File name: Pandora107s1_LynnMA_20240926_L1_smca1c7d20230718p1-8.txt File generation date: 20240927T044448.6Z Data description: Level 1 file (corrected signals) Data file version: smca1c7d20230718p1-8 Local principal investigator: Gonzalo Gonzalez Abad Network principal investigator: Alexander Cede Instrument type: Pandora Instrument number: 107 Spectrometer number: 1 Processing software version used: BlickP v1.8.60 Instrument operation file used: Pandora107_OF_v3d20230601.txt Instrument calibration file used: Pandora107s1_CF_v7d20230718.txt Level 0 file used: Pandora107s1_LynnMA_20240926_L0.txt Full location name: Lynn Massachusetts Department of Environmental Protection Short location name: LynnMA Country of location: United States Location latitude [deg]: 42.4746 Location longitude [deg]: -70.9708 Location altitude [m]: 52 Local noon date: 20240926 Notes on s-number (L1 configuration): Corrections NOT applied although requested by the s-number are latency correction, matrix method stray light correction (replaced by simple method) Data caveats: OOB session based on clearance session 6 Nominal wavelengths [nm]: 273.9294 274.0726 274.2157 274.3588 274.5020 274.6451 274.7882 274.9313 275.0744 275.2174 275.3605 275.5035 275.6466 275.7896 275.9326 276.0756 276.2186 276.3616 276.5046 276.6476 276.7906 276.9335 277.0765 277.2194 277.3623 277.5052 277.6481 277.7910 277.9339 278.0768 278.2197 278.3625 278.5054 278.6482 278.7910 278.9339 279.0767 279.2195 279.3622 279.5050 279.6478 279.7905 279.9333 280.0760 280.2188 280.3615 280.5042 280.6469 280.7896 280.9323 281.0749 281.2176 281.3602 281.5029 281.6455 281.7881 281.9307 282.0733 282.2159 282.3585 282.5011 282.6436 282.7862 282.9287 283.0712 283.2137 283.3563 283.4987 283.6412 283.7837 283.9262 284.0686 284.2111 284.3535 284.4960 284.6384 284.7808 284.9232 285.0656 285.2079 285.3503 285.4927 285.6350 285.7773 285.9197 286.0620 286.2043 286.3466 286.4889 286.6311 286.7734 286.9157 287.0579 287.2001 287.3424 287.4846 287.6268 287.7690 287.9112 288.0533 288.1955 288.3376 288.4798 288.6219 288.7640 288.9061 289.0482 289.1903 289.3324 289.4745 289.6165 289.7586 289.9006 290.0427 290.1847 290.3267 290.4687 290.6107 290.7527 290.8946 291.0366 291.1785 291.3205 291.4624 291.6043 291.7462 291.8881 292.0300 292.1719 292.3137 292.4556 292.5974 292.7392 292.8811 293.0229 293.1647 293.3065 293.4482 293.5900 293.7318 293.8735 294.0153 294.1570 294.2987 294.4404 294.5821 294.7238 294.8655 295.0071 295.1488 295.2904 295.4321 295.5737 295.7153 295.8569 295.9985 296.1401 296.2816 296.4232 296.5647 296.7063 296.8478 296.9893 297.1308 297.2723 297.4138 297.5553 297.6967 297.8382 297.9796 298.1211 298.2625 298.4039 298.5453 298.6867 298.8281 298.9694 299.1108 299.2521 299.3935 299.5348 299.6761 299.8174 299.9587 300.1000 300.2413 300.3825 300.5238 300.6650 300.8063 300.9475 301.0887 301.2299 301.3711 301.5123 301.6534 301.7946 301.9357 302.0769 302.2180 302.3591 302.5002 302.6413 302.7824 302.9234 303.0645 303.2055 303.3466 303.4876 303.6286 303.7696 303.9106 304.0516 304.1926 304.3335 304.4745 304.6154 304.7564 304.8973 305.0382 305.1791 305.3200 305.4608 305.6017 305.7426 305.8834 306.0242 306.1650 306.3059 306.4467 306.5874 306.7282 306.8690 307.0097 307.1505 307.2912 307.4319 307.5727 307.7134 307.8540 307.9947 308.1354 308.2761 308.4167 308.5573 308.6980 308.8386 308.9792 309.1198 309.2604 309.4009 309.5415 309.6820 309.8226 309.9631 310.1036 310.2441 310.3846 310.5251 310.6656 310.8060 310.9465 311.0869 311.2273 311.3678 311.5082 311.6485 311.7889 311.9293 312.0697 312.2100 312.3504 312.4907 312.6310 312.7713 312.9116 313.0519 313.1922 313.3324 313.4727 313.6129 313.7531 313.8934 314.0336 314.1738 314.3139 314.4541 314.5943 314.7344 314.8746 315.0147 315.1548 315.2949 315.4350 315.5751 315.7152 315.8552 315.9953 316.1353 316.2754 316.4154 316.5554 316.6954 316.8354 316.9753 317.1153 317.2552 317.3952 317.5351 317.6750 317.8149 317.9548 318.0947 318.2346 318.3744 318.5143 318.6541 318.7939 318.9338 319.0736 319.2134 319.3531 319.4929 319.6327 319.7724 319.9121 320.0519 320.1916 320.3313 320.4710 320.6107 320.7503 320.8900 321.0296 321.1693 321.3089 321.4485 321.5881 321.7277 321.8673 322.0068 322.1464 322.2859 322.4255 322.5650 322.7045 322.8440 322.9835 323.1230 323.2624 323.4019 323.5413 323.6808 323.8202 323.9596 324.0990 324.2384 324.3777 324.5171 324.6564 324.7958 324.9351 325.0744 325.2137 325.3530 325.4923 325.6316 325.7708 325.9101 326.0493 326.1885 326.3278 326.4670 326.6061 326.7453 326.8845 327.0236 327.1628 327.3019 327.4410 327.5801 327.7192 327.8583 327.9974 328.1365 328.2755 328.4146 328.5536 328.6926 328.8316 328.9706 329.1096 329.2486 329.3875 329.5265 329.6654 329.8043 329.9432 330.0821 330.2210 330.3599 330.4988 330.6376 330.7765 330.9153 331.0541 331.1929 331.3317 331.4705 331.6093 331.7480 331.8868 332.0255 332.1643 332.3030 332.4417 332.5804 332.7190 332.8577 332.9964 333.1350 333.2736 333.4123 333.5509 333.6895 333.8281 333.9666 334.1052 334.2438 334.3823 334.5208 334.6593 334.7978 334.9363 335.0748 335.2133 335.3517 335.4902 335.6286 335.7670 335.9054 336.0438 336.1822 336.3206 336.4590 336.5973 336.7357 336.8740 337.0123 337.1506 337.2889 337.4272 337.5654 337.7037 337.8419 337.9802 338.1184 338.2566 338.3948 338.5330 338.6711 338.8093 338.9475 339.0856 339.2237 339.3618 339.4999 339.6380 339.7761 339.9142 340.0522 340.1903 340.3283 340.4663 340.6043 340.7423 340.8803 341.0183 341.1562 341.2942 341.4321 341.5700 341.7079 341.8458 341.9837 342.1216 342.2594 342.3973 342.5351 342.6730 342.8108 342.9486 343.0864 343.2241 343.3619 343.4997 343.6374 343.7751 343.9128 344.0506 344.1882 344.3259 344.4636 344.6013 344.7389 344.8765 345.0142 345.1518 345.2894 345.4269 345.5645 345.7021 345.8396 345.9772 346.1147 346.2522 346.3897 346.5272 346.6647 346.8021 346.9396 347.0770 347.2144 347.3518 347.4892 347.6266 347.7640 347.9014 348.0387 348.1761 348.3134 348.4507 348.5880 348.7253 348.8626 348.9999 349.1371 349.2744 349.4116 349.5488 349.6860 349.8232 349.9604 350.0976 350.2347 350.3719 350.5090 350.6461 350.7832 350.9203 351.0574 351.1945 351.3315 351.4686 351.6056 351.7426 351.8796 352.0166 352.1536 352.2906 352.4276 352.5645 352.7014 352.8384 352.9753 353.1122 353.2491 353.3859 353.5228 353.6596 353.7965 353.9333 354.0701 354.2069 354.3437 354.4805 354.6172 354.7540 354.8907 355.0275 355.1642 355.3009 355.4375 355.5742 355.7109 355.8475 355.9842 356.1208 356.2574 356.3940 356.5306 356.6672 356.8037 356.9403 357.0768 357.2133 357.3499 357.4864 357.6228 357.7593 357.8958 358.0322 358.1687 358.3051 358.4415 358.5779 358.7143 358.8507 358.9870 359.1234 359.2597 359.3960 359.5323 359.6686 359.8049 359.9412 360.0775 360.2137 360.3500 360.4862 360.6224 360.7586 360.8948 361.0309 361.1671 361.3032 361.4394 361.5755 361.7116 361.8477 361.9838 362.1199 362.2559 362.3920 362.5280 362.6640 362.8000 362.9360 363.0720 363.2080 363.3439 363.4799 363.6158 363.7517 363.8876 364.0235 364.1594 364.2953 364.4311 364.5670 364.7028 364.8386 364.9744 365.1102 365.2460 365.3818 365.5175 365.6532 365.7890 365.9247 366.0604 366.1961 366.3318 366.4674 366.6031 366.7387 366.8743 367.0099 367.1455 367.2811 367.4167 367.5523 367.6878 367.8233 367.9589 368.0944 368.2299 368.3653 368.5008 368.6363 368.7717 368.9071 369.0426 369.1780 369.3134 369.4487 369.5841 369.7195 369.8548 369.9901 370.1254 370.2607 370.3960 370.5313 370.6666 370.8018 370.9371 371.0723 371.2075 371.3427 371.4779 371.6131 371.7482 371.8834 372.0185 372.1536 372.2887 372.4238 372.5589 372.6940 372.8290 372.9641 373.0991 373.2341 373.3691 373.5041 373.6391 373.7740 373.9090 374.0439 374.1788 374.3138 374.4487 374.5835 374.7184 374.8533 374.9881 375.1229 375.2578 375.3926 375.5274 375.6621 375.7969 375.9317 376.0664 376.2011 376.3358 376.4705 376.6052 376.7399 376.8746 377.0092 377.1439 377.2785 377.4131 377.5477 377.6823 377.8168 377.9514 378.0859 378.2205 378.3550 378.4895 378.6240 378.7584 378.8929 379.0274 379.1618 379.2962 379.4306 379.5650 379.6994 379.8338 379.9681 380.1025 380.2368 380.3711 380.5054 380.6397 380.7740 380.9083 381.0425 381.1768 381.3110 381.4452 381.5794 381.7136 381.8477 381.9819 382.1160 382.2502 382.3843 382.5184 382.6525 382.7866 382.9206 383.0547 383.1887 383.3227 383.4568 383.5908 383.7247 383.8587 383.9927 384.1266 384.2605 384.3945 384.5284 384.6622 384.7961 384.9300 385.0638 385.1977 385.3315 385.4653 385.5991 385.7329 385.8667 386.0004 386.1341 386.2679 386.4016 386.5353 386.6690 386.8027 386.9363 387.0700 387.2036 387.3372 387.4708 387.6044 387.7380 387.8716 388.0051 388.1387 388.2722 388.4057 388.5392 388.6727 388.8062 388.9396 389.0731 389.2065 389.3399 389.4733 389.6067 389.7401 389.8734 390.0068 390.1401 390.2734 390.4068 390.5400 390.6733 390.8066 390.9399 391.0731 391.2063 391.3395 391.4727 391.6059 391.7391 391.8722 392.0054 392.1385 392.2716 392.4047 392.5378 392.6709 392.8040 392.9370 393.0701 393.2031 393.3361 393.4691 393.6021 393.7350 393.8680 394.0009 394.1339 394.2668 394.3997 394.5325 394.6654 394.7983 394.9311 395.0640 395.1968 395.3296 395.4624 395.5951 395.7279 395.8606 395.9934 396.1261 396.2588 396.3915 396.5242 396.6568 396.7895 396.9221 397.0547 397.1874 397.3199 397.4525 397.5851 397.7177 397.8502 397.9827 398.1152 398.2477 398.3802 398.5127 398.6451 398.7776 398.9100 399.0424 399.1748 399.3072 399.4396 399.5719 399.7043 399.8366 399.9689 400.1012 400.2335 400.3658 400.4981 400.6303 400.7626 400.8948 401.0270 401.1592 401.2914 401.4235 401.5557 401.6878 401.8199 401.9520 402.0841 402.2162 402.3483 402.4803 402.6124 402.7444 402.8764 403.0084 403.1404 403.2724 403.4043 403.5363 403.6682 403.8001 403.9320 404.0639 404.1958 404.3276 404.4595 404.5913 404.7231 404.8549 404.9867 405.1185 405.2502 405.3820 405.5137 405.6454 405.7771 405.9088 406.0405 406.1721 406.3038 406.4354 406.5670 406.6986 406.8302 406.9618 407.0934 407.2249 407.3564 407.4880 407.6195 407.7510 407.8824 408.0139 408.1453 408.2768 408.4082 408.5396 408.6710 408.8024 408.9337 409.0651 409.1964 409.3277 409.4590 409.5903 409.7216 409.8529 409.9841 410.1154 410.2466 410.3778 410.5090 410.6402 410.7713 410.9025 411.0336 411.1647 411.2958 411.4269 411.5580 411.6891 411.8201 411.9512 412.0822 412.2132 412.3442 412.4752 412.6061 412.7371 412.8680 412.9989 413.1298 413.2607 413.3916 413.5225 413.6533 413.7842 413.9150 414.0458 414.1766 414.3074 414.4381 414.5689 414.6996 414.8303 414.9610 415.0917 415.2224 415.3531 415.4837 415.6143 415.7450 415.8756 416.0062 416.1367 416.2673 416.3978 416.5284 416.6589 416.7894 416.9199 417.0504 417.1808 417.3113 417.4417 417.5721 417.7025 417.8329 417.9633 418.0937 418.2240 418.3543 418.4847 418.6150 418.7452 418.8755 419.0058 419.1360 419.2663 419.3965 419.5267 419.6569 419.7870 419.9172 420.0473 420.1775 420.3076 420.4377 420.5678 420.6978 420.8279 420.9579 421.0880 421.2180 421.3480 421.4779 421.6079 421.7379 421.8678 421.9977 422.1276 422.2575 422.3874 422.5173 422.6471 422.7770 422.9068 423.0366 423.1664 423.2962 423.4259 423.5557 423.6854 423.8151 423.9448 424.0745 424.2042 424.3339 424.4635 424.5932 424.7228 424.8524 424.9820 425.1115 425.2411 425.3706 425.5002 425.6297 425.7592 425.8887 426.0181 426.1476 426.2770 426.4065 426.5359 426.6653 426.7947 426.9240 427.0534 427.1827 427.3120 427.4413 427.5706 427.6999 427.8292 427.9584 428.0877 428.2169 428.3461 428.4753 428.6045 428.7336 428.8628 428.9919 429.1210 429.2501 429.3792 429.5083 429.6373 429.7664 429.8954 430.0244 430.1534 430.2824 430.4114 430.5403 430.6693 430.7982 430.9271 431.0560 431.1849 431.3137 431.4426 431.5714 431.7002 431.8290 431.9578 432.0866 432.2154 432.3441 432.4728 432.6016 432.7303 432.8589 432.9876 433.1163 433.2449 433.3735 433.5021 433.6307 433.7593 433.8879 434.0164 434.1450 434.2735 434.4020 434.5305 434.6590 434.7874 434.9159 435.0443 435.1727 435.3011 435.4295 435.5579 435.6862 435.8146 435.9429 436.0712 436.1995 436.3278 436.4561 436.5843 436.7125 436.8408 436.9690 437.0972 437.2253 437.3535 437.4816 437.6098 437.7379 437.8660 437.9941 438.1221 438.2502 438.3782 438.5063 438.6343 438.7623 438.8902 439.0182 439.1462 439.2741 439.4020 439.5299 439.6578 439.7857 439.9135 440.0414 440.1692 440.2970 440.4248 440.5526 440.6804 440.8081 440.9359 441.0636 441.1913 441.3190 441.4467 441.5743 441.7020 441.8296 441.9572 442.0848 442.2124 442.3400 442.4675 442.5951 442.7226 442.8501 442.9776 443.1051 443.2325 443.3600 443.4874 443.6148 443.7422 443.8696 443.9970 444.1243 444.2517 444.3790 444.5063 444.6336 444.7609 444.8881 445.0154 445.1426 445.2698 445.3970 445.5242 445.6514 445.7786 445.9057 446.0328 446.1599 446.2870 446.4141 446.5412 446.6682 446.7953 446.9223 447.0493 447.1763 447.3032 447.4302 447.5571 447.6841 447.8110 447.9379 448.0648 448.1916 448.3185 448.4453 448.5721 448.6989 448.8257 448.9525 449.0792 449.2060 449.3327 449.4594 449.5861 449.7128 449.8394 449.9661 450.0927 450.2193 450.3459 450.4725 450.5991 450.7257 450.8522 450.9787 451.1052 451.2317 451.3582 451.4847 451.6111 451.7375 451.8640 451.9903 452.1167 452.2431 452.3695 452.4958 452.6221 452.7484 452.8747 453.0010 453.1272 453.2535 453.3797 453.5059 453.6321 453.7583 453.8845 454.0106 454.1368 454.2629 454.3890 454.5151 454.6411 454.7672 454.8932 455.0193 455.1453 455.2713 455.3972 455.5232 455.6491 455.7751 455.9010 456.0269 456.1528 456.2786 456.4045 456.5303 456.6561 456.7820 456.9077 457.0335 457.1593 457.2850 457.4107 457.5365 457.6621 457.7878 457.9135 458.0391 458.1648 458.2904 458.4160 458.5416 458.6671 458.7927 458.9182 459.0437 459.1693 459.2947 459.4202 459.5457 459.6711 459.7965 459.9219 460.0473 460.1727 460.2981 460.4234 460.5488 460.6741 460.7994 460.9247 461.0499 461.1752 461.3004 461.4256 461.5508 461.6760 461.8012 461.9264 462.0515 462.1766 462.3017 462.4268 462.5519 462.6770 462.8020 462.9270 463.0520 463.1770 463.3020 463.4270 463.5519 463.6769 463.8018 463.9267 464.0516 464.1764 464.3013 464.4261 464.5510 464.6758 464.8005 464.9253 465.0501 465.1748 465.2995 465.4243 465.5489 465.6736 465.7983 465.9229 466.0476 466.1722 466.2968 466.4213 466.5459 466.6705 466.7950 466.9195 467.0440 467.1685 467.2930 467.4174 467.5418 467.6663 467.7907 467.9151 468.0394 468.1638 468.2881 468.4124 468.5368 468.6610 468.7853 468.9096 469.0338 469.1580 469.2823 469.4064 469.5306 469.6548 469.7789 469.9031 470.0272 470.1513 470.2753 470.3994 470.5235 470.6475 470.7715 470.8955 471.0195 471.1435 471.2674 471.3913 471.5153 471.6392 471.7630 471.8869 472.0108 472.1346 472.2584 472.3822 472.5060 472.6298 472.7535 472.8773 473.0010 473.1247 473.2484 473.3721 473.4957 473.6194 473.7430 473.8666 473.9902 474.1138 474.2373 474.3609 474.4844 474.6079 474.7314 474.8549 474.9783 475.1018 475.2252 475.3486 475.4720 475.5954 475.7188 475.8421 475.9654 476.0887 476.2120 476.3353 476.4586 476.5818 476.7051 476.8283 476.9515 477.0747 477.1978 477.3210 477.4441 477.5672 477.6903 477.8134 477.9365 478.0595 478.1826 478.3056 478.4286 478.5516 478.6745 478.7975 478.9204 479.0433 479.1662 479.2891 479.4120 479.5348 479.6577 479.7805 479.9033 480.0261 480.1488 480.2716 480.3943 480.5170 480.6398 480.7624 480.8851 481.0078 481.1304 481.2530 481.3756 481.4982 481.6208 481.7433 481.8659 481.9884 482.1109 482.2334 482.3558 482.4783 482.6007 482.7232 482.8456 482.9679 483.0903 483.2127 483.3350 483.4573 483.5796 483.7019 483.8242 483.9464 484.0687 484.1909 484.3131 484.4353 484.5574 484.6796 484.8017 484.9239 485.0460 485.1680 485.2901 485.4122 485.5342 485.6562 485.7782 485.9002 486.0222 486.1441 486.2661 486.3880 486.5099 486.6318 486.7536 486.8755 486.9973 487.1191 487.2409 487.3627 487.4845 487.6062 487.7280 487.8497 487.9714 488.0931 488.2147 488.3364 488.4580 488.5796 488.7012 488.8228 488.9444 489.0659 489.1875 489.3090 489.4305 489.5519 489.6734 489.7949 489.9163 490.0377 490.1591 490.2805 490.4018 490.5232 490.6445 490.7658 490.8871 491.0084 491.1296 491.2509 491.3721 491.4933 491.6145 491.7357 491.8568 491.9780 492.0991 492.2202 492.3413 492.4624 492.5834 492.7045 492.8255 492.9465 493.0675 493.1885 493.3094 493.4303 493.5513 493.6722 493.7931 493.9139 494.0348 494.1556 494.2764 494.3972 494.5180 494.6388 494.7595 494.8803 495.0010 495.1217 495.2424 495.3630 495.4837 495.6043 495.7249 495.8455 495.9661 496.0866 496.2072 496.3277 496.4482 496.5687 496.6892 496.8096 496.9301 497.0505 497.1709 497.2913 497.4117 497.5320 497.6524 497.7727 497.8930 498.0133 498.1335 498.2538 498.3740 498.4942 498.6144 498.7346 498.8548 498.9749 499.0951 499.2152 499.3353 499.4554 499.5754 499.6955 499.8155 499.9355 500.0555 500.1755 500.2954 500.4154 500.5353 500.6552 500.7751 500.8950 501.0148 501.1347 501.2545 501.3743 501.4941 501.6138 501.7336 501.8533 501.9730 502.0927 502.2124 502.3321 502.4517 502.5713 502.6910 502.8106 502.9301 503.0497 503.1692 503.2888 503.4083 503.5278 503.6472 503.7667 503.8861 504.0055 504.1249 504.2443 504.3637 504.4830 504.6024 504.7217 504.8410 504.9603 505.0795 505.1988 505.3180 505.4372 505.5564 505.6756 505.7947 505.9139 506.0330 506.1521 506.2712 506.3903 506.5093 506.6284 506.7474 506.8664 506.9854 507.1043 507.2233 507.3422 507.4611 507.5800 507.6989 507.8178 507.9366 508.0554 508.1742 508.2930 508.4118 508.5306 508.6493 508.7680 508.8867 509.0054 509.1241 509.2427 509.3614 509.4800 509.5986 509.7171 509.8357 509.9543 510.0728 510.1913 510.3098 510.4283 510.5467 510.6651 510.7836 510.9020 511.0204 511.1387 511.2571 511.3754 511.4937 511.6120 511.7303 511.8486 511.9668 512.0850 512.2032 512.3214 512.4396 512.5578 512.6759 512.7940 512.9121 513.0302 513.1483 513.2663 513.3844 513.5024 513.6204 513.7383 513.8563 513.9742 514.0922 514.2101 514.3280 514.4458 514.5637 514.6815 514.7993 514.9171 515.0349 515.1527 515.2704 515.3882 515.5059 515.6236 515.7412 515.8589 515.9765 516.0942 516.2118 516.3294 516.4469 516.5645 516.6820 516.7995 516.9170 517.0345 517.1520 517.2694 517.3868 517.5042 517.6216 517.7390 517.8563 517.9737 518.0910 518.2083 518.3256 518.4428 518.5601 518.6773 518.7945 518.9117 519.0289 519.1460 519.2632 519.3803 519.4974 519.6145 519.7316 519.8486 519.9656 520.0826 520.1996 520.3166 520.4336 520.5505 520.6674 520.7843 520.9012 521.0181 521.1349 521.2518 521.3686 521.4854 521.6022 521.7189 521.8357 521.9524 522.0691 522.1858 522.3024 522.4191 522.5357 522.6523 522.7689 522.8855 523.0021 523.1186 523.2351 523.3517 523.4681 523.5846 523.7011 523.8175 523.9339 524.0503 524.1667 524.2830 524.3994 524.5157 524.6320 524.7483 524.8646 524.9808 525.0971 525.2133 525.3295 525.4457 525.5618 525.6780 525.7941 525.9102 526.0263 526.1423 526.2584 526.3744 526.4904 526.6064 526.7224 526.8384 526.9543 527.0702 527.1861 527.3020 527.4179 527.5337 527.6496 527.7654 527.8812 527.9969 528.1127 528.2284 528.3442 528.4599 528.5755 528.6912 528.8069 528.9225 529.0381 529.1537 529.2693 529.3848 529.5004 529.6159 529.7314 529.8469 529.9623 530.0778 530.1932 530.3086 530.4240 530.5394 530.6547 530.7700 530.8853 531.0006 531.1159 531.2312 531.3464 531.4616 531.5768 531.6920 531.8072 531.9223 532.0375 532.1526 532.2677 532.3827 532.4978 532.6128 532.7279 532.8429 532.9578 533.0728 533.1877 533.3027 533.4176 533.5325 533.6473 533.7622 533.8770 533.9918 534.1066 534.2214 534.3361 534.4509 534.5656 534.6803 534.7950 534.9096 535.0243 535.1389 535.2535 535.3681 535.4827 535.5972 535.7117 535.8262 535.9407 536.0552 536.1697 536.2841 536.3985 536.5129 536.6273 536.7417 536.8560 536.9703 537.0846 537.1989 537.3132 537.4274 537.5417 537.6559 537.7701 537.8842 537.9984 538.1125 538.2266 538.3407 538.4548 538.5689 538.6829 538.7969 538.9109 539.0249 539.1388 539.2528 539.3667 539.4806 539.5945 539.7084 539.8222 539.9360 540.0499 --------------------------------------------------------------------------------------- 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 --------------------------------------------------------------------------------------- MO 20240926T043634.8Z 9035.192069 2 1 52.01 3 4000.000 13 2 0 1 1 0.00 2 0.00 2 -1.00 507 1 12 776 768 21.53 295 2 0 598 6.191e+02 2.846e+00 6.367e+02 3.937e+00 19 2.611e+02 2.611e+02 -9.844e-02 2.614e+02 1.892e+00 0 0 0 0 0.00e+00 4.055e-26 -9.000e+00 3.924e+01 -9.000e+00 3.306e+03 -9.000e+00 1 10.88 36.08 7.79 31.97 18.20 24.85 21.61 25.71 0 6.203e-01 1757 -9 -9.00 -9.00 -9.00 -9.00 -0.00146 -1.83253e+00 4.41816e-03 25.68 20.00 21.53 23.37 0.0 932.93 7.646e+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 0 0 0 0 0 0 0 0 0 0 5402 4775 4671 3028 3737 3697 212 2073 3953 1980 714 4097 991 8148 349 1539 121 -189 -217 -75 294 -247 957 194 -210 -240 1134 -263 -221 93 675 1590 -213 -206 -176 -190 -153 -17 -255 -197 -195 -191 77 -166 -203 6 -174 -197 278 -79 -172 -208 -210 -169 -161 262 19 -206 -163 599 -78 -200 -186 -220 -165 -6 -176 -224 741 -199 261 -189 -152 389 -181 -219 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-210 800 869 876 701 -334 915 756 301 -152 1605 286 1398 425 824 408 912 1033 -156 507 1332 310 251708 1456 438 -110 -196 484 1313 47 1477 802 -160 809 -23 1081 724 189 -286 462 -173 786 1435 957 415 1350 1414 897 1069 1095 816 -161 2114 556 542 545 3325 673 1372 711 831 1013 803 1087 494 422 481 1 49 845 1843 541 1997 1399 661 338 1171 701 -186 1153 437 -6 2027 780 870 1213 1432 -173 420 568 1276 938 215 839 -210 808 399 -167 869 781 1491 3077 898 1712 -64 911 253 896 470 -175 1111 478 1036 481 774 -170 610 1003 1182 -110 4135 948 506 -68 277 428 1023 -192 10 1055 2965 1330 227 3148 -178 -156 19 182 434 -168 829 545 1484 -176 1990 3382 1326 2048 -208 1731 807 202 -3 1472 1689 -263 -138 814 288 937 1626 1555 -174 802 738 -198 1115 1866 1241 1299 572 -185 911 575 740 450 -241 205 -174 1183 477 871 423 631 68 -187 788 306 869 155 252 309 707 1293 -187 1026 641 -173 392 -176 -78 593 916 291 214 652 205 1176 1359 1309 1102 -176 942 760 4412 3298 -6 1693 236 -70 88 360 171 1073 -108 -237 -168 637 -207 162 3040 -229 367 1715 554 -222 -78 3371 787 1298 -182 198 711 822 327 2069 -224 709 77 743 -66 2105 1463 1451 -177 280 1789 -173 1685 1702 -191 788 -219 418 726 1143 633 81 598 1027 1320 1421 -200 47 -233 -252 358 234 1940 -173 153 823 -184 -42 371 -187 -189 107 -170 490 -181 1032 240 -35 363 987 -159 -165 370 -160 1122 1285 46 -180 -54 534 669 265 715 256 419 715 1387 126 680 117 2 -183 -95 1064 -286 830 1503 -62 -184 169 878 -168 861 1098 -182 636 -180 1098 496 639 946 227 916 -167 471 -262 1302 1163 105 260 789 1393 -117 71 914 399 -33 618 -184 -28 -77 -176 -171 200 90 1 535 -169 719 -161 479 994 230 1161 267 -169 792 124 -161 374 -36 -212 -49 -174 339 -169 896 264 1055 700 770 745 816 -188 557 -174 331 -159 -73 120 70593 -152 -175 986 5434 -194 286 592 173 480 511 681 549 517 1350 911 1199 277 -5 1062 713 495 740 95 -174 -599 1613 -191 590 70 774 390 -164 360 -172 1686 -142 531 366 -147 -140 -188 1435 1631 346 310 328 630 -154 -131 365 -55 997 10 -179 419 401 318 -161 310 162 239 1258 106 -161 11 -161 -165 422 1280 682 -88 642 630 429 1251 470 415 915 733 596 152 279 839 896 111 -151 -126 1004 435 -76 286 335 -144 1199 3314 268 -146 30 687 205 -159 154 1005 192 402 -178 1625 1279 2199 22 -63 485 635 462 493 -145 455 166 456 -147 279 190 646 1301 -151 686 55 326 716 1624 70 265 1071 -176 428 549 280 1922 -99 1466 258 1079 656 380 727 -44 -45 -153 407 170 1601 433 379 79 238 -164 455 295 1458 688 278 172 -172 332 -145 -242 773 1493 355 -151 424 265 1363 -150 -152 1527 388 879 2183 582 -160 566 1345 -162 -162 59025 -182 932 -156 -231 450 56 470 2687 -174 861 1806 1458 106 390 1283 559 1072 -169 -154 712 826 1552 178 55 608 -158 391 1830 517 985 1166 235 0 1437 464 2371 104 42 266 -200 179 412 849 -237 -157 821 224 1245 848 1964 1534 812 3467 362 698 969 885 253 897 11 1728 1015 689 1344 890 32 -65 289 407 2401 1361 881 1348 628 476 -94 221 1130 1078 375 559 336 -195 772 -98 740 1997 1845 919 989 -161 1469 661 1074 1497 1653 481 1249 2745 -190 -175 715 -244 2461 1819 1048 1062 58 -37 583 2210 1196 1463 909 681 1765 -202 308 958 1097 974 533 629 129 867 1255 1486 1233 669 1928 1320 749 536 2303 -46 262 492 295 1786 1310 1154 235 1191 1226 884 1856 -174 1985 -52 820 1445 1679 150 1665 -1414 1346 -212 -199 583 2713 825 2114 1404 1640 1415 1426 -178 -273 433 663 814 1261 1148 1285 499 1409 726 667 1489 673 12691 1353 1159 449 1470 26 873 1237 1160 -161 611 1502 1700 586 1116 485 687 852 636 -156 495 931 418 -162 956 667 395 1457 1064 1578 933 757 642 610 525 492 357 95 1738 1892 100 1743 -159 1903 971 1550 907 1652 1619 1815 937 863 -264 1089 1323 1605 758 106 405 746 1372 2743 1308 1108 2103 1402 1264 453 291 776 611 645 2887 885 -155 1671 1859 349 1262 -74 1159 984 284 826 597 735 719 94 956 851 2317 1040 660 1368 638 -94 580 1522 998 691 214 479 760 1265 -268 294 1047 1304 1286 736 179 343 1037 1197 3273 1311 888 1135 1478 1298 901 847 1447 1227 1273 836 449 1702 1317 1907 1800 822 2276 720 1794 -140 2591 1229 1055 -163 615 3115 916 981 340 1096 1971 1012 1613 1201 1335 891 1314 1189 1427 895 -146 2599 1022 1149 2280 520 925 352 1267 1330 1199 1236 1448 829 853 1312 1198 2120 2526 776 997 1031 920 1460 753 1774 1095 1168 2343 973 879 2086 1387 708 1931 208 1924 1545 295 2160 1670 64669 1006 1156 2976 2100 2078 1092 352 2039 1605 1840 1061 1908 1141 1158 1213 1211 1536 1221 1794 2045 1304 716 1249 1698 3271 1100 1369 587 842 1985 1463 1903 1780 2401 2115 2061 1672 1359 5155 3012 1001 2284 496 1605 1023 -204 18 2157 2077 1827 1154 1283 4352 1069 949 1686 1530 992 870 1251 145 2076 761 934 901 1617 1703 1862 1260 2119 590 1771 774 1399 1479 687 1480 1040 1529 1729 2576 2747 2748 2674 1510 212 2706 2657 2766 1654 2271 134 1302 1768 2153 1825 619 1977 1114 3396 2872 1840 961 1425 3124 1365 3149 660 2290 2368 1775 1642 1764 748 2005 2143 1706 1310 3210 2002 3073 2097 2276 2986 2052 2467 1014 2286 1858 2070 3962 2763 2070 2197 1508 751 1669 1939 1397 436 1015 2199 914 872 1412 1572 925 3175 1875 2107 685 3101 1986 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567 45 76 244 1002 867 1803 53 76 606 36 71 332 150 1737 30 2071 112 311 73 68 75 39 71 61 224 63 106 74 888 1022 586 74 262 47 1691 70 188 102 216 253 46 -35 66 1226 652 83 745 71 1612 63 489 2251 73 573 2060 537 66 408 1073 30 64 57261 13 571 56 0 411 87 480 2794 72 1181 1672 73 1152 546 1105 1096 565 48 52 772 428 2008 318 1025 303 632 256 1448 344 523 1531 815 84 720 1376 1395 127 151 636 54 1275 271 751 -10 51 413 76 714 1080 1640 1530 1237 3563 702 956 70 1342 152 729 68 1397 1593 1188 680 801 769 42 1342 260 2840 1215 457 1244 548 440 237 414 68 1500 881 1028 608 45 938 698 479 977 2210 476 2510 826 690 171 453 1544 1778 90 1266 3102 791 555 649 25 2545 1219 591 1328 1028 2070 1393 1002 1227 665 798 93 1165 93 1048 1011 1608 1470 993 1255 453 1489 784 1980 864 1231 2004 922 1351 847 2909 1383 551 363 904 1477 728 764 86 1161 1964 353 2287 91 2458 861 2014 1225 697 393 1461 1134 1297 54 77 557 1570 2197 1125 1866 1075 1460 1135 172 -40 316 1123 1583 1999 1133 1802 1414 500 1108 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86.12 72.41 85.44 87.08 85.34 85.47 86.98 85.68 88.16 82.75 87.70 87.41 84.93 88.10 83.97 84.17 74.84 86.83 80.53 74.22 86.37 84.54 86.35 76.44 86.39 90.45 85.16 80.17 87.15 86.28 90.86 90.86 82.04 86.02 86.16 65.60 84.79 80.82 81.61 76.27 82.62 77.56 83.16 88.09 84.28 72.56 82.45 80.88 87.04 83.53 83.94 83.41 85.84 78.82 76.86 78.02 87.03 86.46 88.19 83.71 84.84 86.06 79.82 85.58 83.07 82.43 84.97 61.08 81.79 83.79 85.73 81.84 82.12 84.22 75.19 85.85 86.91 84.76 88.44 86.00 86.75 85.01 81.11 87.27 79.85 86.90 85.30 86.40 87.48 87.71 85.99 85.04 86.10 83.09 87.65 85.47 85.85 78.07 86.70 75.19 78.55 78.01 72.70 73.50 85.86 73.03 83.14 82.69 82.30 82.80 83.46 86.84 81.56 81.77 82.98 79.53 75.12 83.75 85.63 85.36 64.67 82.57 83.71 88.25 83.90 84.86 87.02 84.07 86.38 84.78 77.51 70.62 73.34 78.91 86.42 82.29 82.48 76.74 82.57 68.31 81.40 82.22 89.05 86.54 74.99 85.38 84.81 76.73 77.46 86.22 81.44 88.47 82.58 86.88 84.71 88.97 85.43 89.25 83.88 87.94 80.07 87.26 73.87 83.25 88.46 89.64 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