File name: Pandora218s1_Vientiane_20241026_L1_smca1c2d20230601p1-8.txt
File generation date: 20241028T010146.2Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c2d20230601p1-8
Local principal investigator: Virasith Phomsouvanh
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 218
Spectrometer number: 1
Processing software version used: BlickP v1.8.60
Instrument operation file used: Pandora218_OF_v3d20220124.txt
Instrument calibration file used: Pandora218s1_CF_v2d20230601.txt
Level 0 file used: Pandora218s1_Vientiane_20241026_L0.txt
Full location name: Laos Ministry of Natural Resources and Environment
Short location name: Vientiane
Country of location: Lao People's Democratic Republic
Location latitude [deg]: 17.9979
Location longitude [deg]: 102.5821
Location altitude [m]: 169
Local noon date: 20241026
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: OoB session based on session1
Nominal wavelengths [nm]: 276.5153 276.6588 276.8024 276.9459 277.0894 277.2329 277.3764 277.5199 277.6633 277.8068 277.9503 278.0937 278.2371 278.3805 278.5240 278.6674 278.8107 278.9541 279.0975 279.2408 279.3842 279.5275 279.6708 279.8142 279.9575 280.1008 280.2440 280.3873 280.5306 280.6738 280.8171 280.9603 281.1035 281.2467 281.3899 281.5331 281.6763 281.8194 281.9626 282.1057 282.2489 282.3920 282.5351 282.6782 282.8213 282.9644 283.1074 283.2505 283.3935 283.5366 283.6796 283.8226 283.9656 284.1086 284.2516 284.3946 284.5375 284.6805 284.8234 284.9664 285.1093 285.2522 285.3951 285.5380 285.6808 285.8237 285.9666 286.1094 286.2522 286.3951 286.5379 286.6807 286.8235 286.9662 287.1090 287.2518 287.3945 287.5373 287.6800 287.8227 287.9654 288.1081 288.2508 288.3934 288.5361 288.6787 288.8214 288.9640 289.1066 289.2492 289.3918 289.5344 289.6770 289.8195 289.9621 290.1046 290.2472 290.3897 290.5322 290.6747 290.8172 290.9597 291.1021 291.2446 291.3870 291.5294 291.6719 291.8143 291.9567 292.0991 292.2414 292.3838 292.5262 292.6685 292.8108 292.9532 293.0955 293.2378 293.3801 293.5223 293.6646 293.8069 293.9491 294.0913 294.2336 294.3758 294.5180 294.6602 294.8023 294.9445 295.0867 295.2288 295.3709 295.5131 295.6552 295.7973 295.9394 296.0814 296.2235 296.3656 296.5076 296.6497 296.7917 296.9337 297.0757 297.2177 297.3597 297.5016 297.6436 297.7855 297.9275 298.0694 298.2113 298.3532 298.4951 298.6370 298.7789 298.9207 299.0626 299.2044 299.3462 299.4880 299.6298 299.7716 299.9134 300.0552 300.1969 300.3387 300.4804 300.6221 300.7639 300.9056 301.0472 301.1889 301.3306 301.4723 301.6139 301.7555 301.8972 302.0388 302.1804 302.3220 302.4635 302.6051 302.7467 302.8882 303.0297 303.1713 303.3128 303.4543 303.5958 303.7372 303.8787 304.0202 304.1616 304.3030 304.4445 304.5859 304.7273 304.8687 305.0100 305.1514 305.2928 305.4341 305.5754 305.7167 305.8581 305.9993 306.1406 306.2819 306.4232 306.5644 306.7057 306.8469 306.9881 307.1293 307.2705 307.4117 307.5529 307.6940 307.8352 307.9763 308.1174 308.2586 308.3997 308.5408 308.6818 308.8229 308.9640 309.1050 309.2460 309.3871 309.5281 309.6691 309.8101 309.9510 310.0920 310.2330 310.3739 310.5148 310.6558 310.7967 310.9376 311.0785 311.2193 311.3602 311.5011 311.6419 311.7827 311.9235 312.0644 312.2051 312.3459 312.4867 312.6275 312.7682 312.9089 313.0497 313.1904 313.3311 313.4718 313.6125 313.7531 313.8938 314.0344 314.1751 314.3157 314.4563 314.5969 314.7375 314.8781 315.0186 315.1592 315.2997 315.4403 315.5808 315.7213 315.8618 316.0023 316.1427 316.2832 316.4236 316.5641 316.7045 316.8449 316.9853 317.1257 317.2661 317.4065 317.5468 317.6871 317.8275 317.9678 318.1081 318.2484 318.3887 318.5290 318.6692 318.8095 318.9497 319.0899 319.2302 319.3704 319.5106 319.6507 319.7909 319.9311 320.0712 320.2113 320.3515 320.4916 320.6317 320.7718 320.9118 321.0519 321.1920 321.3320 321.4720 321.6120 321.7520 321.8920 322.0320 322.1720 322.3119 322.4519 322.5918 322.7317 322.8717 323.0116 323.1514 323.2913 323.4312 323.5710 323.7109 323.8507 323.9905 324.1303 324.2701 324.4099 324.5497 324.6894 324.8292 324.9689 325.1086 325.2483 325.3880 325.5277 325.6674 325.8070 325.9467 326.0863 326.2260 326.3656 326.5052 326.6448 326.7844 326.9239 327.0635 327.2030 327.3425 327.4821 327.6216 327.7611 327.9006 328.0400 328.1795 328.3189 328.4584 328.5978 328.7372 328.8766 329.0160 329.1554 329.2947 329.4341 329.5734 329.7128 329.8521 329.9914 330.1307 330.2699 330.4092 330.5485 330.6877 330.8269 330.9662 331.1054 331.2446 331.3838 331.5229 331.6621 331.8012 331.9404 332.0795 332.2186 332.3577 332.4968 332.6359 332.7749 332.9140 333.0530 333.1921 333.3311 333.4701 333.6091 333.7480 333.8870 334.0260 334.1649 334.3038 334.4428 334.5817 334.7206 334.8594 334.9983 335.1372 335.2760 335.4149 335.5537 335.6925 335.8313 335.9701 336.1088 336.2476 336.3864 336.5251 336.6638 336.8025 336.9412 337.0799 337.2186 337.3573 337.4959 337.6345 337.7732 337.9118 338.0504 338.1890 338.3276 338.4661 338.6047 338.7432 338.8817 339.0203 339.1588 339.2973 339.4357 339.5742 339.7127 339.8511 339.9895 340.1280 340.2664 340.4048 340.5431 340.6815 340.8199 340.9582 341.0966 341.2349 341.3732 341.5115 341.6498 341.7880 341.9263 342.0645 342.2028 342.3410 342.4792 342.6174 342.7556 342.8938 343.0319 343.1701 343.3082 343.4463 343.5844 343.7225 343.8606 343.9987 344.1368 344.2748 344.4128 344.5509 344.6889 344.8269 344.9649 345.1028 345.2408 345.3788 345.5167 345.6546 345.7925 345.9304 346.0683 346.2062 346.3441 346.4819 346.6197 346.7576 346.8954 347.0332 347.1710 347.3088 347.4465 347.5843 347.7220 347.8597 347.9974 348.1351 348.2728 348.4105 348.5482 348.6858 348.8235 348.9611 349.0987 349.2363 349.3739 349.5115 349.6490 349.7866 349.9241 350.0616 350.1992 350.3367 350.4741 350.6116 350.7491 350.8865 351.0240 351.1614 351.2988 351.4362 351.5736 351.7110 351.8483 351.9857 352.1230 352.2603 352.3977 352.5350 352.6722 352.8095 352.9468 353.0840 353.2213 353.3585 353.4957 353.6329 353.7701 353.9073 354.0444 354.1816 354.3187 354.4558 354.5929 354.7300 354.8671 355.0042 355.1412 355.2783 355.4153 355.5523 355.6893 355.8263 355.9633 356.1003 356.2372 356.3742 356.5111 356.6480 356.7849 356.9218 357.0587 357.1956 357.3324 357.4693 357.6061 357.7429 357.8797 358.0165 358.1533 358.2901 358.4268 358.5636 358.7003 358.8370 358.9737 359.1104 359.2471 359.3837 359.5204 359.6570 359.7936 359.9303 360.0669 360.2034 360.3400 360.4766 360.6131 360.7497 360.8862 361.0227 361.1592 361.2957 361.4321 361.5686 361.7050 361.8415 361.9779 362.1143 362.2507 362.3871 362.5234 362.6598 362.7961 362.9325 363.0688 363.2051 363.3414 363.4777 363.6139 363.7502 363.8864 364.0226 364.1588 364.2950 364.4312 364.5674 364.7036 364.8397 364.9759 365.1120 365.2481 365.3842 365.5203 365.6563 365.7924 365.9284 366.0645 366.2005 366.3365 366.4725 366.6085 366.7444 366.8804 367.0163 367.1522 367.2882 367.4241 367.5599 367.6958 367.8317 367.9675 368.1034 368.2392 368.3750 368.5108 368.6466 368.7823 368.9181 369.0538 369.1896 369.3253 369.4610 369.5967 369.7324 369.8680 370.0037 370.1393 370.2749 370.4106 370.5462 370.6817 370.8173 370.9529 371.0884 371.2240 371.3595 371.4950 371.6305 371.7660 371.9014 372.0369 372.1723 372.3077 372.4432 372.5786 372.7140 372.8493 372.9847 373.1200 373.2554 373.3907 373.5260 373.6613 373.7966 373.9319 374.0671 374.2024 374.3376 374.4728 374.6080 374.7432 374.8784 375.0135 375.1487 375.2838 375.4190 375.5541 375.6892 375.8242 375.9593 376.0944 376.2294 376.3645 376.4995 376.6345 376.7695 376.9044 377.0394 377.1744 377.3093 377.4442 377.5791 377.7140 377.8489 377.9838 378.1186 378.2535 378.3883 378.5231 378.6579 378.7927 378.9275 379.0623 379.1970 379.3318 379.4665 379.6012 379.7359 379.8706 380.0052 380.1399 380.2746 380.4092 380.5438 380.6784 380.8130 380.9476 381.0821 381.2167 381.3512 381.4857 381.6202 381.7547 381.8892 382.0237 382.1582 382.2926 382.4270 382.5614 382.6958 382.8302 382.9646 383.0990 383.2333 383.3676 383.5020 383.6363 383.7706 383.9048 384.0391 384.1734 384.3076 384.4418 384.5760 384.7102 384.8444 384.9786 385.1128 385.2469 385.3810 385.5152 385.6493 385.7833 385.9174 386.0515 386.1855 386.3196 386.4536 386.5876 386.7216 386.8556 386.9896 387.1235 387.2574 387.3914 387.5253 387.6592 387.7931 387.9269 388.0608 388.1947 388.3285 388.4623 388.5961 388.7299 388.8637 388.9974 389.1312 389.2649 389.3986 389.5324 389.6661 389.7997 389.9334 390.0671 390.2007 390.3343 390.4679 390.6015 390.7351 390.8687 391.0023 391.1358 391.2693 391.4028 391.5363 391.6698 391.8033 391.9368 392.0702 392.2037 392.3371 392.4705 392.6039 392.7373 392.8706 393.0040 393.1373 393.2706 393.4039 393.5372 393.6705 393.8038 393.9371 394.0703 394.2035 394.3367 394.4699 394.6031 394.7363 394.8695 395.0026 395.1357 395.2688 395.4019 395.5350 395.6681 395.8012 395.9342 396.0673 396.2003 396.3333 396.4663 396.5993 396.7322 396.8652 396.9981 397.1310 397.2639 397.3968 397.5297 397.6626 397.7954 397.9283 398.0611 398.1939 398.3267 398.4595 398.5923 398.7250 398.8578 398.9905 399.1232 399.2559 399.3886 399.5213 399.6539 399.7866 399.9192 400.0518 400.1844 400.3170 400.4496 400.5821 400.7147 400.8472 400.9797 401.1122 401.2447 401.3772 401.5097 401.6421 401.7745 401.9070 402.0394 402.1718 402.3041 402.4365 402.5688 402.7012 402.8335 402.9658 403.0981 403.2304 403.3626 403.4949 403.6271 403.7594 403.8916 404.0238 404.1559 404.2881 404.4203 404.5524 404.6845 404.8166 404.9487 405.0808 405.2129 405.3449 405.4770 405.6090 405.7410 405.8730 406.0050 406.1369 406.2689 406.4008 406.5328 406.6647 406.7966 406.9285 407.0603 407.1922 407.3240 407.4559 407.5877 407.7195 407.8512 407.9830 408.1148 408.2465 408.3782 408.5100 408.6417 408.7733 408.9050 409.0367 409.1683 409.2999 409.4315 409.5631 409.6947 409.8263 409.9579 410.0894 410.2209 410.3524 410.4839 410.6154 410.7469 410.8783 411.0098 411.1412 411.2726 411.4040 411.5354 411.6668 411.7981 411.9295 412.0608 412.1921 412.3234 412.4547 412.5860 412.7172 412.8485 412.9797 413.1109 413.2421 413.3733 413.5044 413.6356 413.7667 413.8979 414.0290 414.1601 414.2912 414.4222 414.5533 414.6843 414.8153 414.9464 415.0773 415.2083 415.3393 415.4702 415.6012 415.7321 415.8630 415.9939 416.1248 416.2557 416.3865 416.5173 416.6482 416.7790 416.9098 417.0406 417.1713 417.3021 417.4328 417.5635 417.6942 417.8249 417.9556 418.0863 418.2169 418.3475 418.4782 418.6088 418.7394 418.8699 419.0005 419.1310 419.2616 419.3921 419.5226 419.6531 419.7836 419.9140 420.0445 420.1749 420.3053 420.4357 420.5661 420.6965 420.8268 420.9572 421.0875 421.2178 421.3481 421.4784 421.6087 421.7389 421.8691 421.9994 422.1296 422.2598 422.3900 422.5201 422.6503 422.7804 422.9105 423.0406 423.1707 423.3008 423.4309 423.5609 423.6910 423.8210 423.9510 424.0810 424.2110 424.3409 424.4709 424.6008 424.7307 424.8606 424.9905 425.1204 425.2502 425.3801 425.5099 425.6397 425.7695 425.8993 426.0291 426.1588 426.2886 426.4183 426.5480 426.6777 426.8074 426.9371 427.0667 427.1963 427.3260 427.4556 427.5852 427.7147 427.8443 427.9739 428.1034 428.2329 428.3624 428.4919 428.6214 428.7508 428.8803 429.0097 429.1391 429.2685 429.3979 429.5273 429.6566 429.7860 429.9153 430.0446 430.1739 430.3032 430.4324 430.5617 430.6909 430.8202 430.9494 431.0785 431.2077 431.3369 431.4660 431.5952 431.7243 431.8534 431.9825 432.1115 432.2406 432.3696 432.4987 432.6277 432.7567 432.8857 433.0146 433.1436 433.2725 433.4014 433.5303 433.6592 433.7881 433.9170 434.0458 434.1747 434.3035 434.4323 434.5611 434.6898 434.8186 434.9473 435.0761 435.2048 435.3335 435.4621 435.5908 435.7195 435.8481 435.9767 436.1053 436.2339 436.3625 436.4911 436.6196 436.7481 436.8767 437.0052 437.1336 437.2621 437.3906 437.5190 437.6474 437.7758 437.9042 438.0326 438.1610 438.2893 438.4177 438.5460 438.6743 438.8026 438.9309 439.0591 439.1874 439.3156 439.4438 439.5720 439.7002 439.8284 439.9565 440.0846 440.2128 440.3409 440.4690 440.5970 440.7251 440.8532 440.9812 441.1092 441.2372 441.3652 441.4932 441.6211 441.7491 441.8770 442.0049 442.1328 442.2607 442.3885 442.5164 442.6442 442.7720 442.8998 443.0276 443.1554 443.2831 443.4109 443.5386 443.6663 443.7940 443.9217 444.0494 444.1770 444.3046 444.4323 444.5599 444.6875 444.8150 444.9426 445.0701 445.1977 445.3252 445.4527 445.5802 445.7076 445.8351 445.9625 446.0899 446.2173 446.3447 446.4721 446.5994 446.7268 446.8541 446.9814 447.1087 447.2360 447.3633 447.4905 447.6178 447.7450 447.8722 447.9994 448.1265 448.2537 448.3808 448.5080 448.6351 448.7622 448.8893 449.0163 449.1434 449.2704 449.3974 449.5244 449.6514 449.7784 449.9054 450.0323 450.1592 450.2861 450.4130 450.5399 450.6668 450.7936 450.9205 451.0473 451.1741 451.3009 451.4276 451.5544 451.6811 451.8078 451.9346 452.0612 452.1879 452.3146 452.4412 452.5679 452.6945 452.8211 452.9477 453.0742 453.2008 453.3273 453.4538 453.5804 453.7068 453.8333 453.9598 454.0862 454.2127 454.3391 454.4655 454.5918 454.7182 454.8446 454.9709 455.0972 455.2235 455.3498 455.4761 455.6023 455.7286 455.8548 455.9810 456.1072 456.2334 456.3595 456.4857 456.6118 456.7379 456.8640 456.9901 457.1162 457.2422 457.3683 457.4943 457.6203 457.7463 457.8723 457.9982 458.1242 458.2501 458.3760 458.5019 458.6278 458.7536 458.8795 459.0053 459.1311 459.2569 459.3827 459.5085 459.6342 459.7600 459.8857 460.0114 460.1371 460.2628 460.3884 460.5141 460.6397 460.7653 460.8909 461.0165 461.1421 461.2676 461.3931 461.5186 461.6441 461.7696 461.8951 462.0206 462.1460 462.2714 462.3968 462.5222 462.6476 462.7729 462.8983 463.0236 463.1489 463.2742 463.3995 463.5247 463.6500 463.7752 463.9004 464.0256 464.1508 464.2760 464.4011 464.5263 464.6514 464.7765 464.9016 465.0266 465.1517 465.2767 465.4018 465.5268 465.6518 465.7767 465.9017 466.0266 466.1516 466.2765 466.4014 466.5263 466.6511 466.7760 466.9008 467.0256 467.1504 467.2752 467.4000 467.5247 467.6494 467.7742 467.8989 468.0236 468.1482 468.2729 468.3975 468.5221 468.6467 468.7713 468.8959 469.0205 469.1450 469.2695 469.3941 469.5185 469.6430 469.7675 469.8919 470.0164 470.1408 470.2652 470.3896 470.5139 470.6383 470.7626 470.8869 471.0112 471.1355 471.2598 471.3840 471.5083 471.6325 471.7567 471.8809 472.0050 472.1292 472.2533 472.3775 472.5016 472.6257 472.7497 472.8738 472.9978 473.1219 473.2459 473.3699 473.4938 473.6178 473.7417 473.8657 473.9896 474.1135 474.2374 474.3612 474.4851 474.6089 474.7327 474.8565 474.9803 475.1041 475.2278 475.3516 475.4753 475.5990 475.7227 475.8463 475.9700 476.0936 476.2172 476.3408 476.4644 476.5880 476.7115 476.8351 476.9586 477.0821 477.2056 477.3291 477.4525 477.5760 477.6994 477.8228 477.9462 478.0696 478.1929 478.3163 478.4396 478.5629 478.6862 478.8095 478.9327 479.0560 479.1792 479.3024 479.4256 479.5488 479.6719 479.7951 479.9182 480.0413 480.1644 480.2875 480.4106 480.5336 480.6566 480.7797 480.9027 481.0256 481.1486 481.2716 481.3945 481.5174 481.6403 481.7632 481.8860 482.0089 482.1317 482.2545 482.3773 482.5001 482.6229 482.7456 482.8684 482.9911 483.1138 483.2365 483.3591 483.4818 483.6044 483.7270 483.8497 483.9722 484.0948 484.2174 484.3399 484.4624 484.5849 484.7074 484.8299 484.9523 485.0748 485.1972 485.3196 485.4420 485.5643 485.6867 485.8090 485.9313 486.0536 486.1759 486.2982 486.4205 486.5427 486.6649 486.7871 486.9093 487.0315 487.1536 487.2758 487.3979 487.5200 487.6421 487.7641 487.8862 488.0082 488.1302 488.2523 488.3742 488.4962 488.6182 488.7401 488.8620 488.9839 489.1058 489.2277 489.3495 489.4714 489.5932 489.7150 489.8368 489.9585 490.0803 490.2020 490.3238 490.4455 490.5671 490.6888 490.8105 490.9321 491.0537 491.1753 491.2969 491.4185 491.5400 491.6616 491.7831 491.9046 492.0261 492.1475 492.2690 492.3904 492.5118 492.6332 492.7546 492.8760 492.9973 493.1187 493.2400 493.3613 493.4826 493.6038 493.7251 493.8463 493.9675 494.0887 494.2099 494.3311 494.4522 494.5733 494.6945 494.8156 494.9366 495.0577 495.1787 495.2998 495.4208 495.5418 495.6628 495.7837 495.9047 496.0256 496.1465 496.2674 496.3883 496.5091 496.6300 496.7508 496.8716 496.9924 497.1132 497.2339 497.3547 497.4754 497.5961 497.7168 497.8375 497.9581 498.0788 498.1994 498.3200 498.4406 498.5612 498.6817 498.8022 498.9228 499.0433 499.1638 499.2842 499.4047 499.5251 499.6455 499.7659 499.8863 500.0067 500.1270 500.2474 500.3677 500.4880 500.6083 500.7285 500.8488 500.9690 501.0892 501.2094 501.3296 501.4498 501.5699 501.6900 501.8101 501.9302 502.0503 502.1704 502.2904 502.4104 502.5304 502.6504 502.7704 502.8904 503.0103 503.1302 503.2501 503.3700 503.4899 503.6097 503.7296 503.8494 503.9692 504.0890 504.2087 504.3285 504.4482 504.5679 504.6876 504.8073 504.9270 505.0466 505.1663 505.2859 505.4055 505.5250 505.6446 505.7642 505.8837 506.0032 506.1227 506.2422 506.3616 506.4811 506.6005 506.7199 506.8393 506.9586 507.0780 507.1973 507.3166 507.4359 507.5552 507.6745 507.7937 507.9130 508.0322 508.1514 508.2706 508.3897 508.5089 508.6280 508.7471 508.8662 508.9853 509.1044 509.2234 509.3424 509.4614 509.5804 509.6994 509.8183 509.9373 510.0562 510.1751 510.2940 510.4129 510.5317 510.6505 510.7694 510.8882 511.0069 511.1257 511.2444 511.3632 511.4819 511.6006 511.7193 511.8379 511.9566 512.0752 512.1938 512.3124 512.4309 512.5495 512.6680 512.7866 512.9051 513.0235 513.1420 513.2605 513.3789 513.4973 513.6157 513.7341 513.8524 513.9708 514.0891 514.2074 514.3257 514.4440 514.5622 514.6805 514.7987 514.9169 515.0351 515.1533 515.2714 515.3895 515.5077 515.6258 515.7438 515.8619 515.9799 516.0980 516.2160 516.3340 516.4520 516.5699 516.6879 516.8058 516.9237 517.0416 517.1594 517.2773 517.3951 517.5129 517.6307 517.7485 517.8663 517.9840 518.1018 518.2195 518.3372 518.4548 518.5725 518.6901 518.8078 518.9254 519.0430 519.1605 519.2781 519.3956 519.5131 519.6306 519.7481 519.8656 519.9830 520.1004 520.2179 520.3352 520.4526 520.5700 520.6873 520.8046 520.9219 521.0392 521.1565 521.2737 521.3910 521.5082 521.6254 521.7426 521.8597 521.9769 522.0940 522.2111 522.3282 522.4453 522.5623 522.6794 522.7964 522.9134 523.0304 523.1473 523.2643 523.3812 523.4981 523.6150 523.7319 523.8488 523.9656 524.0824 524.1992 524.3160 524.4328 524.5495 524.6663 524.7830 524.8997 525.0164 525.1330 525.2497 525.3663 525.4829 525.5995 525.7161 525.8326 525.9492 526.0657 526.1822 526.2987 526.4151 526.5316 526.6480 526.7644 526.8808 526.9972 527.1136 527.2299 527.3462 527.4625 527.5788 527.6951 527.8113 527.9276 528.0438 528.1600 528.2761 528.3923 528.5085 528.6246 528.7407 528.8568 528.9728 529.0889 529.2049 529.3209 529.4369 529.5529 529.6689 529.7848 529.9008 530.0167 530.1325 530.2484 530.3643 530.4801 530.5959 530.7117 530.8275 530.9433 531.0590 531.1747 531.2905 531.4061 531.5218 531.6375 531.7531 531.8687 531.9843 532.0999 532.2155 532.3310 532.4466 532.5621 532.6776 532.7930 532.9085 533.0239 533.1393 533.2547 533.3701 533.4855 533.6008 533.7162 533.8315 533.9468 534.0620 534.1773 534.2925 534.4077 534.5230 534.6381 534.7533 534.8684 534.9836 535.0987 535.2138 535.3288 535.4439 535.5589 535.6740 535.7890 535.9039 536.0189 536.1339 536.2488 536.3637 536.4786 536.5935 536.7083 536.8231 536.9380 537.0528 537.1675 537.2823 537.3971 537.5118 537.6265 537.7412 537.8558 537.9705 538.0851 538.1998 538.3144 538.4289 538.5435 538.6580 538.7726 538.8871 539.0016 539.1160 539.2305 539.3449 539.4593 539.5737 539.6881 539.8025 539.9168 540.0311 540.1454 540.2597 540.3740 540.4882 540.6025 540.7167 540.8309 540.9450 541.0592 541.1733 541.2875 541.4016 541.5156 541.6297 541.7438 541.8578 541.9718 542.0858 542.1998 542.3137 542.4277 542.5416 542.6555 542.7693
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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: Stray light correction method: 0=no stray light correction, 1=simple method, 2=uncorrected matrix method, 3=corrected matrix method
Column 51: Estimated average residual stray light level [%] (for methods 1 and 3 this is before the subtraction of the signal at no-input pixel)
Column 52: 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 53: 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 54: 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 55: 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 56: 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 57: 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 58: 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 59: Wavelength change fitting result index: 0,1,2=no error or warning, 3=warning, -1 or >3=error
Column 60: Normalized rms of fitting residuals in wavelength change retrieval weighted with independent instrumental uncertainty, -9=fitting not successful or no fitting done
Column 61: Number of pixels included in wavelength change retrieval, -9=no wavelength change determination
Column 62: Number of pixels not included in wavelength correction, -9=no wavelength correction
Column 63: Mean wavelength correction applied [%], -9=no wavelength correction
Column 64: Standard deviation of wavelength correction applied [%], -9=no wavelength correction
Column 65: Minimum wavelength correction applied [%], -9=no wavelength correction
Column 66: Maximum wavelength correction applied [%], -9=no wavelength correction
Column 67: Expected wavelength shift based on effective temperature [nm], -9=no effective temperature given
Column 68: Retrieved wavelength change, order 0, -9=no wavelength change determination
Column 69: Retrieved wavelength change, order 1, -9=no wavelength change determination
Column 70: Temperature at electronics board [°C], 999=no temperature signal
Column 71: Spectrometer control temperature [°C], 999=no temperature signal
Column 72: Auxiliary spectrometer temperature [°C], 999=no temperature signal
Column 73: Temperature in head sensor [°C], 999=no temperature signal
Column 74: Humidity in head sensor [%], -9=no humidity signal
Column 75: Pressure in head sensor [hPa], -9=no pressure signal
Column 76: Scale factor for data and uncertainties, to obtain unscaled output divide them by this number
Column 77: Indicator for uncertainty and atmospheric variability (see manual for exact meaning)
Column 78: L1 data type, data are... 1=corrected count rate [s-1], 2=radiance [W/m2/nm/sr], 3=irradiance [W/m2/nm]
Columns 79-2126: L1 data for each pixel, 0 is NOT a 'true' zero if the corresponding value in the uncertainty is -2, -3 or -4
Columns 2127-4174: 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 4175-6222: 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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MO 20241025T180150.4Z 9064.751278 2 1 48.01 3 4000.000 12 3 0 1 1 0.00 2 0.00 2 -1.00 379 1 11 32 0 23.57 250 0 0 1492 4.239e+02 2.593e+00 4.388e+02 6.854e+00 44 1.628e+02 5.588e+01 -1.876e+00 1.630e+02 2.348e+00 50 2 2 1615 1.64e+02 6.800e-03 3.084e-03 6.095e+00 2.718e-01 3.353e+03 3.099e-01 1 103.52 -1.00 97.06 -1.00 82.76 71.74 -1.00 78.91 15 -9.000e+00 1787 -9 -9.00 -9.00 -9.00 -9.00 -0.02784 0.00000e+00 0.00000e+00 25.90 20.00 23.57 34.11 13.7 989.27 4.327e+10 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 -14 68 80 40 -28 56 25 33 -46 62 129 -41 6 17 86 -61 32 -72 208 -44 -14 -5 -86 80 13 75 -10 80 -67 50 36 -59 -13 -20 -72 -45 36 -62 -8 -37 271 -42 8 4 -63 31 -10 45 -14 -3 9 29 -25 -18 62 -29 72 -29 12 -35 -4 24 13 12 -26 -42 -61 -66 -14 -3 23 44 113 15 23 -61 21 3 42 -62 97 -50 -14 53 77 13 -6 5 4 -28 -54 -12 37 -18 -23 55 18 28 -11 32 -52 -18 26 -23 -71 7 -36 19 -30 21 -7 -43 164 11 -6 -39 -32 240 62 5 -92 46 -32 -46 -77 48 -8 20 -87 -23 5 10 40 -20 -6 -76 113 -9 60 -49 -45 -18 19 25 -59 -5 -13 -34 15 -16 -7 -75 47 -45 25 -5 -31 39 -18 17 0 58 -27 12 -35 -43 65 -14 17 -25 14 86 17 9 48 -56 -9 -31 -60 43 25 37 47 -17 6 -5 -58 53 -45 -12 -111 -31 -17 7 85 -26 19 -47 -17 -21 -35 24 -34 13 31 22 209 6 14 -28 1 -51 7 10 53 10 -40 12 51 -114 5 0 9 -11 -22 11 -37 27 3 -28 74 -35 -9 15 29 -33 17 -34 50 2 -17 48 247 21 -14 -21 -66 35 3 17 3 10 -4 29 52 -12 -38 -99 26 20 22 -12 100 -30 -48 -64 -11 35 -42 9 -49 20 -41 8 -227 -63 151 10 -34 -35 -31 -51 -36 5 -29 22 -13 10 42 -8 15 -2 -28 -2 -11 -77 -26 -73 -13 -3 -3 2 -9 37 -41 4 -52 19 -38 -9 -52 17 142 -44 -75 -83 1 -14 36 -76 -16 -9 -70 -45 -48 -60 -78 -20 -36 5 4 -2 -87 -2 -63 -53 -3 -30 23 -78 59 -62 -11 17 -65 33 -14 -62 -57 34 -2 -48 -25 -16 -4 -30 146 -23 54 17 -2 -15 -37 -20 -34 -54 -7 -5 6 67 -61 -58 4 -104 25 -31 33 -14 -21 -65 17 -3 -59 -32 -11 32 -47 0 -25 47 16 -54 -1 -50 20 -5 27 -69 31 -8 14 -92 -21 6 -51 14 -45 -42 105 -58 25 4 -93 2 37 -46 104 -60 0 -39 51 -27 -42 190 -89 47 -31 69 -15 -62 -66 -75 34 31 30 -65 -11 -36 -24 -31 -41 -45 -27 98 -52 2 -56 6 11 -31 -12 -56 107 -50 -8 15 -10 -20 -4 4 -97 -62 -11 -37 -57 38 13 -212 36 -19 -42 -33 13 -56 11 -51 -22 -20 -83 96 35 2 -75 10 -46 -10 -49 14 18 -45 41 -42 -29 -72 28 -42 -7 24 -51 -12 55 -16 -9 -19 -11 15 -23 -52 0 -46 43 -34 -45 -103 -23 -67 -35 -43 76 7 -52 13 -50 39 -9 -74 -30 18 8 -45 103 -62 -8 -72 -83 -53 6 -56 -28 -12 -19 28 -26 -16 -31 56 2 -19 56 -36 24 219 -21 -10 -2 -14 -42 10 2 44 -60 15 -69 24 76 -47 21 -16 107 -22 25 -122 94 9 60 -17 -29 18 -23 70 1 2 -7 16 -20 13 25 -56 19 -73 28 26 -60 -8 30 43 -61 -26 -20 2 12 40 -104 54 -5 -88 -82 -21 -7 -58 4 -17 -19 -24 -50 63 -67 49 -20 -2 -9 -33 -11 12 -14 -74 28 -59 63 -16 26 8 -83 -79 -92 -62 -5 4 -72 65 -91 -20 -36 -1 35 -1 91 4 30 -14 46 -45 -52 -25 10 -4 -18 43 -57 15 -52 -14 54 22 84 3 -9 -57 -2 25 -24 19 27 -52 -7 82 -110 22 4 17 -5 -38 33 -34 -129 -46 28 -48 39 -37 -18 138 -6 -39 29 -48 26 27 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33 7 -63 -35 -11 26 -19 31 -55 8 141 24 25 -10 -8 -15 6 293 68 52 -3 58 133 -5 138 -13 9 4 -49 27 22 62 -15 49 47 -10 -23 26 26 -10 -14 33 25 1 -48 59 -38 6 17 14 43 -5 246 -17 8 1 -22 -34 53 18 -13 20 8 -51 -4 17 -73 -13 12 44 7 -44 4 -63 23 -61 -24 0 40 3 -22 21 -11 -14 -10 24 -14 -27 -21 15 19 -26 -36 -46 6 -36 -15 4 9 -9 14 35 -21 6 -15 40 -72 34 1 0 45 -28 -23 -90 -38 -41 -36 16 -22 -20 -126 36 -33 50 -14 -29 -3 8 -37 -23 19 -45 15 -59 630 -22 22 -33 61 28 -57 15 22 -49 3 -45 34 -34 32 44 -47 -27 -4 -39 150 5 31 22 29 -32 -8 -10 9 -101 -21 -15 -61 75 35 -44 53 -16 40 -23 51 -33 -1 0 13 26 -64 78 -7 -25 -3 -5 -570 13 -45 4 35 -32 -30 -16 24 16 20 9 -26 -38 -22 -53 -64 -44 5 -2 -64 29 28 -55 25 -19 54 -27 -62 26 -21 97 -32 19 -26 2 -1 10 74 6 -66 53 -108 -25 119 -22 50 -77 68 49 -24 75 -156 39 7 -41 -24 38 17 17 -8 -4 31 -61 1 -36 -22 -46 -20 -13 -60 -27 17 -23 88 -57 -11 37 -20 -46 39 -34 39 -37 16 53 28 -9 26 14 -38 -5 87 14 -47 -3 7 -2 2 90 3 -53 49 42 65 -37 71 11 10 54 -21 -61 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1544 1644 1606 1562 1572 1561 1800 1774 1842 1990 1964 1814 1711 1613 1654 1654 1711 1860 1980 1865 1818 1903 1872 1830 1868 1812 1878 2012 1948 2035 2000 1867 1870 1854 1815 1892 1881 1990 1990 1998 2047 1987 1991 1895 2069 1987 2021 2024 2013 1853 1847 1898 1980 1952 1887 1907 2153 2002 1980 2056 2074 2030 2106 2136 2101 2002 2055 1990 1980 2031 2002 2012 1929 2027 2114 2028 2014 2096 2003 1978 1945 1892 1853 1939 1828 1703 1732 1777 1901 1927 1864 1949 1880 1967 2047 2096 2057 2090 1966 1794 2012 2040 2135 2132 2220 2062 2167 2117 2124 2002 2082 1920 2027 2049 2057 2107 2053 2095 2149 2203 2307 2191 2198 2100 2155 2076 2116 2039 2064 2178 2056 2107 2173 1992 1884 2150 2042 1920 1983 1908 2018 2148 2110 2099 2174 2162 2105 2087 2023 2054 2069 2114 2057 2136 1952 2126 2120 2123 1990 2117 2188 2192 2226 2237 2186 2143 2141 2166 2035 2092 2072 2059 2057 1890 1923 2071 2054 2198 2237 2054 2143 2259 2156 1952 2066 2008 2086 2188 1990 2166 2112 1995 2106 2062 2184 1988 1890 2125 2032 1899 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