File name: Pandora37s1_HamptonVA_20241215_L1_smca1c5d20210730p1-8.txt
File generation date: 20250725T221211.8Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c5d20210730p1-8
Local principal investigator: Timothy Berkoff
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 37
Spectrometer number: 1
Processing software version used: BlickP v1.8.75
Instrument operation file used: Pandora37_OF_v6d20200313.txt
Instrument calibration file used: Pandora37s1_CF_v5d20210730.txt
Level 0 file used: Pandora37s1_HamptonVA_20241215_L0.txt
Full location name: Langley Research Center
Short location name: HamptonVA
Country of location: USA
Location latitude [deg]: 37.1036
Location longitude [deg]: -76.3868
Location altitude [m]: 4
Local noon date: 20241215
Notes on s-number (L1 configuration): Corrections NOT applied although requested by the s-number are latency correction, matrix method stray light correction (replaced by simple method)
Data caveats: None
Nominal wavelengths [nm]: 269.5146 269.6578 269.8010 269.9442 270.0874 270.2305 270.3737 270.5168 270.6600 270.8031 270.9462 271.0893 271.2324 271.3755 271.5185 271.6616 271.8046 271.9477 272.0907 272.2337 272.3767 272.5197 272.6627 272.8057 272.9487 273.0916 273.2345 273.3775 273.5204 273.6633 273.8062 273.9491 274.0920 274.2349 274.3777 274.5206 274.6634 274.8062 274.9491 275.0919 275.2347 275.3774 275.5202 275.6630 275.8057 275.9485 276.0912 276.2339 276.3766 276.5193 276.6620 276.8047 276.9474 277.0900 277.2327 277.3753 277.5180 277.6606 277.8032 277.9458 278.0883 278.2309 278.3735 278.5160 278.6586 278.8011 278.9436 279.0861 279.2286 279.3711 279.5136 279.6561 279.7985 279.9410 280.0834 280.2258 280.3682 280.5106 280.6530 280.7954 280.9378 281.0801 281.2225 281.3648 281.5071 281.6494 281.7917 281.9340 282.0763 282.2186 282.3608 282.5031 282.6453 282.7875 282.9298 283.0720 283.2142 283.3563 283.4985 283.6407 283.7828 283.9250 284.0671 284.2092 284.3513 284.4934 284.6355 284.7776 284.9196 285.0617 285.2037 285.3457 285.4878 285.6298 285.7718 285.9137 286.0557 286.1977 286.3396 286.4816 286.6235 286.7654 286.9073 287.0492 287.1911 287.3330 287.4748 287.6167 287.7585 287.9004 288.0422 288.1840 288.3258 288.4676 288.6093 288.7511 288.8929 289.0346 289.1763 289.3180 289.4597 289.6014 289.7431 289.8848 290.0265 290.1681 290.3098 290.4514 290.5930 290.7346 290.8762 291.0178 291.1594 291.3009 291.4425 291.5840 291.7255 291.8671 292.0086 292.1501 292.2915 292.4330 292.5745 292.7159 292.8574 292.9988 293.1402 293.2816 293.4230 293.5644 293.7057 293.8471 293.9884 294.1298 294.2711 294.4124 294.5537 294.6950 294.8363 294.9776 295.1188 295.2601 295.4013 295.5425 295.6837 295.8249 295.9661 296.1073 296.2485 296.3896 296.5308 296.6719 296.8130 296.9541 297.0952 297.2363 297.3774 297.5185 297.6595 297.8006 297.9416 298.0826 298.2236 298.3646 298.5056 298.6466 298.7875 298.9285 299.0694 299.2103 299.3513 299.4922 299.6331 299.7739 299.9148 300.0557 300.1965 300.3373 300.4782 300.6190 300.7598 300.9006 301.0414 301.1821 301.3229 301.4636 301.6044 301.7451 301.8858 302.0265 302.1672 302.3078 302.4485 302.5892 302.7298 302.8704 303.0110 303.1517 303.2922 303.4328 303.5734 303.7140 303.8545 303.9950 304.1356 304.2761 304.4166 304.5571 304.6976 304.8380 304.9785 305.1189 305.2594 305.3998 305.5402 305.6806 305.8210 305.9613 306.1017 306.2421 306.3824 306.5227 306.6630 306.8034 306.9436 307.0839 307.2242 307.3645 307.5047 307.6449 307.7852 307.9254 308.0656 308.2058 308.3459 308.4861 308.6263 308.7664 308.9065 309.0467 309.1868 309.3269 309.4670 309.6070 309.7471 309.8871 310.0272 310.1672 310.3072 310.4472 310.5872 310.7272 310.8672 311.0071 311.1471 311.2870 311.4269 311.5668 311.7067 311.8466 311.9865 312.1263 312.2662 312.4060 312.5459 312.6857 312.8255 312.9653 313.1050 313.2448 313.3846 313.5243 313.6640 313.8038 313.9435 314.0832 314.2229 314.3625 314.5022 314.6419 314.7815 314.9211 315.0607 315.2003 315.3399 315.4795 315.6191 315.7586 315.8982 316.0377 316.1772 316.3167 316.4562 316.5957 316.7352 316.8747 317.0141 317.1536 317.2930 317.4324 317.5718 317.7112 317.8506 317.9899 318.1293 318.2686 318.4080 318.5473 318.6866 318.8259 318.9652 319.1045 319.2437 319.3830 319.5222 319.6614 319.8006 319.9398 320.0790 320.2182 320.3574 320.4965 320.6357 320.7748 320.9139 321.0530 321.1921 321.3312 321.4703 321.6093 321.7484 321.8874 322.0264 322.1654 322.3044 322.4434 322.5824 322.7214 322.8603 322.9993 323.1382 323.2771 323.4160 323.5549 323.6938 323.8326 323.9715 324.1103 324.2492 324.3880 324.5268 324.6656 324.8044 324.9432 325.0819 325.2207 325.3594 325.4981 325.6368 325.7755 325.9142 326.0529 326.1916 326.3302 326.4688 326.6075 326.7461 326.8847 327.0233 327.1619 327.3004 327.4390 327.5775 327.7161 327.8546 327.9931 328.1316 328.2701 328.4085 328.5470 328.6854 328.8239 328.9623 329.1007 329.2391 329.3775 329.5159 329.6542 329.7926 329.9309 330.0692 330.2075 330.3458 330.4841 330.6224 330.7607 330.8989 331.0372 331.1754 331.3136 331.4518 331.5900 331.7282 331.8664 332.0045 332.1427 332.2808 332.4189 332.5570 332.6951 332.8332 332.9713 333.1093 333.2474 333.3854 333.5234 333.6614 333.7994 333.9374 334.0754 334.2133 334.3513 334.4892 334.6271 334.7651 334.9030 335.0408 335.1787 335.3166 335.4544 335.5923 335.7301 335.8679 336.0057 336.1435 336.2813 336.4190 336.5568 336.6945 336.8322 336.9700 337.1077 337.2454 337.3830 337.5207 337.6583 337.7960 337.9336 338.0712 338.2088 338.3464 338.4840 338.6216 338.7591 338.8967 339.0342 339.1717 339.3092 339.4467 339.5842 339.7217 339.8591 339.9966 340.1340 340.2714 340.4088 340.5462 340.6836 340.8210 340.9583 341.0957 341.2330 341.3703 341.5076 341.6449 341.7822 341.9195 342.0567 342.1940 342.3312 342.4684 342.6056 342.7428 342.8800 343.0172 343.1543 343.2915 343.4286 343.5657 343.7028 343.8399 343.9770 344.1141 344.2511 344.3882 344.5252 344.6622 344.7992 344.9362 345.0732 345.2102 345.3471 345.4841 345.6210 345.7579 345.8948 346.0317 346.1686 346.3055 346.4423 346.5792 346.7160 346.8528 346.9896 347.1264 347.2632 347.4000 347.5367 347.6735 347.8102 347.9469 348.0836 348.2203 348.3570 348.4937 348.6303 348.7670 348.9036 349.0402 349.1768 349.3134 349.4500 349.5866 349.7231 349.8597 349.9962 350.1327 350.2692 350.4057 350.5422 350.6786 350.8151 350.9515 351.0879 351.2244 351.3608 351.4972 351.6335 351.7699 351.9062 352.0426 352.1789 352.3152 352.4515 352.5878 352.7241 352.8603 352.9966 353.1328 353.2690 353.4053 353.5414 353.6776 353.8138 353.9500 354.0861 354.2222 354.3584 354.4945 354.6306 354.7666 354.9027 355.0388 355.1748 355.3108 355.4469 355.5829 355.7189 355.8548 355.9908 356.1268 356.2627 356.3986 356.5345 356.6704 356.8063 356.9422 357.0781 357.2139 357.3498 357.4856 357.6214 357.7572 357.8930 358.0287 358.1645 358.3003 358.4360 358.5717 358.7074 358.8431 358.9788 359.1145 359.2501 359.3858 359.5214 359.6570 359.7926 359.9282 360.0638 360.1993 360.3349 360.4704 360.6060 360.7415 360.8770 361.0125 361.1479 361.2834 361.4188 361.5543 361.6897 361.8251 361.9605 362.0959 362.2313 362.3666 362.5020 362.6373 362.7726 362.9079 363.0432 363.1785 363.3137 363.4490 363.5842 363.7195 363.8547 363.9899 364.1251 364.2602 364.3954 364.5305 364.6657 364.8008 364.9359 365.0710 365.2061 365.3411 365.4762 365.6112 365.7463 365.8813 366.0163 366.1513 366.2862 366.4212 366.5561 366.6911 366.8260 366.9609 367.0958 367.2307 367.3656 367.5004 367.6353 367.7701 367.9049 368.0397 368.1745 368.3093 368.4440 368.5788 368.7135 368.8482 368.9830 369.1177 369.2523 369.3870 369.5217 369.6563 369.7909 369.9256 370.0602 370.1947 370.3293 370.4639 370.5984 370.7330 370.8675 371.0020 371.1365 371.2710 371.4055 371.5399 371.6744 371.8088 371.9432 372.0776 372.2120 372.3464 372.4807 372.6151 372.7494 372.8837 373.0180 373.1523 373.2866 373.4209 373.5551 373.6894 373.8236 373.9578 374.0920 374.2262 374.3604 374.4946 374.6287 374.7628 374.8970 375.0311 375.1652 375.2992 375.4333 375.5674 375.7014 375.8354 375.9694 376.1034 376.2374 376.3714 376.5053 376.6393 376.7732 376.9071 377.0410 377.1749 377.3088 377.4427 377.5765 377.7104 377.8442 377.9780 378.1118 378.2456 378.3793 378.5131 378.6468 378.7805 378.9143 379.0480 379.1816 379.3153 379.4490 379.5826 379.7162 379.8499 379.9835 380.1171 380.2506 380.3842 380.5177 380.6513 380.7848 380.9183 381.0518 381.1853 381.3188 381.4522 381.5856 381.7191 381.8525 381.9859 382.1193 382.2526 382.3860 382.5193 382.6527 382.7860 382.9193 383.0526 383.1858 383.3191 383.4523 383.5856 383.7188 383.8520 383.9852 384.1184 384.2515 384.3847 384.5178 384.6509 384.7841 384.9171 385.0502 385.1833 385.3163 385.4494 385.5824 385.7154 385.8484 385.9814 386.1144 386.2473 386.3803 386.5132 386.6461 386.7790 386.9119 387.0448 387.1776 387.3105 387.4433 387.5761 387.7089 387.8417 387.9745 388.1072 388.2400 388.3727 388.5054 388.6382 388.7708 388.9035 389.0362 389.1688 389.3015 389.4341 389.5667 389.6993 389.8319 389.9644 390.0970 390.2295 390.3620 390.4946 390.6271 390.7595 390.8920 391.0245 391.1569 391.2893 391.4217 391.5541 391.6865 391.8189 391.9512 392.0836 392.2159 392.3482 392.4805 392.6128 392.7451 392.8773 393.0096 393.1418 393.2740 393.4062 393.5384 393.6706 393.8027 393.9349 394.0670 394.1991 394.3312 394.4633 394.5954 394.7274 394.8595 394.9915 395.1235 395.2555 395.3875 395.5195 395.6514 395.7834 395.9153 396.0472 396.1791 396.3110 396.4429 396.5747 396.7066 396.8384 396.9702 397.1020 397.2338 397.3656 397.4974 397.6291 397.7608 397.8926 398.0243 398.1559 398.2876 398.4193 398.5509 398.6826 398.8142 398.9458 399.0774 399.2089 399.3405 399.4720 399.6036 399.7351 399.8666 399.9981 400.1296 400.2610 400.3925 400.5239 400.6553 400.7867 400.9181 401.0495 401.1808 401.3122 401.4435 401.5748 401.7061 401.8374 401.9687 402.1000 402.2312 402.3624 402.4936 402.6248 402.7560 402.8872 403.0184 403.1495 403.2806 403.4117 403.5428 403.6739 403.8050 403.9361 404.0671 404.1981 404.3291 404.4601 404.5911 404.7221 404.8531 404.9840 405.1149 405.2458 405.3767 405.5076 405.6385 405.7693 405.9002 406.0310 406.1618 406.2926 406.4234 406.5542 406.6849 406.8157 406.9464 407.0771 407.2078 407.3385 407.4691 407.5998 407.7304 407.8610 407.9917 408.1222 408.2528 408.3834 408.5139 408.6445 408.7750 408.9055 409.0360 409.1665 409.2969 409.4274 409.5578 409.6882 409.8186 409.9490 410.0794 410.2098 410.3401 410.4704 410.6008 410.7311 410.8613 410.9916 411.1219 411.2521 411.3823 411.5126 411.6428 411.7729 411.9031 412.0333 412.1634 412.2935 412.4236 412.5537 412.6838 412.8139 412.9439 413.0740 413.2040 413.3340 413.4640 413.5940 413.7239 413.8539 413.9838 414.1138 414.2437 414.3736 414.5034 414.6333 414.7631 414.8930 415.0228 415.1526 415.2824 415.4121 415.5419 415.6717 415.8014 415.9311 416.0608 416.1905 416.3201 416.4498 416.5794 416.7091 416.8387 416.9683 417.0979 417.2274 417.3570 417.4865 417.6160 417.7455 417.8750 418.0045 418.1340 418.2634 418.3929 418.5223 418.6517 418.7811 418.9104 419.0398 419.1691 419.2985 419.4278 419.5571 419.6864 419.8156 419.9449 420.0741 420.2034 420.3326 420.4618 420.5910 420.7201 420.8493 420.9784 421.1075 421.2366 421.3657 421.4948 421.6239 421.7529 421.8820 422.0110 422.1400 422.2690 422.3979 422.5269 422.6558 422.7848 422.9137 423.0426 423.1715 423.3003 423.4292 423.5580 423.6868 423.8157 423.9444 424.0732 424.2020 424.3307 424.4595 424.5882 424.7169 424.8456 424.9743 425.1029 425.2316 425.3602 425.4888 425.6174 425.7460 425.8746 426.0031 426.1317 426.2602 426.3887 426.5172 426.6457 426.7741 426.9026 427.0310 427.1594 427.2878 427.4162 427.5446 427.6730 427.8013 427.9296 428.0580 428.1863 428.3145 428.4428 428.5711 428.6993 428.8275 428.9557 429.0839 429.2121 429.3403 429.4684 429.5966 429.7247 429.8528 429.9809 430.1089 430.2370 430.3651 430.4931 430.6211 430.7491 430.8771 431.0050 431.1330 431.2609 431.3889 431.5168 431.6447 431.7725 431.9004 432.0283 432.1561 432.2839 432.4117 432.5395 432.6673 432.7950 432.9228 433.0505 433.1782 433.3059 433.4336 433.5613 433.6889 433.8165 433.9442 434.0718 434.1994 434.3269 434.4545 434.5820 434.7096 434.8371 434.9646 435.0921 435.2195 435.3470 435.4744 435.6019 435.7293 435.8567 435.9840 436.1114 436.2388 436.3661 436.4934 436.6207 436.7480 436.8753 437.0025 437.1298 437.2570 437.3842 437.5114 437.6386 437.7658 437.8929 438.0200 438.1472 438.2743 438.4014 438.5284 438.6555 438.7825 438.9096 439.0366 439.1636 439.2906 439.4175 439.5445 439.6714 439.7984 439.9253 440.0522 440.1790 440.3059 440.4327 440.5596 440.6864 440.8132 440.9400 441.0667 441.1935 441.3202 441.4470 441.5737 441.7004 441.8270 441.9537 442.0804 442.2070 442.3336 442.4602 442.5868 442.7134 442.8399 442.9665 443.0930 443.2195 443.3460 443.4725 443.5989 443.7254 443.8518 443.9782 444.1047 444.2310 444.3574 444.4838 444.6101 444.7364 444.8628 444.9890 445.1153 445.2416 445.3678 445.4941 445.6203 445.7465 445.8727 445.9989 446.1250 446.2512 446.3773 446.5034 446.6295 446.7556 446.8817 447.0077 447.1337 447.2598 447.3858 447.5118 447.6377 447.7637 447.8896 448.0156 448.1415 448.2674 448.3932 448.5191 448.6450 448.7708 448.8966 449.0224 449.1482 449.2740 449.3997 449.5255 449.6512 449.7769 449.9026 450.0283 450.1540 450.2796 450.4053 450.5309 450.6565 450.7821 450.9076 451.0332 451.1587 451.2843 451.4098 451.5353 451.6608 451.7862 451.9117 452.0371 452.1625 452.2879 452.4133 452.5387 452.6641 452.7894 452.9147 453.0400 453.1653 453.2906 453.4159 453.5411 453.6664 453.7916 453.9168 454.0420 454.1671 454.2923 454.4174 454.5426 454.6677 454.7928 454.9178 455.0429 455.1680 455.2930 455.4180 455.5430 455.6680 455.7930 455.9179 456.0429 456.1678 456.2927 456.4176 456.5425 456.6673 456.7922 456.9170 457.0418 457.1666 457.2914 457.4162 457.5409 457.6656 457.7904 457.9151 458.0398 458.1644 458.2891 458.4137 458.5384 458.6630 458.7876 458.9122 459.0367 459.1613 459.2858 459.4103 459.5348 459.6593 459.7838 459.9082 460.0327 460.1571 460.2815 460.4059 460.5303 460.6547 460.7790 460.9033 461.0277 461.1520 461.2762 461.4005 461.5248 461.6490 461.7732 461.8974 462.0216 462.1458 462.2700 462.3941 462.5182 462.6423 462.7664 462.8905 463.0146 463.1386 463.2627 463.3867 463.5107 463.6347 463.7586 463.8826 464.0065 464.1305 464.2544 464.3783 464.5021 464.6260 464.7499 464.8737 464.9975 465.1213 465.2451 465.3688 465.4926 465.6163 465.7401 465.8638 465.9875 466.1111 466.2348 466.3584 466.4820 466.6057 466.7293 466.8528 466.9764 467.0999 467.2235 467.3470 467.4705 467.5940 467.7174 467.8409 467.9643 468.0878 468.2112 468.3345 468.4579 468.5813 468.7046 468.8279 468.9513 469.0746 469.1978 469.3211 469.4443 469.5676 469.6908 469.8140 469.9372 470.0603 470.1835 470.3066 470.4297 470.5529 470.6759 470.7990 470.9221 471.0451 471.1681 471.2911 471.4141 471.5371 471.6601 471.7830 471.9060 472.0289 472.1518 472.2747 472.3975 472.5204 472.6432 472.7660 472.8888 473.0116 473.1344 473.2571 473.3799 473.5026 473.6253 473.7480 473.8707 473.9933 474.1160 474.2386 474.3612 474.4838 474.6064 474.7290 474.8515 474.9740 475.0966 475.2191 475.3415 475.4640 475.5865 475.7089 475.8313 475.9537 476.0761 476.1985 476.3208 476.4432 476.5655 476.6878 476.8101 476.9324 477.0546 477.1769 477.2991 477.4213 477.5435 477.6657 477.7879 477.9100 478.0321 478.1542 478.2763 478.3984 478.5205 478.6425 478.7646 478.8866 479.0086 479.1306 479.2526 479.3745 479.4965 479.6184 479.7403 479.8622 479.9840 480.1059 480.2277 480.3496 480.4714 480.5932 480.7149 480.8367 480.9584 481.0802 481.2019 481.3236 481.4453 481.5669 481.6886 481.8102 481.9318 482.0534 482.1750 482.2966 482.4181 482.5397 482.6612 482.7827 482.9042 483.0256 483.1471 483.2685 483.3899 483.5113 483.6327 483.7541 483.8754 483.9968 484.1181 484.2394 484.3607 484.4820 484.6032 484.7245 484.8457 484.9669 485.0881 485.2093 485.3304 485.4516 485.5727 485.6938 485.8149 485.9360 486.0570 486.1781 486.2991 486.4201 486.5411 486.6621 486.7831 486.9040 487.0249 487.1458 487.2667 487.3876 487.5085 487.6293 487.7502 487.8710 487.9918 488.1126 488.2333 488.3541 488.4748 488.5955 488.7162 488.8369 488.9576 489.0782 489.1989 489.3195 489.4401 489.5606 489.6812 489.8018 489.9223 490.0428 490.1633 490.2838 490.4043 490.5247 490.6452 490.7656 490.8860 491.0064 491.1267 491.2471 491.3674 491.4877 491.6080 491.7283 491.8486 491.9688 492.0891 492.2093 492.3295 492.4497 492.5698 492.6900 492.8101 492.9302 493.0503 493.1704 493.2905 493.4105 493.5306 493.6506 493.7706 493.8906 494.0105 494.1305 494.2504 494.3703 494.4902 494.6101 494.7300 494.8498 494.9697 495.0895 495.2093 495.3291 495.4488 495.5686 495.6883 495.8080 495.9277 496.0474 496.1671 496.2867 496.4064 496.5260 496.6456 496.7651 496.8847 497.0043 497.1238 497.2433 497.3628 497.4823 497.6017 497.7212 497.8406 497.9600 498.0794 498.1988 498.3181 498.4375 498.5568 498.6761 498.7954 498.9147 499.0339 499.1532 499.2724 499.3916 499.5108 499.6300 499.7491 499.8682 499.9874 500.1065 500.2256 500.3446 500.4637 500.5827 500.7017 500.8207 500.9397 501.0587 501.1776 501.2965 501.4155 501.5344 501.6532 501.7721 501.8909 502.0098 502.1286 502.2474 502.3661 502.4849 502.6036 502.7224 502.8411 502.9598 503.0784 503.1971 503.3157 503.4343 503.5529 503.6715 503.7901 503.9087 504.0272 504.1457 504.2642 504.3827 504.5011 504.6196 504.7380 504.8564 504.9748 505.0932 505.2116 505.3299 505.4482 505.5665 505.6848 505.8031 505.9213 506.0396 506.1578 506.2760 506.3942 506.5123 506.6305 506.7486 506.8667 506.9848 507.1029 507.2210 507.3390 507.4570 507.5750 507.6930 507.8110 507.9289 508.0469 508.1648 508.2827 508.4006 508.5184 508.6363 508.7541 508.8719 508.9897 509.1075 509.2252 509.3430 509.4607 509.5784 509.6961 509.8138 509.9314 510.0491 510.1667 510.2843 510.4018 510.5194 510.6370 510.7545 510.8720 510.9895 511.1069 511.2244 511.3418 511.4593 511.5767 511.6940 511.8114 511.9287 512.0461 512.1634 512.2807 512.3979 512.5152 512.6324 512.7497 512.8669 512.9840 513.1012 513.2184 513.3355 513.4526 513.5697 513.6868 513.8038 513.9208 514.0379 514.1549 514.2719 514.3888 514.5058 514.6227 514.7396 514.8565 514.9734 515.0902 515.2071 515.3239 515.4407 515.5575 515.6742 515.7910 515.9077 516.0244 516.1411 516.2578 516.3744 516.4910 516.6077 516.7243 516.8408 516.9574 517.0739 517.1905 517.3070 517.4235 517.5399 517.6564 517.7728 517.8892 518.0056 518.1220 518.2383 518.3547 518.4710 518.5873 518.7036 518.8198 518.9361 519.0523 519.1685 519.2847 519.4009 519.5170 519.6332 519.7493 519.8654 519.9814 520.0975 520.2135 520.3296 520.4456 520.5615 520.6775 520.7934 520.9094 521.0253 521.1412 521.2570 521.3729 521.4887 521.6045 521.7203 521.8361 521.9518 522.0676 522.1833 522.2990 522.4147 522.5303 522.6460 522.7616 522.8772 522.9928 523.1083 523.2239 523.3394 523.4549 523.5704 523.6859 523.8013 523.9168 524.0322 524.1476 524.2629 524.3783 524.4936 524.6089 524.7242 524.8395 524.9548 525.0700 525.1852 525.3004 525.4156 525.5308 525.6459 525.7610 525.8761 525.9912 526.1063 526.2213 526.3363 526.4513 526.5663 526.6813 526.7962 526.9112 527.0261 527.1409 527.2558 527.3707 527.4855 527.6003 527.7151 527.8299 527.9446 528.0593 528.1741 528.2887 528.4034 528.5181 528.6327 528.7473 528.8619 528.9765 529.0910 529.2056 529.3201 529.4346 529.5491 529.6635 529.7779 529.8924 530.0067 530.1211 530.2355 530.3498 530.4641 530.5784 530.6927 530.8070 530.9212 531.0354 531.1496 531.2638 531.3779 531.4921 531.6062 531.7203 531.8344 531.9484 532.0624 532.1765 532.2905 532.4044 532.5184 532.6323 532.7462 532.8601 532.9740 533.0879 533.2017 533.3155 533.4293 533.5431 533.6568 533.7706 533.8843 533.9980 534.1116 534.2253 534.3389 534.4525 534.5661 534.6797 534.7932 534.9068 535.0203 535.1337
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Column 1: Two letter code of measurement routine
Column 2: UT date and time for beginning of measurement, yyyymmddThhmmssZ (ISO 8601)
Column 3: Fractional days since 1-Jan-2000 UT midnight for beginning of measurement
Column 4: Routine count (1 for the first routine of the day, 2 for the second, etc.)
Column 5: Repetition count (1 for the first set in the routine, 2 for the second, etc.)
Column 6: Total duration of measurement set in seconds
Column 7: Data processing type index
Column 8: Integration time [ms]
Column 9: Number of bright count cycles
Column 10: Number of dark count cycles
Column 11: Saturation index: positive integer is the number of saturated cycles included in the data, negative integer is the number of cycles skipped due to saturation
Column 12: Effective position of filterwheel #1, 0=filterwheel not used, 1-9 are valid positions
Column 13: Effective position of filterwheel #2, 0=filterwheel not used, 1-9 are valid positions
Column 14: Pointing zenith angle in degree, absolute or relative (see next column), 999=tracker not used
Column 15: Zenith pointing mode: zenith angle is... 0=absolute, 1=relative to sun, 2=relative to moon
Column 16: Pointing azimuth in degree, increases clockwise, absolute (0=north) or relative (see next column), 999=tracker not used
Column 17: Azimuth pointing mode: like zenith angle mode but also fixed scattering angles relative to sun (3) or moon (4)
Column 18: Target distance [m], -1=not pointed on target
Column 19: Sum over 2^i with i being a L0 to L1 conversion step, 0=dark correction, 1=non-linearity correction, 2=latency correction, 3=flat field correction, 4=conversion to count rates, 5=temperature correction, 6=stray light correction, 7=wavelength change determination, 8=sensitivity correction, 9=wavelength correction
Column 20: Dark correction method: -9=no dark correction done, since it was not requested, -2=no dark correction done, since there were no bright measurements, -1=no dark correction done, since there was no matching dark measurement, 0=dark correction done with measured dark count only, since input darkmeth was MEAS or no dark map parameters available, 1=dark correction done using dark fine structure map and measured dark count, >1=dark correction done with measured dark count only, since dark background fitting gave an error
Column 21: L1 data quality flag: 0=assured high quality, 1=assured medium quality, 2=assured low quality, 10=not-assured high quality, 11=not-assured medium quality, 12=not-assured low quality
Column 22: Sum over 2^i using those i, for which the corresponding L1 data quality parameter exceeds the DQ1 limit, 0=Saturated data, 1=Too few dark counts measurements, 2=No temperature given or effective temperature too different from the reference temperature, 3=Dark count too high, 4=Unsuccessful dark background fitting, 5=The dark count differs significantly from the dark map for too many pixels, 6=Absolute value of estimated average residual stray light level too high, 7=Although attempted, no wavelength change could be retrieved, 8=Absolute value of retrieved wavelength shift too large, 9=Retrieved wavelength shift differs too much from the shift predicted by the effective temperature
Column 23: Sum over 2^i using those i, for which the corresponding L1 data quality parameter exceeds the DQ2 limit (same parameters as for DQ1)
Column 24: Wavelength effective temperature [°C], 999=no effective temperature given
Column 25: Number of pixels, where dark count is higher than bright count, -9=no bright counts or dark counts measured
Column 26: Number of pixels, where DQ1 sigma ranges of dark count and bright count do not overlap, -9=no bright count or dark count standard error measured
Column 27: Number of pixels, where DQ2 sigma ranges of dark count and bright count do not overlap, -9=no bright count or dark count standard error measured
Column 28: Index of (not dead, blind, warm, or saturated) pixel with highest corrected counts
Column 29: Mean over blind and oversampled pixels in the bright counts, -9 if there is no bright count
Column 30: Standard error of blind and oversampled pixels in the bright counts, -9 if there is no bright count standard error
Column 31: Mean over blind and oversampled pixels in the dark counts, -9 if there is no dark count
Column 32: Standard error of blind and oversampled pixels in the dark counts, -9 if there is no dark count standard error
Column 33: Number of function evaluations used for dark background fitting, -9 if no background fitting was done
Column 34: rms of unweighted fitting residuals for dark background fitting, -9 if no background fitting was done
Column 35: Normalized rms of weighted fitting residuals for dark background fitting, -9 if no background fitting was done
Column 36: Mean difference dark map to measured dark count, -9 if no background fitting was done
Column 37: rms of difference dark map to measured dark count, -9 if no background fitting was done
Column 38: Mean absolute difference dark map to measured dark count expressed in number of standard deviations, -9 if no background fitting was done
Column 39: Number of regular pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 40: Number of warm pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 41: Number of hot pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 42: Index of regular pixel, where the dark map differed most from the measured dark count, -9 if no background fitting was done
Column 43: Number of sigmas the dark map differs from the measured dark for the pixel with the largest difference, -9 if no background fitting was done
Column 44: Retrieved value for dark background fitting parameter 1, -9 if no background fitting was done
Column 45: Uncertainty of retrieved value for dark background fitting parameter 1, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 46: Retrieved value for dark background fitting parameter 2, -9 if no background fitting was done
Column 47: Uncertainty of retrieved value for dark background fitting parameter 2, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 48: Retrieved value for dark background fitting parameter 3, -9 if no background fitting was done
Column 49: Uncertainty of retrieved value for dark background fitting parameter 3, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 50: Retrieved value for dark background fitting parameter 4, -9 if no background fitting was done
Column 51: Uncertainty of retrieved value for dark background fitting parameter 4, -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: Temperature in head sensor [°C], 999=no temperature signal
Column 76: Humidity in head sensor [%], -9=no humidity signal
Column 77: Pressure in head sensor [hPa], -9=no pressure signal
Column 78: Scale factor for data and uncertainties, to obtain unscaled output divide them by this number
Column 79: Indicator for uncertainty and atmospheric variability (see manual for exact meaning)
Column 80: L1 data type, data are... 1=corrected count rate [s-1], 2=radiance [W/m2/nm/sr], 3=irradiance [W/m2/nm]
Columns 81-2128: L1 data for each pixel, 0 is NOT a 'true' zero if the corresponding value in the uncertainty is -2, -3 or -4
Columns 2129-4176: 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 4177-6224: Independent instrumental uncertainty of L1 data for each pixel, -2=pixel is outside the range of the filter, -4=saturated data
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SQ 20241215T173041.1Z 9115.729642 3 1 0.68 2 37.690 17 145 -706 1 4 0.00 1 0.00 1 -1.00 507 1 12 5 5 10.20 0 0 0 1515 5.723e+02 2.387e+00 5.906e+02 8.627e-01 20 1.468e+00 1.462e+00 1.052e-02 1.470e+00 6.843e-01 0 0 0 0 0.00e+00 3.175e-33 1.378e-32 4.518e+01 2.516e+00 -2.761e+01 6.968e-02 -3.285e+00 1.655e-01 1 2.06 82.90 77.23 68.44 45.58 17.33 5.86 1.95 0 1.128e-02 1734 -9 -9.00 -9.00 -9.00 -9.00 0.14220 1.48549e-02 -2.10561e-04 14.22 21.01 10.20 12.60 38.9 1038.74 1.263e+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 -280 -261 -273 -246 -261 -250 -264 -227 -251 -236 -223 -220 -222 -216 -214 -209 -203 -223 -186 -198 -179 -197 -175 -186 -163 -172 -162 -138 -148 -148 -153 -131 -140 -114 -143 -125 -134 -129 -105 -126 -97 -124 -96 -125 -104 -111 -88 -97 -103 -91 -99 -75 -99 -81 -96 -89 -105 -73 -79 -79 -55 -74 -66 -70 -60 -65 -44 -68 -56 -53 -35 -53 -33 -32 -52 -18 -40 -20 -51 -14 -25 -22 -4 -20 3 -24 -16 -19 10 -29 -8 4 2 3 3 20 13 39 -13 22 0 37 -1 43 12 24 28 31 26 23 51 29 41 39 41 49 48 49 60 70 49 62 49 60 51 62 75 74 66 83 79 101 93 93 114 71 110 107 125 116 116 123 125 126 127 127 117 136 126 157 139 170 129 151 174 144 169 152 172 165 182 159 173 160 186 187 196 196 182 214 196 236 196 214 215 238 218 239 246 244 264 246 254 244 253 259 282 286 306 293 312 337 332 365 336 369 346 372 367 390 393 406 421 438 485 493 520 511 508 469 496 496 528 561 574 565 575 651 659 729 762 799 801 810 872 844 872 884 935 939 986 955 935 914 915 971 1011 1096 1074 1048 1052 1142 1259 1434 1591 1711 1711 1802 1770 1784 1791 1720 1762 1701 1780 1847 1948 2003 2128 2158 2208 2250 2200 2210 2187 2253 2406 2592 2712 2709 2512 2396 2399 2546 2863 3053 3118 3088 2980 2791 2596 2408 2347 2514 2759 3066 3302 3522 3586 3877 4056 4239 4358 4314 4161 3864 3640 3353 3351 3523 3897 4220 4675 4855 4753 4499 4152 3995 4151 4499 4699 4895 5111 5327 5641 5981 6027 5796 5440 5030 4808 4808 4996 5354 5729 5775 5691 5535 5345 5067 4927 4717 4712 5096 5374 5692 5778 5920 6083 6454 6753 6886 7052 7059 6908 6600 6427 6260 6449 6807 7340 7849 8385 8863 9091 9239 9158 8986 9052 9230 9321 9315 9040 8897 8873 8915 8795 8512 8301 8197 8276 8472 8483 8405 8631 9073 9747 10575 11023 11247 11409 11513 11718 11858 11507 11111 10324 9740 9673 9764 10180 10362 10301 10110 10264 10577 10999 11211 11026 10655 10622 10833 11066 11248 11040 11052 11121 11140 10711 10193 10022 10182 10702 11130 11549 11994 12344 12187 11645 11537 11682 12251 13120 13371 12906 11843 10282 9217 9259 10390 11480 11783 11151 10255 9632 9605 10243 11325 12384 12802 12391 11777 11450 11720 12653 13271 13451 13731 13509 12894 12478 12223 12573 13557 14594 15369 15470 15316 14866 14260 13848 13602 13683 13843 13672 13245 12962 12822 13517 14774 15438 15403 14977 14608 14319 14670 15442 15849 15983 15787 15484 15178 14977 14681 13135 11575 10726 10429 11178 12260 13438 14652 15497 15753 15923 16047 15843 15690 14881 13905 13672 14234 14896 15439 16041 16162 16715 16909 16409 15395 14138 13708 14112 14992 16059 16372 16028 15847 16140 16454 16207 15626 14694 14488 14923 15033 15220 16098 17020 18450 19835 19988 19660 19450 19116 18503 18230 17460 16514 16638 17340 18517 19500 19419 18428 16910 15563 14938 15227 16508 18029 19031 19376 19575 19829 20233 20845 20976 20809 21024 21110 21252 21665 21835 21916 21914 21540 20969 20195 19947 19823 20047 20422 20750 21262 20760 19228 17927 16338 15443 15739 15988 16626 18091 19106 19021 18139 16407 14680 13915 13290 13507 13836 14323 16152 18596 20119 21380 22354 22850 23685 24509 24605 23627 22481 20938 19815 19078 18237 18234 18471 19147 20718 21583 20794 19455 18316 17985 19107 21329 23565 25204 26237 26174 23893 21508 19874 19339 20798 22333 23885 25150 25779 25655 24434 23228 21845 21122 21280 22078 23890 25901 27233 28318 28813 29425 30025 29955 29480 28830 28472 28134 27876 27482 27866 28444 29241 30070 29246 27983 26735 25756 25951 26643 27100 26730 25827 25508 26554 28659 30225 30829 30588 30054 30750 31980 32629 32701 30991 28264 25938 24270 23956 25650 27959 31002 33693 34796 34536 31839 27640 24105 22171 23135 26455 28784 30017 30414 29530 28466 26337 22516 19783 18687 20643 24405 27879 29300 28364 25720 23088 20976 19786 21037 23525 27415 32106 34116 32727 30457 28434 27318 28007 29406 29563 28865 29156 29607 29744 31726 33286 34656 36032 36560 36948 37992 39014 39954 40641 39235 37208 34633 32111 31546 31888 31545 31134 29985 28070 27355 28299 30016 33123 36099 36944 36580 36180 36440 37112 37311 35574 32356 29718 28871 28167 27387 27389 26525 25366 24830 23270 21591 21674 22365 22000 21566 21189 21168 21244 21388 21414 22586 25604 29067 32074 33882 34244 33386 33330 33254 32651 32617 31862 30014 27698 26188 27140 29243 32423 35102 35569 34480 32751 30545 28773 28849 30834 33243 34178 33582 32037 30260 30487 31574 31116 30773 30407 29698 31559 34540 37042 38959 39919 40195 40400 40884 41098 40046 39076 37614 37197 38710 40735 43499 45794 46266 46563 46301 45544 44076 41843 39774 38255 37673 37298 36399 33389 29162 24515 20215 16811 14906 14847 16782 20605 25305 29247 31919 33403 34990 37222 39239 42169 44621 45315 46077 46975 46320 45969 46611 45655 43071 39694 35565 30817 26782 22961 19284 17565 18849 22553 27642 33102 37842 42556 46971 50399 52401 53198 53173 52907 53636 55211 56304 57867 59254 59357 59295 58469 57460 57996 59110 61090 62898 61764 59210 58232 57871 59291 62271 64045 64581 64960 64931 64229 64537 64701 65213 65970 65958 65626 66284 66928 66573 64522 61742 58818 57781 59749 63495 66792 68792 69490 68660 65494 60710 57530 56619 58626 63727 67702 68065 66777 65021 63177 62121 62521 63407 62657 61133 59644 58426 59295 63170 65141 64460 64582 64330 63498 63395 62591 61897 63173 66309 68773 69397 69056 69278 71251 73621 74859 74615 73436 71708 69922 68200 65765 62248 58529 56131 55817 58326 63115 67528 69614 70589 70950 71966 73528 75605 76661 76404 75319 74426 73746 74018 75062 74861 74353 73848 73136 71855 70155 69304 69536 71392 74870 78082 79529 78414 75304 72235 70940 71576 73767 75903 76263 75649 74525 73430 72527 72016 72805 74632 76705 78966 80574 81136 80605 79114 78021 76978 75107 73279 71654 70579 70867 72335 73859 74692 74667 74751 74743 74319 73480 73167 73390 73996 76353 78933 79283 77819 75552 72503 70376 69835 70351 72431 74754 77401 80199 81504 82105 82502 82990 82190 80858 79279 78427 78895 80938 82603 81595 77789 71549 65760 64632 67603 73341 78990 81208 79787 77128 75237 74639 75140 76931 78975 80524 81877 81795 80205 77764 75166 74361 75220 76463 77791 78956 78679 77233 75635 74522 75163 78257 82106 84283 83109 80015 75487 70791 67983 67231 69764 74512 78050 79900 80188 79554 78748 78078 77469 76063 73781 71708 71431 72280 73505 74672 74288 71132 66027 61405 57899 56117 56458 57410 57242 56004 54440 53908 55201 59554 66178 74213 82313 89040 92853 93699 90874 84877 77869 72570 71277 74556 80579 86367 89998 91242 91006 89445 85593 79330 72534 67966 67202 70637 76040 81902 86173 88758 89417 87470 85060 83540 83354 85178 87890 89277 90407 91517 92960 94645 96093 95828 94627 93422 91760 90458 89415 87687 86250 86147 87293 89250 89766 87298 81588 76019 73566 74792 78537 83073 85942 86907 87565 88362 89833 91513 92337 92774 92164 90603 88082 85592 84574 84942 86389 90146 94275 97113 98209 96969 94795 93804 94916 97742 100143 100765 99811 98549 97832 98452 99311 99888 99512 98815 97136 95585 95412 96889 99264 101140 101555 100211 98924 99010 100512 102263 103687 104021 103328 102199 99721 96452 93611 92088 91379 91981 92927 94266 96085 98272 99844 100765 100503 100726 101808 103611 105798 107903 109224 109381 108046 105533 103024 101818 102287 105054 107461 108351 107408 105955 105028 104841 104968 105397 105824 106480 107711 108978 110036 111040 112701 114298 115607 116050 115623 115363 114482 113476 112372 111145 110307 110424 110819 111598 111989 111248 110054 107573 104532 101711 99693 99035 99517 100341 101183 102206 104187 106793 109167 110913 111550 111067 110340 109792 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