File name: Pandora119s1_Athens-NOA_20250815_L1_smca1c11d20241209p1-8.txt
File generation date: 20250815T223133.7Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c11d20241209p1-8
Local principal investigator: Stelios Kazadsis
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 119
Spectrometer number: 1
Processing software version used: BlickP v1.8.75
Instrument operation file used: Pandora119_OF_v1d20201007.txt
Instrument calibration file used: Pandora119s1_CF_v11d20241209.txt
Level 0 file used: Pandora119s1_Athens-NOA_20250815_L0.txt
Full location name: National Observatory of Athens, Thiseio
Short location name: Athens-NOA
Country of location: Greece
Location latitude [deg]: 37.9878
Location longitude [deg]: 23.7750
Location altitude [m]: 130
Local noon date: 20250815
Notes on s-number (L1 configuration): Corrections NOT applied although requested by the s-number are dark map for dark correction (replaced by immediate dark method), latency correction, matrix method stray light correction (replaced by simple method)
Data caveats: None
Nominal wavelengths [nm]: 273.0281 273.1770 273.3258 273.4745 273.6230 273.7714 273.9197 274.0679 274.2159 274.3639 274.5117 274.6594 274.8070 274.9545 275.1019 275.2492 275.3963 275.5434 275.6904 275.8373 275.9841 276.1308 276.2774 276.4239 276.5703 276.7167 276.8629 277.0091 277.1552 277.3012 277.4472 277.5930 277.7388 277.8845 278.0302 278.1758 278.3213 278.4667 278.6121 278.7574 278.9026 279.0478 279.1929 279.3380 279.4830 279.6279 279.7728 279.9176 280.0624 280.2071 280.3518 280.4964 280.6410 280.7855 280.9299 281.0743 281.2187 281.3630 281.5073 281.6515 281.7957 281.9399 282.0840 282.2280 282.3720 282.5160 282.6600 282.8039 282.9477 283.0916 283.2353 283.3791 283.5228 283.6665 283.8102 283.9538 284.0974 284.2409 284.3844 284.5279 284.6714 284.8148 284.9582 285.1016 285.2449 285.3882 285.5315 285.6748 285.8180 285.9612 286.1044 286.2476 286.3907 286.5338 286.6769 286.8199 286.9630 287.1060 287.2490 287.3919 287.5349 287.6778 287.8207 287.9636 288.1064 288.2493 288.3921 288.5349 288.6777 288.8204 288.9632 289.1059 289.2486 289.3913 289.5339 289.6766 289.8192 289.9618 290.1044 290.2470 290.3896 290.5321 290.6747 290.8172 290.9597 291.1022 291.2446 291.3871 291.5295 291.6719 291.8143 291.9567 292.0991 292.2415 292.3838 292.5261 292.6685 292.8108 292.9530 293.0953 293.2376 293.3798 293.5221 293.6643 293.8065 293.9487 294.0909 294.2330 294.3752 294.5173 294.6595 294.8016 294.9437 295.0858 295.2279 295.3699 295.5120 295.6540 295.7961 295.9381 296.0801 296.2221 296.3641 296.5061 296.6480 296.7900 296.9319 297.0738 297.2157 297.3576 297.4995 297.6414 297.7833 297.9251 298.0670 298.2088 298.3506 298.4924 298.6342 298.7760 298.9178 299.0596 299.2013 299.3431 299.4848 299.6265 299.7682 299.9099 300.0516 300.1933 300.3350 300.4766 300.6183 300.7599 300.9015 301.0431 301.1847 301.3263 301.4679 301.6095 301.7510 301.8926 302.0341 302.1756 302.3171 302.4586 302.6001 302.7416 302.8831 303.0246 303.1660 303.3074 303.4489 303.5903 303.7317 303.8731 304.0145 304.1558 304.2972 304.4386 304.5799 304.7212 304.8625 305.0039 305.1451 305.2864 305.4277 305.5690 305.7102 305.8515 305.9927 306.1339 306.2751 306.4163 306.5575 306.6987 306.8399 306.9810 307.1222 307.2633 307.4044 307.5455 307.6866 307.8277 307.9688 308.1099 308.2509 308.3920 308.5330 308.6740 308.8151 308.9561 309.0971 309.2380 309.3790 309.5200 309.6609 309.8018 309.9428 310.0837 310.2246 310.3655 310.5064 310.6472 310.7881 310.9289 311.0698 311.2106 311.3514 311.4922 311.6330 311.7738 311.9146 312.0553 312.1961 312.3368 312.4775 312.6183 312.7590 312.8996 313.0403 313.1810 313.3217 313.4623 313.6029 313.7436 313.8842 314.0248 314.1654 314.3059 314.4465 314.5871 314.7276 314.8682 315.0087 315.1492 315.2897 315.4302 315.5707 315.7111 315.8516 315.9920 316.1324 316.2729 316.4133 316.5537 316.6941 316.8344 316.9748 317.1151 317.2555 317.3958 317.5361 317.6764 317.8167 317.9570 318.0973 318.2376 318.3778 318.5180 318.6583 318.7985 318.9387 319.0789 319.2191 319.3592 319.4994 319.6395 319.7797 319.9198 320.0599 320.2000 320.3401 320.4801 320.6202 320.7603 320.9003 321.0403 321.1804 321.3204 321.4604 321.6003 321.7403 321.8803 322.0202 322.1601 322.3001 322.4400 322.5799 322.7198 322.8597 322.9995 323.1394 323.2792 323.4190 323.5589 323.6987 323.8385 323.9783 324.1180 324.2578 324.3975 324.5373 324.6770 324.8167 324.9564 325.0961 325.2358 325.3755 325.5151 325.6548 325.7944 325.9340 326.0736 326.2132 326.3528 326.4924 326.6319 326.7715 326.9110 327.0505 327.1901 327.3296 327.4690 327.6085 327.7480 327.8874 328.0269 328.1663 328.3057 328.4451 328.5845 328.7239 328.8633 329.0027 329.1420 329.2813 329.4207 329.5600 329.6993 329.8386 329.9778 330.1171 330.2564 330.3956 330.5348 330.6740 330.8133 330.9524 331.0916 331.2308 331.3700 331.5091 331.6482 331.7874 331.9265 332.0656 332.2047 332.3437 332.4828 332.6218 332.7609 332.8999 333.0389 333.1779 333.3169 333.4559 333.5949 333.7338 333.8728 334.0117 334.1506 334.2895 334.4284 334.5673 334.7062 334.8450 334.9839 335.1227 335.2615 335.4003 335.5391 335.6779 335.8167 335.9554 336.0942 336.2329 336.3717 336.5104 336.6491 336.7878 336.9264 337.0651 337.2038 337.3424 337.4810 337.6197 337.7583 337.8969 338.0354 338.1740 338.3126 338.4511 338.5896 338.7282 338.8667 339.0052 339.1437 339.2821 339.4206 339.5590 339.6975 339.8359 339.9743 340.1127 340.2511 340.3895 340.5278 340.6662 340.8045 340.9429 341.0812 341.2195 341.3578 341.4960 341.6343 341.7726 341.9108 342.0490 342.1873 342.3255 342.4637 342.6018 342.7400 342.8782 343.0163 343.1544 343.2926 343.4307 343.5688 343.7068 343.8449 343.9830 344.1210 344.2591 344.3971 344.5351 344.6731 344.8111 344.9491 345.0870 345.2250 345.3629 345.5008 345.6387 345.7766 345.9145 346.0524 346.1903 346.3281 346.4660 346.6038 346.7416 346.8794 347.0172 347.1550 347.2927 347.4305 347.5682 347.7060 347.8437 347.9814 348.1191 348.2568 348.3944 348.5321 348.6697 348.8074 348.9450 349.0826 349.2202 349.3578 349.4953 349.6329 349.7704 349.9080 350.0455 350.1830 350.3205 350.4580 350.5955 350.7329 350.8704 351.0078 351.1452 351.2826 351.4200 351.5574 351.6948 351.8321 351.9695 352.1068 352.2442 352.3815 352.5188 352.6560 352.7933 352.9306 353.0678 353.2051 353.3423 353.4795 353.6167 353.7539 353.8911 354.0282 354.1654 354.3025 354.4396 354.5768 354.7139 354.8509 354.9880 355.1251 355.2621 355.3992 355.5362 355.6732 355.8102 355.9472 356.0842 356.2211 356.3581 356.4950 356.6320 356.7689 356.9058 357.0427 357.1796 357.3164 357.4533 357.5901 357.7269 357.8637 358.0006 358.1373 358.2741 358.4109 358.5476 358.6844 358.8211 358.9578 359.0945 359.2312 359.3679 359.5046 359.6412 359.7778 359.9145 360.0511 360.1877 360.3243 360.4609 360.5974 360.7340 360.8705 361.0070 361.1436 361.2801 361.4165 361.5530 361.6895 361.8259 361.9624 362.0988 362.2352 362.3716 362.5080 362.6444 362.7808 362.9171 363.0534 363.1898 363.3261 363.4624 363.5987 363.7349 363.8712 364.0075 364.1437 364.2799 364.4161 364.5523 364.6885 364.8247 364.9609 365.0970 365.2331 365.3693 365.5054 365.6415 365.7776 365.9136 366.0497 366.1857 366.3218 366.4578 366.5938 366.7298 366.8658 367.0018 367.1377 367.2737 367.4096 367.5455 367.6814 367.8173 367.9532 368.0891 368.2249 368.3608 368.4966 368.6324 368.7682 368.9040 369.0398 369.1756 369.3113 369.4471 369.5828 369.7185 369.8542 369.9899 370.1256 370.2612 370.3969 370.5325 370.6681 370.8038 370.9394 371.0749 371.2105 371.3461 371.4816 371.6172 371.7527 371.8882 372.0237 372.1592 372.2946 372.4301 372.5655 372.7010 372.8364 372.9718 373.1072 373.2426 373.3779 373.5133 373.6486 373.7840 373.9193 374.0546 374.1899 374.3251 374.4604 374.5957 374.7309 374.8661 375.0013 375.1365 375.2717 375.4069 375.5420 375.6772 375.8123 375.9474 376.0825 376.2176 376.3527 376.4878 376.6228 376.7579 376.8929 377.0279 377.1629 377.2979 377.4329 377.5678 377.7028 377.8377 377.9726 378.1075 378.2424 378.3773 378.5122 378.6470 378.7819 378.9167 379.0515 379.1863 379.3211 379.4559 379.5906 379.7254 379.8601 379.9948 380.1295 380.2642 380.3989 380.5336 380.6682 380.8029 380.9375 381.0721 381.2067 381.3413 381.4759 381.6105 381.7450 381.8795 382.0141 382.1486 382.2831 382.4175 382.5520 382.6865 382.8209 382.9553 383.0897 383.2241 383.3585 383.4929 383.6273 383.7616 383.8959 384.0302 384.1646 384.2988 384.4331 384.5674 384.7016 384.8359 384.9701 385.1043 385.2385 385.3727 385.5069 385.6410 385.7751 385.9093 386.0434 386.1775 386.3116 386.4456 386.5797 386.7138 386.8478 386.9818 387.1158 387.2498 387.3838 387.5177 387.6517 387.7856 387.9195 388.0535 388.1874 388.3212 388.4551 388.5890 388.7228 388.8566 388.9904 389.1242 389.2580 389.3918 389.5255 389.6593 389.7930 389.9267 390.0604 390.1941 390.3278 390.4614 390.5951 390.7287 390.8623 390.9959 391.1295 391.2631 391.3967 391.5302 391.6638 391.7973 391.9308 392.0643 392.1978 392.3312 392.4647 392.5981 392.7315 392.8649 392.9983 393.1317 393.2651 393.3984 393.5318 393.6651 393.7984 393.9317 394.0650 394.1983 394.3315 394.4648 394.5980 394.7312 394.8644 394.9976 395.1307 395.2639 395.3970 395.5302 395.6633 395.7964 395.9295 396.0625 396.1956 396.3286 396.4617 396.5947 396.7277 396.8607 396.9936 397.1266 397.2595 397.3925 397.5254 397.6583 397.7912 397.9240 398.0569 398.1897 398.3226 398.4554 398.5882 398.7210 398.8537 398.9865 399.1193 399.2520 399.3847 399.5174 399.6501 399.7828 399.9154 400.0481 400.1807 400.3133 400.4459 400.5785 400.7111 400.8436 400.9762 401.1087 401.2412 401.3737 401.5062 401.6387 401.7711 401.9036 402.0360 402.1684 402.3008 402.4332 402.5656 402.6979 402.8303 402.9626 403.0949 403.2272 403.3595 403.4918 403.6240 403.7563 403.8885 404.0207 404.1529 404.2851 404.4173 404.5494 404.6816 404.8137 404.9458 405.0779 405.2100 405.3421 405.4741 405.6062 405.7382 405.8702 406.0022 406.1342 406.2662 406.3981 406.5301 406.6620 406.7939 406.9258 407.0577 407.1895 407.3214 407.4532 407.5851 407.7169 407.8487 407.9804 408.1122 408.2440 408.3757 408.5074 408.6391 408.7708 408.9025 409.0342 409.1658 409.2975 409.4291 409.5607 409.6923 409.8238 409.9554 410.0870 410.2185 410.3500 410.4815 410.6130 410.7445 410.8759 411.0074 411.1388 411.2702 411.4016 411.5330 411.6644 411.7958 411.9271 412.0584 412.1898 412.3211 412.4523 412.5836 412.7149 412.8461 412.9773 413.1086 413.2398 413.3709 413.5021 413.6333 413.7644 413.8955 414.0267 414.1577 414.2888 414.4199 414.5510 414.6820 414.8130 414.9440 415.0750 415.2060 415.3370 415.4679 415.5989 415.7298 415.8607 415.9916 416.1225 416.2533 416.3842 416.5150 416.6458 416.7766 416.9074 417.0382 417.1690 417.2997 417.4304 417.5612 417.6919 417.8226 417.9532 418.0839 418.2145 418.3452 418.4758 418.6064 418.7370 418.8675 418.9981 419.1286 419.2592 419.3897 419.5202 419.6507 419.7811 419.9116 420.0420 420.1725 420.3029 420.4333 420.5636 420.6940 420.8244 420.9547 421.0850 421.2153 421.3456 421.4759 421.6062 421.7364 421.8667 421.9969 422.1271 422.2573 422.3875 422.5176 422.6478 422.7779 422.9080 423.0381 423.1682 423.2983 423.4283 423.5584 423.6884 423.8184 423.9484 424.0784 424.2084 424.3383 424.4683 424.5982 424.7281 424.8580 424.9879 425.1178 425.2476 425.3775 425.5073 425.6371 425.7669 425.8967 426.0265 426.1562 426.2859 426.4157 426.5454 426.6751 426.8047 426.9344 427.0641 427.1937 427.3233 427.4529 427.5825 427.7121 427.8416 427.9712 428.1007 428.2302 428.3597 428.4892 428.6187 428.7481 428.8776 429.0070 429.1364 429.2658 429.3952 429.5246 429.6539 429.7833 429.9126 430.0419 430.1712 430.3005 430.4297 430.5590 430.6882 430.8175 430.9467 431.0758 431.2050 431.3342 431.4633 431.5925 431.7216 431.8507 431.9798 432.1088 432.2379 432.3669 432.4960 432.6250 432.7540 432.8830 433.0119 433.1409 433.2698 433.3988 433.5277 433.6566 433.7854 433.9143 434.0432 434.1720 434.3008 434.4296 434.5584 434.6872 434.8160 434.9447 435.0734 435.2021 435.3308 435.4595 435.5882 435.7169 435.8455 435.9741 436.1027 436.2313 436.3599 436.4885 436.6170 436.7456 436.8741 437.0026 437.1311 437.2596 437.3880 437.5165 437.6449 437.7733 437.9017 438.0301 438.1585 438.2869 438.4152 438.5435 438.6718 438.8001 438.9284 439.0567 439.1849 439.3132 439.4414 439.5696 439.6978 439.8260 439.9542 440.0823 440.2104 440.3385 440.4667 440.5947 440.7228 440.8509 440.9789 441.1069 441.2349 441.3629 441.4909 441.6189 441.7468 441.8748 442.0027 442.1306 442.2585 442.3864 442.5142 442.6421 442.7699 442.8977 443.0255 443.1533 443.2811 443.4088 443.5366 443.6643 443.7920 443.9197 444.0474 444.1750 444.3027 444.4303 444.5579 444.6855 444.8131 444.9407 445.0683 445.1958 445.3233 445.4508 445.5783 445.7058 445.8333 445.9607 446.0882 446.2156 446.3430 446.4704 446.5977 446.7251 446.8524 446.9798 447.1071 447.2344 447.3616 447.4889 447.6162 447.7434 447.8706 447.9978 448.1250 448.2522 448.3793 448.5065 448.6336 448.7607 448.8878 449.0149 449.1420 449.2690 449.3960 449.5231 449.6501 449.7771 449.9040 450.0310 450.1579 450.2849 450.4118 450.5387 450.6655 450.7924 450.9192 451.0461 451.1729 451.2997 451.4265 451.5533 451.6800 451.8067 451.9335 452.0602 452.1869 452.3136 452.4402 452.5669 452.6935 452.8201 452.9467 453.0733 453.1999 453.3264 453.4529 453.5795 453.7060 453.8325 453.9589 454.0854 454.2118 454.3383 454.4647 454.5911 454.7175 454.8438 454.9702 455.0965 455.2228 455.3491 455.4754 455.6017 455.7279 455.8542 455.9804 456.1066 456.2328 456.3590 456.4851 456.6113 456.7374 456.8635 456.9896 457.1157 457.2418 457.3678 457.4938 457.6199 457.7459 457.8718 457.9978 458.1238 458.2497 458.3756 458.5015 458.6274 458.7533 458.8792 459.0050 459.1308 459.2567 459.3825 459.5082 459.6340 459.7597 459.8855 460.0112 460.1369 460.2626 460.3883 460.5139 460.6395 460.7652 460.8908 461.0164 461.1419 461.2675 461.3930 461.5186 461.6441 461.7696 461.8951 462.0205 462.1460 462.2714 462.3968 462.5222 462.6476 462.7730 462.8983 463.0236 463.1490 463.2743 463.3996 463.5248 463.6501 463.7753 463.9006 464.0258 464.1510 464.2761 464.4013 464.5264 464.6516 464.7767 464.9018 465.0268 465.1519 465.2770 465.4020 465.5270 465.6520 465.7770 465.9020 466.0269 466.1518 466.2768 466.4017 466.5266 466.6514 466.7763 466.9011 467.0260 467.1508 467.2756 467.4003 467.5251 467.6498 467.7746 467.8993 468.0240 468.1486 468.2733 468.3980 468.5226 468.6472 468.7718 468.8964 469.0209 469.1455 469.2700 469.3946 469.5191 469.6435 469.7680 469.8925 470.0169 470.1413 470.2657 470.3901 470.5145 470.6389 470.7632 470.8875 471.0118 471.1361 471.2604 471.3847 471.5089 471.6331 471.7574 471.8816 472.0057 472.1299 472.2540 472.3782 472.5023 472.6264 472.7505 472.8745 472.9986 473.1226 473.2467 473.3707 473.4946 473.6186 473.7426 473.8665 473.9904 474.1143 474.2382 474.3621 474.4860 474.6098 474.7336 474.8574 474.9812 475.1050 475.2288 475.3525 475.4763 475.6000 475.7237 475.8473 475.9710 476.0947 476.2183 476.3419 476.4655 476.5891 476.7127 476.8362 476.9597 477.0833 477.2068 477.3303 477.4537 477.5772 477.7006 477.8240 477.9474 478.0708 478.1942 478.3176 478.4409 478.5642 478.6875 478.8108 478.9341 479.0574 479.1806 479.3038 479.4270 479.5502 479.6734 479.7966 479.9197 480.0429 480.1660 480.2891 480.4122 480.5352 480.6583 480.7813 480.9043 481.0273 481.1503 481.2733 481.3962 481.5192 481.6421 481.7650 481.8879 482.0107 482.1336 482.2564 482.3793 482.5021 482.6249 482.7476 482.8704 482.9931 483.1158 483.2386 483.3612 483.4839 483.6066 483.7292 483.8518 483.9745 484.0971 484.2196 484.3422 484.4647 484.5873 484.7098 484.8323 484.9547 485.0772 485.1997 485.3221 485.4445 485.5669 485.6893 485.8116 485.9340 486.0563 486.1786 486.3009 486.4232 486.5455 486.6677 486.7900 486.9122 487.0344 487.1566 487.2787 487.4009 487.5230 487.6451 487.7672 487.8893 488.0114 488.1335 488.2555 488.3775 488.4995 488.6215 488.7435 488.8654 488.9874 489.1093 489.2312 489.3531 489.4749 489.5968 489.7186 489.8405 489.9623 490.0841 490.2058 490.3276 490.4493 490.5710 490.6927 490.8144 490.9361 491.0578 491.1794 491.3010 491.4226 491.5442 491.6658 491.7873 491.9089 492.0304 492.1519 492.2734 492.3949 492.5163 492.6378 492.7592 492.8806 493.0020 493.1234 493.2447 493.3661 493.4874 493.6087 493.7300 493.8512 493.9725 494.0937 494.2150 494.3362 494.4574 494.5785 494.6997 494.8208 494.9419 495.0630 495.1841 495.3052 495.4263 495.5473 495.6683 495.7893 495.9103 496.0313 496.1522 496.2732 496.3941 496.5150 496.6359 496.7567 496.8776 496.9984 497.1192 497.2400 497.3608 497.4816 497.6023 497.7231 497.8438 497.9645 498.0852 498.2058 498.3265 498.4471 498.5677 498.6883 498.8089 498.9295 499.0500 499.1705 499.2910 499.4115 499.5320 499.6525 499.7729 499.8933 500.0137 500.1341 500.2545 500.3749 500.4952 500.6155 500.7358 500.8561 500.9764 501.0967 501.2169 501.3371 501.4573 501.5775 501.6977 501.8178 501.9380 502.0581 502.1782 502.2983 502.4183 502.5384 502.6584 502.7784 502.8984 503.0184 503.1384 503.2583 503.3783 503.4982 503.6181 503.7379 503.8578 503.9776 504.0975 504.2173 504.3371 504.4568 504.5766 504.6963 504.8161 504.9358 505.0555 505.1751 505.2948 505.4144 505.5340 505.6536 505.7732 505.8928 506.0123 506.1319 506.2514 506.3709 506.4904 506.6098 506.7293 506.8487 506.9681 507.0875 507.2069 507.3263 507.4456 507.5649 507.6843 507.8035 507.9228 508.0421 508.1613 508.2805 508.3998 508.5189 508.6381 508.7573 508.8764 508.9955 509.1146 509.2337 509.3528 509.4718 509.5909 509.7099 509.8289 509.9479 510.0669 510.1858 510.3047 510.4237 510.5426 510.6614 510.7803 510.8991 511.0180 511.1368 511.2556 511.3744 511.4931 511.6119 511.7306 511.8493 511.9680 512.0867 512.2054 512.3240 512.4426 512.5612 512.6798 512.7984 512.9170 513.0355 513.1540 513.2725 513.3910 513.5095 513.6280 513.7464 513.8648 513.9832 514.1016 514.2200 514.3384 514.4567 514.5750 514.6933 514.8116 514.9299 515.0482 515.1664 515.2846 515.4028 515.5210 515.6392 515.7574 515.8755 515.9936 516.1117 516.2298 516.3479 516.4660 516.5840 516.7020 516.8200 516.9380 517.0560 517.1740 517.2919 517.4098 517.5277 517.6456 517.7635 517.8814 517.9992 518.1171 518.2349 518.3527 518.4704 518.5882 518.7060 518.8237 518.9414 519.0591 519.1768 519.2944 519.4121 519.5297 519.6473 519.7649 519.8825 520.0001 520.1177 520.2352 520.3527 520.4702 520.5877 520.7052 520.8226 520.9401 521.0575 521.1749 521.2923 521.4097 521.5270 521.6444 521.7617 521.8790 521.9963 522.1136 522.2308 522.3481 522.4653 522.5825 522.6997 522.8169 522.9341 523.0512 523.1684 523.2855 523.4026 523.5197 523.6367 523.7538 523.8708 523.9879 524.1049 524.2218 524.3388 524.4558 524.5727 524.6896 524.8065 524.9234 525.0403 525.1572 525.2740 525.3908 525.5077 525.6244 525.7412 525.8580 525.9747 526.0915 526.2082 526.3249 526.4415 526.5582 526.6749 526.7915 526.9081 527.0247 527.1413 527.2578 527.3744 527.4909 527.6074 527.7239 527.8404 527.9569 528.0733 528.1897 528.3061 528.4225 528.5389 528.6553 528.7716 528.8879 529.0042 529.1205 529.2368 529.3530 529.4693 529.5855 529.7017 529.8179 529.9340 530.0502 530.1663 530.2824 530.3985 530.5146 530.6306 530.7466 530.8627 530.9787 531.0946 531.2106 531.3265 531.4424 531.5583 531.6742 531.7901 531.9059 532.0217 532.1375 532.2533 532.3691 532.4848 532.6005 532.7162 532.8319 532.9476 533.0632 533.1788 533.2944 533.4100 533.5255 533.6410 533.7565 533.8720 533.9875 534.1029 534.2183 534.3337 534.4491 534.5644 534.6797 534.7950 534.9103 535.0255 535.1407 535.2559 535.3711 535.4863 535.6014 535.7165 535.8315 535.9466 536.0616 536.1766 536.2916 536.4065 536.5214 536.6363 536.7511 536.8660 536.9808 537.0955 537.2103 537.3250 537.4397 537.5543 537.6689 537.7835 537.8981 538.0126 538.1271 538.2416 538.3560 538.4704 538.5848 538.6991 538.8134 538.9277 539.0419 539.1561 539.2703 539.3844 539.4985 539.6125 539.7265 539.8405 539.9545 540.0684 540.1823
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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 20250815T204001.8Z 9358.861132 2 1 48.01 3 4000.000 12 3 0 1 1 0.00 2 0.00 2 -1.00 507 0 10 0 0 25.51 109 0 0 1998 3.961e+02 4.752e+00 4.180e+02 7.530e+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 89.81 -1.00 -1.00 -1.00 87.35 -1.00 -1.00 97.55 0 1.090e+00 1769 -9 -9.00 -9.00 -9.00 -9.00 -0.01593 -2.89474e-01 2.79526e-03 30.54 20.00 25.51 31.17 36.6 983.01 6.116e+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 0 186 213 -166 114 245 189 -72 -105 229 109 116 47 186 -116 0 -5 -156 24 2 53 -75 28 -60 -10 -137 108 -138 -63 -76 156 -105 8 -102 43 28 23 -55 -131 -16 -134 -71 -46 -125 -114 -11 -10 109 -71 -133 57 16 113 51 -43 87 58 94 -133 24 -74 -57 78 16 -28 -49 -117 11 -36 -117 -66 0 -36 -18 -50 0 -32 74 -76 -76 -46 24 -91 -39 -32 -48 43 -40 5 211 -94 32 -58 12 -131 -12 -56 -22 93 -102 106 29 -37 36 -17 -94 3 90 -53 -7 -53 -39 -18 -92 54 41 -94 70 34 75 -10 78 -20 -5 -81 -16 7 25 45 -30 13 -52 100 -87 23 8 3 33 96 -55 -12 -41 47 -115 -74 87 -55 -115 6 -62 -48 62 -27 -56 -9 24 -54 121 7 -59 -62 -90 101 10 22 -96 -85 -31 -74 -40 -34 16 -64 31 -49 -88 -50 50 9 -98 -102 83 -53 -6 61 -76 102 -24 24 107 -83 46 -51 -7 15 -52 -100 -55 -39 -67 -7 22 -93 -11 58 -33 72 115 52 -112 30 45 113 -55 23 -5 82 11 79 -67 70 -69 -21 -27 -82 108 -101 -70 29 -58 59 65 35 -95 -59 19 67 -95 -103 -32 8 2 94 42 93 -75 22 -103 -2 44 20 -19 -44 -104 -33 272 -60 23 -31 5 98 43 -106 84 -65 8 -58 21 87 -58 -104 76 125 -107 38 30 -17 -128 -95 94 24 43 -70 -10 -42 -28 -103 50 78 6 -77 120 -73 -25 31 78 -48 176 91 17 126 -53 -92 9 40 160 -1 -47 40 -82 -63 -21 -54 55 71 -9 -36 -49 -44 -44 21 -113 128 -78 -53 -105 -9 -113 -57 76 29 2 31 75 -2 -17 30 -23 10 -14 40 -102 -43 156 -21 173 0 -14 -68 -50 -61 17 -44 -117 160 -8 -78 3 69 94 -5 -80 -114 -85 -4 -32 -119 34 -25 119 -92 -74 3 -146 -25 39 74 23 8 8 -120 -111 -64 15 28 35 -33 -12 -109 3 -78 15 64 -4 13 9 -56 61 -66 127 -96 30 -77 -107 4 113 -55 111 -14 85 51 2 20 93 -15 190 79 -64 -16 17 -7 30 -42 -114 -19 40 -66 -108 -11 168 -14 -29 -64 -104 -7 -18 81 -25 -35 17 113 -79 -1 49 -79 68 23 -25 -96 24 27 79 29 148 126 30 31 -81 53 -29 -54 -56 -41 -100 133 -113 162 -32 105 1 -109 -38 80 -53 24 -3 -108 -5 -20 84 -86 81 -109 -81 -44 -83 -95 98 31 -112 -3 -7 -103 64 -69 -104 50 34 -29 -110 -70 49 120 -28 -1 -29 -109 -86 -6 -66 91 0 -18 -45 97 24 8 -1 64 -74 77 -84 67 -76 53 94 50 -75 120 -5 -110 -17 -128 -103 -54 70 96 -4 -12 105 -91 -45 -21 -44 48 -78 152 33 -113 110 -5 -76 228 2 98 -1 -86 49 -96 -69 12 13 -112 51 -18 74 -63 -8 147 -31 16 -105 40 -32 -10 106 -32 -80 -5 -75 -43 -79 111 -50 -86 -19 8 123 -86 96 6 -50 17 -113 38 211 69 113 -116 -82 41 -84 112 -70 -25 60 52 32 -18 -123 68 13 -38 -2 -44 -65 11 38 63 57 56 98 75 54 -48 -27 172 68 -118 198 156 -82 11 18 58 -116 -91 -30 -21 54 -117 -109 -91 31 -8 15 99 -42 74 10 74 -31 -46 -33 -119 99 73 17 9 15 23 17 57 63 -13 -24 -11 -98 -93 13 1 92 -63 31 16 6 -30 -63 104 58 -110 -76 5 79 67 10 6 -77 -14 202 -5 122 -68 -47 14 52 -5 -113 11 -25 62 -7 1 23 -16 124 31 36 -47 171 122 -124 43 79 6 -87 58 25 54 -127 -57 -45 37 97 -100 39 -14 25 -123 -30 59 -105 49 30 -43 -31 140 53 72 58 -43 102 -52 52 -70 96 4 -85 7 15 -9 37 65 147 -70 22 109 90 79 22 -61 -100 -103 68 -21 213 45 -18 -3 23 -117 -25 -61 71 25 148 1 -58 182 -93 -28 117 113 75 -65 57 6 17 -10 20 61 -17 -113 89 1 72 85 1 -21 4 -76 -12 -50 -10 24 10 104 -77 -91 -8 21 -62 15 57 48 -110 10 -67 30 -35 -48 -19 -9 -5 -18 -62 -64 56 118 57 -57 -89 -97 116 -32 -22 -55 15 -37 -28 -8 -25 -33 108 -104 -60 11 8 -77 -53 -48 108 65 -17 77 139 69 21 -56 -57 22 5 53 32 38 -30 -77 4 -74 -32 0 49 123 -21 6 -79 -38 97 9 -78 -101 54 -32 -65 167 50 -34 5 113 41 0 61 -12 -24 -18 119 -72 -50 -5 -70 23 -23 71 -93 123 -34 5 -45 -80 27 -27 37 -51 -1 -31 -58 61 -45 18 -41 25 87 18 15 37 2 2 -86 -37 66 -50 -1 -9 -25 34 -60 70 2 64 -43 -29 -68 11 56 -5 -11 38 -36 16 -25 53 -49 35 4 33 -7 24 -36 -7 115 -1 -9 29 -9 -17 -50 -80 0 -14 17 -3 -22 6 -90 35 -63 -53 -32 -19 1 -85 5 -18 -52 -83 35 33 -12 34 14 -34 30 17 -98 11 87 33 67 70 64 17 -50 -39 -31 10 39 38 0 -16 -49 -8 53 -4 65 57 97 11 -85 0 1 3 79 -63 -21 99 -8 20 -12 83 -71 -69 41 85 69 65 52 28 58 39 46 115 56 68 -4 18 -64 -21 46 -16 -47 -93 -45 96 -71 64 -54 -91 -15 -87 32 -82 73 -56 -98 -44 -21 -93 -10 41 -15 13 193 -73 -70 -94 -40 -14 11 -35 66 -12 18 49 39 -81 33 79 -75 -11 41 33 132 -69 -33 -32 4 12 -90 97 4 51 -28 140 -9 46 107 27 -20 28 -17 226 -57 -62 -2 59 -18 4 32 -55 92 -98 56 -2 6 88 16 -98 78 -29 122 58 -21 71 58 -71 8 46 -339 62 34 -69 -21 -8 64 -78 64 53 -92 -38 -8 -6 -27 -29 69 -43 -25 67 -98 -95 -91 -36 59 -61 13 67 -79 129 41 -21 76 91 34 18 -101 16 34 -87 -39 159 89 -85 58 56 97 106 -93 -96 112 -11 55 -2 20 14 -20 0 9 51 52 67 30 39 43 -31 238 94 -76 60 52 -91 122 -104 28 -14 -62 44 -31 30 57 18 -4 21 114 -51 86 -73 -88 37 66 -1 -41 12 16 -14 125 104 18 6 -4 -66 71 64 -35 58 96 -17 -58 136 -1 -28 90 -4 -21 -18 80 -37 72 134 2 53 -17 -52 -38 11 -30 -37 19 70 70 33 4 28 48 44 138 175 6 -27 103 29 -54 -17 61 8 -14 33 73 -12 23 -21 -22 17 37 -12 25 -21 18 -44 69 -31 3 -53 226 50 -89 -28 -25 28 -65 180 -72 -16 -2 154 -52 -12 26 13 91 -92 59 -8 -94 117 -15 80 -28 -3 7 -87 31 28 -7 -17 57 -24 -29 -83 36 40 -41 -29 -48 209 -85 41 97 -46 102 5 10 13 -6 -18 309 28 -6 36 12 -40 -2 19 13 -2 50 -55 2 -41 -49 15 64 -83 -77 148 23 -40 26 1 153 46 25 -6 74 119 -35 98 137 5 -8 11 24 33 38 13 -74 -40 -11 6 27 54 -14 -24 -23 -18 -14 -53 -3 -46 -26 62 -37 31 33 -95 32 -49 -16 47 -44 26 43 52 2 35 56 114 102 43 7 92 80 201 42 -13 14 1 68 162 93 81 11 183 14 149 39 15 57 102 -29 74 36 3 -49 -28 -48 119 36 -28 -55 -93 -16 15 33 -71 51 -57 -43 115 25 63 53 37 14 -43 6 138 -90 50 -48 82 -17 -19 -61 -17 -26 29 -81 77 -3 73 71 -29 79 85 -102 90 -20 -13 154 -37 161 -6 115 32 -99 1 98 37 36 27 80 45 37 59 136 -4 64 57 -19 -12 39 9 125 -49 -43 38 47 28 13 56 -36 14 67 30 -11 -48 25 42 53 35 62 81 68 127 -13 -61 82 2 156 -12 73 62 -15 213 -57 -38 -8 -5 -17 -75 32 -83 -65 -69 46 -101 27 -86 38 6 -2 -75 18 -96 89 -12 48 -107 33 -65 13 36 -50 0 21 186 -56 -45 54 -67 21 -49 -15 -17 -3 -71 -52 28 38 -63 7 111 55 70 81 -20 81 103 31 160 -24 -19 -18 -29 18 249 -8 166 -37 74 41 28 105 -5 -45 -63 37 -48 33 43 34 -107 -2 0 -54 107 59 -7 -14 20 120 -74 -11 -2 84 -43 30 27 -87 114 20 -36 180 9 -19 -26 -10 -65 23 0 31 235 42 142 -49 107 223 121 -63 90 -80 95 141 74 -10 88 96 228 168 -39 -46 60 -25 128 84 21 119 -38 -97 130 -39 17 -13 -46 2 65 71 14 115 85 -62 86 50 -46 116 64 -17 1 -97 22 -65 125 7 -1 5 -40 -110 2 63 -5 55 30 43 42 43 -54 85 84 5 187 -23 -15 -39 142 -41 156 75 61 -29 1 21 37 105 58 27 -44 33 100 7 132 -119 -72 -46 -20 33 -42 106 -33 -7 150 -19 4 45 50 228 -27 -31 84 187 38 -85 48 -70 76 -78 101 167 -70 -35 7 43 88 111 99 -43 11 51 -126 143 36 -30 32 146 5 -74 258 -69 63 -57 -123 33 -98 -112 237 84 116 116 -119 117 12 -71 -82 130 74 125 156 -46 -3 61 66 43 113 99 192 -124 -15 66 -7 -53 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