File name: Pandora125s1_Cordoba_20190109_L1_smca1c5d20170323p1-8.txt
File generation date: 20250311T142730.7Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c5d20170323p1-8
Local principal investigator: Marcelo Raponi
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 125
Spectrometer number: 1
Processing software version used: BlickP v1.8.74
Instrument operation file used: Pandora125_OF_v4d20170323.txt
Instrument calibration file used: Pandora125s1_CF_v5d20170323.txt
Level 0 file used: Pandora125s1_Cordoba_20190109_L0.txt
Full location name: CITEDEF/SMN Cordoba
Short location name: Cordoba
Country of location: Argentina
Location latitude [deg]: -31.6755
Location longitude [deg]: -63.8730
Location altitude [m]: 332
Local noon date: 20190109
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, matrix method stray light correction (replaced by simple method)
Data caveats: None
Nominal wavelengths [nm]: 274.8417 274.9851 275.1284 275.2718 275.4151 275.5584 275.7017 275.8450 275.9883 276.1316 276.2749 276.4181 276.5614 276.7046 276.8479 276.9911 277.1343 277.2775 277.4207 277.5639 277.7071 277.8502 277.9934 278.1366 278.2797 278.4228 278.5659 278.7091 278.8522 278.9953 279.1383 279.2814 279.4245 279.5675 279.7106 279.8536 279.9966 280.1397 280.2827 280.4257 280.5687 280.7116 280.8546 280.9976 281.1405 281.2834 281.4264 281.5693 281.7122 281.8551 281.9980 282.1409 282.2837 282.4266 282.5695 282.7123 282.8551 282.9979 283.1408 283.2836 283.4263 283.5691 283.7119 283.8547 283.9974 284.1402 284.2829 284.4256 284.5683 284.7110 284.8537 284.9964 285.1391 285.2817 285.4244 285.5670 285.7096 285.8522 285.9949 286.1375 286.2800 286.4226 286.5652 286.7077 286.8503 286.9928 287.1353 287.2779 287.4204 287.5629 287.7053 287.8478 287.9903 288.1327 288.2752 288.4176 288.5600 288.7024 288.8448 288.9872 289.1296 289.2720 289.4143 289.5567 289.6990 289.8414 289.9837 290.1260 290.2683 290.4106 290.5528 290.6951 290.8374 290.9796 291.1218 291.2641 291.4063 291.5485 291.6907 291.8328 291.9750 292.1172 292.2593 292.4015 292.5436 292.6857 292.8278 292.9699 293.1120 293.2541 293.3961 293.5382 293.6802 293.8222 293.9643 294.1063 294.2483 294.3903 294.5322 294.6742 294.8162 294.9581 295.1000 295.2420 295.3839 295.5258 295.6677 295.8095 295.9514 296.0933 296.2351 296.3770 296.5188 296.6606 296.8024 296.9442 297.0860 297.2277 297.3695 297.5113 297.6530 297.7947 297.9364 298.0781 298.2198 298.3615 298.5032 298.6449 298.7865 298.9282 299.0698 299.2114 299.3530 299.4946 299.6362 299.7778 299.9193 300.0609 300.2024 300.3440 300.4855 300.6270 300.7685 300.9100 301.0515 301.1929 301.3344 301.4758 301.6173 301.7587 301.9001 302.0415 302.1829 302.3243 302.4656 302.6070 302.7483 302.8897 303.0310 303.1723 303.3136 303.4549 303.5962 303.7374 303.8787 304.0199 304.1612 304.3024 304.4436 304.5848 304.7260 304.8672 305.0083 305.1495 305.2906 305.4318 305.5729 305.7140 305.8551 305.9962 306.1373 306.2783 306.4194 306.5604 306.7015 306.8425 306.9835 307.1245 307.2655 307.4065 307.5474 307.6884 307.8294 307.9703 308.1112 308.2521 308.3930 308.5339 308.6748 308.8157 308.9565 309.0974 309.2382 309.3790 309.5198 309.6606 309.8014 309.9422 310.0830 310.2237 310.3645 310.5052 310.6459 310.7866 310.9273 311.0680 311.2087 311.3494 311.4900 311.6307 311.7713 311.9119 312.0525 312.1931 312.3337 312.4743 312.6149 312.7554 312.8960 313.0365 313.1770 313.3175 313.4580 313.5985 313.7390 313.8794 314.0199 314.1603 314.3008 314.4412 314.5816 314.7220 314.8624 315.0027 315.1431 315.2835 315.4238 315.5641 315.7044 315.8448 315.9851 316.1253 316.2656 316.4059 316.5461 316.6864 316.8266 316.9668 317.1070 317.2472 317.3874 317.5276 317.6677 317.8079 317.9480 318.0881 318.2282 318.3683 318.5084 318.6485 318.7886 318.9286 319.0687 319.2087 319.3488 319.4888 319.6288 319.7688 319.9087 320.0487 320.1887 320.3286 320.4685 320.6085 320.7484 320.8883 321.0282 321.1680 321.3079 321.4477 321.5876 321.7274 321.8672 322.0071 322.1468 322.2866 322.4264 322.5662 322.7059 322.8457 322.9854 323.1251 323.2648 323.4045 323.5442 323.6839 323.8235 323.9632 324.1028 324.2424 324.3820 324.5217 324.6612 324.8008 324.9404 325.0799 325.2195 325.3590 325.4986 325.6381 325.7776 325.9171 326.0565 326.1960 326.3354 326.4749 326.6143 326.7537 326.8932 327.0325 327.1719 327.3113 327.4507 327.5900 327.7294 327.8687 328.0080 328.1473 328.2866 328.4259 328.5652 328.7044 328.8437 328.9829 329.1221 329.2613 329.4005 329.5397 329.6789 329.8181 329.9572 330.0964 330.2355 330.3746 330.5137 330.6528 330.7919 330.9310 331.0701 331.2091 331.3481 331.4872 331.6262 331.7652 331.9042 332.0432 332.1821 332.3211 332.4600 332.5990 332.7379 332.8768 333.0157 333.1546 333.2935 333.4324 333.5712 333.7100 333.8489 333.9877 334.1265 334.2653 334.4041 334.5429 334.6816 334.8204 334.9591 335.0978 335.2365 335.3753 335.5139 335.6526 335.7913 335.9299 336.0686 336.2072 336.3458 336.4845 336.6231 336.7616 336.9002 337.0388 337.1773 337.3159 337.4544 337.5929 337.7314 337.8699 338.0084 338.1469 338.2853 338.4238 338.5622 338.7006 338.8390 338.9774 339.1158 339.2542 339.3925 339.5309 339.6692 339.8076 339.9459 340.0842 340.2225 340.3608 340.4990 340.6373 340.7755 340.9138 341.0520 341.1902 341.3284 341.4666 341.6048 341.7429 341.8811 342.0192 342.1573 342.2954 342.4336 342.5716 342.7097 342.8478 342.9858 343.1239 343.2619 343.3999 343.5380 343.6759 343.8139 343.9519 344.0899 344.2278 344.3658 344.5037 344.6416 344.7795 344.9174 345.0553 345.1931 345.3310 345.4688 345.6066 345.7445 345.8823 346.0201 346.1578 346.2956 346.4334 346.5711 346.7088 346.8466 346.9843 347.1220 347.2597 347.3973 347.5350 347.6726 347.8103 347.9479 348.0855 348.2231 348.3607 348.4983 348.6359 348.7734 348.9110 349.0485 349.1860 349.3235 349.4610 349.5985 349.7359 349.8734 350.0108 350.1483 350.2857 350.4231 350.5605 350.6979 350.8353 350.9726 351.1100 351.2473 351.3846 351.5219 351.6592 351.7965 351.9338 352.0711 352.2083 352.3456 352.4828 352.6200 352.7572 352.8944 353.0316 353.1687 353.3059 353.4430 353.5801 353.7173 353.8544 353.9915 354.1285 354.2656 354.4027 354.5397 354.6767 354.8137 354.9508 355.0877 355.2247 355.3617 355.4987 355.6356 355.7725 355.9095 356.0464 356.1833 356.3201 356.4570 356.5939 356.7307 356.8675 357.0044 357.1412 357.2780 357.4148 357.5515 357.6883 357.8250 357.9618 358.0985 358.2352 358.3719 358.5086 358.6453 358.7819 358.9186 359.0552 359.1918 359.3284 359.4650 359.6016 359.7382 359.8748 360.0113 360.1478 360.2844 360.4209 360.5574 360.6939 360.8303 360.9668 361.1032 361.2397 361.3761 361.5125 361.6489 361.7853 361.9217 362.0580 362.1944 362.3307 362.4670 362.6033 362.7396 362.8759 363.0122 363.1485 363.2847 363.4209 363.5572 363.6934 363.8296 363.9658 364.1019 364.2381 364.3742 364.5104 364.6465 364.7826 364.9187 365.0548 365.1909 365.3269 365.4630 365.5990 365.7350 365.8710 366.0070 366.1430 366.2790 366.4149 366.5509 366.6868 366.8227 366.9586 367.0945 367.2304 367.3663 367.5021 367.6380 367.7738 367.9096 368.0454 368.1812 368.3170 368.4528 368.5885 368.7242 368.8600 368.9957 369.1314 369.2671 369.4028 369.5384 369.6741 369.8097 369.9453 370.0809 370.2165 370.3521 370.4877 370.6233 370.7588 370.8943 371.0299 371.1654 371.3009 371.4364 371.5718 371.7073 371.8427 371.9782 372.1136 372.2490 372.3844 372.5198 372.6551 372.7905 372.9258 373.0611 373.1965 373.3318 373.4671 373.6023 373.7376 373.8728 374.0081 374.1433 374.2785 374.4137 374.5489 374.6841 374.8192 374.9544 375.0895 375.2246 375.3597 375.4948 375.6299 375.7650 375.9000 376.0351 376.1701 376.3051 376.4401 376.5751 376.7101 376.8451 376.9800 377.1149 377.2499 377.3848 377.5197 377.6546 377.7894 377.9243 378.0591 378.1940 378.3288 378.4636 378.5984 378.7332 378.8679 379.0027 379.1374 379.2721 379.4069 379.5416 379.6762 379.8109 379.9456 380.0802 380.2149 380.3495 380.4841 380.6187 380.7533 380.8878 381.0224 381.1569 381.2914 381.4260 381.5605 381.6949 381.8294 381.9639 382.0983 382.2328 382.3672 382.5016 382.6360 382.7704 382.9047 383.0391 383.1734 383.3078 383.4421 383.5764 383.7107 383.8449 383.9792 384.1134 384.2477 384.3819 384.5161 384.6503 384.7845 384.9187 385.0528 385.1869 385.3211 385.4552 385.5893 385.7234 385.8574 385.9915 386.1256 386.2596 386.3936 386.5276 386.6616 386.7956 386.9295 387.0635 387.1974 387.3314 387.4653 387.5992 387.7331 387.8669 388.0008 388.1346 388.2685 388.4023 388.5361 388.6699 388.8036 388.9374 389.0712 389.2049 389.3386 389.4723 389.6060 389.7397 389.8734 390.0070 390.1407 390.2743 390.4079 390.5415 390.6751 390.8087 390.9422 391.0758 391.2093 391.3428 391.4763 391.6098 391.7433 391.8767 392.0102 392.1436 392.2771 392.4105 392.5439 392.6772 392.8106 392.9440 393.0773 393.2106 393.3439 393.4772 393.6105 393.7438 393.8770 394.0103 394.1435 394.2767 394.4099 394.5431 394.6763 394.8095 394.9426 395.0757 395.2089 395.3420 395.4751 395.6081 395.7412 395.8743 396.0073 396.1403 396.2733 396.4063 396.5393 396.6723 396.8052 396.9382 397.0711 397.2040 397.3369 397.4698 397.6027 397.7355 397.8684 398.0012 398.1340 398.2668 398.3996 398.5324 398.6651 398.7979 398.9306 399.0633 399.1960 399.3287 399.4614 399.5941 399.7267 399.8594 399.9920 400.1246 400.2572 400.3898 400.5223 400.6549 400.7874 400.9199 401.0524 401.1849 401.3174 401.4499 401.5823 401.7148 401.8472 401.9796 402.1120 402.2444 402.3768 402.5091 402.6415 402.7738 402.9061 403.0384 403.1707 403.3030 403.4352 403.5675 403.6997 403.8319 403.9641 404.0963 404.2285 404.3606 404.4928 404.6249 404.7570 404.8891 405.0212 405.1533 405.2853 405.4174 405.5494 405.6814 405.8134 405.9454 406.0774 406.2094 406.3413 406.4732 406.6052 406.7371 406.8690 407.0008 407.1327 407.2645 407.3964 407.5282 407.6600 407.7918 407.9236 408.0553 408.1871 408.3188 408.4505 408.5822 408.7139 408.8456 408.9773 409.1089 409.2406 409.3722 409.5038 409.6354 409.7670 409.8985 410.0301 410.1616 410.2931 410.4246 410.5561 410.6876 410.8191 410.9505 411.0820 411.2134 411.3448 411.4762 411.6076 411.7389 411.8703 412.0016 412.1329 412.2642 412.3955 412.5268 412.6581 412.7893 412.9206 413.0518 413.1830 413.3142 413.4454 413.5765 413.7077 413.8388 413.9699 414.1010 414.2321 414.3632 414.4943 414.6253 414.7563 414.8874 415.0184 415.1494 415.2803 415.4113 415.5422 415.6732 415.8041 415.9350 416.0659 416.1968 416.3276 416.4585 416.5893 416.7201 416.8509 416.9817 417.1125 417.2433 417.3740 417.5047 417.6355 417.7662 417.8968 418.0275 418.1582 418.2888 418.4194 418.5501 418.6807 418.8113 418.9418 419.0724 419.2029 419.3335 419.4640 419.5945 419.7250 419.8554 419.9859 420.1163 420.2467 420.3772 420.5076 420.6379 420.7683 420.8987 421.0290 421.1593 421.2896 421.4199 421.5502 421.6805 421.8107 421.9410 422.0712 422.2014 422.3316 422.4618 422.5919 422.7221 422.8522 422.9823 423.1125 423.2425 423.3726 423.5027 423.6327 423.7628 423.8928 424.0228 424.1528 424.2828 424.4127 424.5427 424.6726 424.8025 424.9324 425.0623 425.1922 425.3220 425.4519 425.5817 425.7115 425.8413 425.9711 426.1009 426.2306 426.3603 426.4901 426.6198 426.7495 426.8792 427.0088 427.1385 427.2681 427.3977 427.5273 427.6569 427.7865 427.9161 428.0456 428.1752 428.3047 428.4342 428.5637 428.6931 428.8226 428.9521 429.0815 429.2109 429.3403 429.4697 429.5991 429.7284 429.8578 429.9871 430.1164 430.2457 430.3750 430.5042 430.6335 430.7627 430.8920 431.0212 431.1504 431.2795 431.4087 431.5378 431.6670 431.7961 431.9252 432.0543 432.1834 432.3124 432.4415 432.5705 432.6995 432.8285 432.9575 433.0865 433.2154 433.3444 433.4733 433.6022 433.7311 433.8600 433.9889 434.1177 434.2465 434.3754 434.5042 434.6330 434.7617 434.8905 435.0192 435.1480 435.2767 435.4054 435.5341 435.6628 435.7914 435.9201 436.0487 436.1773 436.3059 436.4345 436.5630 436.6916 436.8201 436.9487 437.0772 437.2057 437.3341 437.4626 437.5910 437.7195 437.8479 437.9763 438.1047 438.2331 438.3614 438.4898 438.6181 438.7464 438.8747 439.0030 439.1312 439.2595 439.3877 439.5160 439.6442 439.7724 439.9005 440.0287 440.1568 440.2850 440.4131 440.5412 440.6693 440.7974 440.9254 441.0534 441.1815 441.3095 441.4375 441.5655 441.6934 441.8214 441.9493 442.0772 442.2051 442.3330 442.4609 442.5888 442.7166 442.8444 442.9723 443.1001 443.2278 443.3556 443.4834 443.6111 443.7388 443.8665 443.9942 444.1219 444.2496 444.3772 444.5048 444.6325 444.7601 444.8877 445.0152 445.1428 445.2703 445.3979 445.5254 445.6529 445.7803 445.9078 446.0353 446.1627 446.2901 446.4175 446.5449 446.6723 446.7996 446.9270 447.0543 447.1816 447.3089 447.4362 447.5635 447.6907 447.8180 447.9452 448.0724 448.1996 448.3267 448.4539 448.5810 448.7082 448.8353 448.9624 449.0895 449.2165 449.3436 449.4706 449.5977 449.7247 449.8517 449.9786 450.1056 450.2325 450.3595 450.4864 450.6133 450.7402 450.8670 450.9939 451.1207 451.2475 451.3744 451.5011 451.6279 451.7547 451.8814 452.0082 452.1349 452.2616 452.3883 452.5149 452.6416 452.7682 452.8948 453.0214 453.1480 453.2746 453.4012 453.5277 453.6542 453.7808 453.9073 454.0337 454.1602 454.2867 454.4131 454.5395 454.6659 454.7923 454.9187 455.0451 455.1714 455.2977 455.4240 455.5503 455.6766 455.8029 455.9291 456.0554 456.1816 456.3078 456.4340 456.5602 456.6863 456.8125 456.9386 457.0647 457.1908 457.3169 457.4429 457.5690 457.6950 457.8210 457.9470 458.0730 458.1990 458.3249 458.4509 458.5768 458.7027 458.8286 458.9545 459.0804 459.2062 459.3320 459.4578 459.5836 459.7094 459.8352 459.9609 460.0867 460.2124 460.3381 460.4638 460.5895 460.7151 460.8408 460.9664 461.0920 461.2176 461.3432 461.4688 461.5943 461.7198 461.8453 461.9709 462.0963 462.2218 462.3473 462.4727 462.5981 462.7235 462.8489 462.9743 463.0997 463.2250 463.3503 463.4756 463.6009 463.7262 463.8515 463.9767 464.1020 464.2272 464.3524 464.4776 464.6027 464.7279 464.8530 464.9782 465.1033 465.2284 465.3534 465.4785 465.6035 465.7286 465.8536 465.9786 466.1036 466.2285 466.3535 466.4784 466.6033 466.7282 466.8531 466.9780 467.1028 467.2277 467.3525 467.4773 467.6021 467.7269 467.8516 467.9764 468.1011 468.2258 468.3505 468.4752 468.5999 468.7245 468.8491 468.9738 469.0984 469.2229 469.3475 469.4721 469.5966 469.7211 469.8456 469.9701 470.0946 470.2190 470.3435 470.4679 470.5923 470.7167 470.8411 470.9654 471.0898 471.2141 471.3384 471.4627 471.5870 471.7113 471.8355 471.9597 472.0840 472.2082 472.3323 472.4565 472.5807 472.7048 472.8289 472.9530 473.0771 473.2012 473.3252 473.4493 473.5733 473.6973 473.8213 473.9453 474.0692 474.1932 474.3171 474.4410 474.5649 474.6888 474.8127 474.9365 475.0603 475.1842 475.3080 475.4317 475.5555 475.6793 475.8030 475.9267 476.0504 476.1741 476.2978 476.4214 476.5451 476.6687 476.7923 476.9159 477.0394 477.1630 477.2865 477.4101 477.5336 477.6571 477.7805 477.9040 478.0274 478.1509 478.2743 478.3977 478.5210 478.6444 478.7677 478.8911 479.0144 479.1377 479.2610 479.3842 479.5075 479.6307 479.7539 479.8771 480.0003 480.1235 480.2466 480.3698 480.4929 480.6160 480.7391 480.8621 480.9852 481.1082 481.2312 481.3542 481.4772 481.6002 481.7231 481.8461 481.9690 482.0919 482.2148 482.3377 482.4605 482.5834 482.7062 482.8290 482.9518 483.0746 483.1973 483.3201 483.4428 483.5655 483.6882 483.8109 483.9335 484.0562 484.1788 484.3014 484.4240 484.5466 484.6691 484.7917 484.9142 485.0367 485.1592 485.2817 485.4041 485.5266 485.6490 485.7714 485.8938 486.0162 486.1386 486.2609 486.3833 486.5056 486.6279 486.7501 486.8724 486.9947 487.1169 487.2391 487.3613 487.4835 487.6056 487.7278 487.8499 487.9720 488.0941 488.2162 488.3383 488.4603 488.5824 488.7044 488.8264 488.9484 489.0703 489.1923 489.3142 489.4361 489.5580 489.6799 489.8018 489.9236 490.0455 490.1673 490.2891 490.4109 490.5326 490.6544 490.7761 490.8978 491.0195 491.1412 491.2629 491.3845 491.5062 491.6278 491.7494 491.8710 491.9925 492.1141 492.2356 492.3572 492.4787 492.6001 492.7216 492.8431 492.9645 493.0859 493.2073 493.3287 493.4501 493.5714 493.6927 493.8141 493.9354 494.0566 494.1779 494.2992 494.4204 494.5416 494.6628 494.7840 494.9052 495.0263 495.1474 495.2686 495.3897 495.5107 495.6318 495.7529 495.8739 495.9949 496.1159 496.2369 496.3579 496.4788 496.5997 496.7206 496.8415 496.9624 497.0833 497.2041 497.3250 497.4458 497.5666 497.6874 497.8081 497.9289 498.0496 498.1703 498.2910 498.4117 498.5323 498.6530 498.7736 498.8942 499.0148 499.1354 499.2560 499.3765 499.4970 499.6175 499.7380 499.8585 499.9790 500.0994 500.2198 500.3403 500.4606 500.5810 500.7014 500.8217 500.9420 501.0624 501.1826 501.3029 501.4232 501.5434 501.6636 501.7838 501.9040 502.0242 502.1444 502.2645 502.3846 502.5047 502.6248 502.7449 502.8649 502.9850 503.1050 503.2250 503.3450 503.4649 503.5849 503.7048 503.8247 503.9446 504.0645 504.1844 504.3042 504.4241 504.5439 504.6637 504.7835 504.9032 505.0230 505.1427 505.2624 505.3821 505.5018 505.6215 505.7411 505.8607 505.9803 506.0999 506.2195 506.3391 506.4586 506.5781 506.6976 506.8171 506.9366 507.0561 507.1755 507.2949 507.4143 507.5337 507.6531 507.7725 507.8918 508.0111 508.1304 508.2497 508.3690 508.4882 508.6074 508.7267 508.8459 508.9650 509.0842 509.2034 509.3225 509.4416 509.5607 509.6798 509.7988 509.9179 510.0369 510.1559 510.2749 510.3939 510.5129 510.6318 510.7507 510.8696 510.9885 511.1074 511.2263 511.3451 511.4639 511.5827 511.7015 511.8203 511.9390 512.0578 512.1765 512.2952 512.4139 512.5325 512.6512 512.7698 512.8884 513.0070 513.1256 513.2442 513.3627 513.4813 513.5998 513.7183 513.8367 513.9552 514.0736 514.1921 514.3105 514.4289 514.5472 514.6656 514.7839 514.9023 515.0206 515.1388 515.2571 515.3754 515.4936 515.6118 515.7300 515.8482 515.9664 516.0845 516.2026 516.3208 516.4389 516.5569 516.6750 516.7930 516.9111 517.0291 517.1471 517.2650 517.3830 517.5009 517.6189 517.7368 517.8547 517.9725 518.0904 518.2082 518.3260 518.4438 518.5616 518.6794 518.7971 518.9149 519.0326 519.1503 519.2679 519.3856 519.5033 519.6209 519.7385 519.8561 519.9737 520.0912 520.2087 520.3263 520.4438 520.5613 520.6787 520.7962 520.9136 521.0310 521.1484 521.2658 521.3832 521.5005 521.6178 521.7352 521.8525 521.9697 522.0870 522.2042 522.3215 522.4387 522.5558 522.6730 522.7902 522.9073 523.0244 523.1415 523.2586 523.3757 523.4927 523.6098 523.7268 523.8438 523.9607 524.0777 524.1946 524.3116 524.4285 524.5454 524.6622 524.7791 524.8959 525.0127 525.1295 525.2463 525.3631 525.4798 525.5966 525.7133 525.8300 525.9467 526.0633 526.1800 526.2966 526.4132 526.5298 526.6464 526.7629 526.8794 526.9960 527.1125 527.2289 527.3454 527.4619 527.5783 527.6947 527.8111 527.9275 528.0438 528.1602 528.2765 528.3928 528.5091 528.6254 528.7416 528.8578 528.9741 529.0903 529.2064 529.3226 529.4387 529.5549 529.6710 529.7871 529.9031 530.0192 530.1352 530.2513 530.3673 530.4832 530.5992 530.7152 530.8311 530.9470 531.0629 531.1788 531.2946 531.4105 531.5263 531.6421 531.7579 531.8736 531.9894 532.1051 532.2208 532.3365 532.4522 532.5679 532.6835 532.7991 532.9147 533.0303 533.1459 533.2615 533.3770 533.4925 533.6080 533.7235 533.8389 533.9544 534.0698 534.1852 534.3006 534.4160 534.5313 534.6467 534.7620 534.8773 534.9925 535.1078 535.2231 535.3383 535.4535 535.5687 535.6838 535.7990 535.9141 536.0292 536.1443 536.2594 536.3745 536.4895 536.6045 536.7195 536.8345 536.9495 537.0644 537.1794 537.2943 537.4092 537.5241 537.6389 537.7538 537.8686 537.9834 538.0982 538.2129 538.3277 538.4424 538.5571 538.6718 538.7865 538.9011 539.0158 539.1304 539.2450 539.3596 539.4741 539.5887 539.7032 539.8177 539.9322 540.0466 540.1611 540.2755 540.3899 540.5043 540.6187 540.7331 540.8474 540.9617 541.0760 541.1903 541.3046 541.4188
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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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ZO 20190109T085247.0Z 6948.369988 287 1 32.00 4 4000.000 8 2 0 1 1 0.06 0 168.70 0 -1.00 507 0 11 8 0 22.68 95 1 0 1472 6.148e+02 4.688e+00 6.445e+02 1.083e+01 1 14.30 63.32 65.03 98.22 55.95 56.64 16.51 9.51 0 1.950e-01 1770 -9 -9.00 -9.00 -9.00 -9.00 -0.01524 3.11057e-02 1.58495e-04 27.88 20.00 22.68 1.749e+09 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 -12 72 -26 13 -16 26 15 -19 -24 -3 16 15 36 -20 -10 -30 -12 -10 2 31 -7 -20 -35 27 -42 42 -10 15 -19 6 -76 -22 2 -2 -3 -4 -37 -10 -16 6 -17 2 -22 -6 3 -35 -156 -46 34 19 20 -4 30 32 11 -10 -46 27 21 29 25 63 -18 17 -48 23 -42 -31 53 -8 18 29 33 -27 40 -23 20 -18 6 -10 22 -37 17 13 0 21 -1 53 -25 38 1 35 -2 14 10 24 12 -34 11 -21 52 -6 30 21 35 27 30 -16 13 -26 7 -17 -9 17 2 31 39 51 -1 63 -6 14 7 18 -11 -38 5 2 14 -10 6 -28 81 1 33 -35 30 1 -8 -15 35 19 25 16 -16 -17 -48 3 -20 -18 -39 -13 18 34 -32 -17 9 11 7 -53 1 -8 32 -21 30 -18 40 -29 34 41 5 27 -1 52 -14 25 5 38 -22 58 -48 12 17 27 11 13 -1 0 -13 -59 14 -1 10 -5 23 -45 59 -21 61 7 23 6 30 0 -53 19 -39 30 -23 13 -37 88 -56 58 -24 7 -6 -9 -27 4 38 29 17 -32 12 -1 47 -43 68 15 43 -32 20 15 -28 0 -24 45 -17 57 -5 20 -11 68 -16 25 36 -16 -20 6 41 26 50 -54 27 42 24 2 7 -3 -17 -3 51 13 -42 16 -12 26 -12 -6 -18 29 0 50 34 4 -37 14 30 -21 8 16 25 3 39 0 10 -14 8 -28 0 62 7 -8 -31 44 -29 25 3 62 13 49 3 -4 -11 39 53 5 50 63 32 28 51 47 23 19 44 -21 29 31 5 47 44 43 6 42 2 66 36 56 10 28 11 19 21 24 67 -8 41 24 78 26 65 40 38 30 48 8 34 3 -12 55 40 47 36 82 38 56 -5 60 4 62 24 38 50 25 20 7 -6 14 77 2 42 16 72 48 82 32 59 47 25 37 31 51 20 42 27 58 44 33 56 74 76 54 41 40 85 27 83 41 84 16 42 42 60 43 48 44 18 68 36 61 59 81 68 75 61 83 54 49 58 46 23 14 77 39 53 40 63 29 61 28 102 29 53 58 18 50 43 84 45 98 35 58 38 65 20 52 34 39 48 57 43 63 42 43 72 35 79 25 59 50 59 41 54 77 62 64 39 96 27 71 18 76 42 39 59 80 66 87 65 43 52 29 68 38 76 49 73 74 58 48 73 47 65 57 49 58 42 90 55 102 59 55 30 49 65 81 61 53 63 39 30 12 47 37 72 25 75 21 84 14 54 38 31 43 19 44 20 60 50 55 52 76 52 88 61 58 35 47 39 37 50 25 70 46 71 60 96 25 59 34 59 40 31 74 34 65 47 90 55 62 39 65 68 73 54 90 48 60 37 59 38 42 70 55 91 95 61 51 74 83 61 86 62 82 52 81 50 101 50 96 66 89 49 44 49 60 47 83 60 66 59 71 55 71 77 30 94 44 103 80 108 78 52 65 32 80 52 80 35 99 76 69 49 45 46 75 35 71 67 49 105 73 63 21 64 43 58 53 72 68 66 84 29 64 33 71 26 78 38 97 57 95 48 49 60 82 83 47 49 44 114 56 101 75 97 56 88 90 114 85 83 86 40 69 53 51 68 53 51 59 44 53 51 52 66 67 73 76 62 53 53 60 79 18 79 60 60 49 77 33 68 50 38 39 53 75 27 65 30 65 31 47 40 40 42 55 105 51 82 69 69 44 76 37 84 32 58 33 59 71 42 60 50 59 49 109 32 88 51 88 44 84 73 67 52 46 45 67 53 65 84 50 91 68 89 58 83 56 69 69 43 65 53 88 57 87 80 89 84 78 70 49 67 73 64 69 57 30 55 22 35 17 70 -4 44 34 37 49 76 47 63 84 70 83 45 68 63 103 72 86 71 87 36 73 68 59 48 17 39 26 40 45 45 49 68 66 92 64 71 90 87 87 67 113 87 115 92 130 68 86 57 93 88 99 140 94 87 93 81 102 109 103 105 86 76 87 101 107 94 118 94 101 93 113 97 130 68 98 78 121 66 119 106 88 108 79 92 60 120 88 126 91 110 77 90 91 92 83 89 86 86 93 68 111 85 99 64 104 92 78 99 105 86 114 113 102 120 95 125 123 114 94 112 76 112 74 72 95 74 77 79 112 78 94 71 124 88 96 121 106 88 112 105 114 91 95 114 101 113 85 107 99 109 86 85 91 108 130 85 115 113 103 84 113 91 120 103 111 78 108 75 90 99 93 112 100 109 97 119 95 121 100 66 89 94 93 113 99 72 95 104 110 96 125 88 107 104 83 86 131 102 103 73 66 94 66 109 108 85 82 106 82 112 90 108 104 78 101 86 111 104 120 66 93 66 89 64 108 77 108 79 87 94 72 110 68 95 105 101 84 99 100 109 88 109 77 90 111 87 88 101 87 83 97 111 99 79 102 104 80 83 65 115 96 123 82 115 55 103 85 96 72 95 83 77 78 91 75 73 73 67 86 47 62 73 45 63 64 41 61 88 73 103 84 110 72 127 71 97 88 85 86 103 84 99 110 101 101 80 83 71 90 72 80 78 120 86 80 99 79 99 64 105 74 121 95 126 81 137 114 107 92 100 101 104 136 84 111 107 116 108 108 94 126 76 101 70 78 101 76 85 87 106 65 101 80 -1010 97 113 75 96 93 96 72 102 99 92 113 92 115 70 121 86 97 107 100 88 87 113 114 113 67 137 99 108 76 114 78 93 64 120 106 116 105 98 117 102 129 78 124 93 108 88 102 95 94 102 83 116 100 89 100 97 82 101 93 103 92 135 91 103 115 89 112 67 122 77 107 83 111 74 145 76 101 101 114 113 93 117 120 165 107 115 103 137 101 99 92 125 132 116 100 98 124 84 121 93 125 103 103 92 123 84 135 72 96 70 91 112 83 123 99 98 80 119 57 120 59 108 87 113 86 93 164 83 122 97 129 90 146 89 94 107 108 99 139 100 74 103 101 104 83 129 61 105 67 113 100 106 113 100 104 67 114 104 87 84 94 96 94 107 98 89 86 100 73 133 92 98 72 112 76 100 92 108 94 139 94 115 111 98 105 89 92 83 106 86 122 76 94 100 104 103 86 103 69 105 111 125 103 135 102 119 94 97 105 139 91 114 107 87 103 71 101 80 123 83 96 99 102 101 104 95 84 85 82 109 83 82 63 119 95 113 76 123 89 84 93 94 96 107 100 94 98 89 102 77 125 95 96 79 99 115 81 102 82 92 70 99 163 107 71 114 82 110 82 103 78 68 102 100 107 95 116 87 125 83 88 85 106 83 66 61 105 99 88 98 89 110 66 99 87 92 86 105 94 85 95 101 100 82 100 77 107 63 106 76 110 113 87 78 103 101 91 89 92 83 83 94 87 92 91 99 86 110 44 86 96 79 103 74 114 87 92 76 100 97 70 90 96 83 87 97 114 96 88 103 56 96 68 86 73 108 63 110 110 84 91 67 82 89 102 91 103 68 79 38 79 72 72 66 75 73 70 87 87 73 90 85 97 87 49 98 54 86 79 74 78 50 79 48 98 92 91 56 96 68 75 96 76 75 74 79 62 92 64 92 62 50 68 90 56 75 75 75 73 104 79 68 80 52 71 68 106 59 91 77 96 61 80 95 35 92 76 100 69 85 80 94 86 98 73 84 86 116 90 87 73 40 83 68 96 81 112 60 76 65 70 54 77 88 82 93 83 90 83 102 83 93 99 108 70 66 81 53 82 65 70 77 81 72 104 71 76 60 83 51 101 62 69 68 62 90 69 106 57 57 37 72 44 83 53 95 62 69 92 70 81 38 65 46 104 68 89 8 83 45 71 67 92 74 51 77 33 99 42 85 33 79 56 56 45 77 77 43 66 32 89 43 91 51 106 46 69 42 91 32 45 46 13 80 54 59 61 55 78 63 60 61 72 53 68 63 53 63 54 37 66 48 96 49 82 40 60 77 86 70 52 61 65 68 64 102 38 104 62 78 78 88 74 65 67 64 58 52 91 41 104 56 87 51 84 75 63 79 50 45 71 54 70 55 61 83 23 71 31 63 56 70 41 24 30 62 65 50 64 28 67 52 63 47 70 69 33 58 72 32 16 70 34 53 32 81 19 78 54 64 45 71 51 60 59 72 58 40 71 47 79 54 83 44 94 25 62 51 62 54 69 71 42 69 44 85 10 61 56 74 44 64 35 69 83 49 62 58 76 66 88 43 67 53 85 54 52 59 75 20 39 46 20 56 21 110 19 62 12 84 3 60 90 72 62 24 35 56 85 63 84 2 68 43 48 48 68 24 55 60 48 17 26 56 34 85 -12 51 -4 72 43 61 54 72 35 70 47 45 95 58 69 9 94 7 57 33 43 30 59 57 30 40 50 57 29 69 29 94 41 66 71 46 21 35 66 15 68 19 84 43 104 17 57 48 85 25 72 47 59 57 48 63 72 91 9 72 67 53 46 26 52 33 52 91 56 34 75 26 66 43 41 65 57 19 65 41 33 35 58 92 53 55 39 98 21 0 0 0 0 0 0 0 0 0 0 0 0 0 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 -171.86 20.28 35.58 -211.59 36.99 -327.13 -13.81 67.07 87.00 -29.00 48.10 27.26 45.94 76.72 -40.10 -97.32 68.98 -19.56 -29.86 68.59 -5.15 12.66 87.59 -40.10 76.90 80.97 16.74 82.17 69.64 -201.18 -120.01 47.38 82.15 -21.54 76.44 23.32 -48.38 -40.57 86.61 -119.79 -248.89 30.08 -295.46 -71.15 62.45 -20.76 88.65 70.69 -70.27 66.61 -200.19 46.23 -36.57 -109.70 -261.57 -69.68 41.10 82.47 69.33 64.16 9.07 -302.32 93.29 85.09 11.47 81.33 23.26 -144.27 -42.22 49.30 83.46 -163.65 25.07 73.89 1.10 54.01 2.24 -151.34 71.82 -26.30 16.47 85.52 57.23 63.03 18.28 53.31 53.08 77.03 65.72 77.60 -96.88 49.94 70.24 -160.90 75.21 57.85 75.89 69.42 -18.90 -108.48 85.36 46.98 45.96 10.04 70.41 -40.42 40.15 20.17 15.04 -15.68 -89.78 80.12 -95.57 11.38 -244.25 65.25 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21661 22076 22465 22667 22715 22722 22811 22789 22846 22772 22502 22139 21646 21200 21053 21287 21770 22316 22701 22704 22508 22291 22106 22016 22051 22224 22437 22631 22684 22603 22422 22068 21569 21110 20551 20300 20311 20565 21140 21615 21890 21994 21976 21974 21968 22057 22058 21867 21676 21352 21061 20771 20585 20458 20409 20563 20728 20863 20788 20579 20289 20013 19968 19942 20018 20223 20389 20542 20764 20824 20841 20800 20833 20976 21144 21276 21274 21055 20639 20164 19664 19279 18982 18979 19270 19840 20437 20973 21236 21170 20957 20920 20874 21050 21319 21497 21679 21787 21878 21977 21999 21884 21665 21348 21050 20937 20885 20911 20952 20964 20989 20929 20770 20648 20417 20151 20022 20084 20266 20609 20966 21309 21503 21694 21833 21914 21932 21907 21669 21387 21030 20769 20738 20857 21146 21343 21472 21463 21292 21171 21139 21225 21427 21716 22001 22161 22330 22375 22369 22207 21935 21593 21271 20997 20832 20788 20858 20946 21063 21213 21273 21304 21233 21084 20869 20617 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