File name: Pandora117s1_Rome-SAP_20260131_L1_smca1c19d20250622p1-8.txt
File generation date: 20260131T232530.2Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c19d20250622p1-8
Local principal investigator: Stefano Casadio
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 117
Spectrometer number: 1
Processing software version used: BlickP v1.8.75
Instrument operation file used: Pandora117_OF_v1d20250509.txt
Instrument calibration file used: Pandora117s1_CF_v19d20250622.txt
Level 0 file used: Pandora117s1_Rome-SAP_20260131_L0.txt
Full location name: Department of Physics, University of Rome La Sapienza
Short location name: Rome-SAP
Country of location: Italy
Location latitude [deg]: 41.9017
Location longitude [deg]: 12.5158
Location altitude [m]: 75
Local noon date: 20260131
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]: 273.9216 274.0653 274.2089 274.3526 274.4962 274.6398 274.7834 274.9270 275.0706 275.2142 275.3577 275.5013 275.6448 275.7883 275.9319 276.0754 276.2189 276.3624 276.5058 276.6493 276.7927 276.9362 277.0796 277.2230 277.3665 277.5099 277.6533 277.7966 277.9400 278.0834 278.2267 278.3700 278.5134 278.6567 278.8000 278.9433 279.0866 279.2298 279.3731 279.5164 279.6596 279.8028 279.9460 280.0893 280.2325 280.3756 280.5188 280.6620 280.8051 280.9483 281.0914 281.2345 281.3777 281.5208 281.6638 281.8069 281.9500 282.0931 282.2361 282.3791 282.5222 282.6652 282.8082 282.9512 283.0942 283.2371 283.3801 283.5231 283.6660 283.8089 283.9518 284.0948 284.2377 284.3805 284.5234 284.6663 284.8091 284.9520 285.0948 285.2376 285.3805 285.5233 285.6660 285.8088 285.9516 286.0944 286.2371 286.3798 286.5226 286.6653 286.8080 286.9507 287.0934 287.2360 287.3787 287.5214 287.6640 287.8066 287.9492 288.0918 288.2344 288.3770 288.5196 288.6622 288.8047 288.9473 289.0898 289.2323 289.3748 289.5173 289.6598 289.8023 289.9448 290.0872 290.2297 290.3721 290.5145 290.6569 290.7993 290.9417 291.0841 291.2265 291.3688 291.5112 291.6535 291.7958 291.9382 292.0805 292.2228 292.3650 292.5073 292.6496 292.7918 292.9341 293.0763 293.2185 293.3607 293.5029 293.6451 293.7873 293.9294 294.0716 294.2137 294.3559 294.4980 294.6401 294.7822 294.9243 295.0663 295.2084 295.3505 295.4925 295.6345 295.7766 295.9186 296.0606 296.2026 296.3445 296.4865 296.6285 296.7704 296.9123 297.0543 297.1962 297.3381 297.4800 297.6218 297.7637 297.9056 298.0474 298.1892 298.3311 298.4729 298.6147 298.7565 298.8982 299.0400 299.1818 299.3235 299.4652 299.6070 299.7487 299.8904 300.0321 300.1738 300.3154 300.4571 300.5987 300.7404 300.8820 301.0236 301.1652 301.3068 301.4484 301.5899 301.7315 301.8731 302.0146 302.1561 302.2976 302.4391 302.5806 302.7221 302.8636 303.0050 303.1465 303.2879 303.4293 303.5708 303.7122 303.8535 303.9949 304.1363 304.2777 304.4190 304.5603 304.7017 304.8430 304.9843 305.1256 305.2668 305.4081 305.5494 305.6906 305.8319 305.9731 306.1143 306.2555 306.3967 306.5379 306.6790 306.8202 306.9613 307.1025 307.2436 307.3847 307.5258 307.6669 307.8080 307.9490 308.0901 308.2311 308.3722 308.5132 308.6542 308.7952 308.9362 309.0772 309.2181 309.3591 309.5000 309.6410 309.7819 309.9228 310.0637 310.2046 310.3455 310.4863 310.6272 310.7680 310.9088 311.0497 311.1905 311.3313 311.4721 311.6128 311.7536 311.8943 312.0351 312.1758 312.3165 312.4572 312.5979 312.7386 312.8793 313.0199 313.1606 313.3012 313.4418 313.5825 313.7231 313.8637 314.0042 314.1448 314.2854 314.4259 314.5664 314.7070 314.8475 314.9880 315.1285 315.2689 315.4094 315.5499 315.6903 315.8307 315.9712 316.1116 316.2520 316.3923 316.5327 316.6731 316.8134 316.9538 317.0941 317.2344 317.3747 317.5150 317.6553 317.7956 317.9358 318.0761 318.2163 318.3565 318.4967 318.6369 318.7771 318.9173 319.0575 319.1976 319.3378 319.4779 319.6180 319.7581 319.8982 320.0383 320.1784 320.3185 320.4585 320.5985 320.7386 320.8786 321.0186 321.1586 321.2986 321.4385 321.5785 321.7184 321.8584 321.9983 322.1382 322.2781 322.4180 322.5579 322.6977 322.8376 322.9774 323.1173 323.2571 323.3969 323.5367 323.6765 323.8162 323.9560 324.0957 324.2355 324.3752 324.5149 324.6546 324.7943 324.9340 325.0736 325.2133 325.3529 325.4926 325.6322 325.7718 325.9114 326.0510 326.1905 326.3301 326.4696 326.6092 326.7487 326.8882 327.0277 327.1672 327.3067 327.4461 327.5856 327.7250 327.8644 328.0039 328.1433 328.2827 328.4220 328.5614 328.7008 328.8401 328.9795 329.1188 329.2581 329.3974 329.5367 329.6759 329.8152 329.9545 330.0937 330.2329 330.3721 330.5113 330.6505 330.7897 330.9289 331.0680 331.2072 331.3463 331.4854 331.6245 331.7636 331.9027 332.0418 332.1808 332.3199 332.4589 332.5979 332.7370 332.8760 333.0149 333.1539 333.2929 333.4318 333.5708 333.7097 333.8486 333.9875 334.1264 334.2653 334.4042 334.5430 334.6819 334.8207 334.9595 335.0983 335.2371 335.3759 335.5147 335.6534 335.7922 335.9309 336.0696 336.2083 336.3470 336.4857 336.6244 336.7630 336.9017 337.0403 337.1789 337.3176 337.4562 337.5947 337.7333 337.8719 338.0104 338.1490 338.2875 338.4260 338.5645 338.7030 338.8415 338.9800 339.1184 339.2569 339.3953 339.5337 339.6721 339.8105 339.9489 340.0872 340.2256 340.3639 340.5023 340.6406 340.7789 340.9172 341.0555 341.1937 341.3320 341.4702 341.6085 341.7467 341.8849 342.0231 342.1613 342.2995 342.4376 342.5758 342.7139 342.8520 342.9901 343.1282 343.2663 343.4044 343.5424 343.6805 343.8185 343.9566 344.0946 344.2326 344.3705 344.5085 344.6465 344.7844 344.9224 345.0603 345.1982 345.3361 345.4740 345.6119 345.7497 345.8876 346.0254 346.1632 346.3010 346.4388 346.5766 346.7144 346.8522 346.9899 347.1276 347.2654 347.4031 347.5408 347.6785 347.8161 347.9538 348.0914 348.2291 348.3667 348.5043 348.6419 348.7795 348.9171 349.0546 349.1922 349.3297 349.4672 349.6048 349.7422 349.8797 350.0172 350.1547 350.2921 350.4295 350.5670 350.7044 350.8418 350.9792 351.1165 351.2539 351.3912 351.5286 351.6659 351.8032 351.9405 352.0778 352.2150 352.3523 352.4896 352.6268 352.7640 352.9012 353.0384 353.1756 353.3128 353.4499 353.5871 353.7242 353.8613 353.9984 354.1355 354.2726 354.4096 354.5467 354.6837 354.8208 354.9578 355.0948 355.2318 355.3688 355.5057 355.6427 355.7796 355.9165 356.0534 356.1903 356.3272 356.4641 356.6010 356.7378 356.8747 357.0115 357.1483 357.2851 357.4219 357.5586 357.6954 357.8321 357.9689 358.1056 358.2423 358.3790 358.5157 358.6524 358.7890 358.9257 359.0623 359.1989 359.3355 359.4721 359.6087 359.7452 359.8818 360.0183 360.1549 360.2914 360.4279 360.5644 360.7008 360.8373 360.9737 361.1102 361.2466 361.3830 361.5194 361.6558 361.7922 361.9285 362.0649 362.2012 362.3375 362.4738 362.6101 362.7464 362.8827 363.0189 363.1551 363.2914 363.4276 363.5638 363.7000 363.8361 363.9723 364.1085 364.2446 364.3807 364.5168 364.6529 364.7890 364.9251 365.0611 365.1972 365.3332 365.4692 365.6052 365.7412 365.8772 366.0132 366.1491 366.2850 366.4210 366.5569 366.6928 366.8287 366.9645 367.1004 367.2362 367.3721 367.5079 367.6437 367.7795 367.9153 368.0510 368.1868 368.3225 368.4583 368.5940 368.7297 368.8654 369.0010 369.1367 369.2723 369.4080 369.5436 369.6792 369.8148 369.9504 370.0859 370.2215 370.3570 370.4926 370.6281 370.7636 370.8991 371.0345 371.1700 371.3055 371.4409 371.5763 371.7117 371.8471 371.9825 372.1179 372.2532 372.3886 372.5239 372.6592 372.7945 372.9298 373.0651 373.2003 373.3356 373.4708 373.6060 373.7412 373.8764 374.0116 374.1468 374.2819 374.4171 374.5522 374.6873 374.8224 374.9575 375.0926 375.2276 375.3627 375.4977 375.6327 375.7677 375.9027 376.0377 376.1726 376.3076 376.4425 376.5775 376.7124 376.8473 376.9821 377.1170 377.2519 377.3867 377.5215 377.6564 377.7912 377.9259 378.0607 378.1955 378.3302 378.4650 378.5997 378.7344 378.8691 379.0038 379.1384 379.2731 379.4077 379.5423 379.6770 379.8116 379.9461 380.0807 380.2153 380.3498 380.4843 380.6189 380.7534 380.8878 381.0223 381.1568 381.2912 381.4257 381.5601 381.6945 381.8289 381.9633 382.0976 382.2320 382.3663 382.5006 382.6349 382.7692 382.9035 383.0378 383.1721 383.3063 383.4405 383.5747 383.7089 383.8431 383.9773 384.1115 384.2456 384.3797 384.5139 384.6480 384.7821 384.9161 385.0502 385.1842 385.3183 385.4523 385.5863 385.7203 385.8543 385.9882 386.1222 386.2561 386.3901 386.5240 386.6579 386.7918 386.9256 387.0595 387.1933 387.3271 387.4610 387.5948 387.7285 387.8623 387.9961 388.1298 388.2636 388.3973 388.5310 388.6647 388.7983 388.9320 389.0656 389.1993 389.3329 389.4665 389.6001 389.7337 389.8672 390.0008 390.1343 390.2678 390.4014 390.5348 390.6683 390.8018 390.9352 391.0687 391.2021 391.3355 391.4689 391.6023 391.7357 391.8690 392.0024 392.1357 392.2690 392.4023 392.5356 392.6688 392.8021 392.9353 393.0686 393.2018 393.3350 393.4682 393.6013 393.7345 393.8676 394.0008 394.1339 394.2670 394.4001 394.5331 394.6662 394.7993 394.9323 395.0653 395.1983 395.3313 395.4643 395.5972 395.7302 395.8631 395.9960 396.1289 396.2618 396.3947 396.5276 396.6604 396.7932 396.9261 397.0589 397.1916 397.3244 397.4572 397.5899 397.7227 397.8554 397.9881 398.1208 398.2535 398.3861 398.5188 398.6514 398.7840 398.9166 399.0492 399.1818 399.3144 399.4469 399.5795 399.7120 399.8445 399.9770 400.1094 400.2419 400.3744 400.5068 400.6392 400.7716 400.9040 401.0364 401.1688 401.3011 401.4334 401.5658 401.6981 401.8304 401.9626 402.0949 402.2272 402.3594 402.4916 402.6238 402.7560 402.8882 403.0204 403.1525 403.2846 403.4168 403.5489 403.6810 403.8130 403.9451 404.0771 404.2092 404.3412 404.4732 404.6052 404.7372 404.8691 405.0011 405.1330 405.2649 405.3968 405.5287 405.6606 405.7925 405.9243 406.0562 406.1880 406.3198 406.4516 406.5833 406.7151 406.8469 406.9786 407.1103 407.2420 407.3737 407.5054 407.6370 407.7687 407.9003 408.0319 408.1635 408.2951 408.4267 408.5582 408.6898 408.8213 408.9528 409.0843 409.2158 409.3473 409.4787 409.6102 409.7416 409.8730 410.0044 410.1358 410.2672 410.3985 410.5299 410.6612 410.7925 410.9238 411.0551 411.1864 411.3176 411.4489 411.5801 411.7113 411.8425 411.9737 412.1048 412.2360 412.3671 412.4982 412.6294 412.7604 412.8915 413.0226 413.1536 413.2847 413.4157 413.5467 413.6777 413.8087 413.9396 414.0706 414.2015 414.3324 414.4633 414.5942 414.7251 414.8560 414.9868 415.1176 415.2484 415.3792 415.5100 415.6408 415.7716 415.9023 416.0330 416.1637 416.2944 416.4251 416.5558 416.6864 416.8171 416.9477 417.0783 417.2089 417.3395 417.4701 417.6006 417.7312 417.8617 417.9922 418.1227 418.2532 418.3836 418.5141 418.6445 418.7749 418.9053 419.0357 419.1661 419.2964 419.4268 419.5571 419.6874 419.8177 419.9480 420.0783 420.2085 420.3388 420.4690 420.5992 420.7294 420.8596 420.9898 421.1199 421.2501 421.3802 421.5103 421.6404 421.7705 421.9005 422.0306 422.1606 422.2906 422.4206 422.5506 422.6806 422.8106 422.9405 423.0704 423.2004 423.3303 423.4601 423.5900 423.7199 423.8497 423.9795 424.1093 424.2391 424.3689 424.4987 424.6284 424.7582 424.8879 425.0176 425.1473 425.2770 425.4066 425.5363 425.6659 425.7955 425.9251 426.0547 426.1843 426.3139 426.4434 426.5729 426.7024 426.8319 426.9614 427.0909 427.2204 427.3498 427.4792 427.6086 427.7380 427.8674 427.9968 428.1261 428.2554 428.3848 428.5141 428.6434 428.7726 428.9019 429.0311 429.1604 429.2896 429.4188 429.5480 429.6771 429.8063 429.9354 430.0645 430.1937 430.3228 430.4518 430.5809 430.7099 430.8390 430.9680 431.0970 431.2260 431.3550 431.4839 431.6129 431.7418 431.8707 431.9996 432.1285 432.2574 432.3862 432.5151 432.6439 432.7727 432.9015 433.0303 433.1590 433.2878 433.4165 433.5452 433.6739 433.8026 433.9313 434.0599 434.1886 434.3172 434.4458 434.5744 434.7030 434.8316 434.9601 435.0887 435.2172 435.3457 435.4742 435.6027 435.7311 435.8596 435.9880 436.1164 436.2448 436.3732 436.5016 436.6299 436.7583 436.8866 437.0149 437.1432 437.2715 437.3997 437.5280 437.6562 437.7844 437.9126 438.0408 438.1690 438.2972 438.4253 438.5534 438.6815 438.8096 438.9377 439.0658 439.1938 439.3219 439.4499 439.5779 439.7059 439.8339 439.9618 440.0898 440.2177 440.3456 440.4735 440.6014 440.7293 440.8571 440.9850 441.1128 441.2406 441.3684 441.4962 441.6239 441.7517 441.8794 442.0071 442.1348 442.2625 442.3902 442.5178 442.6455 442.7731 442.9007 443.0283 443.1559 443.2835 443.4110 443.5385 443.6661 443.7936 443.9210 444.0485 444.1760 444.3034 444.4308 444.5583 444.6856 444.8130 444.9404 445.0677 445.1951 445.3224 445.4497 445.5770 445.7043 445.8315 445.9588 446.0860 446.2132 446.3404 446.4676 446.5947 446.7219 446.8490 446.9761 447.1032 447.2303 447.3574 447.4845 447.6115 447.7385 447.8655 447.9925 448.1195 448.2465 448.3734 448.5004 448.6273 448.7542 448.8811 449.0080 449.1348 449.2617 449.3885 449.5153 449.6421 449.7689 449.8956 450.0224 450.1491 450.2758 450.4026 450.5292 450.6559 450.7826 450.9092 451.0358 451.1625 451.2890 451.4156 451.5422 451.6687 451.7953 451.9218 452.0483 452.1748 452.3013 452.4277 452.5542 452.6806 452.8070 452.9334 453.0598 453.1861 453.3125 453.4388 453.5651 453.6914 453.8177 453.9440 454.0702 454.1965 454.3227 454.4489 454.5751 454.7013 454.8274 454.9536 455.0797 455.2058 455.3319 455.4580 455.5841 455.7101 455.8362 455.9622 456.0882 456.2142 456.3402 456.4661 456.5921 456.7180 456.8439 456.9698 457.0957 457.2216 457.3474 457.4733 457.5991 457.7249 457.8507 457.9765 458.1022 458.2280 458.3537 458.4794 458.6051 458.7308 458.8564 458.9821 459.1077 459.2333 459.3589 459.4845 459.6101 459.7356 459.8612 459.9867 460.1122 460.2377 460.3632 460.4886 460.6141 460.7395 460.8649 460.9903 461.1157 461.2411 461.3664 461.4918 461.6171 461.7424 461.8677 461.9930 462.1182 462.2435 462.3687 462.4939 462.6191 462.7443 462.8694 462.9946 463.1197 463.2448 463.3699 463.4950 463.6201 463.7452 463.8702 463.9952 464.1202 464.2452 464.3702 464.4952 464.6201 464.7450 464.8699 464.9948 465.1197 465.2446 465.3694 465.4943 465.6191 465.7439 465.8687 465.9935 466.1182 466.2429 466.3677 466.4924 466.6171 466.7418 466.8664 466.9911 467.1157 467.2403 467.3649 467.4895 467.6140 467.7386 467.8631 467.9877 468.1122 468.2366 468.3611 468.4856 468.6100 468.7344 468.8589 468.9832 469.1076 469.2320 469.3563 469.4807 469.6050 469.7293 469.8536 469.9778 470.1021 470.2263 470.3505 470.4747 470.5989 470.7231 470.8472 470.9714 471.0955 471.2196 471.3437 471.4678 471.5919 471.7159 471.8399 471.9639 472.0879 472.2119 472.3359 472.4598 472.5838 472.7077 472.8316 472.9555 473.0793 473.2032 473.3270 473.4509 473.5747 473.6985 473.8222 473.9460 474.0697 474.1935 474.3172 474.4409 474.5646 474.6882 474.8119 474.9355 475.0591 475.1827 475.3063 475.4299 475.5534 475.6770 475.8005 475.9240 476.0475 476.1709 476.2944 476.4178 476.5413 476.6647 476.7881 476.9115 477.0348 477.1582 477.2815 477.4048 477.5281 477.6514 477.7746 477.8979 478.0211 478.1443 478.2675 478.3907 478.5139 478.6371 478.7602 478.8833 479.0064 479.1295 479.2526 479.3756 479.4987 479.6217 479.7447 479.8677 479.9907 480.1137 480.2366 480.3595 480.4824 480.6053 480.7282 480.8511 480.9739 481.0968 481.2196 481.3424 481.4652 481.5879 481.7107 481.8334 481.9561 482.0789 482.2015 482.3242 482.4469 482.5695 482.6921 482.8147 482.9373 483.0599 483.1825 483.3050 483.4275 483.5501 483.6725 483.7950 483.9175 484.0399 484.1624 484.2848 484.4072 484.5296 484.6519 484.7743 484.8966 485.0189 485.1412 485.2635 485.3858 485.5080 485.6303 485.7525 485.8747 485.9969 486.1191 486.2412 486.3634 486.4855 486.6076 486.7297 486.8518 486.9738 487.0959 487.2179 487.3399 487.4619 487.5839 487.7058 487.8278 487.9497 488.0716 488.1935 488.3154 488.4373 488.5591 488.6810 488.8028 488.9246 489.0464 489.1681 489.2899 489.4116 489.5333 489.6550 489.7767 489.8984 490.0200 490.1417 490.2633 490.3849 490.5065 490.6281 490.7496 490.8712 490.9927 491.1142 491.2357 491.3572 491.4786 491.6001 491.7215 491.8429 491.9643 492.0857 492.2070 492.3284 492.4497 492.5710 492.6923 492.8136 492.9348 493.0561 493.1773 493.2985 493.4197 493.5409 493.6621 493.7832 493.9044 494.0255 494.1466 494.2677 494.3887 494.5098 494.6308 494.7518 494.8728 494.9938 495.1148 495.2357 495.3567 495.4776 495.5985 495.7194 495.8402 495.9611 496.0819 496.2027 496.3235 496.4443 496.5651 496.6859 496.8066 496.9273 497.0480 497.1687 497.2894 497.4100 497.5307 497.6513 497.7719 497.8925 498.0131 498.1336 498.2542 498.3747 498.4952 498.6157 498.7362 498.8566 498.9771 499.0975 499.2179 499.3383 499.4586 499.5790 499.6993 499.8197 499.9400 500.0603 500.1805 500.3008 500.4210 500.5413 500.6615 500.7817 500.9019 501.0220 501.1422 501.2623 501.3824 501.5025 501.6226 501.7426 501.8627 501.9827 502.1027 502.2227 502.3427 502.4626 502.5826 502.7025 502.8224 502.9423 503.0622 503.1820 503.3019 503.4217 503.5415 503.6613 503.7811 503.9009 504.0206 504.1403 504.2600 504.3797 504.4994 504.6191 504.7387 504.8583 504.9779 505.0975 505.2171 505.3367 505.4562 505.5757 505.6953 505.8147 505.9342 506.0537 506.1731 506.2925 506.4120 506.5313 506.6507 506.7701 506.8894 507.0087 507.1281 507.2473 507.3666 507.4859 507.6051 507.7243 507.8436 507.9627 508.0819 508.2011 508.3202 508.4393 508.5584 508.6775 508.7966 508.9157 509.0347 509.1537 509.2727 509.3917 509.5107 509.6296 509.7486 509.8675 509.9864 510.1053 510.2242 510.3430 510.4619 510.5807 510.6995 510.8183 510.9370 511.0558 511.1745 511.2932 511.4119 511.5306 511.6493 511.7679 511.8866 512.0052 512.1238 512.2424 512.3609 512.4795 512.5980 512.7165 512.8350 512.9535 513.0720 513.1904 513.3088 513.4272 513.5456 513.6640 513.7824 513.9007 514.0190 514.1374 514.2556 514.3739 514.4922 514.6104 514.7286 514.8468 514.9650 515.0832 515.2014 515.3195 515.4376 515.5557 515.6738 515.7919 515.9099 516.0280 516.1460 516.2640 516.3820 516.4999 516.6179 516.7358 516.8537 516.9716 517.0895 517.2074 517.3252 517.4431 517.5609 517.6787 517.7964 517.9142 518.0319 518.1497 518.2674 518.3851 518.5027 518.6204 518.7380 518.8557 518.9733 519.0908 519.2084 519.3260 519.4435 519.5610 519.6785 519.7960 519.9135 520.0309 520.1484 520.2658 520.3832 520.5005 520.6179 520.7352 520.8526 520.9699 521.0872 521.2045 521.3217 521.4389 521.5562 521.6734 521.7906 521.9077 522.0249 522.1420 522.2591 522.3762 522.4933 522.6104 522.7274 522.8445 522.9615 523.0785 523.1955 523.3124 523.4294 523.5463 523.6632 523.7801 523.8969 524.0138 524.1306 524.2475 524.3643 524.4810 524.5978 524.7146 524.8313 524.9480 525.0647 525.1814 525.2980 525.4147 525.5313 525.6479 525.7645 525.8811 525.9976 526.1142 526.2307 526.3472 526.4637 526.5802 526.6966 526.8130 526.9295 527.0458 527.1622 527.2786 527.3949 527.5113 527.6276 527.7439 527.8601 527.9764 528.0926 528.2088 528.3250 528.4412 528.5574 528.6735 528.7897 528.9058 529.0219 529.1379 529.2540 529.3700 529.4861 529.6021 529.7180 529.8340 529.9500 530.0659 530.1818 530.2977 530.4136 530.5295 530.6453 530.7611 530.8769 530.9927 531.1085 531.2242 531.3400 531.4557 531.5714 531.6871 531.8027 531.9184 532.0340 532.1496 532.2652 532.3808 532.4963 532.6119 532.7274 532.8429 532.9584 533.0738 533.1893 533.3047 533.4201 533.5355 533.6509 533.7662 533.8816 533.9969 534.1122 534.2275 534.3427 534.4580 534.5732 534.6884 534.8036 534.9188 535.0339 535.1491 535.2642 535.3793 535.4944 535.6094 535.7245 535.8395 535.9545 536.0695 536.1845 536.2994 536.4144 536.5293 536.6442 536.7591 536.8739 536.9888 537.1036 537.2184 537.3332 537.4480 537.5627 537.6775 537.7922 537.9069 538.0215 538.1362 538.2508 538.3655 538.4801 538.5946 538.7092 538.8238 538.9383 539.0528 539.1673 539.2818 539.3962 539.5107 539.6251 539.7395 539.8539 539.9682 540.0826 540.1969 540.3112 540.4255 540.5397
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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: Spectrometer control temperature [°C], 999=no temperature signal
Column 73: Auxiliary spectrometer temperature [°C], 999=no temperature signal
Column 74: Temperature in head sensor [°C], 999=no temperature signal
Column 75: Temperature at electronics board 1 [°C], 999=no temperature signal
Column 76: Temperature at electronics board 2 [°C], 999=no temperature signal
Column 77: Humidity in head sensor [%], -9=no humidity signal
Column 78: Pressure in head sensor [hPa], -9=no pressure signal
Column 79: Scale factor for data and uncertainties, to obtain unscaled output divide them by this number
Column 80: Indicator for uncertainty and atmospheric variability (see manual for exact meaning)
Column 81: L1 data type, data are... 1=corrected count rate [s-1], 2=radiance [W/m2/nm/sr], 3=irradiance [W/m2/nm]
Columns 82-2129: L1 data for each pixel, 0 is NOT a 'true' zero if the corresponding value in the uncertainty is -2, -3 or -4
Columns 2130-4177: 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 4178-6225: 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 20260130T232419.7Z 9526.975228 2 1 48.01 3 4000.000 12 2 0 1 1 0.00 2 0.00 2 -1.00 507 1 11 8 0 17.15 422 4 0 1771 5.654e+02 3.650e+00 5.780e+02 8.086e+00 11 1.101e+02 1.101e+02 1.316e+00 1.102e+02 1.229e+00 0 0 0 0 0.00e+00 7.118e-29 -9.000e+00 4.265e+01 -9.000e+00 1.719e+03 -9.000e+00 -7.450e+01 -9.000e+00 1 -49.90 -3.00 -3.00 -2.00 -2.00 -2.00 -2.00 -2.00 0 7.598e-01 1620 -9 -9.00 -9.00 -9.00 -9.00 0.01172 -1.93707e-01 7.97286e-03 15.01 17.15 14.42 20.67 20.04 23.4 946.81 6.707e+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 0 0 0 0 0 0 0 0 0 21 -90 -5 1 7 -29 -19 -24 -33 -9 -12 -17 40 -17 -10 9 2 6 -13 -43 12 2 8 -10 20 -23 26 -10 8 -11 -7 11 -5 -11 1 7 18 -2 -5 -1 -3 -11 -9 18 -2 5 6 38 -22 20 12 15 -11 -9 54 5 28 15 9 -2 -12 9 5 11 -44 16 21 2 35 -25 79 6 -2 22 9 16 10 29 3 -8 5 -1 8 -2 45 0 23 15 -26 27 -3 16 -9 10 -2 14 16 -1 22 7 -5 13 -12 5 -1 29 -10 -15 -6 15 -7 -14 5 -2 1 16 9 -2 -13 57 -24 34 5 -13 42 -16 9 -6 2 2 13 16 14 15 -11 29 -14 -411 8 -6 16 23 22 40 33 19 -19 23 8 6 6 42 65 1 14 41 42 28 2 17 18 18 6 -33 17 33 37 -28 36 3 13 8 -27 28 12 184 -6 4 6 25 25 113 10 13 36 9 -27 75 2 -7 -13 26 6 19 31 53 19 5 -8 -319 16 9 -4 -15 11 38 0 37 35 -14 22 -3 24 21 17 57 -11 63 27 36 8 6 43 36 13 3 -11 10 5 58 18 55 -9 33 -30 35 58 7 -2 27 13 8 75 103 12 33 4 44 12 1 13 4 54 11 23 -49 44 56 8 58 8 55 15 63 -1 14 70 18 29 2 47 61 25 69 5 14 14 20 0 20 40 20 44 19 69 36 85 35 9 49 55 24 32 45 44 19 80 -12 49 25 5 96 16 36 39 107 34 192 51 20 32 18 34 44 -10 46 22 49 13 77 104 59 43 72 20 25 69 37 10 118 3 51 -14 33 90 25 27 18 30 41 76 70 89 84 59 27 83 41 50 53 46 100 80 36 12 101 37 87 15 97 -4 41 48 26 17 27 19 28 43 46 29 -2 22 -535 20 64 30 43 94 130 75 45 50 31 7 14 14 53 16 51 20 39 72 30 30 46 78 64 77 29 9 25 29 56 28 19 57 1 56 26 68 99 26 52 3 62 54 38 66 245 4 43 60 15 49 93 25 56 48 18 40 26 15 33 48 31 73 22 198 44 -1 66 6 35 16 37 45 53 100 38 9 81 58 56 41 7 52 7 27 72 41 48 39 61 52 54 21 16 45 79 28 58 30 51 95 38 76 67 10 44 43 58 8 66 13 53 65 31 11 -11 48 10 27 117 64 84 56 96 40 44 55 11 36 10 100 22 57 58 93 12 22 61 -25 16 74 23 56 68 9 22 20 55 89 47 47 103 41 35 6 62 73 13 -24 45 16 80 68 54 38 46 63 70 86 92 16 74 86 82 102 73 10 83 47 16 44 78 16 7 31 71 107 44 65 24 63 21 5 17 20 59 27 106 80 58 86 83 33 61 215 88 43 106 14 230 48 86 95 2 99 12 66 0 34 81 71 85 66 64 36 11 63 46 92 74 76 66 91 60 31 66 79 66 50 97 39 46 126 63 73 89 69 21 61 75 45 84 34 75 59 83 83 22 72 36 55 14 50 85 -25 109 78 56 36 13 49 52 44 61 38 64 54 84 24 41 15 39 66 26 76 56 66 88 86 66 33 35 48 52 26 85 57 69 75 16 55 7 51 65 26 96 28 61 86 22 71 60 63 65 47 87 44 59 72 129 43 134 10 85 95 91 57 40 79 61 89 33 58 95 26 92 41 53 105 52 117 19 122 54 61 64 80 70 93 109 39 77 51 139 84 36 36 70 49 70 39 46 43 41 32 73 19 32 145 14 64 6 78 61 87 80 -16 70 38 46 65 71 44 71 123 50 97 25 45 30 77 161 19 1 62 121 90 33 95 25 88 41 181 71 42 21 41 109 51 82 79 42 6 -219 31 22 75 56 -8 97 65 175 39 131 52 130 74 25 131 33 188 70 43 86 112 67 88 73 84 30 78 58 75 44 76 -1485 15 47 33 92 43 67 174 78 69 50 57 45 81 59 -3 105 110 223 57 114 99 91 110 10 80 -13 -33 83 68 89 55 139 51 44 66 47 109 84 87 50 72 13 70 -7 31 116 47 68 88 71 110 89 90 20 79 40 62 113 88 91 36 48 44 37 113 -5373 115 46 110 5 37 29 -10 62 55 109 59 42 47 74 78 85 39 75 69 86 56 27 64 76 36 -4 88 50 110 74 68 49 48 33 73 90 74 76 6 46 48 48 7 -48 75 75 55 52 51 31 4 92 39 44 41 26 61 51 67 132 42 58 56 91 55 44 31 34 52 60 30 18 72 26 56 234 13 55 17 -213 54 81 54 46 132 51 47 81 74 54 15 76 87 71 50 37 63 17 41 3 57 55 62 40 50 92 23 59 37 93 76 143 77 54 96 61 22 80 65 82 56 14 59 116 87 22 152 60 35 57 93 42 79 64 25 143 59 78 52 46 101 58 91 100 61 77 19 81 46 93 41 112 65 96 112 50 45 21 100 123 -244 81 1 89 86 68 95 -55 73 62 11 18 71 38 17 84 61 96 40 45 90 109 109 124 122 148 86 48 47 86 83 132 14 73 48 32 95 47 99 -24 68 105 118 102 77 120 51 82 53 100 116 68 106 112 54 93 24 47 151 69 4 122 70 68 116 321 129 72 164 96 140 264 92 184 86 93 110 86 148 63 118 876 55 117 72 109 105 147 135 114 87 106 116 42 150 81 111 82 104 62 94 129 68 123 50 114 146 99 295 47 122 120 111 88 23 93 6 170 114 150 157 86 174 66 160 65 124 137 35 169 69 149 80 17 221 99 200 121 120 149 82 143 52 218 107 196 162 178 141 128 217 344 161 117 107 159 98 232 97 165 41 78 157 130 232 57 192 110 210 165 132 245 139 154 182 147 216 136 163 146 139 130 183 194 135 186 106 167 111 145 151 24 175 65 203 133 116 97 109 167 86 146 92 185 181 134 175 101 161 128 140 148 74 204 61 212 166 136 179 97 137 36 176 131 131 185 102 -194 99 161 142 121 104 137 172 64 118 111 95 159 52 168 69 122 92 128 147 141 164 84 118 157 153 97 66 145 56 140 86 115 125 58 165 36 91 93 141 122 76 119 75 132 50 88 45 97 89 107 106 84 109 111 90 132 78 139 49 11 127 33 130 59 147 81 90 90 59 74 54 106 146 136 190 100 92 41 91 71 61 93 45 126 46 128 81 87 123 64 98 39 156 37 79 124 69 132 14 207 21 86 61 74 137 53 121 17 122 139 76 174 60 139 65 102 92 5 141 70 125 554 111 96 92 58 52 125 60 116 127 25 139 -140 103 88 18 80 76 88 34 169 38 60 78 81 70 71 178 44 104 16 67 159 99 91 59 71 87 61 105 21 94 127 114 56 40 83 11 97 44 105 90 121 107 29 132 22 109 108 176 127 89 124 91 90 92 82 103 102 92 73 169 92 93 86 78 138 56 124 98 71 127 23 97 48 125 88 104 100 186 75 30 109 89 128 130 38 141 69 112 38 107 124 100 129 32 151 22 147 35 24 118 38 81 74 52 141 116 87 76 90 93 66 58 66 135 72 145 72 91 139 44 130 103 101 74 141 64 126 153 88 85 74 97 96 41 138 80 94 133 161 151 51 151 39 39 73 114 86 84 131 77 129 140 86 88 3 146 99 124 144 117 125 116 171 23 163 76 155 152 24 167 45 206 605 75 126 79 110 70 178 30 46 130 38 62 102 60 119 100 87 -26 187 56 139 70 162 137 356 148 38 162 100 45 99 80 165 16 126 111 142 111 52 137 101 181 150 120 125 34 208 68 278 67 183 92 76 172 128 190 132 99 93 84 130 496 198 24 185 94 98 141 83 142 86 173 110 120 -62 85 184 71 182 119 101 175 137 165 92 145 103 156 179 12 174 73 156 102 125 123 106 236 -27 190 72 153 144 20 19 1 162 144 60 212 104 169 132 162 78 150 32 119 8 85 164 156 179 1876 47 181 34 257 42 149 119 91 29 319 153 120 145 163 88 22 96 193 207 74 157 95 209 -8 106 85 75 162 7 301 23 194 58 108 176 163 156 101 231 29 207 203 114 272 110 -150 169 187 150 33 200 31 261 99 242 180 38 154 94 124 173 -3623 114 95 140 105 152 100 133 4 197 302 71 181 93 200 191 102 125 152 268 181 49 163 47 237 107 277 109 286 114 154 190 76 182 0 -16 206 107 254 140 251 26 167 170 170 287 201 599 130 197 180 273 247 89 -2065 158 222 160 80 212 188 203 176 177 214 93 214 118 205 136 200 181 92 133 109 283 132 268 215 196 1218 86 249 169 228 136 220 206 143 281 140 236 127 90 124 128 167 129 284 128 176 238 196 63 96 143 180 172 341 -196 282 152 152 179 183 425 144 245 200 232 269 200 318 117 242 140 140 182 276 147 42 297 157 248 153 159 273 115 242 90 315 163 150 148 78 367 72 234 139 153 299 228 238 188 243 149 157 214 157 332 162 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2883 2853 2886 2755 2530 2615 2432 2257 2237 2253 2201 2256 2256 2284 2528 2593 2673 2837 2722 2587 2293 2296 2200 2351 2477 2587 2636 2658 2623 2512 2575 2488 2519 2470 2311 2789 2650 2753 2640 2545 2466 2415 2689 2616 2671 2794 2978 2694 2548 2694 2653 2655 2570 2995 2619 2599 2587 2404 2512 2468 2444 2519 2503 2492 2431 2527 2496 2598 2603 2626 2727 2586 2583 2612 2620 2566 2473 2588 2547 3243 2285 2389 2435 2377 2503 2456 2588 2409 2429 2267 2158 2109 2005 1940 1887 1952 2031 2036 2143 2126 2214 2279 2092 2255 2271 2271 2095 2341 1608 2295 2337 2231 2383 2337 2556 2338 2310 2246 2174 2277 2109 2284 2208 2245 2126 2185 2247 2185 2221 2227 2288 2290 2110 2172 1981 2147 2089 2218 2164 2221 2097 2020 1998 2007 1989 1876 1894 2102 1856 2223 2095 2172 2092 1996 2145 2034 1994 2022 2088 2083 2153 2000 2192 2119 2097 2111 2206 2140 2158 2047 2188 2141 2226 2118 2169 2113 2157 2100 1984 2053 2002 1980 2001 2017 2050 2077 2219 2225 2227 2113 1953 2162 2088 2087 2067 2174 2109 2098 2209 2143 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