File name: Pandora135s1_ManhattanNY-CCNY_20171221_L1_smca1c12d20171221p1-8.txt
File generation date: 20241022T144523.6Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c12d20171221p1-8
Local principal investigator: Nader Abuhassan
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 135
Spectrometer number: 1
Processing software version used: BlickP v1.8.60
Instrument operation file used: Pandora135_OF_v2d20171114.txt
Instrument calibration file used: Pandora135s1_CF_v12d20171221.txt
Level 0 file used: Pandora135s1_ManhattanNY-CCNY_20171221_L0.txt
Full location name: ManhattanNY-CCNY
Short location name: ManhattanNY-CCNY
Country of location: USA
Location latitude [deg]: 40.8153
Location longitude [deg]: -73.9505
Location altitude [m]: 34
Local noon date: 20171221
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, radiometric temperature correction, matrix method stray light correction (replaced by simple method)
Data caveats: PRNU discussion ValPeriod2017-2020, absolute calibration done with an uncalibrated lamp, certificate of FEL1441 (GSFC) used, fieldcal refday 20180420
Nominal wavelengths [nm]: 272.0785 272.2217 272.3650 272.5082 272.6515 272.7947 272.9379 273.0811 273.2243 273.3675 273.5107 273.6538 273.7970 273.9401 274.0833 274.2264 274.3695 274.5126 274.6557 274.7988 274.9419 275.0849 275.2280 275.3710 275.5141 275.6571 275.8001 275.9431 276.0861 276.2291 276.3721 276.5151 276.6580 276.8010 276.9439 277.0868 277.2298 277.3727 277.5156 277.6584 277.8013 277.9442 278.0870 278.2299 278.3727 278.5156 278.6584 278.8012 278.9440 279.0868 279.2295 279.3723 279.5150 279.6578 279.8005 279.9432 280.0860 280.2287 280.3714 280.5140 280.6567 280.7994 280.9420 281.0847 281.2273 281.3699 281.5125 281.6551 281.7977 281.9403 282.0828 282.2254 282.3679 282.5105 282.6530 282.7955 282.9380 283.0805 283.2230 283.3655 283.5079 283.6504 283.7928 283.9353 284.0777 284.2201 284.3625 284.5049 284.6473 284.7896 284.9320 285.0743 285.2167 285.3590 285.5013 285.6436 285.7859 285.9282 286.0705 286.2127 286.3550 286.4972 286.6394 286.7817 286.9239 287.0661 287.2083 287.3504 287.4926 287.6348 287.7769 287.9190 288.0612 288.2033 288.3454 288.4875 288.6296 288.7716 288.9137 289.0558 289.1978 289.3398 289.4818 289.6239 289.7659 289.9078 290.0498 290.1918 290.3337 290.4757 290.6176 290.7595 290.9015 291.0434 291.1853 291.3271 291.4690 291.6109 291.7527 291.8946 292.0364 292.1782 292.3200 292.4618 292.6036 292.7454 292.8871 293.0289 293.1706 293.3124 293.4541 293.5958 293.7375 293.8792 294.0209 294.1625 294.3042 294.4459 294.5875 294.7291 294.8707 295.0123 295.1539 295.2955 295.4371 295.5786 295.7202 295.8617 296.0033 296.1448 296.2863 296.4278 296.5693 296.7108 296.8522 296.9937 297.1351 297.2766 297.4180 297.5594 297.7008 297.8422 297.9836 298.1249 298.2663 298.4077 298.5490 298.6903 298.8316 298.9729 299.1142 299.2555 299.3968 299.5380 299.6793 299.8205 299.9618 300.1030 300.2442 300.3854 300.5266 300.6678 300.8089 300.9501 301.0912 301.2323 301.3735 301.5146 301.6557 301.7968 301.9378 302.0789 302.2200 302.3610 302.5020 302.6431 302.7841 302.9251 303.0661 303.2071 303.3480 303.4890 303.6299 303.7709 303.9118 304.0527 304.1936 304.3345 304.4754 304.6163 304.7571 304.8980 305.0388 305.1796 305.3204 305.4613 305.6020 305.7428 305.8836 306.0244 306.1651 306.3059 306.4466 306.5873 306.7280 306.8687 307.0094 307.1501 307.2907 307.4314 307.5720 307.7126 307.8533 307.9939 308.1345 308.2750 308.4156 308.5562 308.6967 308.8373 308.9778 309.1183 309.2588 309.3993 309.5398 309.6803 309.8207 309.9612 310.1016 310.2421 310.3825 310.5229 310.6633 310.8037 310.9440 311.0844 311.2247 311.3651 311.5054 311.6457 311.7860 311.9263 312.0666 312.2069 312.3471 312.4874 312.6276 312.7679 312.9081 313.0483 313.1885 313.3287 313.4688 313.6090 313.7491 313.8893 314.0294 314.1695 314.3096 314.4497 314.5898 314.7299 314.8699 315.0100 315.1500 315.2900 315.4300 315.5700 315.7100 315.8500 315.9900 316.1299 316.2699 316.4098 316.5497 316.6896 316.8295 316.9694 317.1093 317.2492 317.3890 317.5289 317.6687 317.8085 317.9483 318.0881 318.2279 318.3677 318.5074 318.6472 318.7869 318.9267 319.0664 319.2061 319.3458 319.4855 319.6251 319.7648 319.9044 320.0441 320.1837 320.3233 320.4629 320.6025 320.7421 320.8817 321.0212 321.1608 321.3003 321.4398 321.5793 321.7188 321.8583 321.9978 322.1372 322.2767 322.4161 322.5556 322.6950 322.8344 322.9738 323.1132 323.2525 323.3919 323.5312 323.6706 323.8099 323.9492 324.0885 324.2278 324.3671 324.5063 324.6456 324.7848 324.9241 325.0633 325.2025 325.3417 325.4809 325.6201 325.7592 325.8984 326.0375 326.1766 326.3157 326.4548 326.5939 326.7330 326.8721 327.0111 327.1502 327.2892 327.4282 327.5672 327.7062 327.8452 327.9842 328.1232 328.2621 328.4011 328.5400 328.6789 328.8178 328.9567 329.0956 329.2344 329.3733 329.5121 329.6510 329.7898 329.9286 330.0674 330.2062 330.3450 330.4837 330.6225 330.7612 330.8999 331.0387 331.1774 331.3161 331.4547 331.5934 331.7321 331.8707 332.0093 332.1480 332.2866 332.4252 332.5637 332.7023 332.8409 332.9794 333.1180 333.2565 333.3950 333.5335 333.6720 333.8105 333.9489 334.0874 334.2258 334.3643 334.5027 334.6411 334.7795 334.9179 335.0563 335.1946 335.3330 335.4713 335.6096 335.7479 335.8862 336.0245 336.1628 336.3011 336.4393 336.5776 336.7158 336.8540 336.9922 337.1304 337.2686 337.4067 337.5449 337.6830 337.8212 337.9593 338.0974 338.2355 338.3736 338.5117 338.6497 338.7878 338.9258 339.0638 339.2018 339.3398 339.4778 339.6158 339.7538 339.8917 340.0297 340.1676 340.3055 340.4434 340.5813 340.7192 340.8571 340.9949 341.1328 341.2706 341.4084 341.5462 341.6840 341.8218 341.9596 342.0973 342.2351 342.3728 342.5105 342.6482 342.7859 342.9236 343.0613 343.1990 343.3366 343.4743 343.6119 343.7495 343.8871 344.0247 344.1623 344.2998 344.4374 344.5749 344.7125 344.8500 344.9875 345.1250 345.2625 345.3999 345.5374 345.6748 345.8123 345.9497 346.0871 346.2245 346.3619 346.4993 346.6366 346.7740 346.9113 347.0486 347.1859 347.3232 347.4605 347.5978 347.7351 347.8723 348.0095 348.1468 348.2840 348.4212 348.5584 348.6955 348.8327 348.9699 349.1070 349.2441 349.3812 349.5184 349.6554 349.7925 349.9296 350.0666 350.2037 350.3407 350.4777 350.6147 350.7517 350.8887 351.0257 351.1626 351.2996 351.4365 351.5734 351.7103 351.8472 351.9841 352.1210 352.2578 352.3947 352.5315 352.6683 352.8051 352.9419 353.0787 353.2155 353.3523 353.4890 353.6257 353.7625 353.8992 354.0359 354.1725 354.3092 354.4459 354.5825 354.7192 354.8558 354.9924 355.1290 355.2656 355.4022 355.5387 355.6753 355.8118 355.9483 356.0848 356.2213 356.3578 356.4943 356.6307 356.7672 356.9036 357.0401 357.1765 357.3129 357.4493 357.5856 357.7220 357.8583 357.9947 358.1310 358.2673 358.4036 358.5399 358.6762 358.8124 358.9487 359.0849 359.2211 359.3574 359.4936 359.6297 359.7659 359.9021 360.0382 360.1744 360.3105 360.4466 360.5827 360.7188 360.8548 360.9909 361.1270 361.2630 361.3990 361.5350 361.6710 361.8070 361.9430 362.0789 362.2149 362.3508 362.4867 362.6227 362.7586 362.8944 363.0303 363.1662 363.3020 363.4379 363.5737 363.7095 363.8453 363.9811 364.1168 364.2526 364.3883 364.5241 364.6598 364.7955 364.9312 365.0669 365.2025 365.3382 365.4738 365.6095 365.7451 365.8807 366.0163 366.1519 366.2874 366.4230 366.5585 366.6941 366.8296 366.9651 367.1006 367.2360 367.3715 367.5070 367.6424 367.7778 367.9132 368.0486 368.1840 368.3194 368.4548 368.5901 368.7254 368.8608 368.9961 369.1314 369.2667 369.4019 369.5372 369.6724 369.8077 369.9429 370.0781 370.2133 370.3485 370.4837 370.6188 370.7540 370.8891 371.0242 371.1593 371.2944 371.4295 371.5646 371.6996 371.8346 371.9697 372.1047 372.2397 372.3747 372.5097 372.6446 372.7796 372.9145 373.0494 373.1843 373.3192 373.4541 373.5890 373.7239 373.8587 373.9935 374.1284 374.2632 374.3980 374.5327 374.6675 374.8023 374.9370 375.0717 375.2064 375.3411 375.4758 375.6105 375.7452 375.8798 376.0145 376.1491 376.2837 376.4183 376.5529 376.6875 376.8220 376.9566 377.0911 377.2256 377.3601 377.4946 377.6291 377.7636 377.8980 378.0324 378.1669 378.3013 378.4357 378.5701 378.7045 378.8388 378.9732 379.1075 379.2418 379.3761 379.5104 379.6447 379.7790 379.9132 380.0475 380.1817 380.3159 380.4501 380.5843 380.7185 380.8526 380.9868 381.1209 381.2551 381.3892 381.5233 381.6573 381.7914 381.9255 382.0595 382.1935 382.3276 382.4616 382.5956 382.7295 382.8635 382.9975 383.1314 383.2653 383.3992 383.5331 383.6670 383.8009 383.9347 384.0686 384.2024 384.3362 384.4700 384.6038 384.7376 384.8714 385.0051 385.1388 385.2726 385.4063 385.5400 385.6737 385.8073 385.9410 386.0746 386.2082 386.3419 386.4755 386.6091 386.7426 386.8762 387.0097 387.1433 387.2768 387.4103 387.5438 387.6773 387.8107 387.9442 388.0776 388.2111 388.3445 388.4779 388.6113 388.7446 388.8780 389.0113 389.1447 389.2780 389.4113 389.5446 389.6779 389.8111 389.9444 390.0776 390.2108 390.3441 390.4773 390.6104 390.7436 390.8768 391.0099 391.1430 391.2761 391.4092 391.5423 391.6754 391.8085 391.9415 392.0745 392.2076 392.3406 392.4736 392.6065 392.7395 392.8725 393.0054 393.1383 393.2712 393.4041 393.5370 393.6699 393.8027 393.9356 394.0684 394.2012 394.3340 394.4668 394.5996 394.7323 394.8651 394.9978 395.1305 395.2632 395.3959 395.5286 395.6613 395.7939 395.9265 396.0592 396.1918 396.3244 396.4569 396.5895 396.7221 396.8546 396.9871 397.1196 397.2521 397.3846 397.5171 397.6495 397.7820 397.9144 398.0468 398.1792 398.3116 398.4440 398.5763 398.7087 398.8410 398.9733 399.1056 399.2379 399.3702 399.5025 399.6347 399.7669 399.8992 400.0314 400.1636 400.2957 400.4279 400.5600 400.6922 400.8243 400.9564 401.0885 401.2206 401.3527 401.4847 401.6167 401.7488 401.8808 402.0128 402.1448 402.2767 402.4087 402.5406 402.6725 402.8045 402.9364 403.0682 403.2001 403.3320 403.4638 403.5956 403.7275 403.8593 403.9910 404.1228 404.2546 404.3863 404.5180 404.6498 404.7815 404.9131 405.0448 405.1765 405.3081 405.4398 405.5714 405.7030 405.8346 405.9661 406.0977 406.2292 406.3608 406.4923 406.6238 406.7553 406.8868 407.0182 407.1497 407.2811 407.4125 407.5439 407.6753 407.8067 407.9381 408.0694 408.2007 408.3321 408.4634 408.5947 408.7259 408.8572 408.9885 409.1197 409.2509 409.3821 409.5133 409.6445 409.7757 409.9068 410.0379 410.1691 410.3002 410.4313 410.5623 410.6934 410.8244 410.9555 411.0865 411.2175 411.3485 411.4795 411.6104 411.7414 411.8723 412.0033 412.1342 412.2651 412.3959 412.5268 412.6576 412.7885 412.9193 413.0501 413.1809 413.3117 413.4424 413.5732 413.7039 413.8346 413.9654 414.0960 414.2267 414.3574 414.4880 414.6187 414.7493 414.8799 415.0105 415.1411 415.2716 415.4022 415.5327 415.6632 415.7937 415.9242 416.0547 416.1852 416.3156 416.4460 416.5764 416.7069 416.8372 416.9676 417.0980 417.2283 417.3587 417.4890 417.6193 417.7496 417.8798 418.0101 418.1403 418.2706 418.4008 418.5310 418.6612 418.7913 418.9215 419.0516 419.1818 419.3119 419.4420 419.5721 419.7021 419.8322 419.9622 420.0923 420.2223 420.3523 420.4822 420.6122 420.7422 420.8721 421.0020 421.1319 421.2618 421.3917 421.5216 421.6514 421.7813 421.9111 422.0409 422.1707 422.3005 422.4302 422.5600 422.6897 422.8194 422.9491 423.0788 423.2085 423.3382 423.4678 423.5974 423.7271 423.8567 423.9862 424.1158 424.2454 424.3749 424.5045 424.6340 424.7635 424.8930 425.0224 425.1519 425.2813 425.4107 425.5402 425.6695 425.7989 425.9283 426.0577 426.1870 426.3163 426.4456 426.5749 426.7042 426.8335 426.9627 427.0919 427.2212 427.3504 427.4795 427.6087 427.7379 427.8670 427.9962 428.1253 428.2544 428.3835 428.5125 428.6416 428.7706 428.8997 429.0287 429.1577 429.2867 429.4156 429.5446 429.6735 429.8024 429.9313 430.0602 430.1891 430.3180 430.4468 430.5757 430.7045 430.8333 430.9621 431.0908 431.2196 431.3483 431.4771 431.6058 431.7345 431.8632 431.9918 432.1205 432.2491 432.3778 432.5064 432.6350 432.7635 432.8921 433.0207 433.1492 433.2777 433.4062 433.5347 433.6632 433.7916 433.9201 434.0485 434.1769 434.3053 434.4337 434.5621 434.6904 434.8188 434.9471 435.0754 435.2037 435.3320 435.4603 435.5885 435.7167 435.8450 435.9732 436.1014 436.2295 436.3577 436.4858 436.6140 436.7421 436.8702 436.9983 437.1263 437.2544 437.3824 437.5105 437.6385 437.7665 437.8944 438.0224 438.1504 438.2783 438.4062 438.5341 438.6620 438.7899 438.9177 439.0456 439.1734 439.3012 439.4290 439.5568 439.6846 439.8123 439.9400 440.0678 440.1955 440.3232 440.4508 440.5785 440.7061 440.8338 440.9614 441.0890 441.2166 441.3441 441.4717 441.5992 441.7268 441.8543 441.9818 442.1092 442.2367 442.3641 442.4916 442.6190 442.7464 442.8738 443.0011 443.1285 443.2558 443.3832 443.5105 443.6378 443.7651 443.8923 444.0196 444.1468 444.2740 444.4012 444.5284 444.6556 444.7827 444.9099 445.0370 445.1641 445.2912 445.4183 445.5454 445.6724 445.7994 445.9265 446.0535 446.1805 446.3074 446.4344 446.5613 446.6882 446.8152 446.9421 447.0689 447.1958 447.3227 447.4495 447.5763 447.7031 447.8299 447.9567 448.0834 448.2102 448.3369 448.4636 448.5903 448.7170 448.8436 448.9703 449.0969 449.2235 449.3501 449.4767 449.6033 449.7299 449.8564 449.9829 450.1094 450.2359 450.3624 450.4889 450.6153 450.7418 450.8682 450.9946 451.1210 451.2473 451.3737 451.5000 451.6264 451.7527 451.8790 452.0052 452.1315 452.2577 452.3840 452.5102 452.6364 452.7626 452.8887 453.0149 453.1410 453.2671 453.3933 453.5193 453.6454 453.7715 453.8975 454.0236 454.1496 454.2756 454.4015 454.5275 454.6535 454.7794 454.9053 455.0312 455.1571 455.2830 455.4088 455.5347 455.6605 455.7863 455.9121 456.0379 456.1636 456.2894 456.4151 456.5408 456.6665 456.7922 456.9179 457.0435 457.1692 457.2948 457.4204 457.5460 457.6716 457.7971 457.9227 458.0482 458.1737 458.2992 458.4247 458.5502 458.6756 458.8010 458.9265 459.0519 459.1772 459.3026 459.4280 459.5533 459.6786 459.8039 459.9292 460.0545 460.1798 460.3050 460.4302 460.5554 460.6806 460.8058 460.9310 461.0561 461.1813 461.3064 461.4315 461.5566 461.6816 461.8067 461.9317 462.0568 462.1818 462.3068 462.4317 462.5567 462.6816 462.8066 462.9315 463.0564 463.1812 463.3061 463.4310 463.5558 463.6806 463.8054 463.9302 464.0550 464.1797 464.3045 464.4292 464.5539 464.6786 464.8032 464.9279 465.0525 465.1772 465.3018 465.4264 465.5510 465.6755 465.8001 465.9246 466.0491 466.1736 466.2981 466.4226 466.5470 466.6714 466.7959 466.9203 467.0446 467.1690 467.2934 467.4177 467.5420 467.6663 467.7906 467.9149 468.0392 468.1634 468.2876 468.4118 468.5360 468.6602 468.7844 468.9085 469.0327 469.1568 469.2809 469.4050 469.5290 469.6531 469.7771 469.9011 470.0251 470.1491 470.2731 470.3970 470.5210 470.6449 470.7688 470.8927 471.0166 471.1404 471.2643 471.3881 471.5119 471.6357 471.7595 471.8832 472.0070 472.1307 472.2544 472.3781 472.5018 472.6255 472.7491 472.8727 472.9964 473.1200 473.2435 473.3671 473.4907 473.6142 473.7377 473.8612 473.9847 474.1082 474.2316 474.3551 474.4785 474.6019 474.7253 474.8487 474.9720 475.0954 475.2187 475.3420 475.4653 475.5886 475.7118 475.8351 475.9583 476.0815 476.2047 476.3279 476.4510 476.5742 476.6973 476.8204 476.9435 477.0666 477.1897 477.3127 477.4358 477.5588 477.6818 477.8048 477.9277 478.0507 478.1736 478.2965 478.4194 478.5423 478.6652 478.7881 478.9109 479.0337 479.1565 479.2793 479.4021 479.5248 479.6476 479.7703 479.8930 480.0157 480.1384 480.2610 480.3837 480.5063 480.6289 480.7515 480.8741 480.9966 481.1192 481.2417 481.3642 481.4867 481.6092 481.7316 481.8541 481.9765 482.0989 482.2213 482.3437 482.4661 482.5884 482.7107 482.8331 482.9554 483.0776 483.1999 483.3221 483.4444 483.5666 483.6888 483.8110 483.9331 484.0553 484.1774 484.2995 484.4216 484.5437 484.6658 484.7878 484.9099 485.0319 485.1539 485.2759 485.3978 485.5198 485.6417 485.7637 485.8856 486.0074 486.1293 486.2512 486.3730 486.4948 486.6166 486.7384 486.8602 486.9819 487.1037 487.2254 487.3471 487.4688 487.5905 487.7121 487.8337 487.9554 488.0770 488.1986 488.3201 488.4417 488.5632 488.6847 488.8062 488.9277 489.0492 489.1707 489.2921 489.4135 489.5349 489.6563 489.7777 489.8990 490.0204 490.1417 490.2630 490.3843 490.5056 490.6268 490.7481 490.8693 490.9905 491.1117 491.2329 491.3540 491.4751 491.5963 491.7174 491.8385 491.9595 492.0806 492.2016 492.3227 492.4437 492.5646 492.6856 492.8066 492.9275 493.0484 493.1693 493.2902 493.4111 493.5320 493.6528 493.7736 493.8944 494.0152 494.1360 494.2567 494.3775 494.4982 494.6189 494.7396 494.8603 494.9809 495.1015 495.2222 495.3428 495.4634 495.5839 495.7045 495.8250 495.9455 496.0660 496.1865 496.3070 496.4274 496.5479 496.6683 496.7887 496.9091 497.0295 497.1498 497.2701 497.3905 497.5108 497.6310 497.7513 497.8716 497.9918 498.1120 498.2322 498.3524 498.4726 498.5927 498.7128 498.8330 498.9531 499.0731 499.1932 499.3133 499.4333 499.5533 499.6733 499.7933 499.9132 500.0332 500.1531 500.2730 500.3929 500.5128 500.6327 500.7525 500.8723 500.9921 501.1119 501.2317 501.3515 501.4712 501.5910 501.7107 501.8304 501.9500 502.0697 502.1893 502.3090 502.4286 502.5482 502.6677 502.7873 502.9068 503.0263 503.1458 503.2653 503.3848 503.5043 503.6237 503.7431 503.8625 503.9819 504.1013 504.2206 504.3400 504.4593 504.5786 504.6979 504.8171 504.9364 505.0556 505.1748 505.2940 505.4132 505.5324 505.6515 505.7707 505.8898 506.0089 506.1280 506.2470 506.3661 506.4851 506.6041 506.7231 506.8421 506.9610 507.0800 507.1989 507.3178 507.4367 507.5556 507.6744 507.7933 507.9121 508.0309 508.1497 508.2685 508.3872 508.5060 508.6247 508.7434 508.8621 508.9807 509.0994 509.2180 509.3366 509.4552 509.5738 509.6924 509.8109 509.9295 510.0480 510.1665 510.2850 510.4034 510.5219 510.6403 510.7587 510.8771 510.9955 511.1138 511.2322 511.3505 511.4688 511.5871 511.7054 511.8236 511.9419 512.0601 512.1783 512.2965 512.4147 512.5328 512.6510 512.7691 512.8872 513.0053 513.1233 513.2414 513.3594 513.4774 513.5954 513.7134 513.8314 513.9493 514.0672 514.1851 514.3030 514.4209 514.5388 514.6566 514.7744 514.8923 515.0100 515.1278 515.2456 515.3633 515.4810 515.5987 515.7164 515.8341 515.9517 516.0694 516.1870 516.3046 516.4222 516.5397 516.6573 516.7748 516.8923 517.0098 517.1273 517.2448 517.3622 517.4796 517.5970 517.7144 517.8318 517.9492 518.0665 518.1838 518.3011 518.4184 518.5357 518.6529 518.7702 518.8874 519.0046 519.1218 519.2389 519.3561 519.4732 519.5903 519.7074 519.8245 519.9415 520.0586 520.1756 520.2926 520.4096 520.5266 520.6435 520.7605 520.8774 520.9943 521.1112 521.2281 521.3449 521.4617 521.5786 521.6953 521.8121 521.9289 522.0456 522.1624 522.2791 522.3958 522.5124 522.6291 522.7457 522.8624 522.9790 523.0956 523.2121 523.3287 523.4452 523.5617 523.6782 523.7947 523.9112 524.0276 524.1440 524.2605 524.3768 524.4932 524.6096 524.7259 524.8422 524.9586 525.0748 525.1911 525.3074 525.4236 525.5398 525.6560 525.7722 525.8884 526.0045 526.1206 526.2367 526.3528 526.4689 526.5850 526.7010 526.8170 526.9330 527.0490 527.1650 527.2810 527.3969 527.5128 527.6287 527.7446 527.8605 527.9763 528.0921 528.2079 528.3237 528.4395 528.5553 528.6710 528.7867 528.9024 529.0181 529.1338 529.2494 529.3651 529.4807 529.5963 529.7119 529.8274 529.9430 530.0585 530.1740 530.2895 530.4050 530.5204 530.6359 530.7513 530.8667 530.9821 531.0974 531.2128 531.3281 531.4434 531.5587 531.6740 531.7893 531.9045 532.0197 532.1349 532.2501 532.3653 532.4804 532.5956 532.7107 532.8258 532.9409 533.0559 533.1710 533.2860 533.4010 533.5160 533.6310 533.7460 533.8609 533.9758 534.0907 534.2056 534.3205 534.4353 534.5502 534.6650 534.7798 534.8945 535.0093 535.1241 535.2388 535.3535 535.4682 535.5828 535.6975 535.8121 535.9268 536.0414 536.1559 536.2705 536.3851 536.4996 536.6141 536.7286 536.8431 536.9575 537.0720 537.1864 537.3008 537.4152 537.5296 537.6439 537.7583 537.8726 537.9869 538.1012 538.2154 538.3297 538.4439
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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: Mean over camera offsets [deg], -9=camera not in automatic mode
Column 19: Maximum of camera offsets [deg], -9=camera not in automatic mode
Column 20: Target distance [m], -1=not pointed on target
Column 21: 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 22: 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 23: 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 24: 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 25: 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 26: Wavelength effective temperature [°C], 999=no effective temperature given
Column 27: Number of pixels, where dark count is higher than bright count, -9=no bright counts or dark counts measured
Column 28: 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 29: 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 30: Index of (not dead, blind, warm, or saturated) pixel with highest corrected counts
Column 31: Mean over blind and oversampled pixels in the bright counts, -9 if there is no bright count
Column 32: Standard error of blind and oversampled pixels in the bright counts, -9 if there is no bright count standard error
Column 33: Mean over blind and oversampled pixels in the dark counts, -9 if there is no dark count
Column 34: Standard error of blind and oversampled pixels in the dark counts, -9 if there is no dark count standard error
Column 35: Number of function evaluations used for dark background fitting, -9 if no background fitting was done
Column 36: rms of unweighted fitting residuals for dark background fitting, -9 if no background fitting was done
Column 37: Normalized rms of weighted fitting residuals for dark background fitting, -9 if no background fitting was done
Column 38: Mean difference dark map to measured dark count, -9 if no background fitting was done
Column 39: rms of difference dark map to measured dark count, -9 if no background fitting was done
Column 40: Mean absolute difference dark map to measured dark count expressed in number of standard deviations, -9 if no background fitting was done
Column 41: Number of regular pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 42: Number of warm pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 43: Number of hot pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 44: Index of regular pixel, where the dark map differed most from the measured dark count, -9 if no background fitting was done
Column 45: Number of sigmas the dark map differs from the measured dark for the pixel with the largest difference, -9 if no background fitting was done
Column 46: Retrieved value for dark background fitting parameter 1, -9 if no background fitting was done
Column 47: Uncertainty of retrieved value for dark background fitting parameter 1, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 48: Retrieved value for dark background fitting parameter 2, -9 if no background fitting was done
Column 49: Uncertainty of retrieved value for dark background fitting parameter 2, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 50: Retrieved value for dark background fitting parameter 3, -9 if no background fitting was done
Column 51: Uncertainty of retrieved value for dark background fitting parameter 3, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 52: Stray light correction method: 0=no stray light correction, 1=simple method, 2=uncorrected matrix method, 3=corrected matrix method
Column 53: Estimated average residual stray light level [%] (for methods 1 and 3 this is before the subtraction of the signal at no-input pixel)
Column 54: 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 55: 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 56: 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 57: 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 58: 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 59: 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 60: 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 61: Wavelength change fitting result index: 0,1,2=no error or warning, 3=warning, -1 or >3=error
Column 62: Normalized rms of fitting residuals in wavelength change retrieval weighted with independent instrumental uncertainty, -9=fitting not successful or no fitting done
Column 63: Number of pixels included in wavelength change retrieval, -9=no wavelength change determination
Column 64: Number of pixels not included in wavelength correction, -9=no wavelength correction
Column 65: Mean wavelength correction applied [%], -9=no wavelength correction
Column 66: Standard deviation of wavelength correction applied [%], -9=no wavelength correction
Column 67: Minimum wavelength correction applied [%], -9=no wavelength correction
Column 68: Maximum wavelength correction applied [%], -9=no wavelength correction
Column 69: Expected wavelength shift based on effective temperature [nm], -9=no effective temperature given
Column 70: Retrieved wavelength change, order 0, -9=no wavelength change determination
Column 71: Retrieved wavelength change, order 1, -9=no wavelength change determination
Column 72: Temperature at electronics board [°C], 999=no temperature signal
Column 73: Spectrometer control temperature [°C], 999=no temperature signal
Column 74: Auxiliary spectrometer temperature [°C], 999=no temperature signal
Column 75: Scale factor for data and uncertainties, to obtain unscaled output divide them by this number
Column 76: Indicator for uncertainty and atmospheric variability (see manual for exact meaning)
Column 77: L1 data type, data are... 1=corrected count rate [s-1], 2=radiance [W/m2/nm/sr], 3=irradiance [W/m2/nm]
Columns 78-2125: L1 data for each pixel, 0 is NOT a 'true' zero if the corresponding value in the uncertainty is -2, -3 or -4
Columns 2126-4173: 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 4174-6221: 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 20171221T212306.0Z 6564.891042 10 1 4.00 2 4000.000 1 1 0 1 4 0.00 1 0.00 1 -9.000 -9.000 -1.00 475 0 10 0 0 19.72 48 -9 -9 2027 6.307e+02 -9.000e+00 6.433e+02 -9.000e+00 0 0.000e+00 0.000e+00 0.000e+00 0.000e+00 0.000e+00 -9 -9 -9 -9 -9.00e+00 0.000e+00 0.000e+00 0.000e+00 0.000e+00 0.000e+00 0.000e+00 1 2.81 -1.00 93.63 -1.00 -1.00 81.47 19.66 7.64 0 4.085e-02 1758 -9 -9.00 -9.00 -9.00 -9.00 -0.00416 -2.56550e-02 2.78722e-04 24.65 20.46 19.72 1.931e+05 3 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 -63 19 -43 -52 -6 -19 76 -32 -8 -37 -12 -41 7 -26 -40 43 -46 2 -23 -4 -25 11 -21 -29 -27 29 33 -8 0 -20 -14 -31 3 -59 -10 -14 -26 -38 -54 -46 -51 -39 -22 15 -38 40 -23 17 -23 18 1 -7 50 -31 -2 -33 25 -20 37 -42 19 -34 15 -33 25 8 -18 10 -7 16 -32 33 -29 -32 -5 -3 -12 -6 0 -21 19 -22 20 -14 -21 -9 -32 0 -39 21 -14 28 -6 -4 7 9 3 11 26 12 3 -30 43 -31 34 12 14 -12 1 0 -35 17 -32 -6 -16 33 -19 32 2 -4 -1 -22 16 -14 -26 -29 12 1 40 -25 24 16 -2 15 -27 8 -18 20 -34 34 -30 -9 6 -18 24 -16 25 -37 25 19 14 8 10 -15 22 -21 -5 8 -24 15 -16 29 -18 36 -23 24 -8 -23 29 -29 10 -23 0 -30 8 -2 -2 -19 -6 -12 -17 -17 -29 31 -13 39 -23 41 14 26 9 1 16 -31 10 -7 43 -14 43 29 11 9 -25 -7 -31 -7 -19 29 -17 9 -32 4 -29 -1 -16 -19 24 -31 33 -8 28 -8 19 -13 -28 -12 -27 14 -2 8 -12 30 22 36 -30 18 0 26 5 -24 13 -9 52 10 57 37 27 -5 -5 22 2 26 -8 17 -23 18 -9 9 -30 1 8 -10 -10 7 8 -19 10 -19 12 8 12 8 9 22 -30 27 -9 19 -25 39 -17 9 33 18 -7 9 19 -19 46 -27 35 22 13 -6 25 23 8 33 -10 -17 -4 34 22 79 10 32 -18 25 55 14 48 -9 43 14 25 6 30 31 25 7 6 24 -12 40 -20 52 14 73 33 17 30 16 1 29 71 28 53 6 7 12 43 3 34 36 37 45 11 57 44 47 22 80 56 48 33 49 67 38 47 14 45 20 35 32 32 32 52 46 37 52 24 53 26 97 9 84 47 44 31 42 69 22 71 11 93 27 74 41 58 40 32 69 27 78 48 73 39 61 27 50 54 57 65 32 63 -1 61 43 56 51 89 71 87 70 55 72 69 92 75 92 66 84 43 66 61 68 78 69 90 43 92 40 75 62 96 56 80 97 51 100 62 92 76 74 64 88 45 68 74 72 90 49 107 44 101 38 72 35 57 37 51 81 47 115 70 115 60 118 67 82 78 75 68 82 105 91 118 72 106 52 114 57 73 88 95 108 58 107 73 102 54 103 80 99 88 78 118 78 113 60 138 75 111 79 120 81 99 115 73 98 49 125 107 153 118 109 84 78 77 86 115 77 132 99 114 78 110 116 106 97 120 107 83 137 109 126 111 126 100 113 127 97 127 82 129 86 116 88 129 80 118 79 86 115 95 95 99 100 70 113 87 112 85 91 81 72 108 75 120 116 110 95 127 86 114 120 108 101 69 101 62 110 96 133 136 121 92 100 104 87 140 131 146 119 155 113 143 114 111 132 121 102 126 140 116 124 108 146 113 129 137 139 119 109 167 145 175 112 166 137 162 130 138 141 107 164 151 178 114 172 108 145 135 134 142 143 164 131 151 137 174 145 182 139 151 138 170 183 183 179 133 141 143 164 129 175 175 193 174 145 176 124 161 133 156 129 149 125 148 154 143 118 93 143 118 137 125 182 114 153 113 108 136 130 149 112 176 137 192 134 151 129 131 157 156 156 145 176 148 183 144 157 194 176 164 176 190 152 198 157 202 151 155 160 193 154 142 157 123 176 130 154 143 184 175 155 154 179 164 177 194 132 181 130 182 94 149 128 148 126 134 127 119 168 114 156 115 149 104 143 124 143 123 139 165 142 187 167 177 163 169 174 143 192 154 119 142 181 157 198 143 169 176 181 131 136 168 162 186 156 175 148 170 136 140 152 174 163 146 198 179 210 186 210 206 214 201 209 200 191 214 203 241 186 216 210 218 201 224 217 189 218 183 198 192 165 168 167 118 109 145 118 133 143 167 156 227 144 204 162 201 212 208 204 202 219 191 203 206 225 169 209 177 191 181 136 138 96 170 119 154 158 145 197 209 219 229 229 216 256 217 257 222 285 231 281 258 229 270 255 275 238 251 264 268 243 250 263 275 275 263 293 285 286 272 295 275 302 303 288 281 296 290 272 276 226 281 248 304 266 302 308 295 302 254 267 252 286 287 316 293 279 280 274 285 248 286 264 293 258 285 294 320 279 275 294 295 296 260 305 253 295 276 335 282 289 307 285 331 303 343 296 313 296 304 274 285 268 246 287 268 317 271 326 293 333 305 359 323 334 347 307 341 285 344 305 343 294 328 311 326 298 303 318 306 333 327 355 300 329 344 332 334 346 325 309 353 312 360 332 348 350 351 354 357 360 381 358 355 363 308 357 333 341 306 333 349 344 350 329 344 341 357 311 360 347 342 368 360 344 339 344 324 349 300 352 338 387 376 367 360 349 367 359 380 352 407 337 359 363 386 354 337 329 299 361 328 402 382 376 352 376 330 351 334 326 379 385 367 343 382 360 380 350 374 382 348 406 377 386 360 400 385 413 410 394 392 374 352 320 329 319 390 379 385 368 397 370 371 365 357 387 341 366 364 391 381 363 346 341 322 326 336 317 314 282 326 281 309 307 340 349 406 436 443 468 429 464 365 380 382 421 393 424 457 433 475 440 452 378 412 374 370 368 381 408 426 463 417 430 356 424 415 431 446 443 461 433 478 451 503 458 497 471 470 471 502 492 465 470 464 512 478 490 435 444 401 410 440 438 463 467 459 431 469 457 495 488 507 493 486 471 450 488 492 544 511 549 558 533 502 533 550 547 583 547 560 548 589 576 573 543 586 549 559 556 542 540 568 570 546 557 546 563 545 575 573 532 576 540 565 521 551 494 560 527 558 552 551 600 563 622 600 628 580 636 596 617 611 615 618 545 577 574 617 619 637 646 633 626 649 600 642 663 685 702 655 709 678 700 686 707 720 717 724 710 720 681 734 656 729 703 704 707 695 715 676 653 625 694 654 676 666 689 672 688 693 711 761 719 766 725 762 710 750 679 694 722 708 755 716 751 738 756 763 779 756 786 752 742 811 754 781 762 773 776 794 758 777 753 740 747 726 743 737 773 780 817 793 806 792 799 793 775 792 793 784 771 818 780 795 801 843 835 809 847 846 868 850 881 873 869 856 876 898 893 852 883 866 842 870 827 848 841 834 827 831 877 869 891 882 893 852 877 847 850 867 903 939 945 947 935 979 935 998 982 958 939 903 876 854 866 854 917 903 945 928 949 932 920 915 933 934 938 993 955 996 967 980 973 989 1011 987 979 986 1002 953 980 948 1011 970 955 938 993 984 1001 1011 1031 1041 1043 1046 1020 1069 1074 1050 1085 1052 1066 1027 1057 1023 1001 1001 1008 1022 993 990 984 1024 955 1050 971 1058 1005 1053 1011 1034 1052 1043 1021 1031 1018 992 1017 1024 1042 1010 1025 1009 992 971 999 1037 1010 1071 1043 1089 1074 1123 1078 1146 1127 1112 1110 1113 1139 1098 1130 1086 1146 1090 1121 1160 1165 1166 1162 1178 1164 1181 1179 1182 1180 1225 1190 1196 1185 1220 1227 1230 1260 1247 1304 1282 1332 1311 1314 1299 1315 1320 1315 1355 1365 1373 1353 1345 1346 1406 1380 1406 1367 1350 1348 1328 1404 1399 1401 1376 1437 1369 1378 1381 1348 1330 1276 1270 1213 1166 1124 1091 1119 1202 1279 1360 1345 1334 1389 1302 1375 1324 1389 1403 1416 1442 1443 1463 1434 1430 1369 1371 1325 1348 1274 1325 1356 1402 1506 1545 1548 1544 1568 1568 1606 1530 1583 1578 1624 1591 1541 1537 1556 1610 1603 1662 1580 1568 1514 1512 1486 1514 1574 1584 1685 1633 1725 1690 1690 1665 1663 1652 1615 1590 1571 1631 1586 1678 1656 1728 1685 1722 1720 1728 1747 1734 1764 1709 1692 1632 1674 1659 1731 1744 1776 1777 1758 1782 1728 1774 1734 1793 1804 1829 1866 1873 1875 1854 1814 1766 1806 1734 1763 1761 1848 1894 1895 1902 1951 1951 1889 1930 1942 1992 1948 1903 1910 1906 1852 1849 1819 1826 1870 1868 1873 1884 1849 1807 1763 1779 1770 1796 1825 1833 1823 1823 1825 1858 1774 1833 1829 1866 1895 1838 1848 1821 1739 1718 1687 1591 1670 1688 1774 1824 1842 1861 1851 1867 1846 1879 1899 1949 1950 1986 2014 2025 2036 2044 2071 1998 1989 1949 1972 1946 2043 2019 2044 2035 1997 2030 2015 2027 1939 1983 1968 2069 2069 2095 2138 2131 2163 2138 2147 2147 2192 2103 2111 2060 2106 2090 2112 2166 2171 2198 2196 2251 2164 2197 2197 2226 2264 2288 2343 2292 2396 2353 2366 2337 2306 2241 2280 2214 2259 2259 2292 2317 2339 2361 2339 2387 2333 2341 2305 2339 2339 2342 2374 2399 2389 2367 2434 2430 2434 2467 2461 2511 2538 2564 2538 2590 2506 2585 2470 2431 2337 2189 2144 2121 2124 2106 2120 2138 2278 2361 2499 2562 2535 2495 2382 2299 2204 2233 2232 2359 2463 2550 2535 2528 2468 2507 2537 2558 2617 2627 2703 2675 2677 2604 2590 2578 2575 2574 2651 2687 2702 2779 2774 2804 2725 2807 2748 2806 2784 2835 2808 2742 2683 2624 2647 2601 2696 2697 2745 2743 2815 2780 2851 2876 2894 2910 2889 2896 2873 2864 2803 2873 2782 2777 2756 2723 2792 2769 2815 2803 2866 2815 2811 2732 2665 2575 2531 2508 2495 2506 2529 2618 2633 2699 2754 2768 2816 2851 2834 2828 2865 2814 2809 2848 2959 3050 3081 3053 3090 3070 3014 3061 2968 2978 2903 2902 2925 2918 2987 2978 3037 3068 3078 3058 3134 3117 3147 3134 3121 3119 3082 3088 3079 3081 3079 3092 2996 2984 2918 2884 2839 2851 2936 2958 3072 3104 3248 3175 3227 3168 3169 3134 3177 3177 3207 3284 3272 3268 3289 3280 3327 3390 3404 3471 3505 3577 3548 3549 3585 3478 3669 3448 3437 3378 3365 3327 3352 3338 3384 3409 3415 3521 3509 3593 3553 3585 3540 3499 3508 3470 0 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 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