File name: Pandora169s1_Egbert_20221127_L1_smca1c15d20220511p1-8.txt File generation date: 20241103T191132.8Z Data description: Level 1 file (corrected signals) Data file version: smca1c15d20220511p1-8 Local principal investigator: Vitali Fioletov Network principal investigator: Alexander Cede Instrument type: Pandora Instrument number: 169 Spectrometer number: 1 Processing software version used: BlickP v1.8.60 Instrument operation file used: Pandora169_OF_v3d20200220.txt Instrument calibration file used: Pandora169s1_CF_v15d20220511.txt Level 0 file used: Pandora169s1_Egbert_20221127_L0.txt Full location name: Center for Atmospheric Research Experiments (CARE) - Egbert Short location name: Egbert Country of location: Canada Location latitude [deg]: 44.2300 Location longitude [deg]: -79.7800 Location altitude [m]: 251 Local noon date: 20221127 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]: 272.8621 273.0055 273.1489 273.2923 273.4357 273.5791 273.7224 273.8657 274.0091 274.1524 274.2957 274.4390 274.5823 274.7256 274.8688 275.0121 275.1553 275.2986 275.4418 275.5850 275.7282 275.8714 276.0146 276.1578 276.3009 276.4441 276.5872 276.7303 276.8735 277.0166 277.1597 277.3027 277.4458 277.5889 277.7319 277.8750 278.0180 278.1610 278.3040 278.4470 278.5900 278.7330 278.8760 279.0189 279.1619 279.3048 279.4477 279.5907 279.7336 279.8764 280.0193 280.1622 280.3051 280.4479 280.5907 280.7336 280.8764 281.0192 281.1620 281.3048 281.4475 281.5903 281.7330 281.8758 282.0185 282.1612 282.3039 282.4466 282.5893 282.7320 282.8746 283.0173 283.1599 283.3026 283.4452 283.5878 283.7304 283.8730 284.0156 284.1581 284.3007 284.4432 284.5857 284.7283 284.8708 285.0133 285.1557 285.2982 285.4407 285.5831 285.7256 285.8680 286.0104 286.1528 286.2952 286.4376 286.5800 286.7224 286.8647 287.0071 287.1494 287.2917 287.4340 287.5763 287.7186 287.8609 288.0031 288.1454 288.2876 288.4299 288.5721 288.7143 288.8565 288.9987 289.1408 289.2830 289.4252 289.5673 289.7094 289.8516 289.9937 290.1358 290.2778 290.4199 290.5620 290.7040 290.8461 290.9881 291.1301 291.2721 291.4141 291.5561 291.6981 291.8400 291.9820 292.1239 292.2659 292.4078 292.5497 292.6916 292.8335 292.9753 293.1172 293.2591 293.4009 293.5427 293.6845 293.8263 293.9681 294.1099 294.2517 294.3935 294.5352 294.6769 294.8187 294.9604 295.1021 295.2438 295.3855 295.5271 295.6688 295.8104 295.9521 296.0937 296.2353 296.3769 296.5185 296.6601 296.8017 296.9432 297.0848 297.2263 297.3678 297.5093 297.6508 297.7923 297.9338 298.0753 298.2167 298.3582 298.4996 298.6410 298.7824 298.9238 299.0652 299.2066 299.3480 299.4893 299.6307 299.7720 299.9133 300.0546 300.1959 300.3372 300.4785 300.6197 300.7610 300.9022 301.0435 301.1847 301.3259 301.4671 301.6083 301.7494 301.8906 302.0317 302.1729 302.3140 302.4551 302.5962 302.7373 302.8784 303.0195 303.1605 303.3016 303.4426 303.5836 303.7246 303.8657 304.0066 304.1476 304.2886 304.4295 304.5705 304.7114 304.8523 304.9933 305.1342 305.2750 305.4159 305.5568 305.6976 305.8385 305.9793 306.1201 306.2609 306.4017 306.5425 306.6833 306.8241 306.9648 307.1056 307.2463 307.3870 307.5277 307.6684 307.8091 307.9498 308.0904 308.2311 308.3717 308.5123 308.6529 308.7935 308.9341 309.0747 309.2153 309.3558 309.4964 309.6369 309.7774 309.9180 310.0585 310.1989 310.3394 310.4799 310.6203 310.7608 310.9012 311.0416 311.1820 311.3224 311.4628 311.6032 311.7436 311.8839 312.0243 312.1646 312.3049 312.4452 312.5855 312.7258 312.8661 313.0063 313.1466 313.2868 313.4270 313.5672 313.7074 313.8476 313.9878 314.1280 314.2681 314.4083 314.5484 314.6885 314.8286 314.9687 315.1088 315.2489 315.3890 315.5290 315.6691 315.8091 315.9491 316.0891 316.2291 316.3691 316.5091 316.6490 316.7890 316.9289 317.0688 317.2088 317.3487 317.4885 317.6284 317.7683 317.9082 318.0480 318.1878 318.3277 318.4675 318.6073 318.7470 318.8868 319.0266 319.1663 319.3061 319.4458 319.5855 319.7252 319.8649 320.0046 320.1443 320.2839 320.4236 320.5632 320.7029 320.8425 320.9821 321.1217 321.2612 321.4008 321.5404 321.6799 321.8194 321.9590 322.0985 322.2380 322.3775 322.5169 322.6564 322.7959 322.9353 323.0747 323.2141 323.3535 323.4929 323.6323 323.7717 323.9110 324.0504 324.1897 324.3291 324.4684 324.6077 324.7470 324.8862 325.0255 325.1647 325.3040 325.4432 325.5824 325.7216 325.8608 326.0000 326.1392 326.2784 326.4175 326.5566 326.6958 326.8349 326.9740 327.1131 327.2522 327.3912 327.5303 327.6693 327.8084 327.9474 328.0864 328.2254 328.3644 328.5033 328.6423 328.7812 328.9202 329.0591 329.1980 329.3369 329.4758 329.6147 329.7536 329.8924 330.0313 330.1701 330.3089 330.4477 330.5865 330.7253 330.8641 331.0028 331.1416 331.2803 331.4191 331.5578 331.6965 331.8352 331.9738 332.1125 332.2512 332.3898 332.5284 332.6671 332.8057 332.9443 333.0828 333.2214 333.3600 333.4985 333.6371 333.7756 333.9141 334.0526 334.1911 334.3296 334.4680 334.6065 334.7449 334.8834 335.0218 335.1602 335.2986 335.4370 335.5753 335.7137 335.8520 335.9904 336.1287 336.2670 336.4053 336.5436 336.6819 336.8201 336.9584 337.0966 337.2348 337.3731 337.5113 337.6494 337.7876 337.9258 338.0639 338.2021 338.3402 338.4783 338.6165 338.7545 338.8926 339.0307 339.1688 339.3068 339.4448 339.5829 339.7209 339.8589 339.9969 340.1348 340.2728 340.4108 340.5487 340.6866 340.8245 340.9624 341.1003 341.2382 341.3761 341.5139 341.6518 341.7896 341.9274 342.0652 342.2030 342.3408 342.4786 342.6163 342.7541 342.8918 343.0295 343.1672 343.3049 343.4426 343.5803 343.7179 343.8556 343.9932 344.1309 344.2685 344.4061 344.5437 344.6812 344.8188 344.9563 345.0939 345.2314 345.3689 345.5064 345.6439 345.7814 345.9189 346.0563 346.1938 346.3312 346.4686 346.6060 346.7434 346.8808 347.0181 347.1555 347.2928 347.4302 347.5675 347.7048 347.8421 347.9794 348.1166 348.2539 348.3911 348.5284 348.6656 348.8028 348.9400 349.0772 349.2143 349.3515 349.4886 349.6258 349.7629 349.9000 350.0371 350.1742 350.3113 350.4483 350.5854 350.7224 350.8594 350.9964 351.1334 351.2704 351.4074 351.5443 351.6813 351.8182 351.9551 352.0920 352.2289 352.3658 352.5027 352.6396 352.7764 352.9132 353.0501 353.1869 353.3237 353.4605 353.5972 353.7340 353.8707 354.0075 354.1442 354.2809 354.4176 354.5543 354.6909 354.8276 354.9643 355.1009 355.2375 355.3741 355.5107 355.6473 355.7839 355.9204 356.0570 356.1935 356.3300 356.4665 356.6030 356.7395 356.8760 357.0124 357.1489 357.2853 357.4217 357.5581 357.6945 357.8309 357.9673 358.1036 358.2400 358.3763 358.5126 358.6489 358.7852 358.9215 359.0578 359.1940 359.3303 359.4665 359.6027 359.7389 359.8751 360.0113 360.1474 360.2836 360.4197 360.5558 360.6920 360.8281 360.9641 361.1002 361.2363 361.3723 361.5084 361.6444 361.7804 361.9164 362.0524 362.1883 362.3243 362.4603 362.5962 362.7321 362.8680 363.0039 363.1398 363.2757 363.4115 363.5473 363.6832 363.8190 363.9548 364.0906 364.2264 364.3621 364.4979 364.6336 364.7693 364.9051 365.0408 365.1764 365.3121 365.4478 365.5834 365.7191 365.8547 365.9903 366.1259 366.2615 366.3970 366.5326 366.6681 366.8037 366.9392 367.0747 367.2102 367.3456 367.4811 367.6166 367.7520 367.8874 368.0228 368.1582 368.2936 368.4290 368.5643 368.6997 368.8350 368.9703 369.1056 369.2409 369.3762 369.5115 369.6467 369.7820 369.9172 370.0524 370.1876 370.3228 370.4580 370.5931 370.7283 370.8634 370.9985 371.1337 371.2687 371.4038 371.5389 371.6739 371.8090 371.9440 372.0790 372.2140 372.3490 372.4840 372.6190 372.7539 372.8888 373.0238 373.1587 373.2936 373.4284 373.5633 373.6982 373.8330 373.9678 374.1026 374.2374 374.3722 374.5070 374.6418 374.7765 374.9112 375.0460 375.1807 375.3154 375.4500 375.5847 375.7194 375.8540 375.9886 376.1232 376.2578 376.3924 376.5270 376.6615 376.7961 376.9306 377.0651 377.1996 377.3341 377.4686 377.6031 377.7375 377.8720 378.0064 378.1408 378.2752 378.4096 378.5439 378.6783 378.8126 378.9469 379.0813 379.2156 379.3498 379.4841 379.6184 379.7526 379.8868 380.0211 380.1553 380.2895 380.4236 380.5578 380.6919 380.8261 380.9602 381.0943 381.2284 381.3625 381.4966 381.6306 381.7646 381.8987 382.0327 382.1667 382.3007 382.4346 382.5686 382.7025 382.8365 382.9704 383.1043 383.2382 383.3720 383.5059 383.6397 383.7736 383.9074 384.0412 384.1750 384.3088 384.4425 384.5763 384.7100 384.8437 384.9774 385.1111 385.2448 385.3785 385.5121 385.6458 385.7794 385.9130 386.0466 386.1802 386.3137 386.4473 386.5808 386.7144 386.8479 386.9814 387.1149 387.2483 387.3818 387.5152 387.6487 387.7821 387.9155 388.0489 388.1822 388.3156 388.4489 388.5823 388.7156 388.8489 388.9822 389.1154 389.2487 389.3819 389.5152 389.6484 389.7816 389.9148 390.0480 390.1811 390.3143 390.4474 390.5805 390.7136 390.8467 390.9798 391.1129 391.2459 391.3789 391.5120 391.6450 391.7780 391.9109 392.0439 392.1768 392.3098 392.4427 392.5756 392.7085 392.8414 392.9742 393.1071 393.2399 393.3727 393.5056 393.6383 393.7711 393.9039 394.0366 394.1694 394.3021 394.4348 394.5675 394.7002 394.8328 394.9655 395.0981 395.2307 395.3633 395.4959 395.6285 395.7611 395.8936 396.0262 396.1587 396.2912 396.4237 396.5562 396.6886 396.8211 396.9535 397.0859 397.2183 397.3507 397.4831 397.6155 397.7478 397.8802 398.0125 398.1448 398.2771 398.4093 398.5416 398.6739 398.8061 398.9383 399.0705 399.2027 399.3349 399.4670 399.5992 399.7313 399.8634 399.9955 400.1276 400.2597 400.3918 400.5238 400.6558 400.7878 400.9199 401.0518 401.1838 401.3158 401.4477 401.5796 401.7116 401.8435 401.9753 402.1072 402.2391 402.3709 402.5027 402.6345 402.7663 402.8981 403.0299 403.1617 403.2934 403.4251 403.5568 403.6885 403.8202 403.9519 404.0835 404.2152 404.3468 404.4784 404.6100 404.7416 404.8731 405.0047 405.1362 405.2677 405.3992 405.5307 405.6622 405.7937 405.9251 406.0566 406.1880 406.3194 406.4508 406.5821 406.7135 406.8448 406.9762 407.1075 407.2388 407.3701 407.5013 407.6326 407.7638 407.8951 408.0263 408.1575 408.2887 408.4198 408.5510 408.6821 408.8132 408.9443 409.0754 409.2065 409.3376 409.4686 409.5997 409.7307 409.8617 409.9927 410.1237 410.2546 410.3856 410.5165 410.6474 410.7783 410.9092 411.0401 411.1709 411.3018 411.4326 411.5634 411.6942 411.8250 411.9558 412.0865 412.2173 412.3480 412.4787 412.6094 412.7401 412.8707 413.0014 413.1320 413.2626 413.3932 413.5238 413.6544 413.7850 413.9155 414.0460 414.1766 414.3071 414.4375 414.5680 414.6985 414.8289 414.9593 415.0897 415.2201 415.3505 415.4809 415.6112 415.7416 415.8719 416.0022 416.1325 416.2628 416.3930 416.5233 416.6535 416.7837 416.9139 417.0441 417.1743 417.3044 417.4346 417.5647 417.6948 417.8249 417.9550 418.0851 418.2151 418.3452 418.4752 418.6052 418.7352 418.8652 418.9951 419.1251 419.2550 419.3849 419.5148 419.6447 419.7746 419.9044 420.0343 420.1641 420.2939 420.4237 420.5535 420.6833 420.8130 420.9427 421.0725 421.2022 421.3319 421.4615 421.5912 421.7208 421.8505 421.9801 422.1097 422.2393 422.3689 422.4984 422.6280 422.7575 422.8870 423.0165 423.1460 423.2754 423.4049 423.5343 423.6637 423.7931 423.9225 424.0519 424.1813 424.3106 424.4399 424.5692 424.6985 424.8278 424.9571 425.0864 425.2156 425.3448 425.4740 425.6032 425.7324 425.8616 425.9907 426.1198 426.2490 426.3781 426.5071 426.6362 426.7653 426.8943 427.0233 427.1523 427.2813 427.4103 427.5393 427.6682 427.7972 427.9261 428.0550 428.1839 428.3128 428.4416 428.5705 428.6993 428.8281 428.9569 429.0857 429.2145 429.3432 429.4719 429.6007 429.7294 429.8581 429.9867 430.1154 430.2441 430.3727 430.5013 430.6299 430.7585 430.8871 431.0156 431.1442 431.2727 431.4012 431.5297 431.6582 431.7866 431.9151 432.0435 432.1719 432.3003 432.4287 432.5571 432.6854 432.8138 432.9421 433.0704 433.1987 433.3270 433.4553 433.5835 433.7117 433.8400 433.9682 434.0964 434.2245 434.3527 434.4808 434.6090 434.7371 434.8652 434.9933 435.1213 435.2494 435.3774 435.5054 435.6334 435.7614 435.8894 436.0174 436.1453 436.2732 436.4012 436.5290 436.6569 436.7848 436.9127 437.0405 437.1683 437.2961 437.4239 437.5517 437.6794 437.8072 437.9349 438.0626 438.1903 438.3180 438.4457 438.5733 438.7010 438.8286 438.9562 439.0838 439.2114 439.3389 439.4665 439.5940 439.7215 439.8490 439.9765 440.1040 440.2314 440.3589 440.4863 440.6137 440.7411 440.8685 440.9958 441.1232 441.2505 441.3778 441.5051 441.6324 441.7597 441.8869 442.0142 442.1414 442.2686 442.3958 442.5230 442.6501 442.7773 442.9044 443.0315 443.1586 443.2857 443.4128 443.5399 443.6669 443.7939 443.9209 444.0479 444.1749 444.3019 444.4288 444.5557 444.6826 444.8095 444.9364 445.0633 445.1902 445.3170 445.4438 445.5706 445.6974 445.8242 445.9510 446.0777 446.2044 446.3312 446.4579 446.5845 446.7112 446.8379 446.9645 447.0911 447.2177 447.3443 447.4709 447.5975 447.7240 447.8505 447.9770 448.1035 448.2300 448.3565 448.4830 448.6094 448.7358 448.8622 448.9886 449.1150 449.2413 449.3677 449.4940 449.6203 449.7466 449.8729 449.9992 450.1254 450.2517 450.3779 450.5041 450.6303 450.7565 450.8826 451.0088 451.1349 451.2610 451.3871 451.5132 451.6393 451.7653 451.8914 452.0174 452.1434 452.2694 452.3953 452.5213 452.6472 452.7732 452.8991 453.0250 453.1509 453.2767 453.4026 453.5284 453.6542 453.7800 453.9058 454.0316 454.1573 454.2831 454.4088 454.5345 454.6602 454.7859 454.9116 455.0372 455.1628 455.2885 455.4141 455.5397 455.6652 455.7908 455.9163 456.0418 456.1674 456.2928 456.4183 456.5438 456.6692 456.7947 456.9201 457.0455 457.1709 457.2962 457.4216 457.5469 457.6722 457.7976 457.9228 458.0481 458.1734 458.2986 458.4239 458.5491 458.6743 458.7994 458.9246 459.0498 459.1749 459.3000 459.4251 459.5502 459.6753 459.8003 459.9254 460.0504 460.1754 460.3004 460.4254 460.5504 460.6753 460.8003 460.9252 461.0501 461.1750 461.2998 461.4247 461.5495 461.6743 461.7992 461.9240 462.0487 462.1735 462.2982 462.4230 462.5477 462.6724 462.7971 462.9217 463.0464 463.1710 463.2956 463.4203 463.5448 463.6694 463.7940 463.9185 464.0430 464.1676 464.2921 464.4165 464.5410 464.6654 464.7899 464.9143 465.0387 465.1631 465.2875 465.4118 465.5362 465.6605 465.7848 465.9091 466.0334 466.1576 466.2819 466.4061 466.5303 466.6545 466.7787 466.9029 467.0270 467.1511 467.2753 467.3994 467.5235 467.6475 467.7716 467.8956 468.0197 468.1437 468.2677 468.3916 468.5156 468.6396 468.7635 468.8874 469.0113 469.1352 469.2591 469.3829 469.5068 469.6306 469.7544 469.8782 470.0019 470.1257 470.2495 470.3732 470.4969 470.6206 470.7443 470.8679 470.9916 471.1152 471.2388 471.3624 471.4860 471.6096 471.7331 471.8567 471.9802 472.1037 472.2272 472.3507 472.4741 472.5976 472.7210 472.8444 472.9678 473.0912 473.2146 473.3379 473.4613 473.5846 473.7079 473.8312 473.9544 474.0777 474.2009 474.3241 474.4474 474.5705 474.6937 474.8169 474.9400 475.0632 475.1863 475.3094 475.4324 475.5555 475.6786 475.8016 475.9246 476.0476 476.1706 476.2936 476.4165 476.5395 476.6624 476.7853 476.9082 477.0310 477.1539 477.2767 477.3996 477.5224 477.6452 477.7680 477.8907 478.0135 478.1362 478.2589 478.3816 478.5043 478.6270 478.7496 478.8722 478.9949 479.1175 479.2401 479.3626 479.4852 479.6077 479.7302 479.8528 479.9752 480.0977 480.2202 480.3426 480.4651 480.5875 480.7099 480.8322 480.9546 481.0770 481.1993 481.3216 481.4439 481.5662 481.6885 481.8107 481.9330 482.0552 482.1774 482.2996 482.4217 482.5439 482.6660 482.7882 482.9103 483.0324 483.1544 483.2765 483.3985 483.5206 483.6426 483.7646 483.8866 484.0085 484.1305 484.2524 484.3743 484.4962 484.6181 484.7400 484.8618 484.9836 485.1055 485.2273 485.3491 485.4708 485.5926 485.7143 485.8360 485.9577 486.0794 486.2011 486.3228 486.4444 486.5660 486.6876 486.8092 486.9308 487.0524 487.1739 487.2954 487.4170 487.5385 487.6599 487.7814 487.9028 488.0243 488.1457 488.2671 488.3885 488.5098 488.6312 488.7525 488.8738 488.9951 489.1164 489.2377 489.3589 489.4802 489.6014 489.7226 489.8438 489.9650 490.0861 490.2073 490.3284 490.4495 490.5706 490.6917 490.8127 490.9338 491.0548 491.1758 491.2968 491.4178 491.5387 491.6597 491.7806 491.9015 492.0224 492.1433 492.2641 492.3850 492.5058 492.6266 492.7474 492.8682 492.9890 493.1097 493.2304 493.3512 493.4718 493.5925 493.7132 493.8338 493.9545 494.0751 494.1957 494.3163 494.4368 494.5574 494.6779 494.7984 494.9189 495.0394 495.1599 495.2803 495.4008 495.5212 495.6416 495.7620 495.8824 496.0027 496.1230 496.2434 496.3637 496.4840 496.6042 496.7245 496.8447 496.9649 497.0851 497.2053 497.3255 497.4457 497.5658 497.6859 497.8060 497.9261 498.0462 498.1662 498.2863 498.4063 498.5263 498.6463 498.7663 498.8862 499.0062 499.1261 499.2460 499.3659 499.4858 499.6056 499.7255 499.8453 499.9651 500.0849 500.2046 500.3244 500.4441 500.5639 500.6836 500.8033 500.9229 501.0426 501.1622 501.2819 501.4015 501.5210 501.6406 501.7602 501.8797 501.9992 502.1187 502.2382 502.3577 502.4772 502.5966 502.7160 502.8354 502.9548 503.0742 503.1935 503.3129 503.4322 503.5515 503.6708 503.7901 503.9093 504.0286 504.1478 504.2670 504.3862 504.5054 504.6245 504.7436 504.8628 504.9819 505.1010 505.2200 505.3391 505.4581 505.5771 505.6961 505.8151 505.9341 506.0530 506.1720 506.2909 506.4098 506.5287 506.6476 506.7664 506.8852 507.0041 507.1229 507.2416 507.3604 507.4792 507.5979 507.7166 507.8353 507.9540 508.0726 508.1913 508.3099 508.4285 508.5471 508.6657 508.7843 508.9028 509.0214 509.1399 509.2584 509.3768 509.4953 509.6137 509.7322 509.8506 509.9690 510.0874 510.2057 510.3241 510.4424 510.5607 510.6790 510.7973 510.9155 511.0337 511.1520 511.2702 511.3884 511.5065 511.6247 511.7428 511.8610 511.9791 512.0971 512.2152 512.3333 512.4513 512.5693 512.6873 512.8053 512.9233 513.0412 513.1592 513.2771 513.3950 513.5128 513.6307 513.7486 513.8664 513.9842 514.1020 514.2198 514.3375 514.4553 514.5730 514.6907 514.8084 514.9261 515.0437 515.1614 515.2790 515.3966 515.5142 515.6318 515.7493 515.8669 515.9844 516.1019 516.2194 516.3369 516.4543 516.5718 516.6892 516.8066 516.9240 517.0413 517.1587 517.2760 517.3933 517.5106 517.6279 517.7452 517.8624 517.9796 518.0969 518.2140 518.3312 518.4484 518.5655 518.6827 518.7998 518.9169 519.0339 519.1510 519.2680 519.3851 519.5021 519.6190 519.7360 519.8530 519.9699 520.0868 520.2037 520.3206 520.4375 520.5543 520.6712 520.7880 520.9048 521.0216 521.1383 521.2551 521.3718 521.4885 521.6052 521.7219 521.8386 521.9552 522.0718 522.1884 522.3050 522.4216 522.5382 522.6547 522.7712 522.8877 523.0042 523.1207 523.2371 523.3536 523.4700 523.5864 523.7028 523.8192 523.9355 524.0518 524.1682 524.2845 524.4007 524.5170 524.6333 524.7495 524.8657 524.9819 525.0981 525.2142 525.3304 525.4465 525.5626 525.6787 525.7948 525.9108 526.0269 526.1429 526.2589 526.3749 526.4909 526.6068 526.7228 526.8387 526.9546 527.0705 527.1863 527.3022 527.4180 527.5338 527.6496 527.7654 527.8812 527.9969 528.1127 528.2284 528.3441 528.4598 528.5754 528.6911 528.8067 528.9223 529.0379 529.1535 529.2691 529.3846 529.5001 529.6156 529.7311 529.8466 529.9621 530.0775 530.1929 530.3083 530.4237 530.5391 530.6545 530.7698 530.8851 531.0004 531.1157 531.2310 531.3462 531.4615 531.5767 531.6919 531.8071 531.9222 532.0374 532.1525 532.2676 532.3827 532.4978 532.6129 532.7279 532.8430 532.9580 533.0730 533.1880 533.3029 533.4179 533.5328 533.6477 533.7626 533.8775 533.9924 534.1072 534.2221 534.3369 534.4517 534.5665 534.6812 534.7960 534.9107 535.0254 535.1401 535.2548 535.3695 535.4841 535.5987 535.7133 535.8279 535.9425 536.0571 536.1716 536.2862 536.4007 536.5152 536.6297 536.7441 536.8586 536.9730 537.0874 537.2018 537.3162 537.4306 537.5449 537.6592 537.7735 537.8878 538.0021 538.1164 538.2306 538.3449 538.4591 538.5733 538.6875 538.8016 538.9158 --------------------------------------------------------------------------------------- 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 --------------------------------------------------------------------------------------- ZO 20221127T115507.6Z 8366.496616 1 1 32.01 4 4000.000 8 2 0 1 1 0.00 0 193.84 0 -1.00 507 1 11 8 0 23.01 405 1 0 92 5.103e+02 5.276e+00 5.365e+02 8.033e+00 10 4.276e+02 4.276e+02 6.480e-01 4.280e+02 2.630e+00 0 0 0 0 0.00e+00 3.335e-35 -9.000e+00 5.016e+01 -9.000e+00 3.205e+03 -9.000e+00 1 -0.04 -3.00 -3.00 -2.00 -2.00 -2.00 -2.00 -2.00 0 1.110e+00 1733 -9 -9.00 -9.00 -9.00 -9.00 0.00005 -1.93376e-01 -2.57610e-02 26.62 20.00 23.01 10.30 37.4 955.05 6.960e+13 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 0 127 99 86 69 36 60088 55 -71 -39 6 -18 25 19494 16 9 13 -11 -36 10 2 -25 -13 -69 -67 -69 -94 -67 -36 -69 -18 -29 46 -76 8 -1 -1 -16 -133 -16 18 -3 -20 -87 58 -22 21 -89 -17 6 25 -42 -17 -40 33311427 -20 55 -71 21 -25 1 -9 -6 -33 -28 -2 33 -19 -4 -23 28 -31 -28 -25 -10 -5 -6 59 21 18 21 -15 -1 9 -7 26 -16 -4 -36 31 1 20 -15 -15 20 -3 -37 66 -11 3 17 60 -25 26 11 34 19 15541 -9 -25 4 50 5 -15 -2 16 -3 -41 14 11 -2 25 41 -28 4 -9 7 -2 37 43 -10 -36 19 3019 -17 24 53 -19 54 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321459 143476 12785 58 67147 136361 920 147164 89970 141937 48 90228 133920 81914 166252 220366 132004 248813 102452 279721 64145 159930 222982 123236 68926 71668 181650 203849 28150 66633 419624 209567 15825 63246 95525 227008 69 119757 151765 219124 175757 66734 31174 179095 171965 144498 231319 158211 95117 53471 170292 41 167344 56094 143342 102800 71 200805 116987 -3 187182 40260 61817 31831 180390 127527 202647 30413 299055 315994 156636 131013 638258 26246 198599 31 75383 61 -61 163522 5617 98498 177529 259225 86402 400533 152006 228652 195685 88513 225097 54671 103607 209121 167607 123976 106403 31043 102624 63830 10206 112516 135254 237208 73446 427546 134593 140610 104847 368938 2293 225284 232665 192858 166477 189312 71759 131528 127549 345909 17136 81257 192439 215612 116502 93462 190757 214805 265089 41 27769 64 73065 142025 146294 215184 173052 162546 55733 128751 56598 115142 92298 58259 62209 140850 259266 76794 23627 59238 194896 63 206711 38280 73 54974 181289 96948 193594 68001 267650 35466 203055 82095 216632 48834 146165 163466 200917 253485 1231572 254389 284420 98554 97602 167965 270143 281321 213260 232699 223733 36979 222779 155069 148267 129173 71736 154650 11687 85037 137193 243512 100188 185653 60219 208249 108973 137263 76670 199335 887 66560 73 163921 180560 200987 68837 101281 101253 240726 42409 80425 62 123080 76 92141 266307 152298 88665 163867 13877 229462 290551 82962 212203 281185 3233809 170749 40617 144817 303103 49487 246834 71276 2567538 71 310462 50016 89419 2407 171773 157664 4185 49606 172225 29713 262953 124081 279080 78069 43792 103137 16 149549 7181 36671 175345 103398 154215 6674 174817 78 152372 218033 281324 113462 171484 92487 43154 77667 116073 70746 308416 209744 336479 94575 99066 145513 210130 126274 38218 77059 157718 104147 97299 133129 25 134548 52 75 70 58854 172922 48331 97630 18709 162885 392267 3247886 259372 117917 233144 204763 121232 136375 264213 190738 152201 168506 262055 254844 83195 8024 122317 65682 92718 125984 193814 601069 254157 121475 288459 162505 22784 315588 206411 258516 212460 227162 174337 350717 266237 186925 203968 271162 115248 231853 247066 221566 176027 253069 204127 203317 100877 299271 222302 280385 287698 167318 165704 246811 235894 265544 154380 267984 152135 342388 209170 277157 292081 188176 228704 374008 158454 270383 233732 448870 163150 297634 335122 159885 237828 182113 211644 603230 180336 258300 333684 84975 235610 294760 302921 219936 317610 274836 246037 173756 170683 217558 261867 204681 192112 171611 120567 303309 279971 186390 223040 132789 181943 198284 135966 175259 300361 101612 214933 164573 449937 256636 157217 218248 244183 254416 151733 45580 170395 16 165380 109922 266991 269232 190518 127249 306632 118148 256206 458422 168489 374047 249953 264258 254243 291115 136614 182889 310789 254853 194002 218665 57 337678 182525 351845 68254 220039 305676 302183 234671 409079 261806 277300 145848 172764 122131 271523 307841 292550 186311 265359 245081 20157 202529 247584 224343 263587 177625 163982 189256 284900 12587797 6447 194862 120008 253304 205618 281622 212717 284231 112686 515711 124501 203657 190311 245345 273892 552936 290215 240532 143535 280168 51436 121544 279408 295937 139792 207224 95932 256248 223233 266706 201633 503584 183560 237279 321085 244010 363743 272665 162399 273742 169370 171720 123714 203624 365862 93515 235561 125511 175134 173508 327882 152141 204430 213585 260410 228751 163960 189035 212498 315832 166103 155048 393796 77627 160083 172955 299350 287066 155449 159275 169533 228995 219253 105676 131753 199893 275080 238822 206972 346569 179645 91289 267275 208355 232164 215274 234696 165279 287351 1260624 206853 189654 147628 161119 113892 59786 160733 103411 124338 345092 213886 143050 183531 7815 114579 325057 55654 234225 91757 285602 119583 323541 201612 273992 121698 199742 188212 327363 238802 240487 55222 247470 52 501444 288547 219890 199967 289181 267937 172387 130228 129764 115911 154270 98250 334369 292898 164244 228485 246745 21053 191193 129072 200550 261778 177977 255325 308893 246161 74708 312259 167582 454285 148355 301359 45 278493 124994 412399 229599 350298 44604 283340 279153 143133 518901 217594 288016 61 87352 168371 300488 167724 303273 297777 142721 145008 268004 169754 222925 299844 399531 142795 244611 246602 240843 203377 298031 137095 307762 307323 333253 651139 305796 256748 2731617 83476 74213 172007 320345 62022 290736 166613 337584 230250 302250 307448 311058 375337 393289 310258 253334 138923 247486 149225 379574 428636 289272 152050 318768 317733 357951 315512 127866 309262 190787 460861 325036 354478 195773 376976 129956 526645 244040 234895 113179 309098 228040 335226 299738 486974 186303 250578 217408 252737 196169 148194 10085 377250 142875 155269 280535 380723 241291 309765 412180 220105 313168 374332 255089 359638 270303 560801 310365 240442 330868 376169 346781 228621 215589 443717 301857 231724 277057 248496 312667 286839 278881 153609 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28584 28853 29552 30073 30527 31042 31581 31749 32015 32168 32045 31922 31760 31270 30911 30546 30630 30883 31449 32010 32403 33328 34148 34773 35352 35629 36247 36442 36529 36590 36166 35756 35259 35042 34668 34324 33850 33424 33424 34135 34489 35086 35919 36758 37768 38705 39530 40383 40344 40450 40392 40140 39795 38946 37863 36808 36437 36452 36381 36428 36398 36611 37020 37680 38460 39226 39574 39759 39800 39977 40198 40249 40173 39820 39562 39331 38797 38019 37385 37252 37456 38185 38926 39618 40127 40262 40167 40156 40436 40920 41654 41815 41452 40691 39217 38085 37536 37978 38641 38649 38209 37454 53403 36028 36144 37164 37995 38527 38593 38435 38430 38686 39370 40097 40228 40598 40531 40185 39831 39845 39958 40563 41253 41736 41668 41540 41078 40962 40667 40740 40797 41008 40972 40701 40490 40459 40959 41736 42357 42304 42151 41956 41664 41776 42214 42576 42420 42278 42018 41678 41312 40602 39608 38296 37475 37362 38005 38985 39954 40935 41652 42006 42107 42218 42173 41986 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