File name: Pandora125s1_Cordoba_20191110_L1_smca1c3d20170323p1-8.txt
File generation date: 20250228T141346.7Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c3d20170323p1-8
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_v3d20170323.txt
Level 0 file used: Pandora125s1_Cordoba_20191110_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: 20191110
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]: 274.7517 274.8953 275.0389 275.1825 275.3261 275.4696 275.6132 275.7567 275.9003 276.0438 276.1873 276.3308 276.4743 276.6178 276.7612 276.9047 277.0482 277.1916 277.3350 277.4784 277.6218 277.7652 277.9086 278.0520 278.1954 278.3387 278.4821 278.6254 278.7687 278.9120 279.0553 279.1986 279.3419 279.4852 279.6284 279.7717 279.9149 280.0581 280.2013 280.3445 280.4877 280.6309 280.7741 280.9173 281.0604 281.2035 281.3467 281.4898 281.6329 281.7760 281.9191 282.0622 282.2052 282.3483 282.4913 282.6344 282.7774 282.9204 283.0634 283.2064 283.3494 283.4923 283.6353 283.7783 283.9212 284.0641 284.2070 284.3499 284.4928 284.6357 284.7786 284.9215 285.0643 285.2072 285.3500 285.4928 285.6356 285.7784 285.9212 286.0640 286.2067 286.3495 286.4922 286.6350 286.7777 286.9204 287.0631 287.2058 287.3485 287.4912 287.6338 287.7765 287.9191 288.0617 288.2043 288.3469 288.4895 288.6321 288.7747 288.9172 289.0598 289.2023 289.3449 289.4874 289.6299 289.7724 289.9149 290.0573 290.1998 290.3423 290.4847 290.6271 290.7696 290.9120 291.0544 291.1967 291.3391 291.4815 291.6238 291.7662 291.9085 292.0508 292.1931 292.3354 292.4777 292.6200 292.7623 292.9045 293.0468 293.1890 293.3312 293.4734 293.6156 293.7578 293.9000 294.0422 294.1843 294.3265 294.4686 294.6107 294.7529 294.8950 295.0371 295.1791 295.3212 295.4633 295.6053 295.7473 295.8894 296.0314 296.1734 296.3154 296.4574 296.5993 296.7413 296.8832 297.0252 297.1671 297.3090 297.4509 297.5928 297.7347 297.8766 298.0184 298.1603 298.3021 298.4439 298.5857 298.7275 298.8693 299.0111 299.1529 299.2947 299.4364 299.5781 299.7199 299.8616 300.0033 300.1450 300.2867 300.4283 300.5700 300.7116 300.8533 300.9949 301.1365 301.2781 301.4197 301.5613 301.7029 301.8444 301.9860 302.1275 302.2690 302.4105 302.5520 302.6935 302.8350 302.9765 303.1179 303.2594 303.4008 303.5422 303.6837 303.8251 303.9664 304.1078 304.2492 304.3905 304.5319 304.6732 304.8145 304.9559 305.0972 305.2384 305.3797 305.5210 305.6622 305.8035 305.9447 306.0859 306.2272 306.3684 306.5095 306.6507 306.7919 306.9330 307.0742 307.2153 307.3564 307.4975 307.6386 307.7797 307.9208 308.0619 308.2029 308.3439 308.4850 308.6260 308.7670 308.9080 309.0490 309.1899 309.3309 309.4719 309.6128 309.7537 309.8946 310.0355 310.1764 310.3173 310.4582 310.5990 310.7399 310.8807 311.0215 311.1624 311.3032 311.4439 311.5847 311.7255 311.8662 312.0070 312.1477 312.2884 312.4291 312.5698 312.7105 312.8512 312.9919 313.1325 313.2732 313.4138 313.5544 313.6950 313.8356 313.9762 314.1168 314.2573 314.3979 314.5384 314.6789 314.8194 314.9599 315.1004 315.2409 315.3814 315.5218 315.6623 315.8027 315.9431 316.0835 316.2239 316.3643 316.5047 316.6451 316.7854 316.9257 317.0661 317.2064 317.3467 317.4870 317.6273 317.7675 317.9078 318.0481 318.1883 318.3285 318.4687 318.6089 318.7491 318.8893 319.0295 319.1696 319.3098 319.4499 319.5900 319.7301 319.8702 320.0103 320.1504 320.2904 320.4305 320.5705 320.7105 320.8505 320.9905 321.1305 321.2705 321.4105 321.5504 321.6904 321.8303 321.9702 322.1101 322.2500 322.3899 322.5298 322.6697 322.8095 322.9494 323.0892 323.2290 323.3688 323.5086 323.6484 323.7881 323.9279 324.0676 324.2074 324.3471 324.4868 324.6265 324.7662 324.9058 325.0455 325.1852 325.3248 325.4644 325.6040 325.7436 325.8832 326.0228 326.1624 326.3019 326.4415 326.5810 326.7205 326.8600 326.9995 327.1390 327.2785 327.4179 327.5574 327.6968 327.8363 327.9757 328.1151 328.2545 328.3938 328.5332 328.6725 328.8119 328.9512 329.0905 329.2298 329.3691 329.5084 329.6477 329.7869 329.9262 330.0654 330.2046 330.3439 330.4831 330.6222 330.7614 330.9006 331.0397 331.1789 331.3180 331.4571 331.5962 331.7353 331.8744 332.0134 332.1525 332.2915 332.4306 332.5696 332.7086 332.8476 332.9866 333.1255 333.2645 333.4034 333.5424 333.6813 333.8202 333.9591 334.0980 334.2369 334.3757 334.5146 334.6534 334.7922 334.9311 335.0699 335.2086 335.3474 335.4862 335.6249 335.7637 335.9024 336.0411 336.1798 336.3185 336.4572 336.5959 336.7345 336.8732 337.0118 337.1504 337.2890 337.4276 337.5662 337.7048 337.8433 337.9819 338.1204 338.2589 338.3975 338.5360 338.6744 338.8129 338.9514 339.0898 339.2283 339.3667 339.5051 339.6435 339.7819 339.9203 340.0586 340.1970 340.3353 340.4737 340.6120 340.7503 340.8886 341.0268 341.1651 341.3034 341.4416 341.5798 341.7180 341.8563 341.9944 342.1326 342.2708 342.4090 342.5471 342.6852 342.8233 342.9615 343.0995 343.2376 343.3757 343.5138 343.6518 343.7898 343.9279 344.0659 344.2039 344.3418 344.4798 344.6178 344.7557 344.8937 345.0316 345.1695 345.3074 345.4453 345.5831 345.7210 345.8588 345.9967 346.1345 346.2723 346.4101 346.5479 346.6857 346.8234 346.9612 347.0989 347.2366 347.3744 347.5121 347.6497 347.7874 347.9251 348.0627 348.2004 348.3380 348.4756 348.6132 348.7508 348.8884 349.0259 349.1635 349.3010 349.4385 349.5760 349.7135 349.8510 349.9885 350.1260 350.2634 350.4009 350.5383 350.6757 350.8131 350.9505 351.0879 351.2252 351.3626 351.4999 351.6372 351.7745 351.9118 352.0491 352.1864 352.3237 352.4609 352.5982 352.7354 352.8726 353.0098 353.1470 353.2842 353.4213 353.5585 353.6956 353.8327 353.9698 354.1069 354.2440 354.3811 354.5182 354.6552 354.7922 354.9293 355.0663 355.2033 355.3403 355.4772 355.6142 355.7511 355.8881 356.0250 356.1619 356.2988 356.4357 356.5725 356.7094 356.8463 356.9831 357.1199 357.2567 357.3935 357.5303 357.6671 357.8038 357.9406 358.0773 358.2140 358.3507 358.4874 358.6241 358.7608 358.8974 359.0341 359.1707 359.3073 359.4439 359.5805 359.7171 359.8536 359.9902 360.1267 360.2633 360.3998 360.5363 360.6728 360.8092 360.9457 361.0822 361.2186 361.3550 361.4914 361.6278 361.7642 361.9006 362.0370 362.1733 362.3096 362.4460 362.5823 362.7186 362.8549 362.9911 363.1274 363.2636 363.3999 363.5361 363.6723 363.8085 363.9447 364.0808 364.2170 364.3531 364.4893 364.6254 364.7615 364.8976 365.0337 365.1697 365.3058 365.4418 365.5779 365.7139 365.8499 365.9859 366.1218 366.2578 366.3937 366.5297 366.6656 366.8015 366.9374 367.0733 367.2092 367.3450 367.4809 367.6167 367.7525 367.8883 368.0241 368.1599 368.2957 368.4314 368.5672 368.7029 368.8386 368.9743 369.1100 369.2457 369.3813 369.5170 369.6526 369.7883 369.9239 370.0595 370.1951 370.3306 370.4662 370.6017 370.7373 370.8728 371.0083 371.1438 371.2793 371.4147 371.5502 371.6856 371.8211 371.9565 372.0919 372.2273 372.3626 372.4980 372.6334 372.7687 372.9040 373.0393 373.1746 373.3099 373.4452 373.5804 373.7157 373.8509 373.9861 374.1213 374.2565 374.3917 374.5269 374.6620 374.7972 374.9323 375.0674 375.2025 375.3376 375.4727 375.6077 375.7428 375.8778 376.0128 376.1479 376.2828 376.4178 376.5528 376.6878 376.8227 376.9576 377.0925 377.2274 377.3623 377.4972 377.6321 377.7669 377.9018 378.0366 378.1714 378.3062 378.4410 378.5757 378.7105 378.8452 378.9800 379.1147 379.2494 379.3841 379.5187 379.6534 379.7881 379.9227 380.0573 380.1919 380.3265 380.4611 380.5957 380.7302 380.8648 380.9993 381.1338 381.2683 381.4028 381.5373 381.6718 381.8062 381.9406 382.0751 382.2095 382.3439 382.4783 382.6126 382.7470 382.8813 383.0157 383.1500 383.2843 383.4186 383.5528 383.6871 383.8213 383.9556 384.0898 384.2240 384.3582 384.4924 384.6266 384.7607 384.8949 385.0290 385.1631 385.2972 385.4313 385.5654 385.6994 385.8335 385.9675 386.1015 386.2355 386.3695 386.5035 386.6375 386.7714 386.9054 387.0393 387.1732 387.3071 387.4410 387.5749 387.7087 387.8426 387.9764 388.1102 388.2440 388.3778 388.5116 388.6453 388.7791 388.9128 389.0465 389.1803 389.3139 389.4476 389.5813 389.7150 389.8486 389.9822 390.1158 390.2494 390.3830 390.5166 390.6502 390.7837 390.9172 391.0508 391.1843 391.3177 391.4512 391.5847 391.7181 391.8516 391.9850 392.1184 392.2518 392.3852 392.5186 392.6519 392.7852 392.9186 393.0519 393.1852 393.3185 393.4517 393.5850 393.7183 393.8515 393.9847 394.1179 394.2511 394.3843 394.5174 394.6506 394.7837 394.9168 395.0499 395.1830 395.3161 395.4492 395.5822 395.7153 395.8483 395.9813 396.1143 396.2473 396.3803 396.5132 396.6462 396.7791 396.9120 397.0449 397.1778 397.3107 397.4435 397.5764 397.7092 397.8420 397.9748 398.1076 398.2404 398.3732 398.5059 398.6387 398.7714 398.9041 399.0368 399.1695 399.3021 399.4348 399.5674 399.7000 399.8327 399.9652 400.0978 400.2304 400.3630 400.4955 400.6280 400.7605 400.8930 401.0255 401.1580 401.2905 401.4229 401.5553 401.6877 401.8201 401.9525 402.0849 402.2173 402.3496 402.4819 402.6143 402.7466 402.8789 403.0111 403.1434 403.2756 403.4079 403.5401 403.6723 403.8045 403.9367 404.0688 404.2010 404.3331 404.4653 404.5974 404.7295 404.8615 404.9936 405.1257 405.2577 405.3897 405.5217 405.6537 405.7857 405.9177 406.0496 406.1816 406.3135 406.4454 406.5773 406.7092 406.8411 406.9729 407.1048 407.2366 407.3684 407.5002 407.6320 407.7638 407.8955 408.0273 408.1590 408.2907 408.4224 408.5541 408.6858 408.8174 408.9491 409.0807 409.2123 409.3439 409.4755 409.6071 409.7386 409.8702 410.0017 410.1332 410.2647 410.3962 410.5277 410.6592 410.7906 410.9220 411.0535 411.1849 411.3162 411.4476 411.5790 411.7103 411.8417 411.9730 412.1043 412.2356 412.3668 412.4981 412.6294 412.7606 412.8918 413.0230 413.1542 413.2854 413.4165 413.5477 413.6788 413.8099 413.9410 414.0721 414.2032 414.3343 414.4653 414.5963 414.7274 414.8584 414.9894 415.1203 415.2513 415.3822 415.5132 415.6441 415.7750 415.9059 416.0368 416.1676 416.2985 416.4293 416.5601 416.6909 416.8217 416.9525 417.0833 417.2140 417.3447 417.4754 417.6061 417.7368 417.8675 417.9982 418.1288 418.2594 418.3901 418.5207 418.6513 418.7818 418.9124 419.0429 419.1735 419.3040 419.4345 419.5650 419.6954 419.8259 419.9563 420.0868 420.2172 420.3476 420.4780 420.6083 420.7387 420.8690 420.9994 421.1297 421.2600 421.3903 421.5205 421.6508 421.7810 421.9113 422.0415 422.1717 422.3018 422.4320 422.5622 422.6923 422.8224 422.9525 423.0826 423.2127 423.3428 423.4728 423.6029 423.7329 423.8629 423.9929 424.1229 424.2528 424.3828 424.5127 424.6426 424.7726 424.9024 425.0323 425.1622 425.2920 425.4219 425.5517 425.6815 425.8113 425.9411 426.0708 426.2006 426.3303 426.4600 426.5897 426.7194 426.8491 426.9787 427.1084 427.2380 427.3676 427.4972 427.6268 427.7564 427.8859 428.0155 428.1450 428.2745 428.4040 428.5335 428.6629 428.7924 428.9218 429.0512 429.1807 429.3100 429.4394 429.5688 429.6981 429.8275 429.9568 430.0861 430.2154 430.3447 430.4739 430.6032 430.7324 430.8616 430.9908 431.1200 431.2492 431.3783 431.5075 431.6366 431.7657 431.8948 432.0239 432.1530 432.2820 432.4111 432.5401 432.6691 432.7981 432.9271 433.0560 433.1850 433.3139 433.4428 433.5717 433.7006 433.8295 433.9584 434.0872 434.2160 434.3448 434.4736 434.6024 434.7312 434.8600 434.9887 435.1174 435.2461 435.3748 435.5035 435.6322 435.7608 435.8895 436.0181 436.1467 436.2753 436.4039 436.5324 436.6610 436.7895 436.9180 437.0465 437.1750 437.3035 437.4320 437.5604 437.6888 437.8172 437.9456 438.0740 438.2024 438.3307 438.4591 438.5874 438.7157 438.8440 438.9723 439.1005 439.2288 439.3570 439.4852 439.6134 439.7416 439.8698 439.9980 440.1261 440.2542 440.3824 440.5104 440.6385 440.7666 440.8947 441.0227 441.1507 441.2787 441.4067 441.5347 441.6627 441.7906 441.9185 442.0464 442.1743 442.3022 442.4301 442.5580 442.6858 442.8136 442.9414 443.0692 443.1970 443.3248 443.4525 443.5803 443.7080 443.8357 443.9634 444.0911 444.2187 444.3464 444.4740 444.6016 444.7292 444.8568 444.9844 445.1119 445.2394 445.3670 445.4945 445.6220 445.7494 445.8769 446.0044 446.1318 446.2592 446.3866 446.5140 446.6414 446.7687 446.8961 447.0234 447.1507 447.2780 447.4053 447.5325 447.6598 447.7870 447.9142 448.0414 448.1686 448.2958 448.4230 448.5501 448.6772 448.8043 448.9314 449.0585 449.1856 449.3126 449.4397 449.5667 449.6937 449.8207 449.9476 450.0746 450.2015 450.3285 450.4554 450.5823 450.7092 450.8360 450.9629 451.0897 451.2165 451.3433 451.4701 451.5969 451.7237 451.8504 451.9771 452.1038 452.2305 452.3572 452.4839 452.6105 452.7372 452.8638 452.9904 453.1170 453.2436 453.3701 453.4967 453.6232 453.7497 453.8762 454.0027 454.1291 454.2556 454.3820 454.5084 454.6349 454.7612 454.8876 455.0140 455.1403 455.2666 455.3929 455.5192 455.6455 455.7718 455.8980 456.0243 456.1505 456.2767 456.4029 456.5290 456.6552 456.7813 456.9075 457.0336 457.1597 457.2857 457.4118 457.5379 457.6639 457.7899 457.9159 458.0419 458.1679 458.2938 458.4197 458.5457 458.6716 458.7975 458.9233 459.0492 459.1750 459.3009 459.4267 459.5525 459.6783 459.8040 459.9298 460.0555 460.1812 460.3069 460.4326 460.5583 460.6840 460.8096 460.9352 461.0608 461.1864 461.3120 461.4376 461.5631 461.6886 461.8142 461.9397 462.0651 462.1906 462.3161 462.4415 462.5669 462.6923 462.8177 462.9431 463.0685 463.1938 463.3191 463.4444 463.5697 463.6950 463.8203 463.9455 464.0708 464.1960 464.3212 464.4464 464.5715 464.6967 464.8218 464.9469 465.0721 465.1971 465.3222 465.4473 465.5723 465.6973 465.8224 465.9474 466.0723 466.1973 466.3223 466.4472 466.5721 466.6970 466.8219 466.9468 467.0716 467.1964 467.3213 467.4461 467.5709 467.6956 467.8204 467.9451 468.0699 468.1946 468.3193 468.4440 468.5686 468.6933 468.8179 468.9425 469.0671 469.1917 469.3163 469.4408 469.5653 469.6899 469.8144 469.9389 470.0633 470.1878 470.3122 470.4367 470.5611 470.6855 470.8098 470.9342 471.0585 471.1829 471.3072 471.4315 471.5558 471.6800 471.8043 471.9285 472.0527 472.1769 472.3011 472.4253 472.5494 472.6736 472.7977 472.9218 473.0459 473.1699 473.2940 473.4180 473.5421 473.6661 473.7901 473.9140 474.0380 474.1619 474.2859 474.4098 474.5337 474.6576 474.7814 474.9053 475.0291 475.1529 475.2767 475.4005 475.5243 475.6480 475.7718 475.8955 476.0192 476.1429 476.2665 476.3902 476.5138 476.6375 476.7611 476.8847 477.0082 477.1318 477.2553 477.3788 477.5024 477.6259 477.7493 477.8728 477.9962 478.1197 478.2431 478.3665 478.4899 478.6132 478.7366 478.8599 478.9832 479.1065 479.2298 479.3531 479.4763 479.5995 479.7228 479.8460 479.9691 480.0923 480.2155 480.3386 480.4617 480.5848 480.7079 480.8310 480.9540 481.0771 481.2001 481.3231 481.4461 481.5691 481.6920 481.8150 481.9379 482.0608 482.1837 482.3066 482.4294 482.5523 482.6751 482.7979 482.9207 483.0435 483.1663 483.2890 483.4117 483.5344 483.6571 483.7798 483.9025 484.0251 484.1478 484.2704 484.3930 484.5156 484.6381 484.7607 484.8832 485.0057 485.1282 485.2507 485.3732 485.4956 485.6181 485.7405 485.8629 485.9853 486.1076 486.2300 486.3523 486.4746 486.5969 486.7192 486.8415 486.9637 487.0860 487.2082 487.3304 487.4526 487.5748 487.6969 487.8191 487.9412 488.0633 488.1854 488.3075 488.4295 488.5515 488.6736 488.7956 488.9176 489.0395 489.1615 489.2834 489.4054 489.5273 489.6492 489.7710 489.8929 490.0147 490.1366 490.2584 490.3802 490.5019 490.6237 490.7454 490.8672 490.9889 491.1106 491.2322 491.3539 491.4755 491.5972 491.7188 491.8404 491.9619 492.0835 492.2050 492.3266 492.4481 492.5696 492.6911 492.8125 492.9340 493.0554 493.1768 493.2982 493.4196 493.5409 493.6623 493.7836 493.9049 494.0262 494.1475 494.2687 494.3900 494.5112 494.6324 494.7536 494.8748 494.9959 495.1171 495.2382 495.3593 495.4804 495.6015 495.7225 495.8436 495.9646 496.0856 496.2066 496.3276 496.4486 496.5695 496.6904 496.8113 496.9322 497.0531 497.1740 497.2948 497.4156 497.5364 497.6572 497.7780 497.8988 498.0195 498.1402 498.2609 498.3816 498.5023 498.6229 498.7436 498.8642 498.9848 499.1054 499.2260 499.3465 499.4671 499.5876 499.7081 499.8286 499.9491 500.0695 500.1900 500.3104 500.4308 500.5512 500.6715 500.7919 500.9122 501.0326 501.1529 501.2731 501.3934 501.5137 501.6339 501.7541 501.8743 501.9945 502.1147 502.2348 502.3550 502.4751 502.5952 502.7153 502.8353 502.9554 503.0754 503.1954 503.3154 503.4354 503.5554 503.6753 503.7952 503.9152 504.0351 504.1549 504.2748 504.3946 504.5145 504.6343 504.7541 504.8739 504.9936 505.1134 505.2331 505.3528 505.4725 505.5922 505.7118 505.8315 505.9511 506.0707 506.1903 506.3099 506.4294 506.5490 506.6685 506.7880 506.9075 507.0269 507.1464 507.2658 507.3853 507.5047 507.6240 507.7434 507.8628 507.9821 508.1014 508.2207 508.3400 508.4593 508.5785 508.6977 508.8170 508.9362 509.0553 509.1745 509.2936 509.4128 509.5319 509.6510 509.7701 509.8891 510.0082 510.1272 510.2462 510.3652 510.4842 510.6031 510.7221 510.8410 510.9599 511.0788 511.1976 511.3165 511.4353 511.5541 511.6730 511.7917 511.9105 512.0293 512.1480 512.2667 512.3854 512.5041 512.6227 512.7414 512.8600 512.9786 513.0972 513.2158 513.3344 513.4529 513.5714 513.6899 513.8084 513.9269 514.0454 514.1638 514.2822 514.4006 514.5190 514.6374 514.7557 514.8741 514.9924 515.1107 515.2290 515.3473 515.4655 515.5837 515.7019 515.8201 515.9383 516.0565 516.1746 516.2928 516.4109 516.5290 516.6470 516.7651 516.8831 517.0012 517.1192 517.2372 517.3551 517.4731 517.5910 517.7089 517.8268 517.9447 518.0626 518.1804 518.2983 518.4161 518.5339 518.6517 518.7694 518.8872 519.0049 519.1226 519.2403 519.3580 519.4756 519.5933 519.7109 519.8285 519.9461 520.0636 520.1812 520.2987 520.4162 520.5337 520.6512 520.7687 520.8861 521.0036 521.1210 521.2384 521.3558 521.4731 521.5905 521.7078 521.8251 521.9424 522.0597 522.1769 522.2941 522.4114 522.5286 522.6457 522.7629 522.8801 522.9972 523.1143 523.2314 523.3485 523.4655 523.5826 523.6996 523.8166 523.9336 524.0506 524.1675 524.2845 524.4014 524.5183 524.6352 524.7521 524.8689 524.9857 525.1025 525.2193 525.3361 525.4529 525.5696 525.6864 525.8031 525.9198 526.0364 526.1531 526.2697 526.3863 526.5029 526.6195 526.7361 526.8526 526.9692 527.0857 527.2022 527.3187 527.4351 527.5516 527.6680 527.7844 527.9008 528.0172 528.1335 528.2498 528.3662 528.4825 528.5987 528.7150 528.8313 528.9475 529.0637 529.1799 529.2961 529.4122 529.5284 529.6445 529.7606 529.8767 529.9928 530.1088 530.2248 530.3409 530.4568 530.5728 530.6888 530.8047 530.9207 531.0366 531.1525 531.2683 531.3842 531.5000 531.6158 531.7317 531.8474 531.9632 532.0789 532.1947 532.3104 532.4261 532.5418 532.6574 532.7731 532.8887 533.0043 533.1199 533.2354 533.3510 533.4665 533.5820 533.6975 533.8130 533.9285 534.0439 534.1594 534.2748 534.3902 534.5055 534.6209 534.7362 534.8515 534.9668 535.0821 535.1974 535.3126 535.4279 535.5431 535.6583 535.7734 535.8886 536.0037 536.1188 536.2339 536.3490 536.4641 536.5791 536.6942 536.8092 536.9242 537.0392 537.1541 537.2691 537.3840 537.4989 537.6138 537.7286 537.8435 537.9583 538.0731 538.1879 538.3027 538.4175 538.5322 538.6469 538.7616 538.8763 538.9910 539.1056 539.2203 539.3349 539.4495 539.5641 539.6786 539.7932 539.9077 540.0222 540.1367 540.2511 540.3656 540.4800 540.5944 540.7088 540.8232 540.9376 541.0519 541.1662 541.2805 541.3948
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Column 1: Two letter code of measurement routine
Column 2: UT date and time for beginning of measurement, yyyymmddThhmmssZ (ISO 8601)
Column 3: Fractional days since 1-Jan-2000 UT midnight for beginning of measurement
Column 4: Routine count (1 for the first routine of the day, 2 for the second, etc.)
Column 5: Repetition count (1 for the first set in the routine, 2 for the second, etc.)
Column 6: Total duration of measurement set in seconds
Column 7: Data processing type index
Column 8: Integration time [ms]
Column 9: Number of bright count cycles
Column 10: Number of dark count cycles
Column 11: Saturation index: positive integer is the number of saturated cycles included in the data, negative integer is the number of cycles skipped due to saturation
Column 12: Effective position of filterwheel #1, 0=filterwheel not used, 1-9 are valid positions
Column 13: Effective position of filterwheel #2, 0=filterwheel not used, 1-9 are valid positions
Column 14: Pointing zenith angle in degree, absolute or relative (see next column), 999=tracker not used
Column 15: Zenith pointing mode: zenith angle is... 0=absolute, 1=relative to sun, 2=relative to moon
Column 16: Pointing azimuth in degree, increases clockwise, absolute (0=north) or relative (see next column), 999=tracker not used
Column 17: Azimuth pointing mode: like zenith angle mode but also fixed scattering angles relative to sun (3) or moon (4)
Column 18: Target distance [m], -1=not pointed on target
Column 19: Sum over 2^i with i being a L0 to L1 conversion step, 0=dark correction, 1=non-linearity correction, 2=latency correction, 3=flat field correction, 4=conversion to count rates, 5=temperature correction, 6=stray light correction, 7=wavelength change determination, 8=sensitivity correction, 9=wavelength correction
Column 20: Dark correction method: -9=no dark correction done, since it was not requested, -2=no dark correction done, since there were no bright measurements, -1=no dark correction done, since there was no matching dark measurement, 0=dark correction done with measured dark count only, since input darkmeth was MEAS or no dark map parameters available, 1=dark correction done using dark fine structure map and measured dark count, >1=dark correction done with measured dark count only, since dark background fitting gave an error
Column 21: L1 data quality flag: 0=assured high quality, 1=assured medium quality, 2=assured low quality, 10=not-assured high quality, 11=not-assured medium quality, 12=not-assured low quality
Column 22: Sum over 2^i using those i, for which the corresponding L1 data quality parameter exceeds the DQ1 limit, 0=Saturated data, 1=Too few dark counts measurements, 2=No temperature given or effective temperature too different from the reference temperature, 3=Dark count too high, 4=Unsuccessful dark background fitting, 5=The dark count differs significantly from the dark map for too many pixels, 6=Absolute value of estimated average residual stray light level too high, 7=Although attempted, no wavelength change could be retrieved, 8=Absolute value of retrieved wavelength shift too large, 9=Retrieved wavelength shift differs too much from the shift predicted by the effective temperature
Column 23: Sum over 2^i using those i, for which the corresponding L1 data quality parameter exceeds the DQ2 limit (same parameters as for DQ1)
Column 24: Wavelength effective temperature [°C], 999=no effective temperature given
Column 25: Number of pixels, where dark count is higher than bright count, -9=no bright counts or dark counts measured
Column 26: Number of pixels, where DQ1 sigma ranges of dark count and bright count do not overlap, -9=no bright count or dark count standard error measured
Column 27: Number of pixels, where DQ2 sigma ranges of dark count and bright count do not overlap, -9=no bright count or dark count standard error measured
Column 28: Index of (not dead, blind, warm, or saturated) pixel with highest corrected counts
Column 29: Mean over blind and oversampled pixels in the bright counts, -9 if there is no bright count
Column 30: Standard error of blind and oversampled pixels in the bright counts, -9 if there is no bright count standard error
Column 31: Mean over blind and oversampled pixels in the dark counts, -9 if there is no dark count
Column 32: Standard error of blind and oversampled pixels in the dark counts, -9 if there is no dark count standard error
Column 33: Stray light correction method: 0=no stray light correction, 1=simple method, 2=uncorrected matrix method, 3=corrected matrix method
Column 34: Estimated average residual stray light level [%] (for methods 1 and 3 this is before the subtraction of the signal at no-input pixel)
Column 35: Estimated stray light in the signal before correction at 300nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 36: Estimated stray light in the signal before correction at 302.5nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 37: Estimated stray light in the signal before correction at 305nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 38: Estimated stray light in the signal before correction at 310nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 39: Estimated stray light in the signal before correction at 320nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 40: Estimated stray light in the signal before correction at 350nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 41: Estimated stray light in the signal before correction at 400nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 42: Wavelength change fitting result index: 0,1,2=no error or warning, 3=warning, -1 or >3=error
Column 43: Normalized rms of fitting residuals in wavelength change retrieval weighted with independent instrumental uncertainty, -9=fitting not successful or no fitting done
Column 44: Number of pixels included in wavelength change retrieval, -9=no wavelength change determination
Column 45: Number of pixels not included in wavelength correction, -9=no wavelength correction
Column 46: Mean wavelength correction applied [%], -9=no wavelength correction
Column 47: Standard deviation of wavelength correction applied [%], -9=no wavelength correction
Column 48: Minimum wavelength correction applied [%], -9=no wavelength correction
Column 49: Maximum wavelength correction applied [%], -9=no wavelength correction
Column 50: Expected wavelength shift based on effective temperature [nm], -9=no effective temperature given
Column 51: Retrieved wavelength change, order 0, -9=no wavelength change determination
Column 52: Retrieved wavelength change, order 1, -9=no wavelength change determination
Column 53: Temperature at electronics board [°C], 999=no temperature signal
Column 54: Spectrometer control temperature [°C], 999=no temperature signal
Column 55: Auxiliary spectrometer temperature [°C], 999=no temperature signal
Column 56: Scale factor for data and uncertainties, to obtain unscaled output divide them by this number
Column 57: Indicator for uncertainty and atmospheric variability (see manual for exact meaning)
Column 58: L1 data type, data are... 1=corrected count rate [s-1], 2=radiance [W/m2/nm/sr], 3=irradiance [W/m2/nm]
Columns 59-2106: L1 data for each pixel, 0 is NOT a 'true' zero if the corresponding value in the uncertainty is -2, -3 or -4
Columns 2107-4154: Atmospheric variability of L1 data for each pixel [%], 101=no atmospheric variability was measured and pixel is inside the range of the filter, 102=no atmospheric variability was measured and pixel is outside the range of the filter, 103=atmospheric variability was measured, but pixel is outside the range of the filter, 104=saturated data, 109=no atmospheric variability was determined since no dark correction was attempted
Columns 4155-6202: Independent instrumental uncertainty of L1 data for each pixel, -2=pixel is outside the range of the filter, -4=saturated data
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SO 20191110T223923.0Z 7253.944016 3 1 32.01 2 4000.000 8 2 0 1 4 0.00 1 0.00 1 -1.00 507 0 10 0 0 21.41 71 0 0 1614 6.012e+02 5.966e+00 6.098e+02 1.084e+01 1 1.53 58.84 52.20 46.82 41.21 34.38 9.98 2.68 0 3.121e-02 1752 -9 -9.00 -9.00 -9.00 -9.00 0.00485 3.14191e-02 -8.25100e-05 26.94 20.00 21.41 8.278e+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 10 7 8 9 -8 12 -28 6 -6 -26 49 -5 -14 -2 53 -19 -4 -6 2 57 33 30 14 17 37 -20 20 -17 -12 22 -19 20 2 -1 -36 38 25 42 28 49 -26 3 6 -12 26 -304 27 -17 -6 -1 16 3 -9 12 -1 11 23 0 -23 24 -18 -1 -13 8 4 -6 0 32 31 10 -10 -4 18 -10 -6 21 23 3 56 14 -4 -2 -43 -25 -22 -11 28 22 1 -26 25 10 -9 16 10 36 9 3 13 9 25 -34 9 -39 -12 6 25 -26 20 56 21 17 28 -5 -1 19 -31 -30 17 42 20 4 19 -15 4 39 42 36 8 -7 13 25 -3 -10 12 -24 -20 26 -3 5 1 12 47 46 16 49 18 -1 -20 -14 -7 19 -13 15 -13 -16 -14 42 14 38 42 -11 -7 0 17 5 39 11 34 49 28 44 26 -17 -2 4 4 26 32 51 -9 -10 19 54 3 -7 3 -5 20 -3 -22 -6 39 -11 5 21 26 -15 0 23 -21 12 14 27 11 49 28 18 9 5 18 64 50 9 17 8 19 1 13 27 -16 -15 37 23 32 -4 2 31 -10 20 15 33 20 19 21 -4 43 20 -9 13 26 15 3 57 8 31 41 12 19 33 13 10 25 34 54 4 36 -2 44 -1 6 -28 6 26 8 25 9 58 -29 20 -5 -14 18 77 46 12 54 37 63 49 15 34 41 43 8 33 34 43 20 27 26 61 -3 21 40 37 55 30 40 54 18 43 17 47 25 19 0 33 67 23 39 30 27 32 26 6 17 -20 63 59 10 61 39 -413 45 44 47 67 46 80 12 68 50 30 49 54 43 65 78 32 48 39 68 11 27 35 50 45 29 71 26 40 68 60 46 69 44 65 58 91 46 40 46 16 55 58 50 32 37 29 52 42 60 39 95 35 40 31 54 68 37 71 71 68 30 58 50 82 67 71 66 76 30 76 36 113 35 50 84 53 69 63 57 57 71 70 81 31 69 61 42 82 66 53 47 75 87 50 74 60 72 35 77 38 56 43 47 41 99 74 51 61 85 53 74 45 67 68 63 94 57 69 42 69 65 51 39 43 58 90 69 56 108 63 72 64 86 78 60 87 76 59 69 82 59 67 91 87 97 104 100 101 60 74 68 97 79 77 90 47 46 69 84 56 101 80 69 89 86 87 85 98 78 78 98 96 79 108 63 103 87 95 65 119 56 69 92 89 98 80 76 81 89 85 78 65 83 86 114 69 94 78 52 84 24 72 80 61 62 101 73 97 105 90 99 93 121 109 109 91 91 81 100 82 58 66 109 80 67 82 77 80 97 88 126 119 120 104 104 92 69 113 93 116 111 122 136 103 110 95 135 89 97 119 131 97 104 125 153 134 133 127 138 141 138 112 117 149 115 111 130 103 141 112 91 126 88 106 125 98 111 136 139 118 134 143 121 118 149 131 138 146 130 115 122 117 144 134 147 138 132 139 125 116 91 100 106 133 128 138 122 98 136 112 128 93 85 84 116 106 138 102 110 123 99 107 107 95 132 128 140 131 139 124 127 123 155 146 160 125 132 142 120 150 139 160 147 146 176 167 157 160 156 160 126 144 145 134 159 119 114 138 113 156 142 162 153 169 160 121 172 169 148 138 118 141 133 112 126 143 115 91 102 104 79 112 115 71 99 96 91 108 113 105 95 151 131 152 176 135 157 141 161 145 132 103 117 146 121 153 140 161 151 163 132 119 143 158 154 167 161 152 164 152 162 145 167 141 150 137 120 163 195 175 174 183 185 203 185 174 161 170 208 186 170 216 212 210 210 193 188 203 179 205 193 164 175 181 151 134 118 78 105 76 86 112 107 134 169 150 173 178 197 218 191 211 208 211 217 238 192 219 231 192 201 162 131 111 105 93 107 127 117 174 149 201 206 248 255 259 259 266 236 266 266 279 270 276 293 295 276 288 287 283 275 277 307 278 288 273 275 288 318 312 334 315 318 332 327 318 324 350 320 346 305 321 277 310 293 306 325 313 353 345 359 321 297 288 296 297 328 326 305 341 336 324 326 326 327 328 312 299 300 327 317 354 350 326 333 315 351 327 319 325 341 333 354 350 338 372 368 385 373 359 365 378 352 336 309 310 313 303 306 353 367 372 360 352 367 412 408 412 390 395 381 416 401 393 391 385 358 379 373 343 374 381 384 406 419 435 403 384 384 373 405 400 396 401 408 400 411 382 400 403 412 409 426 422 416 432 430 421 406 399 397 365 372 404 418 393 405 408 401 418 419 391 412 390 432 429 425 410 425 400 403 375 405 393 418 433 444 467 453 461 475 467 419 441 433 450 464 457 440 423 387 377 373 408 431 438 451 433 453 410 414 400 432 437 474 463 449 448 423 424 440 430 412 459 434 456 431 417 447 443 467 479 480 457 447 408 399 391 398 407 449 447 463 475 465 444 439 468 430 442 425 456 451 417 440 414 397 381 337 330 346 334 348 320 341 321 325 342 393 441 485 526 543 556 542 514 448 432 450 483 505 524 547 552 535 551 463 477 398 406 396 441 469 488 543 525 549 526 508 507 507 527 559 553 539 565 562 600 572 597 565 578 556 557 559 555 501 548 553 568 578 546 489 450 437 461 501 512 518 521 546 554 591 541 570 589 562 560 556 537 521 524 561 596 604 615 593 574 582 594 635 614 612 630 633 617 616 609 629 621 625 604 614 622 612 624 641 629 618 629 615 648 633 645 634 647 648 624 587 572 586 570 591 594 607 634 658 638 649 655 661 682 702 689 692 714 669 694 659 661 648 648 687 688 717 711 699 690 700 690 708 742 687 723 729 737 763 755 757 780 780 778 761 765 789 760 773 770 743 769 762 763 702 718 734 700 667 666 694 689 682 672 707 727 770 742 791 780 788 763 750 754 733 724 693 762 719 739 748 775 779 802 822 777 787 781 793 764 802 813 818 820 799 788 821 815 779 776 781 752 770 769 758 790 799 811 816 782 785 804 775 793 785 788 762 787 803 806 811 833 827 808 850 827 859 826 847 834 835 827 842 855 845 822 848 865 843 854 833 843 857 837 825 825 831 842 845 827 853 810 825 792 838 824 845 879 855 856 882 879 889 879 890 883 839 821 817 806 769 822 823 857 876 863 861 869 869 852 846 843 878 872 863 873 880 871 882 886 885 880 898 896 838 839 817 813 820 849 854 847 858 850 868 883 877 896 899 911 925 916 934 907 922 907 925 889 868 871 875 872 898 882 880 865 901 891 924 891 893 919 913 911 915 896 921 918 897 868 901 887 895 888 896 872 852 845 843 838 875 876 896 898 889 905 932 942 909 922 930 926 918 933 896 899 898 907 908 929 935 938 955 948 957 949 957 949 938 982 950 957 944 946 942 950 984 964 989 1019 1014 1000 978 973 966 981 988 956 971 987 986 975 980 973 981 1006 986 970 962 970 944 977 984 982 998 996 954 993 959 944 925 896 878 838 784 760 756 769 811 857 903 918 903 909 907 903 928 935 946 972 984 997 1007 974 985 966 966 937 918 933 910 932 976 1023 1050 1057 1045 1048 1058 1032 1072 1038 1029 1041 1016 1025 1014 991 1024 1028 1041 1022 964 942 933 908 949 984 998 1049 1051 1069 1067 1050 1047 1039 1009 1016 1014 1010 1021 1042 1061 1073 1074 1098 1086 1080 1085 1078 1078 1076 1043 1034 988 1017 1006 1075 1101 1087 1082 1090 1064 1050 1083 1065 1085 1078 1089 1101 1085 1118 1082 1064 1030 1028 998 985 1033 1044 1052 1073 1076 1061 1088 1077 1080 1063 1049 1057 1077 1013 1029 994 983 954 1003 1007 1022 1020 991 982 962 962 981 980 940 973 993 973 989 1000 1011 1003 997 982 1033 1008 969 953 947 911 884 876 902 870 916 958 990 1013 1002 1004 1002 1007 997 1016 1039 1056 1042 1072 1037 1051 1053 1067 1044 1020 986 998 1020 1011 1024 1031 1032 1009 981 975 970 953 987 981 1033 1036 1053 1056 1085 1080 1085 1090 1067 1086 1046 1050 1062 1018 1033 1038 1079 1071 1064 1075 1080 1061 1077 1104 1091 1129 1100 1151 1122 1155 1138 1123 1087 1106 1079 1072 1095 1081 1077 1082 1124 1114 1123 1106 1107 1082 1066 1053 1061 1079 1087 1079 1074 1079 1079 1115 1103 1115 1082 1113 1134 1127 1129 1119 1129 1124 1083 1019 1016 954 924 904 889 877 896 920 970 984 1063 1078 1113 1060 1023 952 954 950 974 1010 1045 1058 1074 1055 1067 1104 1094 1101 1091 1115 1117 1126 1116 1122 1078 1083 1105 1068 1111 1240 1121 1168 1166 1132 1144 1131 1148 1128 1165 1155 1107 1083 1087 1104 1064 1066 1071 1104 1092 1088 1110 1106 1121 1130 1189 1161 1159 1140 1155 1163 1132 1131 1104 1123 1131 1117 1120 1142 1122 1165 1150 1140 1119 1091 1024 996 998 962 971 972 977 995 1029 1028 1070 1069 1064 1081 1107 1119 1088 1082 1092 1101 1093 1156 1137 1165 1165 1137 1162 1138 1122 1108 1082 1094 1085 1098 1102 1129 1117 1134 1173 1149 1154 1163 1153 1143 1113 1139 1116 1131 1126 1100 1109 1119 1072 1100 1057 1021 1022 1036 1093 1081 1083 1100 1098 1131 1113 1118 1117 1101 1078 1120 1110 1120 1127 1125 1125 1131 1138 1167 1166 1183 1215 1208 1181 1206 1198 1167 1173 1133 1138 1129 1096 1094 1063 1103 1064 1156 1129 1167 1174 1185 1193 1146 1152 1144 1176 1177 1144 1151 1155 1154 1141 1116 1130 1129 1108 1100 1078 1117 1103 0 0 0 0 0 0 0 0 0 0 0 0 0 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 77.58 64.88 -53.31 74.28 53.41 -198.07 -3.51 -128.01 -12.43 34.84 -33.38 3.29 -162.89 57.18 -297.62 -94.05 27.80 19.07 74.04 66.08 85.70 -27.62 -104.15 -42.12 61.79 42.07 -61.67 58.32 78.98 83.44 -62.70 -82.44 38.23 -412.30 -96.86 51.66 -392.99 70.22 45.75 23.11 -71.60 77.46 -120.20 -138.70 -66.64 89.29 82.22 -49.83 77.61 18.63 38.79 15.35 -5.96 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2226 2304 2359 2320 2232 2035 1862 1749 1767 1891 2043 2255 2433 2493 2444 2265 1953 1727 1605 1727 1938 2091 2161 2191 2118 2014 1825 1591 1408 1405 1555 1958 2027 2092 1982 1809 1603 1502 1460 1571 1794 2106 2338 2417 2276 2133 2024 1994 2031 2117 2113 2093 2111 2128 2182 2334 2447 2531 2607 2642 2683 2755 2806 2885 2886 2725 2583 2406 2292 2287 2298 2248 2199 2094 2000 2022 2111 2293 2493 2639 2616 2601 2606 2631 2652 2592 2384 2198 2089 2031 2006 1942 1931 1853 1771 1695 1585 1572 1584 1601 1565 1550 1539 1544 1541 1548 1620 1801 2040 2260 2379 2431 2414 2379 2388 2360 2347 2253 2151 2010 1912 1944 2078 2328 2469 2532 2459 2324 2179 2080 2077 2213 2347 2435 2372 2278 2166 2168 2228 2213 2187 2164 2164 2313 2507 2663 2762 2832 2843 2874 2888 2889 2822 2761 2666 2672 2774 2930 3111 3222 3273 3247 3250 3185 3052 2931 2777 2706 2663 2619 2489 2257 1954 1633 1355 1170 1065 1137 1342 1625 1934 2172 2305 2435 2550 2694 2892 3071 3178 3215 3268 3276 3261 3275 3243 3126 2896 2640 2332 2014 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2294 2303 2353 2389 2396 2313 2278 2375 2556 2661 2730 2725 2664 2730 2812 2888 2877 2736 2496 2318 2175 2170 2309 2528 2788 2999 3082 3031 2773 2415 2109 2010 2139 2381 2557 2664 2694 2562 2477 2271 1968 1759 1714 1935 2311 2498 2573 2458 2220 2015 1858 1835 1923 2211 2555 2918 2995 2825 2646 2500 2457 2509 2613 2616 2595 2618 2663 2711 2861 3002 3124 3179 3253 3350 3386 3488 3531 3562 3382 3183 2956 2829 2800 2817 2758 2694 2592 2434 2474 2606 2825 3076 3238 3231 3237 3220 3262 3290 3213 2954 2719 2584 2518 2457 2399 2388 2293 2220 2103 1978 1927 1987 1961 1922 1897 1894 1909 1913 1924 2008 2248 2519 2800 2929 3022 2972 2940 2917 2901 2839 2813 2641 2466 2362 2425 2616 2828 3059 3095 3033 2871 2736 2574 2574 2739 2929 2985 2950 2835 2681 2693 2765 2762 2679 2707 2689 2832 3068 3263 3432 3500 3541 3541 3595 3565 3506 3396 3304 3285 3446 3584 3843 4006 4043 4044 4014 3933 3798 3605 3428 3342 3284 3245 3074 2804 2406 2040 1684 1445 1341 1415 1655 2021 2419 2683 2872 2977 3163 3347 3553 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