File name: Pandora167s1_KenoshaWI_20241127_L1_smca1c10d20240614p1-8.txt
File generation date: 20250306T130608.6Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c10d20240614p1-8
Local principal investigator: Lukas Valin
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 167
Spectrometer number: 1
Processing software version used: BlickP v1.8.74
Instrument operation file used: Pandora167_OF_v4d20221026.txt
Instrument calibration file used: Pandora167s1_CF_v10d20240614.txt
Level 0 file used: Pandora167s1_KenoshaWI_20241127_L0.txt
Full location name: Chiwaukee Prairie WDNR
Short location name: KenoshaWI
Country of location: United States
Location latitude [deg]: 42.5047
Location longitude [deg]: -87.8093
Location altitude [m]: 181
Local noon date: 20241127
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]: 273.1975 273.3409 273.4842 273.6276 273.7709 273.9143 274.0576 274.2009 274.3442 274.4875 274.6307 274.7740 274.9172 275.0605 275.2037 275.3469 275.4901 275.6333 275.7764 275.9196 276.0627 276.2059 276.3490 276.4921 276.6352 276.7783 276.9213 277.0644 277.2074 277.3505 277.4935 277.6365 277.7795 277.9225 278.0655 278.2084 278.3514 278.4943 278.6372 278.7801 278.9230 279.0659 279.2088 279.3517 279.4945 279.6374 279.7802 279.9230 280.0658 280.2086 280.3514 280.4942 280.6369 280.7797 280.9224 281.0652 281.2079 281.3506 281.4933 281.6359 281.7786 281.9213 282.0639 282.2066 282.3492 282.4918 282.6344 282.7770 282.9196 283.0621 283.2047 283.3472 283.4898 283.6323 283.7748 283.9173 284.0598 284.2023 284.3447 284.4872 284.6296 284.7720 284.9145 285.0569 285.1993 285.3417 285.4840 285.6264 285.7688 285.9111 286.0534 286.1958 286.3381 286.4804 286.6226 286.7649 286.9072 287.0494 287.1917 287.3339 287.4761 287.6183 287.7605 287.9027 288.0449 288.1871 288.3292 288.4714 288.6135 288.7556 288.8977 289.0398 289.1819 289.3240 289.4660 289.6081 289.7501 289.8922 290.0342 290.1762 290.3182 290.4602 290.6022 290.7441 290.8861 291.0280 291.1700 291.3119 291.4538 291.5957 291.7376 291.8795 292.0213 292.1632 292.3050 292.4469 292.5887 292.7305 292.8723 293.0141 293.1559 293.2976 293.4394 293.5811 293.7229 293.8646 294.0063 294.1480 294.2897 294.4314 294.5730 294.7147 294.8563 294.9980 295.1396 295.2812 295.4228 295.5644 295.7060 295.8475 295.9891 296.1306 296.2722 296.4137 296.5552 296.6967 296.8382 296.9797 297.1211 297.2626 297.4040 297.5455 297.6869 297.8283 297.9697 298.1111 298.2525 298.3938 298.5352 298.6765 298.8179 298.9592 299.1005 299.2418 299.3831 299.5244 299.6656 299.8069 299.9481 300.0894 300.2306 300.3718 300.5130 300.6542 300.7954 300.9365 301.0777 301.2188 301.3600 301.5011 301.6422 301.7833 301.9244 302.0655 302.2065 302.3476 302.4886 302.6297 302.7707 302.9117 303.0527 303.1937 303.3347 303.4756 303.6166 303.7575 303.8985 304.0394 304.1803 304.3212 304.4621 304.6030 304.7438 304.8847 305.0255 305.1663 305.3072 305.4480 305.5888 305.7296 305.8703 306.0111 306.1518 306.2926 306.4333 306.5740 306.7147 306.8554 306.9961 307.1368 307.2775 307.4181 307.5587 307.6994 307.8400 307.9806 308.1212 308.2618 308.4023 308.5429 308.6834 308.8240 308.9645 309.1050 309.2455 309.3860 309.5265 309.6670 309.8074 309.9479 310.0883 310.2287 310.3692 310.5096 310.6500 310.7903 310.9307 311.0711 311.2114 311.3517 311.4921 311.6324 311.7727 311.9130 312.0532 312.1935 312.3338 312.4740 312.6142 312.7545 312.8947 313.0349 313.1751 313.3152 313.4554 313.5956 313.7357 313.8758 314.0159 314.1561 314.2962 314.4362 314.5763 314.7164 314.8564 314.9965 315.1365 315.2765 315.4165 315.5565 315.6965 315.8365 315.9764 316.1164 316.2563 316.3962 316.5362 316.6761 316.8160 316.9558 317.0957 317.2356 317.3754 317.5153 317.6551 317.7949 317.9347 318.0745 318.2143 318.3540 318.4938 318.6335 318.7733 318.9130 319.0527 319.1924 319.3321 319.4718 319.6114 319.7511 319.8907 320.0304 320.1700 320.3096 320.4492 320.5888 320.7284 320.8679 321.0075 321.1470 321.2865 321.4261 321.5656 321.7051 321.8445 321.9840 322.1235 322.2629 322.4024 322.5418 322.6812 322.8206 322.9600 323.0994 323.2388 323.3781 323.5175 323.6568 323.7961 323.9354 324.0747 324.2140 324.3533 324.4926 324.6318 324.7711 324.9103 325.0495 325.1888 325.3280 325.4671 325.6063 325.7455 325.8846 326.0238 326.1629 326.3020 326.4411 326.5802 326.7193 326.8584 326.9975 327.1365 327.2756 327.4146 327.5536 327.6926 327.8316 327.9706 328.1096 328.2485 328.3875 328.5264 328.6653 328.8042 328.9432 329.0820 329.2209 329.3598 329.4987 329.6375 329.7763 329.9152 330.0540 330.1928 330.3316 330.4703 330.6091 330.7479 330.8866 331.0253 331.1641 331.3028 331.4415 331.5802 331.7188 331.8575 331.9961 332.1348 332.2734 332.4120 332.5506 332.6892 332.8278 332.9664 333.1050 333.2435 333.3820 333.5206 333.6591 333.7976 333.9361 334.0746 334.2130 334.3515 334.4899 334.6284 334.7668 334.9052 335.0436 335.1820 335.3204 335.4587 335.5971 335.7354 335.8738 336.0121 336.1504 336.2887 336.4270 336.5652 336.7035 336.8418 336.9800 337.1182 337.2564 337.3946 337.5328 337.6710 337.8092 337.9474 338.0855 338.2236 338.3618 338.4999 338.6380 338.7761 338.9141 339.0522 339.1903 339.3283 339.4663 339.6044 339.7424 339.8804 340.0183 340.1563 340.2943 340.4322 340.5702 340.7081 340.8460 340.9839 341.1218 341.2597 341.3976 341.5354 341.6733 341.8111 341.9489 342.0867 342.2245 342.3623 342.5001 342.6379 342.7756 342.9133 343.0511 343.1888 343.3265 343.4642 343.6019 343.7395 343.8772 344.0148 344.1525 344.2901 344.4277 344.5653 344.7029 344.8405 344.9781 345.1156 345.2531 345.3907 345.5282 345.6657 345.8032 345.9407 346.0782 346.2156 346.3531 346.4905 346.6279 346.7653 346.9027 347.0401 347.1775 347.3149 347.4522 347.5896 347.7269 347.8642 348.0015 348.1388 348.2761 348.4134 348.5506 348.6879 348.8251 348.9623 349.0995 349.2367 349.3739 349.5111 349.6482 349.7854 349.9225 350.0597 350.1968 350.3339 350.4710 350.6081 350.7451 350.8822 351.0192 351.1562 351.2933 351.4303 351.5673 351.7043 351.8412 351.9782 352.1151 352.2521 352.3890 352.5259 352.6628 352.7997 352.9366 353.0734 353.2103 353.3471 353.4839 353.6208 353.7576 353.8943 354.0311 354.1679 354.3046 354.4414 354.5781 354.7148 354.8515 354.9882 355.1249 355.2616 355.3982 355.5349 355.6715 355.8081 355.9447 356.0813 356.2179 356.3545 356.4911 356.6276 356.7641 356.9007 357.0372 357.1737 357.3101 357.4466 357.5831 357.7195 357.8560 357.9924 358.1288 358.2652 358.4016 358.5380 358.6743 358.8107 358.9470 359.0833 359.2196 359.3559 359.4922 359.6285 359.7648 359.9010 360.0373 360.1735 360.3097 360.4459 360.5821 360.7183 360.8544 360.9906 361.1267 361.2628 361.3989 361.5350 361.6711 361.8072 361.9433 362.0793 362.2154 362.3514 362.4874 362.6234 362.7594 362.8954 363.0313 363.1673 363.3032 363.4391 363.5750 363.7109 363.8468 363.9827 364.1186 364.2544 364.3902 364.5261 364.6619 364.7977 364.9334 365.0692 365.2050 365.3407 365.4765 365.6122 365.7479 365.8836 366.0193 366.1549 366.2906 366.4262 366.5619 366.6975 366.8331 366.9687 367.1043 367.2398 367.3754 367.5109 367.6464 367.7820 367.9175 368.0529 368.1884 368.3239 368.4593 368.5948 368.7302 368.8656 369.0010 369.1364 369.2718 369.4071 369.5425 369.6778 369.8131 369.9484 370.0837 370.2190 370.3543 370.4895 370.6248 370.7600 370.8952 371.0304 371.1656 371.3008 371.4359 371.5711 371.7062 371.8414 371.9765 372.1116 372.2466 372.3817 372.5168 372.6518 372.7868 372.9219 373.0569 373.1919 373.3268 373.4618 373.5968 373.7317 373.8666 374.0015 374.1364 374.2713 374.4062 374.5410 374.6759 374.8107 374.9455 375.0803 375.2151 375.3499 375.4847 375.6194 375.7542 375.8889 376.0236 376.1583 376.2930 376.4277 376.5623 376.6970 376.8316 376.9662 377.1008 377.2354 377.3700 377.5046 377.6391 377.7736 377.9082 378.0427 378.1772 378.3116 378.4461 378.5806 378.7150 378.8494 378.9839 379.1183 379.2526 379.3870 379.5214 379.6557 379.7901 379.9244 380.0587 380.1930 380.3273 380.4615 380.5958 380.7300 380.8642 380.9984 381.1326 381.2668 381.4010 381.5351 381.6693 381.8034 381.9375 382.0716 382.2057 382.3398 382.4738 382.6079 382.7419 382.8759 383.0099 383.1439 383.2779 383.4119 383.5458 383.6797 383.8137 383.9476 384.0815 384.2153 384.3492 384.4831 384.6169 384.7507 384.8845 385.0183 385.1521 385.2859 385.4196 385.5534 385.6871 385.8208 385.9545 386.0882 386.2219 386.3555 386.4892 386.6228 386.7564 386.8900 387.0236 387.1572 387.2907 387.4243 387.5578 387.6913 387.8248 387.9583 388.0918 388.2252 388.3587 388.4921 388.6255 388.7589 388.8923 389.0257 389.1591 389.2924 389.4257 389.5591 389.6924 389.8256 389.9589 390.0922 390.2254 390.3587 390.4919 390.6251 390.7583 390.8915 391.0246 391.1578 391.2909 391.4240 391.5571 391.6902 391.8233 391.9564 392.0894 392.2224 392.3555 392.4885 392.6215 392.7544 392.8874 393.0204 393.1533 393.2862 393.4191 393.5520 393.6849 393.8177 393.9506 394.0834 394.2163 394.3491 394.4819 394.6146 394.7474 394.8801 395.0129 395.1456 395.2783 395.4110 395.5437 395.6763 395.8090 395.9416 396.0742 396.2068 396.3394 396.4720 396.6046 396.7371 396.8696 397.0022 397.1347 397.2672 397.3996 397.5321 397.6645 397.7970 397.9294 398.0618 398.1942 398.3266 398.4589 398.5913 398.7236 398.8559 398.9882 399.1205 399.2528 399.3850 399.5173 399.6495 399.7817 399.9139 400.0461 400.1783 400.3104 400.4426 400.5747 400.7068 400.8389 400.9710 401.1031 401.2351 401.3671 401.4992 401.6312 401.7632 401.8952 402.0271 402.1591 402.2910 402.4229 402.5549 402.6867 402.8186 402.9505 403.0823 403.2142 403.3460 403.4778 403.6096 403.7414 403.8731 404.0049 404.1366 404.2683 404.4000 404.5317 404.6634 404.7951 404.9267 405.0583 405.1900 405.3216 405.4531 405.5847 405.7163 405.8478 405.9793 406.1109 406.2424 406.3738 406.5053 406.6368 406.7682 406.8996 407.0310 407.1624 407.2938 407.4252 407.5565 407.6879 407.8192 407.9505 408.0818 408.2131 408.3443 408.4756 408.6068 408.7380 408.8692 409.0004 409.1316 409.2628 409.3939 409.5250 409.6562 409.7873 409.9184 410.0494 410.1805 410.3115 410.4425 410.5736 410.7046 410.8355 410.9665 411.0975 411.2284 411.3593 411.4902 411.6211 411.7520 411.8829 412.0137 412.1446 412.2754 412.4062 412.5370 412.6678 412.7985 412.9293 413.0600 413.1907 413.3214 413.4521 413.5828 413.7134 413.8441 413.9747 414.1053 414.2359 414.3665 414.4971 414.6276 414.7582 414.8887 415.0192 415.1497 415.2802 415.4106 415.5411 415.6715 415.8019 415.9323 416.0627 416.1931 416.3235 416.4538 416.5841 416.7145 416.8448 416.9750 417.1053 417.2356 417.3658 417.4960 417.6263 417.7565 417.8866 418.0168 418.1470 418.2771 418.4072 418.5373 418.6674 418.7975 418.9276 419.0576 419.1876 419.3177 419.4477 419.5777 419.7076 419.8376 419.9675 420.0975 420.2274 420.3573 420.4872 420.6170 420.7469 420.8767 421.0066 421.1364 421.2662 421.3959 421.5257 421.6555 421.7852 421.9149 422.0446 422.1743 422.3040 422.4336 422.5633 422.6929 422.8225 422.9521 423.0817 423.2113 423.3408 423.4704 423.5999 423.7294 423.8589 423.9884 424.1179 424.2473 424.3768 424.5062 424.6356 424.7650 424.8944 425.0237 425.1531 425.2824 425.4117 425.5410 425.6703 425.7996 425.9288 426.0581 426.1873 426.3165 426.4457 426.5749 426.7041 426.8332 426.9624 427.0915 427.2206 427.3497 427.4788 427.6078 427.7369 427.8659 427.9949 428.1239 428.2529 428.3819 428.5108 428.6398 428.7687 428.8976 429.0265 429.1554 429.2843 429.4131 429.5420 429.6708 429.7996 429.9284 430.0572 430.1859 430.3147 430.4434 430.5721 430.7008 430.8295 430.9582 431.0868 431.2155 431.3441 431.4727 431.6013 431.7299 431.8585 431.9870 432.1156 432.2441 432.3726 432.5011 432.6296 432.7580 432.8865 433.0149 433.1433 433.2717 433.4001 433.5285 433.6568 433.7852 433.9135 434.0418 434.1701 434.2984 434.4266 434.5549 434.6831 434.8114 434.9396 435.0678 435.1959 435.3241 435.4522 435.5804 435.7085 435.8366 435.9647 436.0927 436.2208 436.3488 436.4769 436.6049 436.7329 436.8608 436.9888 437.1167 437.2447 437.3726 437.5005 437.6284 437.7563 437.8841 438.0120 438.1398 438.2676 438.3954 438.5232 438.6509 438.7787 438.9064 439.0342 439.1619 439.2896 439.4172 439.5449 439.6725 439.8002 439.9278 440.0554 440.1830 440.3105 440.4381 440.5656 440.6932 440.8207 440.9482 441.0756 441.2031 441.3306 441.4580 441.5854 441.7128 441.8402 441.9676 442.0949 442.2223 442.3496 442.4769 442.6042 442.7315 442.8587 442.9860 443.1132 443.2405 443.3677 443.4948 443.6220 443.7492 443.8763 444.0035 444.1306 444.2577 444.3847 444.5118 444.6389 444.7659 444.8929 445.0199 445.1469 445.2739 445.4009 445.5278 445.6547 445.7816 445.9085 446.0354 446.1623 446.2892 446.4160 446.5428 446.6696 446.7964 446.9232 447.0499 447.1767 447.3034 447.4301 447.5568 447.6835 447.8102 447.9368 448.0635 448.1901 448.3167 448.4433 448.5699 448.6964 448.8230 448.9495 449.0760 449.2025 449.3290 449.4555 449.5819 449.7084 449.8348 449.9612 450.0876 450.2140 450.3403 450.4667 450.5930 450.7193 450.8456 450.9719 451.0982 451.2244 451.3507 451.4769 451.6031 451.7293 451.8555 451.9816 452.1078 452.2339 452.3600 452.4861 452.6122 452.7383 452.8643 452.9904 453.1164 453.2424 453.3684 453.4943 453.6203 453.7462 453.8722 453.9981 454.1240 454.2499 454.3757 454.5016 454.6274 454.7532 454.8790 455.0048 455.1306 455.2563 455.3821 455.5078 455.6335 455.7592 455.8849 456.0106 456.1362 456.2618 456.3875 456.5131 456.6386 456.7642 456.8898 457.0153 457.1408 457.2663 457.3918 457.5173 457.6427 457.7682 457.8936 458.0190 458.1444 458.2698 458.3952 458.5205 458.6459 458.7712 458.8965 459.0218 459.1470 459.2723 459.3975 459.5228 459.6480 459.7732 459.8983 460.0235 460.1486 460.2738 460.3989 460.5240 460.6491 460.7741 460.8992 461.0242 461.1492 461.2742 461.3992 461.5242 461.6492 461.7741 461.8990 462.0239 462.1488 462.2737 462.3986 462.5234 462.6482 462.7730 462.8978 463.0226 463.1474 463.2721 463.3969 463.5216 463.6463 463.7710 463.8957 464.0203 464.1449 464.2696 464.3942 464.5188 464.6433 464.7679 464.8924 465.0170 465.1415 465.2660 465.3905 465.5149 465.6394 465.7638 465.8882 466.0126 466.1370 466.2614 466.3857 466.5101 466.6344 466.7587 466.8830 467.0072 467.1315 467.2557 467.3800 467.5042 467.6284 467.7525 467.8767 468.0009 468.1250 468.2491 468.3732 468.4973 468.6213 468.7454 468.8694 468.9934 469.1174 469.2414 469.3654 469.4893 469.6133 469.7372 469.8611 469.9850 470.1088 470.2327 470.3565 470.4804 470.6042 470.7280 470.8517 470.9755 471.0992 471.2230 471.3467 471.4704 471.5940 471.7177 471.8413 471.9650 472.0886 472.2122 472.3358 472.4593 472.5829 472.7064 472.8299 472.9534 473.0769 473.2004 473.3238 473.4473 473.5707 473.6941 473.8175 473.9408 474.0642 474.1875 474.3109 474.4342 474.5574 474.6807 474.8040 474.9272 475.0504 475.1736 475.2968 475.4200 475.5432 475.6663 475.7894 475.9125 476.0356 476.1587 476.2818 476.4048 476.5279 476.6509 476.7739 476.8968 477.0198 477.1427 477.2657 477.3886 477.5115 477.6344 477.7572 477.8801 478.0029 478.1257 478.2485 478.3713 478.4941 478.6168 478.7396 478.8623 478.9850 479.1077 479.2303 479.3530 479.4756 479.5982 479.7208 479.8434 479.9660 480.0886 480.2111 480.3336 480.4561 480.5786 480.7011 480.8235 480.9460 481.0684 481.1908 481.3132 481.4356 481.5579 481.6803 481.8026 481.9249 482.0472 482.1695 482.2917 482.4139 482.5362 482.6584 482.7806 482.9027 483.0249 483.1470 483.2692 483.3913 483.5134 483.6355 483.7575 483.8796 484.0016 484.1236 484.2456 484.3676 484.4895 484.6115 484.7334 484.8553 484.9772 485.0991 485.2209 485.3428 485.4646 485.5864 485.7082 485.8300 485.9518 486.0735 486.1952 486.3169 486.4386 486.5603 486.6820 486.8036 486.9252 487.0469 487.1685 487.2900 487.4116 487.5331 487.6547 487.7762 487.8977 488.0192 488.1406 488.2621 488.3835 488.5049 488.6263 488.7477 488.8691 488.9904 489.1117 489.2330 489.3543 489.4756 489.5969 489.7181 489.8394 489.9606 490.0818 490.2029 490.3241 490.4453 490.5664 490.6875 490.8086 490.9297 491.0507 491.1718 491.2928 491.4138 491.5348 491.6558 491.7768 491.8977 492.0186 492.1396 492.2604 492.3813 492.5022 492.6230 492.7439 492.8647 492.9855 493.1063 493.2270 493.3478 493.4685 493.5892 493.7099 493.8306 493.9512 494.0719 494.1925 494.3131 494.4337 494.5543 494.6749 494.7954 494.9159 495.0364 495.1569 495.2774 495.3979 495.5183 495.6387 495.7592 495.8795 495.9999 496.1203 496.2406 496.3610 496.4813 496.6016 496.7218 496.8421 496.9623 497.0826 497.2028 497.3230 497.4431 497.5633 497.6834 497.8036 497.9237 498.0438 498.1638 498.2839 498.4039 498.5239 498.6440 498.7639 498.8839 499.0039 499.1238 499.2437 499.3636 499.4835 499.6034 499.7233 499.8431 499.9629 500.0827 500.2025 500.3223 500.4420 500.5618 500.6815 500.8012 500.9209 501.0405 501.1602 501.2798 501.3994 501.5190 501.6386 501.7582 501.8778 501.9973 502.1168 502.2363 502.3558 502.4752 502.5947 502.7141 502.8335 502.9529 503.0723 503.1917 503.3110 503.4304 503.5497 503.6690 503.7883 503.9075 504.0268 504.1460 504.2652 504.3844 504.5036 504.6227 504.7419 504.8610 504.9801 505.0992 505.2183 505.3373 505.4564 505.5754 505.6944 505.8134 505.9324 506.0513 506.1703 506.2892 506.4081 506.5270 506.6459 506.7647 506.8835 507.0024 507.1212 507.2400 507.3587 507.4775 507.5962 507.7149 507.8336 507.9523 508.0710 508.1896 508.3082 508.4269 508.5455 508.6640 508.7826 508.9011 509.0197 509.1382 509.2567 509.3752 509.4936 509.6121 509.7305 509.8489 509.9673 510.0857 510.2040 510.3224 510.4407 510.5590 510.6773 510.7955 510.9138 511.0320 511.1503 511.2685 511.3866 511.5048 511.6230 511.7411 511.8592 511.9773 512.0954 512.2135 512.3315 512.4495 512.5675 512.6855 512.8035 512.9215 513.0394 513.1573 513.2752 513.3931 513.5110 513.6289 513.7467 513.8645 513.9823 514.1001 514.2179 514.3356 514.4534 514.5711 514.6888 514.8065 514.9241 515.0418 515.1594 515.2770 515.3946 515.5122 515.6298 515.7473 515.8648 515.9823 516.0998 516.2173 516.3348 516.4522 516.5696 516.6870 516.8044 516.9218 517.0391 517.1565 517.2738 517.3911 517.5084 517.6256 517.7429 517.8601 517.9773 518.0945 518.2117 518.3288 518.4460 518.5631 518.6802 518.7973 518.9144 519.0314 519.1485 519.2655 519.3825 519.4995 519.6164 519.7334 519.8503 519.9672 520.0841 520.2010 520.3178 520.4347 520.5515 520.6683 520.7851 520.9019 521.0186 521.1354 521.2521 521.3688 521.4855 521.6021 521.7188 521.8354 521.9520 522.0686 522.1852 522.3017 522.4183 522.5348 522.6513 522.7678 522.8843 523.0007 523.1171 523.2336 523.3500 523.4663 523.5827 523.6990 523.8154 523.9317 524.0480 524.1642 524.2805 524.3967 524.5130 524.6292 524.7453 524.8615 524.9777 525.0938 525.2099 525.3260 525.4421 525.5581 525.6742 525.7902 525.9062 526.0222 526.1382 526.2541 526.3701 526.4860 526.6019 526.7177 526.8336 526.9495 527.0653 527.1811 527.2969 527.4127 527.5284 527.6441 527.7599 527.8756 527.9913 528.1069 528.2226 528.3382 528.4538 528.5694 528.6850 528.8005 528.9161 529.0316 529.1471 529.2626 529.3781 529.4935 529.6090 529.7244 529.8398 529.9551 530.0705 530.1858 530.3012 530.4165 530.5318 530.6470 530.7623 530.8775 530.9928 531.1080 531.2231 531.3383 531.4535 531.5686 531.6837 531.7988 531.9139 532.0289 532.1440 532.2590 532.3740 532.4890 532.6040 532.7189 532.8338 532.9488 533.0637 533.1785 533.2934 533.4083 533.5231 533.6379 533.7527 533.8675 533.9822 534.0970 534.2117 534.3264 534.4411 534.5558 534.6704 534.7850 534.8997 535.0143 535.1288 535.2434 535.3580 535.4725 535.5870 535.7015 535.8160 535.9304 536.0449 536.1593 536.2737 536.3881 536.5025 536.6169 536.7312 536.8455 536.9598 537.0741 537.1884 537.3026 537.4169 537.5311 537.6453 537.7595 537.8737 537.9878 538.1020 538.2161 538.3302 538.4443 538.5584 538.6724 538.7864 538.9005 539.0145 539.1285 539.2424
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Column 1: Two letter code of measurement routine
Column 2: UT date and time for beginning of measurement, yyyymmddThhmmssZ (ISO 8601)
Column 3: Fractional days since 1-Jan-2000 UT midnight for beginning of measurement
Column 4: Routine count (1 for the first routine of the day, 2 for the second, etc.)
Column 5: Repetition count (1 for the first set in the routine, 2 for the second, etc.)
Column 6: Total duration of measurement set in seconds
Column 7: Data processing type index
Column 8: Integration time [ms]
Column 9: Number of bright count cycles
Column 10: Number of dark count cycles
Column 11: Saturation index: positive integer is the number of saturated cycles included in the data, negative integer is the number of cycles skipped due to saturation
Column 12: Effective position of filterwheel #1, 0=filterwheel not used, 1-9 are valid positions
Column 13: Effective position of filterwheel #2, 0=filterwheel not used, 1-9 are valid positions
Column 14: Pointing zenith angle in degree, absolute or relative (see next column), 999=tracker not used
Column 15: Zenith pointing mode: zenith angle is... 0=absolute, 1=relative to sun, 2=relative to moon
Column 16: Pointing azimuth in degree, increases clockwise, absolute (0=north) or relative (see next column), 999=tracker not used
Column 17: Azimuth pointing mode: like zenith angle mode but also fixed scattering angles relative to sun (3) or moon (4)
Column 18: Target distance [m], -1=not pointed on target
Column 19: Sum over 2^i with i being a L0 to L1 conversion step, 0=dark correction, 1=non-linearity correction, 2=latency correction, 3=flat field correction, 4=conversion to count rates, 5=temperature correction, 6=stray light correction, 7=wavelength change determination, 8=sensitivity correction, 9=wavelength correction
Column 20: Dark correction method: -9=no dark correction done, since it was not requested, -2=no dark correction done, since there were no bright measurements, -1=no dark correction done, since there was no matching dark measurement, 0=dark correction done with measured dark count only, since input darkmeth was MEAS or no dark map parameters available, 1=dark correction done using dark fine structure map and measured dark count, >1=dark correction done with measured dark count only, since dark background fitting gave an error
Column 21: L1 data quality flag: 0=assured high quality, 1=assured medium quality, 2=assured low quality, 10=not-assured high quality, 11=not-assured medium quality, 12=not-assured low quality
Column 22: Sum over 2^i using those i, for which the corresponding L1 data quality parameter exceeds the DQ1 limit, 0=Saturated data, 1=Too few dark counts measurements, 2=No temperature given or effective temperature too different from the reference temperature, 3=Dark count too high, 4=Unsuccessful dark background fitting, 5=The dark count differs significantly from the dark map for too many pixels, 6=Absolute value of estimated average residual stray light level too high, 7=Although attempted, no wavelength change could be retrieved, 8=Absolute value of retrieved wavelength shift too large, 9=Retrieved wavelength shift differs too much from the shift predicted by the effective temperature
Column 23: Sum over 2^i using those i, for which the corresponding L1 data quality parameter exceeds the DQ2 limit (same parameters as for DQ1)
Column 24: Wavelength effective temperature [°C], 999=no effective temperature given
Column 25: Number of pixels, where dark count is higher than bright count, -9=no bright counts or dark counts measured
Column 26: Number of pixels, where DQ1 sigma ranges of dark count and bright count do not overlap, -9=no bright count or dark count standard error measured
Column 27: Number of pixels, where DQ2 sigma ranges of dark count and bright count do not overlap, -9=no bright count or dark count standard error measured
Column 28: Index of (not dead, blind, warm, or saturated) pixel with highest corrected counts
Column 29: Mean over blind and oversampled pixels in the bright counts, -9 if there is no bright count
Column 30: Standard error of blind and oversampled pixels in the bright counts, -9 if there is no bright count standard error
Column 31: Mean over blind and oversampled pixels in the dark counts, -9 if there is no dark count
Column 32: Standard error of blind and oversampled pixels in the dark counts, -9 if there is no dark count standard error
Column 33: Number of function evaluations used for dark background fitting, -9 if no background fitting was done
Column 34: rms of unweighted fitting residuals for dark background fitting, -9 if no background fitting was done
Column 35: Normalized rms of weighted fitting residuals for dark background fitting, -9 if no background fitting was done
Column 36: Mean difference dark map to measured dark count, -9 if no background fitting was done
Column 37: rms of difference dark map to measured dark count, -9 if no background fitting was done
Column 38: Mean absolute difference dark map to measured dark count expressed in number of standard deviations, -9 if no background fitting was done
Column 39: Number of regular pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 40: Number of warm pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 41: Number of hot pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 42: Index of regular pixel, where the dark map differed most from the measured dark count, -9 if no background fitting was done
Column 43: Number of sigmas the dark map differs from the measured dark for the pixel with the largest difference, -9 if no background fitting was done
Column 44: Retrieved value for dark background fitting parameter 1, -9 if no background fitting was done
Column 45: Uncertainty of retrieved value for dark background fitting parameter 1, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 46: Retrieved value for dark background fitting parameter 2, -9 if no background fitting was done
Column 47: Uncertainty of retrieved value for dark background fitting parameter 2, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 48: Retrieved value for dark background fitting parameter 3, -9 if no background fitting was done
Column 49: Uncertainty of retrieved value for dark background fitting parameter 3, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 50: Retrieved value for dark background fitting parameter 4, -9 if no background fitting was done
Column 51: Uncertainty of retrieved value for dark background fitting parameter 4, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 52: Stray light correction method: 0=no stray light correction, 1=simple method, 2=uncorrected matrix method, 3=corrected matrix method
Column 53: Estimated average residual stray light level [%] (for methods 1 and 3 this is before the subtraction of the signal at no-input pixel)
Column 54: Estimated stray light in the signal before correction at 300nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 55: Estimated stray light in the signal before correction at 302.5nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 56: Estimated stray light in the signal before correction at 305nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 57: Estimated stray light in the signal before correction at 310nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 58: Estimated stray light in the signal before correction at 320nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 59: Estimated stray light in the signal before correction at 350nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 60: Estimated stray light in the signal before correction at 400nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 61: Wavelength change fitting result index: 0,1,2=no error or warning, 3=warning, -1 or >3=error
Column 62: Normalized rms of fitting residuals in wavelength change retrieval weighted with independent instrumental uncertainty, -9=fitting not successful or no fitting done
Column 63: Number of pixels included in wavelength change retrieval, -9=no wavelength change determination
Column 64: Number of pixels not included in wavelength correction, -9=no wavelength correction
Column 65: Mean wavelength correction applied [%], -9=no wavelength correction
Column 66: Standard deviation of wavelength correction applied [%], -9=no wavelength correction
Column 67: Minimum wavelength correction applied [%], -9=no wavelength correction
Column 68: Maximum wavelength correction applied [%], -9=no wavelength correction
Column 69: Expected wavelength shift based on effective temperature [nm], -9=no effective temperature given
Column 70: Retrieved wavelength change, order 0, -9=no wavelength change determination
Column 71: Retrieved wavelength change, order 1, -9=no wavelength change determination
Column 72: Temperature at electronics board [°C], 999=no temperature signal
Column 73: Spectrometer control temperature [°C], 999=no temperature signal
Column 74: Auxiliary spectrometer temperature [°C], 999=no temperature signal
Column 75: Temperature in head sensor [°C], 999=no temperature signal
Column 76: Azimuth motor temperature [°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 20241127T092958.2Z 9097.395813 2 1 52.01 3 4000.000 13 3 0 1 1 0.00 2 0.00 2 -1.00 507 1 11 296 0 19.73 722 2 0 1297 7.140e+02 3.620e+00 7.242e+02 8.022e+00 12 7.804e+01 6.191e+01 -9.651e-01 7.812e+01 2.438e+00 60 3 3 456 2.26e+02 3.772e-13 2.687e-13 1.990e+01 4.259e-01 2.872e+03 3.995e-01 -2.195e+02 9.436e-01 1 51.75 -3.00 -1.00 -1.00 -1.00 37.38 27.88 64.42 0 8.700e-01 1759 -9 -9.00 -9.00 -9.00 -9.00 -0.00841 5.16208e-01 -5.90425e-03 22.71 14.99 19.73 8.96 39.10 38.6 995.66 7.701e+11 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 2963 -62 2039 221 307 2645 3720 801 256 1866 1318 636 718 2750 -453 2141 -417 1614 1238 -192 -324 2167 1920 3814 1 2617 -251 347 1412 -24 -416 -253 -316 -146 -384 -393 -397 438 -269 548 -362 -363 -382 -453 -395 -301 -286 -404 -409 -375 -380 792 492 -346 -397 -356 -352 -368 1083 -376 -390 -396 1492 -338 -359 -334 -416 1781 -384 -345 -407 -380 -340 -333 0 -333 1053 -321 -373 2918 -355 -387 -450 -314 -313 -405 -340 -362 -350 -305 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220 13 13 150 255 157 338 12 12 12 224 12 270 12 242 12 176 291 203 12 220 290 185 257 12 174 210 172 205 12 268 12 12 209 12 228 12 212 159 12 236 12 261 12 11 224 180 204 269 187 11 232 189 96 223 210 234 11 220 190 184 252 11 242 259 177 203 199 202 210 263 216 135 11 201 182 264 195 40 277 221 11 114 209 253 11 241 11 191 209 156 244 262 11 257 11 245 203 240 161 245 189 11 240 11 233 219 240 226 88 210 232 201 11 210 246 257 259 179 245 269 216 250 260 216 229 220 190 169 202 201 227 222 140 178 144 216 10 157 222 217 237 148 208 10 214 250 222 211 241 234 163 247 221 209 195 149 219 10 104 161 252 160 249 146 10 238 10 121 10 222 166 222 174 204 217 131 239 235 141 226 183 262 220 10 222 232 233 227 208 155 235 211 10 233 167 228 188 212 198 237 236 244 231 192 231 237 225 211 232 228 199 245 10 233 239 250 226 239 247 227 247 227 235 238 193 238 179 243 162 234 242 219 231 219 10 211 207 245 213 200 339 196 226 206 220 150 237 243 147 244 188 217 10 190 207 238 210 217 244 241 230 210 143 251 199 249 224 225 10 227 174 222 221 246 212 215 196 206 258 227 210 247 269 258 251 115 245 10 238 190 245 235 229 223 10 234 238 10 210 228 234 228 169 239 11 175 233 263 11 241 251 242 247 174 249 228 251 253 252 250 225 256 239 245 244 171 222 250 259 239 244 203 285 314 199 238 227 245 246 245 238 273 250 203 233 240 276 241 197 274 228 212 287 254 11 268 274 249 287 218 147 12 279 250 217 215 187 12 242 258 276 264 297 249 209 12 252 263 117 252 195 256 269 287 264 263 229 295 263 277 209 270 266 286 242 271 263 337 173 283 293 195 221 309 265 260 14 334 14 298 318 318 339 364 311 323 343 335 317 315 293 325 317 316 15 302 358 373 309 336 237 16 248 360 344 333 358 16 387 398 382 380 17 17 396 325 18 349 18 377 416 440 435 397 364 316 336 265 369 357 427 20 417 352 342 442 498 22 424 506 454 477 556 344 155 511 529 441 25 25 636 539 484 569 238 585 520 703 545 29 635 630 613 31 741 675 585 717 599 782 35 808 718 38 38 756 801 41 734 984 946 849 46 1117 881 1046 50 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99.20 99.20 99.24 99.24 99.20 99.20 99.23 99.22 99.19 99.20 99.14 99.15 99.14 99.13 99.06 98.99 98.95 98.96 99.01 99.01 99.10 99.16 99.14 99.17 99.14 99.10 99.13 99.15 99.16 99.18 99.19 99.20 99.22 99.20 99.22 99.19 99.16 99.15 99.16 99.14 99.14 99.16 99.16 99.18 99.21 99.22 99.23 99.24 99.23 99.20 99.21 99.23 99.18 99.22 99.22 99.17 99.21 99.20 99.21 99.19 99.20 99.20 99.17 99.15 99.13 99.13 99.11 99.13 99.16 99.16 99.17 99.22 99.19 99.21 99.24 99.21 99.20 99.21 99.17 99.15 99.17 99.14 99.17 99.20 99.20 99.18 99.21 99.23 99.20 99.22 99.19 99.22 99.21 99.21 99.19 99.16 99.15 99.16 99.18 99.19 99.20 99.22 99.22 99.21 99.18 99.21 99.19 99.17 99.21 99.21 99.21 99.19 99.22 99.17 99.17 99.15 99.14 99.10 99.11 99.13 99.13 99.18 99.18 99.18 99.16 99.18 99.19 99.19 99.19 99.18 99.19 99.17 99.13 99.14 99.13 99.15 99.09 99.12 99.10 99.11 99.14 99.09 99.11 99.09 99.13 99.12 99.09 99.11 99.13 99.12 99.11 99.14 99.14 99.15 99.12 99.12 99.16 99.13 99.16 99.18 99.14 99.15 99.13 99.10 99.11 99.11 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2215 1589 1759 1262 1557 1604 1732 2280 1595 1668 1741 1737 2346 1514 1796 1433 1829 1671 1314 1543 1371 1671 1693 1870 1607 1500 1627 1271 1525 1627 1244 1613 1397 1982 1703 1268 1380 1421 1758 1550 1755 2014 1766 1637 1534 1686 1683 1729 1730 1804 1588 1648 1713 1582 1496 1763 1462 1467 1463 1790 1867 1489 1774 1641 1582 1641 1535 1625 1623 1562 1139 1815 1769 1715 1794 1894 1607 1386 1814 1580 1503 1630 1946 1461 1530 1439 1637 1715 1832 1721 1433 1357 1824 1670 1705 1825 1488 1451 1373 1589 1493 1697 1492 1642 1526 1400 1531 1414 1559 1400 1691 1654 1627 1454 1570 1573 1329 1454 1470 1644 1424 1272 1488 1614 1358 1784 1226 1860 1503 1565 1426 1383 1397 1591 1783 1314 1319 1339 1503 1559 1583 1626 1198 1536 2188 1313 1600 2039 1640 1713 1375 1752 1805 1322 1496 1494 2017 1497 1332 1708 1437 1867 1866 1327 1587 1750 1496 1568 1561 1478 1508 1530 1345 1154 1577 1574 1479 1500 1372 1400 1592 1353 1723 1863 1770 1207 1535 1463 1491 1727 1282 1271 1868 1668 1680 1635 1440 1415 1548 1583 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14 14 14 14 14 14 14 14 14 102 13 13 13 13 13 13 344 13 13 13 13 13 129 13 13 13 13 280 159 13 13 189 12 12 12 12 12 12 144 12 261 12 12 12 12 177 12 12 239 237 12 150 12 12 12 12 227 12 295 174 12 170 249 216 12 274 12 156 274 233 204 236 226 256 257 240 266 275 233 274 262 293 179 197 272 254 293 216 260 304 284 288 280 291 272 266 266 219 277 269 284 287 294 267 300 275 299 292 296 289 284 284 291 290 272 292 291 302 300 295 303 307 291 288 297 299 304 301 304 306 311 307 309 312 303 305 300 300 301 301 304 303 297 297 303 293 294 285 295 303 304 311 307 313 311 313 316 311 313 313 308 306 306 309 306 308 310 314 314 315 323 324 322 326 324 322 325 322 320 318 318 318 316 313 312 314 315 318 318 318 322 326 332 334 332 332 335 334 333 330 329 324 320 319 319 319 320 319 318 319 325 326 332 329 328 329 331 331 331 331 329 327 327 323 325 321 324 320 324 328 328 331 332 333 332 332 334 335 340 337 335 329 325 323 324 327 328 326 324 318 319 10 323 327 329 330 328 328 333 333 335 335 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