File name: Pandora65s1_Altzomoni_20190409_L1_smca1c3d20190111p1-8.txt
File generation date: 20260113T073659.8Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c3d20190111p1-8
Local principal investigator: Nader Abuhassan
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 65
Spectrometer number: 1
Processing software version used: BlickP v1.8.75
Instrument operation file used: Pandora65_OF_v2d20180919.txt
Instrument calibration file used: Pandora65s1_CF_v3d20190111.txt
Level 0 file used: Pandora65s1_Altzomoni_20190409_L0.txt
Full location name: Observatorio Atmosferico Altzomoni, UNAM
Short location name: Altzomoni
Country of location: Mexico
Location latitude [deg]: 19.1187
Location longitude [deg]: -98.6552
Location altitude [m]: 3985
Local noon date: 20190409
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]: 275.4970 275.4708 275.4472 275.4262 275.4078 275.3920 275.3788 275.3680 275.3597 275.3539 275.3505 275.3494 275.3508 275.3544 275.3604 275.3685 275.3790 275.3916 275.4064 275.4233 275.4423 275.4634 275.4866 275.5117 275.5389 275.5680 275.5990 275.6319 275.6667 275.7033 275.7417 275.7819 275.8238 275.8675 275.9129 275.9600 276.0087 276.0590 276.1109 276.1644 276.2195 276.2760 276.3341 276.3936 276.4546 276.5170 276.5809 276.6461 276.7126 276.7805 276.8498 276.9203 276.9921 277.0651 277.1394 277.2149 277.2916 277.3694 277.4485 277.5286 277.6099 277.6923 277.7757 277.8602 277.9458 278.0324 278.1199 278.2085 278.2981 278.3886 278.4801 278.5725 278.6658 278.7599 278.8550 278.9510 279.0477 279.1454 279.2438 279.3431 279.4431 279.5439 279.6455 279.7478 279.8509 279.9547 280.0592 280.1644 280.2703 280.3769 280.4841 280.5920 280.7005 280.8096 280.9194 281.0298 281.1407 281.2523 281.3644 281.4771 281.5903 281.7041 281.8184 281.9332 282.0485 282.1644 282.2807 282.3975 282.5148 282.6326 282.7508 282.8695 282.9886 283.1081 283.2281 283.3485 283.4693 283.5905 283.7121 283.8340 283.9564 284.0791 284.2022 284.3257 284.4495 284.5736 284.6981 284.8230 284.9481 285.0736 285.1993 285.3254 285.4518 285.5785 285.7055 285.8327 285.9603 286.0881 286.2161 286.3445 286.4731 286.6019 286.7310 286.8604 286.9899 287.1198 287.2498 287.3801 287.5105 287.6412 287.7722 287.9033 288.0346 288.1661 288.2978 288.4297 288.5618 288.6941 288.8265 288.9592 289.0920 289.2249 289.3581 289.4914 289.6248 289.7584 289.8922 290.0261 290.1602 290.2944 290.4287 290.5632 290.6978 290.8325 290.9674 291.1024 291.2375 291.3728 291.5081 291.6436 291.7792 291.9149 292.0507 292.1866 292.3226 292.4587 292.5949 292.7313 292.8677 293.0042 293.1407 293.2774 293.4142 293.5510 293.6880 293.8250 293.9621 294.0992 294.2365 294.3738 294.5112 294.6487 294.7862 294.9238 295.0615 295.1992 295.3370 295.4748 295.6127 295.7507 295.8887 296.0268 296.1650 296.3032 296.4414 296.5797 296.7180 296.8564 296.9949 297.1334 297.2719 297.4105 297.5491 297.6877 297.8264 297.9652 298.1040 298.2428 298.3816 298.5205 298.6595 298.7984 298.9374 299.0764 299.2155 299.3546 299.4937 299.6329 299.7720 299.9112 300.0505 300.1897 300.3290 300.4683 300.6077 300.7470 300.8864 301.0258 301.1652 301.3047 301.4441 301.5836 301.7231 301.8627 302.0022 302.1418 302.2813 302.4209 302.5605 302.7002 302.8398 302.9795 303.1191 303.2588 303.3985 303.5382 303.6780 303.8177 303.9574 304.0972 304.2370 304.3768 304.5165 304.6563 304.7962 304.9360 305.0758 305.2156 305.3555 305.4953 305.6352 305.7750 305.9149 306.0548 306.1947 306.3345 306.4744 306.6143 306.7542 306.8941 307.0341 307.1740 307.3139 307.4538 307.5937 307.7336 307.8736 308.0135 308.1534 308.2934 308.4333 308.5732 308.7132 308.8531 308.9930 309.1330 309.2729 309.4128 309.5528 309.6927 309.8326 309.9726 310.1125 310.2524 310.3923 310.5323 310.6722 310.8121 310.9520 311.0919 311.2319 311.3718 311.5117 311.6516 311.7915 311.9314 312.0712 312.2111 312.3510 312.4909 312.6308 312.7706 312.9105 313.0503 313.1902 313.3300 313.4699 313.6097 313.7495 313.8894 314.0292 314.1690 314.3088 314.4486 314.5884 314.7282 314.8679 315.0077 315.1475 315.2872 315.4270 315.5667 315.7064 315.8462 315.9859 316.1256 316.2653 316.4050 316.5447 316.6844 316.8240 316.9637 317.1033 317.2430 317.3826 317.5223 317.6619 317.8015 317.9411 318.0807 318.2203 318.3598 318.4994 318.6390 318.7785 318.9180 319.0576 319.1971 319.3366 319.4761 319.6156 319.7551 319.8945 320.0340 320.1735 320.3129 320.4523 320.5917 320.7312 320.8706 321.0099 321.1493 321.2887 321.4281 321.5674 321.7067 321.8461 321.9854 322.1247 322.2640 322.4033 322.5426 322.6818 322.8211 322.9603 323.0995 323.2388 323.3780 323.5172 323.6564 323.7955 323.9347 324.0739 324.2130 324.3521 324.4912 324.6304 324.7695 324.9085 325.0476 325.1867 325.3257 325.4648 325.6038 325.7428 325.8818 326.0208 326.1598 326.2988 326.4377 326.5767 326.7156 326.8545 326.9935 327.1324 327.2712 327.4101 327.5490 327.6878 327.8267 327.9655 328.1043 328.2431 328.3819 328.5207 328.6595 328.7982 328.9370 329.0757 329.2144 329.3531 329.4918 329.6305 329.7692 329.9078 330.0465 330.1851 330.3237 330.4623 330.6009 330.7395 330.8781 331.0167 331.1552 331.2937 331.4323 331.5708 331.7093 331.8477 331.9862 332.1247 332.2631 332.4015 332.5400 332.6784 332.8168 332.9551 333.0935 333.2319 333.3702 333.5085 333.6468 333.7851 333.9234 334.0617 334.2000 334.3382 334.4765 334.6147 334.7529 334.8911 335.0293 335.1675 335.3056 335.4438 335.5819 335.7200 335.8581 335.9962 336.1343 336.2724 336.4104 336.5485 336.6865 336.8245 336.9625 337.1005 337.2385 337.3765 337.5144 337.6524 337.7903 337.9282 338.0661 338.2040 338.3419 338.4797 338.6176 338.7554 338.8932 339.0310 339.1688 339.3066 339.4444 339.5821 339.7199 339.8576 339.9953 340.1330 340.2707 340.4084 340.5461 340.6837 340.8214 340.9590 341.0966 341.2342 341.3718 341.5094 341.6469 341.7845 341.9220 342.0596 342.1971 342.3346 342.4721 342.6095 342.7470 342.8844 343.0219 343.1593 343.2967 343.4341 343.5715 343.7089 343.8462 343.9836 344.1209 344.2582 344.3955 344.5328 344.6701 344.8074 344.9447 345.0819 345.2191 345.3564 345.4936 345.6308 345.7680 345.9051 346.0423 346.1794 346.3166 346.4537 346.5908 346.7279 346.8650 347.0021 347.1391 347.2762 347.4132 347.5502 347.6872 347.8242 347.9612 348.0982 348.2352 348.3721 348.5090 348.6460 348.7829 348.9198 349.0567 349.1935 349.3304 349.4672 349.6041 349.7409 349.8777 350.0145 350.1513 350.2881 350.4248 350.5616 350.6983 350.8351 350.9718 351.1085 351.2452 351.3818 351.5185 351.6552 351.7918 351.9284 352.0650 352.2016 352.3382 352.4748 352.6114 352.7479 352.8844 353.0210 353.1575 353.2940 353.4305 353.5669 353.7034 353.8399 353.9763 354.1127 354.2491 354.3855 354.5219 354.6583 354.7946 354.9310 355.0673 355.2036 355.3400 355.4763 355.6125 355.7488 355.8851 356.0213 356.1575 356.2938 356.4300 356.5662 356.7023 356.8385 356.9746 357.1108 357.2469 357.3830 357.5191 357.6552 357.7913 357.9274 358.0634 358.1994 358.3355 358.4715 358.6075 358.7434 358.8794 359.0154 359.1513 359.2872 359.4232 359.5591 359.6949 359.8308 359.9667 360.1025 360.2384 360.3742 360.5100 360.6458 360.7816 360.9173 361.0531 361.1888 361.3246 361.4603 361.5960 361.7317 361.8673 362.0030 362.1386 362.2743 362.4099 362.5455 362.6811 362.8167 362.9522 363.0878 363.2233 363.3588 363.4944 363.6298 363.7653 363.9008 364.0363 364.1717 364.3071 364.4425 364.5779 364.7133 364.8487 364.9841 365.1194 365.2548 365.3901 365.5254 365.6607 365.7960 365.9312 366.0665 366.2017 366.3369 366.4721 366.6073 366.7425 366.8777 367.0129 367.1480 367.2831 367.4182 367.5534 367.6884 367.8235 367.9586 368.0936 368.2287 368.3637 368.4987 368.6337 368.7687 368.9037 369.0386 369.1736 369.3085 369.4434 369.5783 369.7132 369.8481 369.9829 370.1178 370.2526 370.3874 370.5223 370.6571 370.7918 370.9266 371.0614 371.1961 371.3308 371.4656 371.6003 371.7350 371.8696 372.0043 372.1390 372.2736 372.4082 372.5428 372.6774 372.8120 372.9466 373.0812 373.2157 373.3503 373.4848 373.6193 373.7538 373.8883 374.0227 374.1572 374.2917 374.4261 374.5605 374.6949 374.8293 374.9637 375.0981 375.2324 375.3668 375.5011 375.6354 375.7697 375.9040 376.0383 376.1726 376.3068 376.4411 376.5753 376.7095 376.8437 376.9779 377.1121 377.2462 377.3804 377.5145 377.6487 377.7828 377.9169 378.0510 378.1850 378.3191 378.4532 378.5872 378.7212 378.8552 378.9892 379.1232 379.2572 379.3912 379.5251 379.6591 379.7930 379.9269 380.0608 380.1947 380.3285 380.4624 380.5963 380.7301 380.8639 380.9977 381.1315 381.2653 381.3991 381.5328 381.6666 381.8003 381.9340 382.0677 382.2014 382.3351 382.4688 382.6024 382.7361 382.8697 383.0033 383.1369 383.2705 383.4041 383.5376 383.6712 383.8047 383.9382 384.0718 384.2053 384.3387 384.4722 384.6057 384.7391 384.8725 385.0060 385.1394 385.2728 385.4061 385.5395 385.6728 385.8062 385.9395 386.0728 386.2061 386.3394 386.4727 386.6059 386.7392 386.8724 387.0056 387.1388 387.2720 387.4052 387.5383 387.6715 387.8046 387.9377 388.0709 388.2039 388.3370 388.4701 388.6031 388.7362 388.8692 389.0022 389.1352 389.2682 389.4012 389.5341 389.6671 389.8000 389.9329 390.0658 390.1987 390.3316 390.4644 390.5973 390.7301 390.8629 390.9957 391.1285 391.2613 391.3940 391.5268 391.6595 391.7922 391.9249 392.0576 392.1903 392.3229 392.4556 392.5882 392.7208 392.8534 392.9860 393.1186 393.2511 393.3837 393.5162 393.6487 393.7812 393.9137 394.0462 394.1786 394.3111 394.4435 394.5759 394.7083 394.8407 394.9731 395.1054 395.2378 395.3701 395.5024 395.6347 395.7670 395.8993 396.0315 396.1638 396.2960 396.4282 396.5604 396.6926 396.8248 396.9569 397.0891 397.2212 397.3533 397.4854 397.6175 397.7496 397.8816 398.0136 398.1457 398.2777 398.4097 398.5417 398.6736 398.8056 398.9375 399.0694 399.2013 399.3332 399.4651 399.5970 399.7288 399.8607 399.9925 400.1243 400.2561 400.3879 400.5196 400.6514 400.7831 400.9148 401.0465 401.1782 401.3099 401.4415 401.5732 401.7048 401.8364 401.9680 402.0996 402.2312 402.3628 402.4943 402.6258 402.7574 402.8889 403.0203 403.1518 403.2833 403.4147 403.5461 403.6776 403.8090 403.9403 404.0717 404.2031 404.3344 404.4657 404.5971 404.7283 404.8596 404.9909 405.1222 405.2534 405.3846 405.5158 405.6470 405.7782 405.9094 406.0405 406.1717 406.3028 406.4339 406.5650 406.6961 406.8271 406.9582 407.0892 407.2203 407.3513 407.4823 407.6132 407.7442 407.8752 408.0061 408.1370 408.2679 408.3988 408.5297 408.6605 408.7914 408.9222 409.0530 409.1839 409.3146 409.4454 409.5762 409.7069 409.8377 409.9684 410.0991 410.2298 410.3604 410.4911 410.6217 410.7524 410.8830 411.0136 411.1442 411.2747 411.4053 411.5358 411.6664 411.7969 411.9274 412.0579 412.1883 412.3188 412.4492 412.5796 412.7100 412.8404 412.9708 413.1012 413.2315 413.3619 413.4922 413.6225 413.7528 413.8831 414.0133 414.1436 414.2738 414.4040 414.5342 414.6644 414.7946 414.9247 415.0549 415.1850 415.3151 415.4452 415.5753 415.7054 415.8354 415.9655 416.0955 416.2255 416.3555 416.4855 416.6154 416.7454 416.8753 417.0052 417.1351 417.2650 417.3949 417.5247 417.6546 417.7844 417.9142 418.0440 418.1738 418.3036 418.4333 418.5631 418.6928 418.8225 418.9522 419.0819 419.2115 419.3412 419.4708 419.6004 419.7300 419.8596 419.9892 420.1188 420.2483 420.3778 420.5073 420.6368 420.7663 420.8958 421.0252 421.1547 421.2841 421.4135 421.5429 421.6723 421.8016 421.9310 422.0603 422.1896 422.3189 422.4482 422.5775 422.7068 422.8360 422.9652 423.0944 423.2236 423.3528 423.4820 423.6111 423.7403 423.8694 423.9985 424.1276 424.2566 424.3857 424.5147 424.6438 424.7728 424.9018 425.0308 425.1597 425.2887 425.4176 425.5466 425.6755 425.8044 425.9332 426.0621 426.1909 426.3198 426.4486 426.5774 426.7062 426.8350 426.9637 427.0925 427.2212 427.3499 427.4786 427.6073 427.7359 427.8646 427.9932 428.1218 428.2505 428.3790 428.5076 428.6362 428.7647 428.8933 429.0218 429.1503 429.2788 429.4072 429.5357 429.6641 429.7925 429.9209 430.0493 430.1777 430.3061 430.4344 430.5628 430.6911 430.8194 430.9477 431.0760 431.2042 431.3325 431.4607 431.5889 431.7171 431.8453 431.9734 432.1016 432.2297 432.3579 432.4860 432.6141 432.7421 432.8702 432.9982 433.1263 433.2543 433.3823 433.5103 433.6382 433.7662 433.8941 434.0221 434.1500 434.2779 434.4058 434.5336 434.6615 434.7893 434.9171 435.0449 435.1727 435.3005 435.4282 435.5560 435.6837 435.8114 435.9391 436.0668 436.1945 436.3221 436.4498 436.5774 436.7050 436.8326 436.9602 437.0877 437.2153 437.3428 437.4703 437.5978 437.7253 437.8528 437.9802 438.1077 438.2351 438.3625 438.4899 438.6173 438.7446 438.8720 438.9993 439.1266 439.2539 439.3812 439.5085 439.6358 439.7630 439.8902 440.0174 440.1446 440.2718 440.3990 440.5261 440.6533 440.7804 440.9075 441.0346 441.1617 441.2887 441.4158 441.5428 441.6698 441.7968 441.9238 442.0507 442.1777 442.3046 442.4316 442.5585 442.6853 442.8122 442.9391 443.0659 443.1928 443.3196 443.4464 443.5732 443.6999 443.8267 443.9534 444.0801 444.2068 444.3335 444.4602 444.5869 444.7135 444.8401 444.9668 445.0934 445.2199 445.3465 445.4731 445.5996 445.7261 445.8526 445.9791 446.1056 446.2321 446.3585 446.4850 446.6114 446.7378 446.8642 446.9905 447.1169 447.2432 447.3696 447.4959 447.6222 447.7484 447.8747 448.0010 448.1272 448.2534 448.3796 448.5058 448.6320 448.7581 448.8843 449.0104 449.1365 449.2626 449.3887 449.5148 449.6408 449.7669 449.8929 450.0189 450.1449 450.2709 450.3968 450.5228 450.6487 450.7746 450.9005 451.0264 451.1523 451.2781 451.4040 451.5298 451.6556 451.7814 451.9072 452.0329 452.1587 452.2844 452.4101 452.5358 452.6615 452.7872 452.9129 453.0385 453.1641 453.2897 453.4153 453.5409 453.6665 453.7920 453.9176 454.0431 454.1686 454.2941 454.4196 454.5450 454.6705 454.7959 454.9213 455.0467 455.1721 455.2975 455.4228 455.5482 455.6735 455.7988 455.9241 456.0494 456.1747 456.2999 456.4251 456.5504 456.6756 456.8007 456.9259 457.0511 457.1762 457.3014 457.4265 457.5516 457.6766 457.8017 457.9268 458.0518 458.1768 458.3018 458.4268 458.5518 458.6768 458.8017 458.9266 459.0515 459.1764 459.3013 459.4262 459.5510 459.6759 459.8007 459.9255 460.0503 460.1751 460.2998 460.4246 460.5493 460.6740 460.7987 460.9234 461.0481 461.1728 461.2974 461.4220 461.5466 461.6712 461.7958 461.9204 462.0449 462.1694 462.2939 462.4184 462.5429 462.6674 462.7919 462.9163 463.0407 463.1651 463.2895 463.4139 463.5383 463.6626 463.7869 463.9112 464.0355 464.1598 464.2841 464.4084 464.5326 464.6568 464.7810 464.9052 465.0294 465.1535 465.2777 465.4018 465.5259 465.6500 465.7741 465.8982 466.0222 466.1463 466.2703 466.3943 466.5183 466.6423 466.7662 466.8902 467.0141 467.1380 467.2619 467.3858 467.5096 467.6335 467.7573 467.8811 468.0049 468.1287 468.2525 468.3763 468.5000 468.6237 468.7474 468.8711 468.9948 469.1185 469.2421 469.3658 469.4894 469.6130 469.7366 469.8601 469.9837 470.1072 470.2308 470.3543 470.4778 470.6012 470.7247 470.8481 470.9716 471.0950 471.2184 471.3418 471.4651 471.5885 471.7118 471.8352 471.9585 472.0817 472.2050 472.3283 472.4515 472.5748 472.6980 472.8212 472.9444 473.0675 473.1907 473.3138 473.4369 473.5600 473.6831 473.8062 473.9293 474.0523 474.1753 474.2983 474.4213 474.5443 474.6673 474.7902 474.9132 475.0361 475.1590 475.2819 475.4048 475.5276 475.6505 475.7733 475.8961 476.0189 476.1417 476.2644 476.3872 476.5099 476.6326 476.7553 476.8780 477.0007 477.1234 477.2460 477.3686 477.4912 477.6138 477.7364 477.8590 477.9815 478.1040 478.2266 478.3491 478.4715 478.5940 478.7165 478.8389 478.9613 479.0837 479.2061 479.3285 479.4508 479.5732 479.6955 479.8178 479.9401 480.0624 480.1847 480.3069 480.4291 480.5514 480.6736 480.7957 480.9179 481.0401 481.1622 481.2843 481.4064 481.5285 481.6506 481.7726 481.8947 482.0167 482.1387 482.2607 482.3827 482.5046 482.6266 482.7485 482.8704 482.9923 483.1142 483.2361 483.3579 483.4798 483.6016 483.7234 483.8452 483.9669 484.0887 484.2104 484.3321 484.4538 484.5755 484.6972 484.8188 484.9405 485.0621 485.1837 485.3053 485.4269 485.5484 485.6700 485.7915 485.9130 486.0345 486.1560 486.2774 486.3989 486.5203 486.6417 486.7631 486.8845 487.0059 487.1272 487.2485 487.3699 487.4912 487.6124 487.7337 487.8550 487.9762 488.0974 488.2186 488.3398 488.4610 488.5821 488.7032 488.8244 488.9455 489.0666 489.1876 489.3087 489.4297 489.5507 489.6717 489.7927 489.9137 490.0347 490.1556 490.2765 490.3975 490.5183 490.6392 490.7601 490.8809 491.0018 491.1226 491.2434 491.3642 491.4849 491.6057 491.7264 491.8471 491.9678 492.0885 492.2092 492.3299 492.4505 492.5711 492.6917 492.8123 492.9329 493.0535 493.1740 493.2945 493.4151 493.5356 493.6560 493.7765 493.8970 494.0174 494.1378 494.2582 494.3786 494.4990 494.6194 494.7397 494.8601 494.9804 495.1007 495.2210 495.3412 495.4615 495.5817 495.7020 495.8222 495.9424 496.0626 496.1828 496.3029 496.4231 496.5432 496.6633 496.7834 496.9035 497.0236 497.1436 497.2637 497.3837 497.5037 497.6237 497.7437 497.8637 497.9837 498.1036 498.2235 498.3435 498.4634 498.5833 498.7032 498.8230 498.9429 499.0628 499.1826 499.3024 499.4222 499.5420 499.6618 499.7816 499.9014 500.0211 500.1409 500.2606 500.3804 500.5001 500.6198 500.7395 500.8592 500.9788 501.0985 501.2182 501.3378 501.4575 501.5771 501.6967 501.8163 501.9359 502.0555 502.1751 502.2947 502.4143 502.5339 502.6534 502.7730 502.8925 503.0121 503.1316 503.2512 503.3707 503.4903 503.6098 503.7293 503.8488 503.9684 504.0879 504.2074 504.3269 504.4464 504.5660 504.6855 504.8050 504.9245 505.0440 505.1636 505.2831 505.4026 505.5222 505.6417 505.7613 505.8808 506.0004 506.1199 506.2395 506.3591 506.4787 506.5983 506.7179 506.8375 506.9571 507.0768 507.1965 507.3161 507.4358 507.5555 507.6752 507.7950 507.9148 508.0345 508.1543 508.2742 508.3940 508.5139 508.6338 508.7537 508.8736 508.9936 509.1136 509.2336 509.3537 509.4738 509.5939 509.7141 509.8343 509.9545 510.0748 510.1952 510.3155 510.4359 510.5564 510.6769 510.7974 510.9180 511.0387 511.1594 511.2802 511.4010 511.5218 511.6428 511.7638 511.8849 512.0060 512.1272 512.2485 512.3698 512.4912 512.6127 512.7343 512.8560 512.9777 513.0996 513.2215 513.3435 513.4656 513.5878 513.7101 513.8326 513.9551 514.0777 514.2005 514.3233 514.4463 514.5694 514.6926 514.8160 514.9395 515.0631 515.1869 515.3108 515.4348 515.5590 515.6834 515.8079 515.9326 516.0575 516.1825 516.3077 516.4331 516.5587 516.6844 516.8104 516.9365 517.0629 517.1895 517.3163 517.4433 517.5706 517.6980 517.8257 517.9537 518.0819 518.2104 518.3391 518.4681 518.5974 518.7270 518.8569 518.9870 519.1175 519.2483 519.3794 519.5108 519.6426 519.7747 519.9071 520.0399 520.1731 520.3067 520.4407 520.5750 520.7098 520.8449 520.9805 521.1166 521.2531 521.3900 521.5274 521.6653 521.8036 521.9425 522.0819 522.2218 522.3622 522.5032 522.6447 522.7869 522.9296 523.0729 523.2168 523.3613 523.5065 523.6523 523.7988 523.9460 524.0939 524.2425 524.3918 524.5419 524.6928 524.8444 524.9968 525.1501 525.3042 525.4591 525.6149 525.7716 525.9292 526.0878 526.2473 526.4078 526.5692 526.7317 526.8953 527.0598 527.2255 527.3923 527.5602 527.7293 527.8996 528.0710 528.2437 528.4177 528.5930 528.7696 528.9475 529.1268 529.3075 529.4896 529.6732 529.8583 530.0449 530.2331 530.4229 530.6143 530.8074 531.0022 531.1987 531.3970 531.5971 531.7991 532.0029 532.2087 532.4164 532.6262 532.8380 533.0519 533.2679 533.4861 533.7065 533.9293 534.1543 534.3817 534.6115 534.8438 535.0787 535.3160 535.5561 535.7988 536.0442 536.2924 536.5435 536.7974 537.0544 537.3143 537.5774 537.8435 538.1129 538.3856 538.6617 538.9411 539.2240 539.5105 539.8006 540.0944 540.3919 540.6934 540.9987 541.3081 541.6216 541.9392 542.2611 542.5874
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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 20190409T120022.0Z 7038.500255 344 1 20.01 4 4000.000 5 5 0 1 1 2.24 0 266.46 0 -1.00 507 0 10 0 0 21.24 42 0 0 1486 3.499e+02 5.250e+00 3.519e+02 6.809e+00 1 9.59 -1.00 90.57 98.97 76.63 59.05 12.84 6.40 0 6.902e-02 1689 -9 -9.00 -9.00 -9.00 -9.00 0.00590 -2.43740e-02 1.62764e-04 25.17 20.00 21.24 3.780e+10 10 3 56 -9 39 -8 -43 -65 -14 -60 12 -50 62 50 -37 -53 -62 129 -61 45 1 -15 -55 1 -1 -44 -55 -29 36 -38 19 -10 -1 -62 34 -28 22 -52 -37 -37 -40 -8 -48 3 -56 19 -52 -12 -30 -27 -30 -24 19 -56 -42 -33 20 -53 45 -58 -53 -60 -29 22 1 48 -38 46 10 11 -14 -18 -50 -31 -53 -22 5 49 -23 -35 -3 -29 -10 -13 2 -23 20 -36 2 -50 -45 -2 -47 54 -45 -10 -23 46 -19 75 -41 -32 -46 19 -18 -16 40 -51 -48 -49 13 -53 12 -40 -20 -10 10 2 -6 -11 -34 36 -4 14 -37 9 -27 -48 26 -16 3 -10 39 38 70 41 37 -55 -19 10 -3 -47 -44 -21 16 51 10 33 -37 -36 2 0 -3 -7 24 32 -19 -46 -40 -53 43 20 -11 12 -37 32 10 -30 -1 10 -47 -14 -35 41 -45 -22 -1 -5 21 54 20 -27 -36 -40 38 -26 38 -33 5 11 -20 31 5 -5 -25 -10 -44 20 -30 17 -11 -19 -37 -26 -46 17 4 -45 71 15 6 -21 -36 -25 -11 -43 -34 27 -34 10 -29 34 -45 12 -25 24 -24 0 -2 4 12 17 -13 -5 -17 -44 33 26 15 -33 -39 -11 -2 48 -6 -8 -30 -14 9 58 -16 49 -21 9 10 6 50 -11 27 -17 27 -38 63 45 -33 -32 -45 7 35 27 3 0 -6 -14 -54 -15 -50 -7 24 17 10 -44 32 4 111 -44 8 -43 27 9 2 -1 -18 -2 -7 0 -27 -37 -33 -10 -5 -9 -17 -18 -42 -24 -14 4 52 5 35 -52 -15 -25 63 -18 11 31 16 45 38 85 -2 95 -51 -23 -47 64 -19 21 16 -30 52 -3 19 -23 92 -21 19 -10 14 43 16 6 79 -24 4 44 -32 -15 -23 19 -2 38 33 -7 9 -7 52 -19 38 4 -33 -30 37 43 17 24 24 6 -50 33 18 94 40 47 7 95 4 74 58 27 9 38 27 -14 74 7 74 -40 56 61 39 -2 1 105 50 43 -2 126 -11 109 6 22 28 10 85 50 35 44 109 93 127 39 129 86 38 59 102 73 67 50 76 127 15 61 113 133 163 126 139 177 160 163 221 127 191 72 128 79 133 84 130 86 122 148 100 142 191 222 120 285 210 249 240 226 306 245 192 226 221 141 180 79 152 152 181 200 137 233 185 221 204 264 140 245 241 205 216 246 206 227 211 172 177 138 287 173 256 245 228 225 273 276 233 295 227 375 214 249 276 250 193 225 211 175 197 115 199 141 211 241 302 225 186 198 202 308 321 273 301 348 246 335 272 327 261 365 349 329 281 287 277 260 309 238 360 267 289 285 282 283 372 302 320 383 331 377 283 369 358 414 298 347 293 329 294 311 228 244 210 188 227 270 294 296 359 337 304 371 316 328 283 312 270 294 324 342 282 341 350 292 242 277 305 281 364 302 372 340 427 310 309 345 338 332 303 320 252 338 271 401 345 333 357 414 422 283 378 304 443 245 275 315 370 338 361 464 310 282 408 336 305 436 358 443 342 362 385 365 414 404 486 364 453 399 425 319 408 358 377 371 376 355 349 276 361 451 370 378 332 310 301 300 282 334 324 283 341 301 271 225 256 179 297 305 358 309 266 381 355 428 349 444 384 547 406 424 421 351 305 276 337 316 310 284 392 382 410 354 381 388 357 474 454 446 361 443 294 316 332 412 308 407 478 453 443 485 418 365 458 318 462 325 457 460 495 474 514 527 471 519 392 544 505 549 448 453 470 489 501 502 458 383 438 374 560 389 485 411 407 372 453 509 489 482 403 612 495 572 502 582 413 450 403 324 460 406 572 533 553 534 438 399 409 313 380 431 448 474 392 435 319 402 323 296 302 326 365 376 474 365 429 314 385 302 331 380 434 444 546 483 445 384 435 506 368 443 379 491 383 561 383 501 565 515 543 556 578 556 652 563 685 504 477 430 488 390 316 388 389 345 416 444 376 541 493 487 471 487 487 497 629 531 475 420 407 390 330 339 379 349 322 312 308 279 246 334 287 324 205 261 228 290 335 360 349 372 478 488 434 420 522 363 498 358 382 326 355 404 443 461 414 455 347 481 344 402 380 419 436 439 434 382 458 393 524 358 415 459 394 470 516 428 468 527 581 562 552 518 458 502 427 468 355 535 644 549 658 579 567 565 552 495 439 463 472 438 541 313 278 303 135 219 208 184 191 295 339 355 460 437 418 420 542 579 585 583 593 565 647 564 501 560 485 381 457 355 210 231 172 313 160 379 383 413 484 630 618 589 642 601 671 633 712 664 674 771 716 743 704 761 724 766 659 817 741 806 749 735 740 780 825 797 816 776 847 737 874 788 814 775 847 809 829 832 793 784 718 780 712 846 794 864 832 798 772 742 704 705 743 696 861 759 809 719 745 724 794 782 715 750 762 716 723 748 704 731 778 778 754 737 712 735 760 772 775 747 866 738 840 874 902 869 770 784 815 829 683 798 670 611 609 632 739 780 822 788 836 771 841 848 864 857 912 811 825 861 864 834 783 874 834 867 734 706 664 816 750 815 826 868 836 819 813 805 821 830 902 803 843 772 750 806 803 851 802 876 908 962 822 871 818 935 823 764 807 772 874 768 837 746 862 808 807 731 776 763 772 825 812 859 860 862 760 765 748 745 803 749 754 782 790 871 854 858 913 859 888 756 796 849 932 855 860 809 702 663 656 792 776 870 840 853 796 768 790 787 787 804 866 806 846 729 763 712 771 804 778 747 771 829 809 850 721 839 813 929 876 839 784 763 680 705 724 747 831 782 808 748 824 748 797 756 810 746 680 757 652 712 731 799 696 694 564 550 536 549 549 492 514 504 640 540 613 636 851 799 978 917 896 901 791 688 649 757 716 822 882 881 891 877 798 778 782 611 621 665 784 728 819 841 900 785 719 786 822 831 810 905 807 837 840 967 822 893 908 955 893 894 921 812 886 771 887 756 884 870 766 774 731 664 700 852 753 864 748 910 781 847 850 946 815 807 837 749 805 803 791 799 873 881 917 874 872 909 825 916 870 963 867 939 845 897 947 923 999 916 880 790 865 879 909 860 906 928 922 848 931 865 970 955 852 949 940 867 809 925 763 840 822 831 842 865 954 883 909 826 981 878 947 937 973 937 948 833 811 879 909 958 956 903 895 938 864 898 1026 923 953 916 956 925 999 892 1033 991 1065 988 1056 1093 1013 1082 984 936 994 1057 1034 979 970 1025 896 974 936 947 959 774 887 889 866 864 1020 899 1003 950 1011 1016 951 971 843 979 903 924 941 968 964 953 936 996 925 1056 1015 990 1018 955 1005 937 1141 997 966 1002 1000 991 987 1086 954 959 879 990 894 911 980 928 994 912 958 942 911 922 933 890 938 964 961 987 955 927 922 953 1012 1025 965 1017 964 975 907 1014 986 1047 979 998 970 958 1080 1005 1007 1010 980 965 948 965 925 954 975 990 934 1024 949 951 926 943 825 888 963 949 971 948 1026 906 1071 1005 1062 964 999 912 942 926 872 1001 877 946 956 1026 948 992 956 961 920 939 941 926 936 957 1053 902 954 927 1006 947 1005 944 936 981 850 921 870 925 901 873 966 987 916 941 905 1007 940 964 913 996 1005 961 1013 1026 1004 958 1005 953 886 975 881 925 889 983 900 946 930 933 954 926 956 983 1011 965 1002 861 1001 932 927 919 993 947 962 954 895 870 886 919 885 957 826 970 925 904 907 971 970 961 1032 890 910 853 1005 908 874 905 925 917 802 939 912 938 847 938 818 941 807 879 828 960 950 857 820 808 906 829 904 937 914 940 986 938 939 936 904 915 831 954 843 879 824 900 914 888 951 964 859 831 821 809 888 808 901 874 967 894 860 869 848 925 817 862 793 794 646 640 631 684 720 819 819 806 880 759 761 821 810 791 910 902 852 902 805 815 890 840 828 814 710 821 770 824 844 851 967 881 994 946 956 940 924 884 869 828 903 829 818 798 871 828 843 888 784 784 759 793 794 813 836 833 802 861 924 852 874 792 807 729 783 790 777 759 798 940 802 933 807 941 826 929 795 926 825 842 820 809 796 815 810 844 908 803 874 811 877 764 869 851 899 847 892 875 816 847 773 762 731 792 744 768 828 795 806 867 835 736 880 816 789 738 814 810 730 808 736 766 699 677 732 804 752 838 720 641 637 700 683 641 769 703 711 672 769 663 749 666 736 709 737 735 754 751 603 738 613 687 550 725 731 752 646 718 674 585 700 705 702 727 751 750 749 749 758 773 693 742 673 696 738 740 716 772 628 681 752 796 1041 728 741 613 651 614 758 771 704 635 699 751 709 757 704 724 651 739 636 705 715 742 698 723 725 680 715 626 790 676 719 734 766 689 765 692 700 672 741 778 627 727 680 759 710 723 579 622 642 667 659 617 689 629 631 615 657 655 683 626 728 625 715 647 587 682 612 667 698 717 643 731 564 600 615 644 524 539 635 513 616 490 595 598 640 712 598 558 560 586 435 451 557 617 612 730 560 607 665 677 537 574 667 569 735 615 668 625 560 608 621 563 675 661 622 624 703 713 521 767 610 677 608 659 634 585 606 601 587 619 643 573 577 582 645 621 677 682 696 684 651 656 554 607 625 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78 86 84 87 85 90 83 87 87 83 88 89 88 82 85 86 85 85 79 85 83 84 86 87 83 82 84 82 78 83 71 79 80 75 80 73 78 76 78 73 77 72 72 66 67 72 70 71 69 69 68 68 64 66 64 65 61 62 60 63 62 59 61 58 59 52 55 56 55 53 49 52 51 50 48 50 46 49 46 48 45 45 42 45 45 44 44 43 43 41 41 37 40 39 39 37 37 37 36 37 36 36 34 34 32 34 32 33 33 31 32 32 31 30 31 28 29 29 29 29 28 28 28 27 25 27 26 25 25 25 24 24 24 24 24 23 24 23 23 22 23 22 22 22 22 21 21 21 20 20 20 20 19 20 19 19 18 19 18 18 18 18 18 17 17 16 17 16 16 16 16 16 16 16 16 16 15 15 15 15 15 14 15 14 15 14 14 14 14 13 14 13 13 13 13 13 13 13 13 13 12 13 12 13 12 12 12 12 12 12 12 12 12 11 12 11 11 11 11 11 11 11 11 11 11 11 10 11 10 11 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 13 13 14 14 14 14 14 14 14 14 14 14 14 14 14 15 15 15 15 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30 31 32 33 33 34 34 34 34 33 32 31 31 30 31 31 31 32 33 32 31 31 31 32 34 35 36 37 36 35 34 33 33 34 35 36 37 37 37 36 35 35 35 35 36 37 38 39 40 41 41 42 42 41 41 41 41 41 41 42 42 43 43 42 42 41 41 41 42 42 42 42 42 43 45 46 46 46 47 47 48 49 48 47 46 45 44 45 46 49 51 53 53 53 51 48 47 46 48 50 52 54 54 54 53 51 49 48 48 51 54 57 58 57 56 54 53 54 57 60 64 68 69 68 68 67 68 70 71 72 73 75 76 78 81 84 86 89 91 93 95 98 100 102 102 102 102 103 105 107 109 111 112 113 116 121 126 132 138 142 146 150 154 159 163 166 168 172 176 181 187 194 199 205 213 219 227 236 247 257 269 280 293 308 322 339 358 381 404 428 451 475 499 526 553 584 617 648 684 719 766 812 866 927 986 1049 1114 1182 1254 1339 1428 1532 1637 1756 1880 2014 2159 2324 2502 2691 2873 3086 3297 3521 3786 4052 4311 4563 4879 5129 5403 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 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