290.9607 291.1025 291.2443 291.3861 291.5279 291.6697 291.8115 291.9533 292.0950 292.2368 292.3785 292.5202 292.6619 292.8036 292.9453 293.0870 293.2287 293.3703 293.5120 293.6536 293.7952 293.9368 294.0784 294.2200 294.3616 294.5032 294.6447 294.7862 294.9278 295.0693 295.2108 295.3523 295.4938 295.6353 295.7767 295.9182 296.0596 296.2010 296.3425 296.4839 296.6253 296.7666 296.9080 297.0494 297.1907 297.3321 297.4734 297.6147 297.7560 297.8973 298.0386 298.1799 298.3211 298.4624 298.6036 298.7448 298.8860 299.0272 299.1684 299.3096 299.4508 299.5919 299.7331 299.8742 300.0153 300.1564 300.2975 300.4386 300.5797 300.7208 300.8618 301.0029 301.1439 301.2849 301.4259 301.5669 301.7079 301.8489 301.9898 302.1308 302.2717 302.4126 302.5536 302.6945 302.8353 302.9762 303.1171 303.2580 303.3988 303.5396 303.6805 303.8213 303.9621 304.1029 304.2436 304.3844 304.5252 304.6659 304.8066 304.9474 305.0881 305.2288 305.3695 305.5101 305.6508 305.7914 305.9321 306.0727 306.2133 306.3539 306.4945 306.6351 306.7757 306.9162 307.0568 307.1973 307.3378 307.4784 307.6189 307.7593 307.8998 308.0403 308.1807 308.3212 308.4616 308.6020 308.7424 308.8828 309.0232 309.1636 309.3040 309.4443 309.5847 309.7250 309.8653 310.0056 310.1459 310.2862 310.4264 310.5667 310.7069 310.8472 310.9874 311.1276 311.2678 311.4080 311.5482 311.6883 311.8285 311.9686 312.1088 312.2489 312.3890 312.5291 312.6692 312.8092 312.9493 313.0893 313.2294 313.3694 313.5094 313.6494 313.7894 313.9294 314.0694 314.2093 314.3493 314.4892 314.6291 314.7690 314.9089 315.0488 315.1887 315.3285 315.4684 315.6082 315.7480 315.8878 316.0276 316.1674 316.3072 316.4470 316.5867 316.7265 316.8662 317.0059 317.1456 317.2853 317.4250 317.5647 317.7044 317.8440 317.9836 318.1233 318.2629 318.4025 318.5421 318.6816 318.8212 318.9608 319.1003 319.2398 319.3794 319.5189 319.6584 319.7978 319.9373 320.0768 320.2162 320.3556 320.4951 320.6345 320.7739 320.9133 321.0526 321.1920 321.3314 321.4707 321.6100 321.7493 321.8887 322.0279 322.1672 322.3065 322.4458 322.5850 322.7242 322.8635 323.0027 323.1419 323.2810 323.4202 323.5594 323.6985 323.8377 323.9768 324.1159 324.2550 324.3941 324.5332 324.6722 324.8113 324.9503 325.0894 325.2284 325.3674 325.5064 325.6454 325.7843 325.9233 326.0622 326.2012 326.3401 326.4790 326.6179 326.7568 326.8956 327.0345 327.1734 327.3122 327.4510 327.5898 327.7286 327.8674 328.0062 328.1450 328.2837 328.4224 328.5612 328.6999 328.8386 328.9773 329.1160 329.2546 329.3933 329.5319 329.6706 329.8092 329.9478 330.0864 330.2250 330.3635 330.5021 330.6406 330.7792 330.9177 331.0562 331.1947 331.3332 331.4716 331.6101 331.7486 331.8870 332.0254 332.1638 332.3022 332.4406 332.5790 332.7174 332.8557 332.9940 333.1324 333.2707 333.4090 333.5473 333.6855 333.8238 333.9621 334.1003 334.2385 334.3767 334.5150 334.6531 334.7913 334.9295 335.0676 335.2058 335.3439 335.4820 335.6201 335.7582 335.8963 336.0344 336.1724 336.3105 336.4485 336.5865 336.7245 336.8625 337.0005 337.1385 337.2764 337.4144 337.5523 337.6902 337.8282 337.9660 338.1039 338.2418 338.3797 338.5175 338.6553 338.7932 338.9310 339.0688 339.2066 339.3443 339.4821 339.6198 339.7576 339.8953 340.0330 340.1707 340.3084 340.4461 340.5837 340.7214 340.8590 340.9966 341.1342 341.2718 341.4094 341.5470 341.6846 341.8221 341.9596 342.0972 342.2347 342.3722 342.5097 342.6471 342.7846 342.9221 343.0595 343.1969 343.3343 343.4717 343.6091 343.7465 343.8839 344.0212 344.1585 344.2959 344.4332 344.5705 344.7078 344.8450 344.9823 345.1196 345.2568 345.3940 345.5312 345.6684 345.8056 345.9428 346.0800 346.2171 346.3542 346.4914 346.6285 346.7656 346.9027 347.0397 347.1768 347.3138 347.4509 347.5879 347.7249 347.8619 347.9989 348.1359 348.2728 348.4098 348.5467 348.6837 348.8206 348.9575 349.0944 349.2312 349.3681 349.5049 349.6418 349.7786 349.9154 350.0522 350.1890 350.3258 350.4625 350.5993 350.7360 350.8727 351.0094 351.1461 351.2828 351.4195 351.5562 351.6928 351.8294 351.9661 352.1027 352.2393 352.3759 352.5124 352.6490 352.7855 352.9221 353.0586 353.1951 353.3316 353.4681 353.6045 353.7410 353.8775 354.0139 354.1503 354.2867 354.4231 354.5595 354.6959 354.8322 354.9686 355.1049 355.2412 355.3775 355.5138 355.6501 355.7864 355.9226 356.0589 356.1951 356.3313 356.4675 356.6037 356.7399 356.8760 357.0122 357.1483 357.2845 357.4206 357.5567 357.6928 357.8288 357.9649 358.1010 358.2370 358.3730 358.5090 358.6450 358.7810 358.9170 359.0530 359.1889 359.3248 359.4608 359.5967 359.7326 359.8685 360.0043 360.1402 360.2760 360.4119 360.5477 360.6835 360.8193 360.9551 361.0909 361.2266 361.3624 361.4981 361.6338 361.7695 361.9052 362.0409 362.1766 362.3122 362.4479 362.5835 362.7191 362.8547 362.9903 363.1259 363.2614 363.3970 363.5325 363.6680 363.8036 363.9391 364.0746 364.2100 364.3455 364.4809 364.6164 364.7518 364.8872 365.0226 365.1580 365.2934 365.4287 365.5641 365.6994 365.8347 365.9700 366.1053 366.2406 366.3759 366.5111 366.6464 366.7816 366.9168 367.0520 367.1872 367.3224 367.4575 367.5927 367.7278 367.8629 367.9981 368.1332 368.2682 368.4033 368.5384 368.6734 368.8085 368.9435 369.0785 369.2135 369.3485 369.4834 369.6184 369.7533 369.8883 370.0232 370.1581 370.2930 370.4278 370.5627 370.6976 370.8324 370.9672 371.1020 371.2368 371.3716 371.5064 371.6411 371.7759 371.9106 372.0453 372.1801 372.3147 372.4494 372.5841 372.7187 372.8534 372.9880 373.1226 373.2572 373.3918 373.5264 373.6610 373.7955 373.9300 374.0646 374.1991 374.3336 374.4680 374.6025 374.7370 374.8714 375.0058 375.1403 375.2747 375.4091 375.5434 375.6778 375.8121 375.9465 376.0808 376.2151 376.3494 376.4837 376.6180 376.7522 376.8865 377.0207 377.1549 377.2891 377.4233 377.5575 377.6917 377.8258 377.9599 378.0941 378.2282 378.3623 378.4964 378.6304 378.7645 378.8985 379.0326 379.1666 379.3006 379.4346 379.5685 379.7025 379.8365 379.9704 380.1043 380.2382 380.3721 380.5060 380.6399 380.7737 380.9076 381.0414 381.1752 381.3090 381.4428 381.5766 381.7103 381.8441 381.9778 382.1115 382.2453 382.3790 382.5126 382.6463 382.7800 382.9136 383.0472 383.1808 383.3144 383.4480 383.5816 383.7151 383.8487 383.9822 384.1157 384.2492 384.3827 384.5162 384.6497 384.7831 384.9166 385.0500 385.1834 385.3168 385.4502 385.5835 385.7169 385.8502 385.9836 386.1169 386.2502 386.3835 386.5167 386.6500 386.7832 386.9165 387.0497 387.1829 387.3161 387.4493 387.5824 387.7156 387.8487 387.9818 388.1149 388.2480 388.3811 388.5142 388.6472 388.7803 388.9133 389.0463 389.1793 389.3123 389.4452 389.5782 389.7111 389.8441 389.9770 390.1099 390.2428 390.3756 390.5085 390.6413 390.7742 390.9070 391.0398 391.1726 391.3054 391.4381 391.5709 391.7036 391.8363 391.9690 392.1017 392.2344 392.3671 392.4997 392.6324 392.7650 392.8976 393.0302 393.1628 393.2953 393.4279 393.5604 393.6929 393.8255 393.9580 394.0904 394.2229 394.3554 394.4878 394.6202 394.7526 394.8850 395.0174 395.1498 395.2822 395.4145 395.5468 395.6791 395.8114 395.9437 396.0760 396.2083 396.3405 396.4727 396.6049 396.7371 396.8693 397.0015 397.1337 397.2658 397.3979 397.5301 397.6622 397.7943 397.9263 398.0584 398.1904 398.3225 398.4545 398.5865 398.7185 398.8505 398.9824 399.1144 399.2463 399.3782 399.5101 399.6420 399.7739 399.9057 400.0376 400.1694 400.3012 400.4330 400.5648 400.6966 400.8284 400.9601 401.0919 401.2236 401.3553 401.4870 401.6187 401.7503 401.8820 402.0136 402.1452 402.2768 402.4084 402.5400 402.6715 402.8031 402.9346 403.0661 403.1977 403.3291 403.4606 403.5921 403.7235 403.8550 403.9864 404.1178 404.2492 404.3805 404.5119 404.6433 404.7746 404.9059 405.0372 405.1685 405.2998 405.4310 405.5623 405.6935 405.8247 405.9559 406.0871 406.2183 406.3494 406.4806 406.6117 406.7428 406.8739 407.0050 407.1361 407.2672 407.3982 407.5292 407.6602 407.7912 407.9222 408.0532 408.1841 408.3151 408.4460 408.5769 408.7078 408.8387 408.9696 409.1004 409.2313 409.3621 409.4929 409.6237 409.7545 409.8853 410.0160 410.1467 410.2775 410.4082 410.5389 410.6696 410.8002 410.9309 411.0615 411.1921 411.3227 411.4533 411.5839 411.7145 411.8450 411.9755 412.1061 412.2366 412.3671 412.4975 412.6280 412.7584 412.8889 413.0193 413.1497 413.2801 413.4104 413.5408 413.6712 413.8015 413.9318 414.0621 414.1924 414.3226 414.4529 414.5831 414.7134 414.8436 414.9738 415.1040 415.2341 415.3643 415.4944 415.6245 415.7546 415.8847 416.0148 416.1449 416.2749 416.4050 416.5350 416.6650 416.7950 416.9250 417.0549 417.1849 417.3148 417.4447 417.5746 417.7045 417.8344 417.9642 418.0941 418.2239 418.3537 418.4835 418.6133 418.7431 418.8728 419.0026 419.1323 419.2620 419.3917 419.5214 419.6510 419.7807 419.9103 420.0399 420.1695 420.2991 420.4287 420.5583 420.6878 420.8173 420.9469 421.0764 421.2058 421.3353 421.4648 421.5942 421.7236 421.8531 421.9825 422.1118 422.2412 422.3706 422.4999 422.6292 422.7585 422.8878 423.0171 423.1464 423.2756 423.4048 423.5341 423.6633 423.7925 423.9216 424.0508 424.1799 424.3091 424.4382 424.5673 424.6964 424.8254 424.9545 425.0835 425.2126 425.3416 425.4706 425.5995 425.7285 425.8575 425.9864 426.1153 426.2442 426.3731 426.5020 426.6309 426.7597 426.8885 427.0173 427.1461 427.2749 427.4037 427.5325 427.6612 427.7899 427.9186 428.0473 428.1760 428.3047 428.4333 428.5620 428.6906 428.8192 428.9478 429.0764 429.2049 429.3335 429.4620 429.5905 429.7190 429.8475 429.9760 430.1044 430.2329 430.3613 430.4897 430.6181 430.7465 430.8749 431.0032 431.1315 431.2599 431.3882 431.5165 431.6447 431.7730 431.9012 432.0295 432.1577 432.2859 432.4141 432.5423 432.6704 432.7985 432.9267 433.0548 433.1829 433.3110 433.4390 433.5671 433.6951 433.8231 433.9511 434.0791 434.2071 434.3351 434.4630 434.5909 434.7188 434.8467 434.9746 435.1025 435.2304 435.3582 435.4860 435.6138 435.7416 435.8694 435.9972 436.1249 436.2526 436.3804 436.5081 436.6357 436.7634 436.8911 437.0187 437.1463 437.2740 437.4016 437.5291 437.6567 437.7843 437.9118 438.0393 438.1668 438.2943 438.4218 438.5492 438.6767 438.8041 438.9315 439.0589 439.1863 439.3137 439.4410 439.5684 439.6957 439.8230 439.9503 440.0776 440.2049 440.3321 440.4593 440.5866 440.7138 440.8409 440.9681 441.0953 441.2224 441.3495 441.4767 441.6037 441.7308 441.8579 441.9849 442.1120 442.2390 442.3660 442.4930 442.6200 442.7469 442.8739 443.0008 443.1277 443.2546 443.3815 443.5084 443.6352 443.7621 443.8889 444.0157 444.1425 444.2693 444.3960 444.5228 444.6495 444.7762 444.9029 445.0296 445.1563 445.2829 445.4096 445.5362 445.6628 445.7894 445.9160 446.0425 446.1691 446.2956 446.4221 446.5486 446.6751 446.8016 446.9280 447.0545 447.1809 447.3073 447.4337 447.5601 447.6865 447.8128 447.9391 448.0655 448.1918 448.3180 448.4443 448.5706 448.6968 448.8230 448.9493 449.0755 449.2016 449.3278 449.4540 449.5801 449.7062 449.8323 449.9584 450.0845 450.2105 450.3366 450.4626 450.5886 450.7146 450.8406 450.9666 451.0925 451.2184 451.3444 451.4703 451.5962 451.7220 451.8479 451.9737 452.0996 452.2254 452.3512 452.4770 452.6027 452.7285 452.8542 452.9799 453.1056 453.2313 453.3570 453.4827 453.6083 453.7339 453.8595 453.9851 454.1107 454.2363 454.3618 454.4874 454.6129 454.7384 454.8639 454.9894 455.1148 455.2403 455.3657 455.4911 455.6165 455.7419 455.8672 455.9926 456.1179 456.2433 456.3686 456.4938 456.6191 456.7444 456.8696 456.9948 457.1201 457.2453 457.3704 457.4956 457.6208 457.7459 457.8710 457.9961 458.1212 458.2463 458.3713 458.4964 458.6214 458.7464 458.8714 458.9964 459.1213 459.2463 459.3712 459.4961 459.6210 459.7459 459.8708 459.9957 460.1205 460.2453 460.3701 460.4949 460.6197 460.7445 460.8692 460.9940 461.1187 461.2434 461.3681 461.4927 461.6174 461.7420 461.8666 461.9913 462.1158 462.2404 462.3650 462.4895 462.6141 462.7386 462.8631 462.9876 463.1120 463.2365 463.3609 463.4853 463.6097 463.7341 463.8585 463.9829 464.1072 464.2315 464.3558 464.4801 464.6044 464.7287 464.8529 464.9772 465.1014 465.2256 465.3498 465.4740 465.5981 465.7223 465.8464 465.9705 466.0946 466.2187 466.3427 466.4668 466.5908 466.7148 466.8388 466.9628 467.0868 467.2107 467.3347 467.4586 467.5825 467.7064 467.8303 467.9541 468.0780 468.2018 468.3256 468.4494 468.5732 468.6970 468.8207 468.9444 469.0682 469.1919 469.3156 469.4392 469.5629 469.6865 469.8101 469.9338 470.0573 470.1809 470.3045 470.4280 470.5516 470.6751 470.7986 470.9221 471.0455 471.1690 471.2924 471.4158 471.5392 471.6626 471.7860 471.9094 472.0327 472.1560 472.2793 472.4026 472.5259 472.6492 472.7724 472.8957 473.0189 473.1421 473.2653 473.3884 473.5116 473.6347 473.7579 473.8810 474.0040 474.1271 474.2502 474.3732 474.4962 474.6193 474.7423 474.8652 474.9882 475.1111 475.2341 475.3570 475.4799 475.6028 475.7257 475.8485 475.9713 476.0942 476.2170 476.3398 476.4625 476.5853 476.7080 476.8308 476.9535 477.0762 477.1988 477.3215 477.4442 477.5668 477.6894 477.8120 477.9346 478.0572 478.1797 478.3022 478.4248 478.5473 478.6698 478.7922 478.9147 479.0371 479.1595 479.2820 479.4043 479.5267 479.6491 479.7714 479.8938 480.0161 480.1384 480.2607 480.3829 480.5052 480.6274 480.7496 480.8718 480.9940 481.1162 481.2383 481.3605 481.4826 481.6047 481.7268 481.8489 481.9709 482.0930 482.2150 482.3370 482.4590 482.5810 482.7029 482.8249 482.9468 483.0687 483.1906 483.3125 483.4344 483.5562 483.6780 483.7998 483.9217 484.0434 484.1652 484.2870 484.4087 484.5304 484.6521 484.7738 484.8955 485.0171 485.1388 485.2604 485.3820 485.5036 485.6252 485.7467 485.8683 485.9898 486.1113 486.2328 486.3543 486.4757 486.5972 486.7186 486.8400 486.9614 487.0828 487.2042 487.3255 487.4469 487.5682 487.6895 487.8108 487.9320 488.0533 488.1745 488.2957 488.4169 488.5381 488.6593 488.7804 488.9016 489.0227 489.1438 489.2649 489.3860 489.5070 489.6281 489.7491 489.8701 489.9911 490.1121 490.2330 490.3540 490.4749 490.5958 490.7167 490.8376 490.9584 491.0793 491.2001 491.3209 491.4417 491.5625 491.6832 491.8040 491.9247 492.0454 492.1661 492.2868 492.4075 492.5281 492.6487 492.7693 492.8899 493.0105 493.1311 493.2516 493.3722 493.4927 493.6132 493.7337 493.8541 493.9746 494.0950 494.2154 494.3358 494.4562 494.5766 494.6969 494.8172 494.9376 495.0579 495.1781 495.2984 495.4187 495.5389 495.6591 495.7793 495.8995 496.0197 496.1398 496.2599 496.3801 496.5002 496.6202 496.7403 496.8604 496.9804 497.1004 497.2204 497.3404 497.4604 497.5803 497.7002 497.8202 497.9401 498.0599 498.1798 498.2997 498.4195 498.5393 498.6591 498.7789 498.8986 499.0184 499.1381 499.2578 499.3775 499.4972 499.6169 499.7365 499.8562 499.9758 500.0954 500.2150 500.3345 500.4541 500.5736 500.6931 500.8126 500.9321 501.0515 501.1710 501.2904 501.4098 501.5292 501.6486 501.7680 501.8873 502.0066 502.1259 502.2452 502.3645 502.4838 502.6030 502.7222 502.8414 502.9606 503.0798 503.1989 503.3181 503.4372 503.5563 503.6754 503.7945 503.9135 504.0325 504.1516 504.2706 504.3896 504.5085 504.6275 504.7464 504.8653 504.9842 505.1031 505.2220 505.3408 505.4596 505.5784 505.6972 505.8160 505.9348 506.0535 506.1722 506.2910 506.4096 506.5283 506.6470 506.7656 506.8842 507.0028 507.1214 507.2400 507.3585 507.4771 507.5956 507.7141 507.8326 507.9510 508.0695 508.1879 508.3063 508.4247 508.5431 508.6615 508.7798 508.8981 509.0164 509.1347 509.2530 509.3713 509.4895 509.6077 509.7259 509.8441 509.9623 510.0804 510.1986 510.3167 510.4348 510.5529 510.6709 510.7890 510.9070 511.0250 511.1430 511.2610 511.3789 511.4969 511.6148 511.7327 511.8506 511.9684 512.0863 512.2041 512.3219 512.4397 512.5575 512.6753 512.7930 512.9107 513.0284 513.1461 513.2638 513.3814 513.4991 513.6167 513.7343 513.8519 513.9694 514.0870 514.2045 514.3220 514.4395 514.5570 514.6744 514.7919 514.9093 515.0267 515.1441 515.2615 515.3788 515.4961 515.6134 515.7307 515.8480 515.9653 516.0825 516.1997 516.3169 516.4341 516.5513 516.6684 516.7856 516.9027 517.0198 517.1368 517.2539 517.3709 517.4880 517.6050 517.7219 517.8389 517.9559 518.0728 518.1897 518.3066 518.4235 518.5403 518.6572 518.7740 518.8908 519.0076 519.1243 519.2411 519.3578 519.4745 519.5912 519.7079 519.8245 519.9411 520.0578 520.1744 520.2909 520.4075 520.5240 520.6406 520.7571 520.8736 520.9900 521.1065 521.2229 521.3393 521.4557 521.5721 521.6884 521.8048 521.9211 522.0374 522.1537 522.2699 522.3862 522.5024 522.6186 522.7348 522.8509 522.9671 523.0832 523.1993 523.3154 523.4315 523.5475 523.6636 523.7796 523.8956 524.0115 524.1275 524.2434 524.3594 524.4753 524.5911 524.7070 524.8228 524.9387 525.0545 525.1703 525.2860 525.4018 525.5175 525.6332 525.7489 525.8646 525.9802 526.0959 526.2115 526.3271 526.4426 526.5582 526.6737 526.7892 526.9047 527.0202 527.1357 527.2511 527.3665 527.4819 527.5973 527.7127 527.8280 527.9433 528.0586 528.1739 528.2892 528.4044 528.5196 528.6348 528.7500 528.8652 528.9803 529.0954 529.2105 529.3256 529.4407 529.5557 529.6708 529.7858 529.9008 530.0157 530.1307 530.2456 530.3605 530.4754 530.5903 530.7051 530.8199 530.9347 531.0495 531.1643 531.2791 531.3938 531.5085 531.6232 531.7378 531.8525 531.9671 532.0817 532.1963 532.3109 532.4254 532.5400 532.6545 532.7690 532.8834 532.9979 533.1123 533.2267 533.3411 533.4555 533.5698 533.6841 533.7985 533.9127 534.0270 534.1413 534.2555 534.3697 534.4839 534.5980 534.7122 534.8263 534.9404
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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: 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: Temperature at electronics board [°C], 999=no temperature signal
Column 71: Spectrometer control temperature [°C], 999=no temperature signal
Column 72: Auxiliary spectrometer temperature [°C], 999=no temperature signal
Column 73: Temperature in head sensor [°C], 999=no temperature signal
Column 74: Azimuth motor temperature [°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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SQ 20240812T150701.6Z 8990.629880 2 1 6.18 2 4.980 1174 217 0 1 4 0.00 1 0.00 1 -1.00 507 1 12 4 4 18.28 0 0 0 1598 5.886e+02 2.752e-01 6.025e+02 6.492e-01 19 8.778e-01 8.735e-01 -1.504e-04 8.787e-01 4.871e-01 1 0 0 832 1.02e+01 5.311e-21 2.737e-20 2.834e+01 2.844e+00 -3.572e+01 5.611e-02 1 1.43 70.42 65.98 61.86 56.45 46.23 12.66 2.17 0 1.546e-02 1729 -9 -9.00 -9.00 -9.00 -9.00 0.01800 -3.75536e-02 -2.94889e-04 21.27 15.01 18.28 29.79 56.10 18.1 920.73 2.353e+06 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 -1642 -1595 -1562 -1507 -1461 -1469 -1406 -1380 -1330 -1304 -1272 -1201 -1164 -1138 -1097 -1060 -1024 -959 -947 -926 -889 -841 -823 -818 -755 -742 -700 -679 -645 -627 -598 -573 -560 -514 -477 -438 -419 -388 -355 -325 -280 -240 -204 -180 -138 -105 -126 -101 -70 -46 -28 18 45 72 101 107 140 165 196 223 234 269 314 348 372 401 416 432 474 502 516 570 594 602 639 660 675 685 713 716 745 770 789 794 802 822 851 851 898 905 929 958 974 994 1030 1045 1091 1086 1110 1134 1116 1159 1184 1194 1211 1219 1257 1276 1308 1322 1360 1376 1407 1437 1455 1491 1497 1526 1536 1574 1575 1597 1626 1657 1689 1703 1725 1748 1790 1809 1850 1889 1904 1952 1978 2009 2006 2018 2047 2059 2085 2110 2131 2148 2170 2212 2228 2266 2297 2299 2346 2392 2400 2476 2488 2497 2490 2546 2572 2595 2642 2641 2660 2716 2712 2745 2790 2806 2829 2865 2882 2942 2955 2991 3030 3052 3071 3105 3164 3159 3240 3251 3289 3306 3311 3302 3331 3351 3379 3421 3403 3457 3467 3494 3503 3523 3550 3590 3619 3650 3661 3699 3714 3731 3756 3785 3795 3837 3827 3852 3891 3903 3904 3929 3964 3981 4021 4036 4066 4066 4088 4115 4125 4143 4139 4162 4208 4227 4243 4297 4317 4346 4361 4375 4387 4412 4441 4477 4510 4592 4611 4626 4637 4682 4702 4757 4801 4827 4842 4868 4839 4804 4786 4805 4841 4922 4987 5063 5133 5213 5262 5297 5349 5388 5380 5384 5341 5316 5316 5371 5445 5523 5713 5880 5984 6035 6017 5914 5831 5810 5868 5939 5997 6103 6207 6403 6558 6727 6773 6795 6737 6680 6674 6745 6859 6949 6949 6918 6851 6795 6732 6685 6630 6709 6904 7154 7405 7613 7823 8003 8213 8390 8522 8597 8610 8513 8347 8185 8070 8148 8376 8742 9107 9550 9995 10387 10715 10930 11010 11175 11402 11551 11583 11487 11300 11293 11259 11171 10966 10769 10650 10734 11000 11189 11374 11697 12261 12951 13671 14259 14614 14856 15070 15261 15293 15095 14720 14084 13593 13446 13505 13677 13908 13983 14093 14402 14892 15408 15887 16065 16062 16158 16409 16702 16908 17002 17031 17079 17110 16808 16432 16186 16248 16702 17324 17963 18594 19074 19213 19068 19105 19351 19932 20689 21146 20952 20055 18728 17720 17548 18260 19290 19730 19466 18775 18071 17895 18388 19472 20664 21366 21394 21186 21036 21373 22269 23071 23570 23973 23887 23394 23039 22863 23233 24146 25312 26157 26490 26418 26031 25548 25205 25077 25214 25452 25406 25166 24954 24945 25768 27096 28102 28382 28213 27891 27654 28098 29014 29680 29933 29844 29639 29298 29014 28371 26742 25010 23819 23515 24294 25801 27561 29310 30638 31291 31842 32022 31986 31801 30952 29917 29692 30321 31183 32158 33141 33702 34409 34643 34124 32830 31303 30762 31326 32586 34058 34622 34529 34606 35105 35455 35212 34651 33682 33450 33813 34048 34818 36091 37796 40026 42035 42710 42653 42461 41850 41218 40636 39439 38413 38621 39832 41661 43074 43287 41955 39711 37672 36794 37555 39593 42014 43844 44867 45576 46122 47035 48162 48525 48668 49135 49394 49888 50501 50937 51288 51274 50783 49837 48990 48485 48404 49045 49708 50709 51204 49986 47876 45566 42713 41431 41788 42461 44136 46634 48369 48306 46589 43562 41028 39292 38283 38719 39522 41201 44957 49180 52487 55341 57375 58933 60742 62212 62021 60461 58270 55506 53481 51627 50477 50685 51323 53256 56261 57353 55902 53733 52025 52166 54974 59483 64270 67843 69958 68912 64732 60534 57370 57335 60219 63620 67354 70117 71298 70648 68468 65796 63058 61935 62649 65194 69597 73708 77085 79663 81436 83061 84328 84241 83326 82537 81643 81044 80451 80425 81591 82948 85182 85865 84046 81671 78925 77529 78329 79702 80461 79429 78122 78579 82135 86623 89963 91618 91137 91189 93561 96128 97671 96569 91762 85521 80161 76964 77944 82700 89458 97333 103052 105336 102971 94653 84860 77039 74510 78911 86065 91498 94995 95083 92901 89192 81599 73142 67088 67377 74253 83985 91526 93660 90090 83408 76743 71485 71005 75844 84054 96337 106625 108667 104707 99471 94691 93435 96022 98612 98271 98077 99458 100065 103415 108684 112941 117579 120782 122531 125152 128145 131113 134232 133523 128921 122766 115196 110398 109762 109332 108574 106861 102311 98421 98866 102325 109677 119162 125482 126929 126703 126891 128477 129998 127901 120782 111966 106926 104253 101396 101069 100195 96621 94048 90868 85727 83574 84717 84746 83788 83067 82730 83000 83380 83848 86352 93778 104342 115158 123611 127719 127109 126221 126457 125217 124659 123192 118980 111890 105594 105531 110866 119983 129963 135709 134892 130303 123745 116995 114860 118952 126644 131819 132522 129358 123380 121395 124692 124354 123144 122499 120211 123843 132879 142668 150875 156031 159158 160127 161774 163499 160967 158084 153588 150811 154327 160564 170224 179657 184075 186078 186254 183721 179588 172551 164803 158815 155950 154421 151736 143210 128872 112134 95375 81179 71996 69379 74310 86894 103988 120440 133085 140217 147185 155667 163439 174792 185531 190012 193559 197667 196540 195562 197746 195567 186854 175016 159565 140972 124041 108316 93299 84417 86303 98693 118182 140204 160945 181057 200327 215544 225628 230416 231701 230810 233905 239859 245439 252259 258248 260286 260965 258140 254436 256124 260114 267771 276634 273215 264906 260490 258270 263475 275441 284428 287963 291045 290962 289354 291238 292376 294469 298870 298436 298673 301937 305153 304194 296797 285207 272414 267047 275134 290523 306435 316280 320760 319064 305636 284345 271108 265832 273547 296489 313860 317796 313895 306573 298612 293633 296408 300173 297286 290711 285740 279596 284367 302577 310741 309088 311274 310280 307084 306223 302216 299645 306460 320813 331825 335505 334638 337384 346742 358217 364761 364076 360187 352137 343411 335689 324351 307743 289365 278757 277382 290347 314164 334336 345981 350922 354472 360588 369204 379731 385766 383029 379978 375956 372290 376359 379999 379126 377108 375275 371800 363720 357064 351998 354671 365821 383385 400559 407707 401459 384727 371956 366411 370817 384207 392978 395061 392627 385977 382749 377760 376654 383556 392957 405284 417788 425531 429127 424856 417929 414466 407584 397824 388992 380262 375866 378921 388196 397326 399754 400176 401481 402442 398645 394034 395514 396475 400767 418599 429959 427418 422661 406267 390591 383627 379400 386509 398718 412004 429494 443084 448799 452245 456457 457628 452880 444961 438018 433758 440759 454997 460056 451978 426393 385187 361992 363968 386001 424878 451078 456874 444948 430158 423837 419819 428030 439803 448633 461964 467537 462693 454317 436071 424782 428828 433523 440234 452998 456533 451853 442886 432643 430182 439907 464465 487265 490652 482091 458568 426375 405992 391175 394144 420649 447038 463659 471738 470750 466147 462683 460168 456993 446412 429486 423033 426550 431950 443596 451168 441144 413965 383099 357673 340150 336454 344163 348324 342125 332321 325112 324445 342959 376762 423313 477613 524496 559352 575596 569920 541997 498744 455278 433128 442881 476206 517984 549131 561157 563875 561976 543463 511295 465331 424373 411773 421567 454595 495716 524693 549147 561326 550541 535311 523868 515069 525989 547563 556328 564188 574472 579705 592648 607229 606845 602456 596829 585285 579219 575495 563664 552306 549172 554198 567197 581427 575485 536462 493830 471995 469242 493677 528072 547772 556641 562180 565750 574896 587875 597894 601482 599955 595125 576793 556534 553260 549282 553818 581221 610272 635046 648156 639889 626193 614611 617175 641537 661396 667000 663621 652749 645475 650581 658030 658703 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103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 6.45 10.66 11.46 8.25 4.87 9.06 3.81 8.62 11.38 5.27 8.96 12.80 8.01 9.80 8.98 10.14 6.67 13.36 11.21 10.89 13.77 16.56 11.52 11.97 5.73 8.34 7.99 16.50 8.11 6.44 18.01 13.54 6.25 2.39 12.80 18.80 12.19 11.40 11.44 10.23 8.59 11.85 5.63 9.06 9.66 10.79 13.45 11.28 10.32 16.50 3.43 5.67 9.53 13.34 11.40 11.81 4.62 9.49 8.76 8.23 5.62 14.03 11.13 13.30 12.27 11.53 9.39 5.14 4.76 12.35 7.81 11.74 12.56 7.26 12.35 10.45 13.38 13.97 10.56 13.37 9.92 13.54 11.91 9.73 9.87 11.96 11.91 12.66 9.66 17.04 15.92 19.76 17.07 9.03 14.79 8.82 15.85 14.83 13.38 16.06 14.16 15.79 11.83 7.08 11.45 16.98 16.07 19.61 15.65 16.19 9.55 15.65 16.03 14.44 16.69 14.00 22.35 13.85 15.50 13.79 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2078 2125 2087 2127 2122 2173 2025 1963 1840 1811 1833 1839 1915 1902 1844 1849 1863 1953 2025 1936 1933 1862 1895 1843 1904 1925 1886 1918 1883 1886 1882 1771 1713 1771 1637 1962 2052 2053 2092 2010 1883 1952 1994 2089 2218 2132 1900 1760 1670 1568 1657 1814 1910 1829 1712 1602 1598 1741 1768 2038 2153 2024 1931 1876 1827 2034 2073 2191 2195 2166 2093 1952 1964 2047 2193 2316 2470 2475 2452 2413 2276 2201 2250 2148 2180 2160 2043 2108 2023 2144 2252 2493 2355 2348 2238 2288 2379 2465 2447 2512 2481 2484 2473 2329 2332 2041 1872 1633 1608 1656 1888 2061 2175 2327 2455 2405 2449 2431 2394 2295 2193 2167 2204 2243 2039 2495 2441 2517 2551 2443 2328 2191 2049 2170 2243 2358 2432 2406 2388 2434 2460 2419 2227 2190 2127 2248 2210 2268 2382 2610 2693 2920 2891 2934 2946 2858 4444 2652 2661 2547 2490 2613 2709 2854 2770 2769 2450 2275 2254 2247 2420 2699 2850 2864 2885 2908 3046 3052 3148 3106 3066 3095 3160 3168 3246 3318 3191 3191 3055 3013 2920 2859 3016 3017 3049 3032 2950 2694 2575 2360 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