File name: Pandora132s1_Berlin_20231127_L1_smca1c13d20210422p1-8.txt
File generation date: 20241123T210736.9Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c13d20210422p1-8
Local principal investigator: Thomas Ruhtz
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 132
Spectrometer number: 1
Processing software version used: BlickP v1.8.60
Instrument operation file used: Pandora132_OF_v1d20200910.txt
Instrument calibration file used: Pandora132s1_CF_v13d20210422.txt
Level 0 file used: Pandora132s1_Berlin_20231127_L0.txt
Full location name: Institute of Space Sciences FU Berlin
Short location name: Berlin
Country of location: Germany
Location latitude [deg]: 52.4600
Location longitude [deg]: 13.3100
Location altitude [m]: 100
Local noon date: 20231127
Notes on s-number (L1 configuration): Corrections NOT applied although requested by the s-number are dark map for dark correction (replaced by immediate dark method), latency correction, matrix method stray light correction (replaced by simple method)
Data caveats: Modification of session 11, but different RefDay (April 2021).
Nominal wavelengths [nm]: 270.6557 270.7995 270.9432 271.0870 271.2308 271.3745 271.5182 271.6619 271.8056 271.9493 272.0930 272.2367 272.3803 272.5240 272.6676 272.8112 272.9549 273.0985 273.2421 273.3856 273.5292 273.6727 273.8163 273.9598 274.1033 274.2469 274.3903 274.5338 274.6773 274.8208 274.9642 275.1077 275.2511 275.3945 275.5379 275.6813 275.8247 275.9680 276.1114 276.2547 276.3981 276.5414 276.6847 276.8280 276.9713 277.1146 277.2578 277.4011 277.5443 277.6876 277.8308 277.9740 278.1172 278.2603 278.4035 278.5467 278.6898 278.8329 278.9761 279.1192 279.2623 279.4054 279.5484 279.6915 279.8345 279.9776 280.1206 280.2636 280.4066 280.5496 280.6926 280.8356 280.9785 281.1215 281.2644 281.4073 281.5502 281.6931 281.8360 281.9789 282.1217 282.2646 282.4074 282.5502 282.6931 282.8359 282.9786 283.1214 283.2642 283.4069 283.5497 283.6924 283.8351 283.9778 284.1205 284.2632 284.4059 284.5485 284.6912 284.8338 284.9764 285.1190 285.2616 285.4042 285.5468 285.6894 285.8319 285.9744 286.1170 286.2595 286.4020 286.5445 286.6870 286.8294 286.9719 287.1143 287.2567 287.3992 287.5416 287.6840 287.8263 287.9687 288.1111 288.2534 288.3957 288.5381 288.6804 288.8227 288.9650 289.1072 289.2495 289.3917 289.5340 289.6762 289.8184 289.9606 290.1028 290.2450 290.3872 290.5293 290.6715 290.8136 290.9557 291.0978 291.2399 291.3820 291.5241 291.6661 291.8082 291.9502 292.0922 292.2342 292.3762 292.5182 292.6602 292.8021 292.9441 293.0860 293.2280 293.3699 293.5118 293.6537 293.7955 293.9374 294.0793 294.2211 294.3629 294.5048 294.6466 294.7884 294.9301 295.0719 295.2137 295.3554 295.4971 295.6389 295.7806 295.9223 296.0640 296.2056 296.3473 296.4890 296.6306 296.7722 296.9138 297.0554 297.1970 297.3386 297.4802 297.6217 297.7633 297.9048 298.0463 298.1878 298.3293 298.4708 298.6123 298.7537 298.8952 299.0366 299.1781 299.3195 299.4609 299.6023 299.7436 299.8850 300.0263 300.1677 300.3090 300.4503 300.5916 300.7329 300.8742 301.0155 301.1567 301.2980 301.4392 301.5804 301.7216 301.8628 302.0040 302.1452 302.2864 302.4275 302.5687 302.7098 302.8509 302.9920 303.1331 303.2742 303.4152 303.5563 303.6973 303.8384 303.9794 304.1204 304.2614 304.4024 304.5433 304.6843 304.8252 304.9662 305.1071 305.2480 305.3889 305.5298 305.6707 305.8116 305.9524 306.0932 306.2341 306.3749 306.5157 306.6565 306.7973 306.9380 307.0788 307.2195 307.3603 307.5010 307.6417 307.7824 307.9231 308.0638 308.2044 308.3451 308.4857 308.6264 308.7670 308.9076 309.0482 309.1888 309.3293 309.4699 309.6104 309.7510 309.8915 310.0320 310.1725 310.3130 310.4534 310.5939 310.7344 310.8748 311.0152 311.1556 311.2960 311.4364 311.5768 311.7172 311.8575 311.9979 312.1382 312.2785 312.4188 312.5591 312.6994 312.8397 312.9800 313.1202 313.2604 313.4007 313.5409 313.6811 313.8213 313.9615 314.1016 314.2418 314.3819 314.5221 314.6622 314.8023 314.9424 315.0825 315.2225 315.3626 315.5026 315.6427 315.7827 315.9227 316.0627 316.2027 316.3427 316.4827 316.6226 316.7626 316.9025 317.0424 317.1823 317.3222 317.4621 317.6020 317.7418 317.8817 318.0215 318.1613 318.3012 318.4410 318.5807 318.7205 318.8603 319.0000 319.1398 319.2795 319.4192 319.5589 319.6986 319.8383 319.9780 320.1177 320.2573 320.3969 320.5366 320.6762 320.8158 320.9554 321.0949 321.2345 321.3741 321.5136 321.6531 321.7927 321.9322 322.0717 322.2111 322.3506 322.4901 322.6295 322.7689 322.9084 323.0478 323.1872 323.3266 323.4659 323.6053 323.7447 323.8840 324.0233 324.1627 324.3020 324.4413 324.5805 324.7198 324.8591 324.9983 325.1375 325.2768 325.4160 325.5552 325.6944 325.8335 325.9727 326.1119 326.2510 326.3901 326.5292 326.6684 326.8074 326.9465 327.0856 327.2247 327.3637 327.5027 327.6418 327.7808 327.9198 328.0587 328.1977 328.3367 328.4756 328.6146 328.7535 328.8924 329.0313 329.1702 329.3091 329.4480 329.5868 329.7257 329.8645 330.0033 330.1421 330.2809 330.4197 330.5585 330.6972 330.8360 330.9747 331.1135 331.2522 331.3909 331.5296 331.6682 331.8069 331.9456 332.0842 332.2228 332.3614 332.5001 332.6386 332.7772 332.9158 333.0544 333.1929 333.3314 333.4700 333.6085 333.7470 333.8855 334.0239 334.1624 334.3008 334.4393 334.5777 334.7161 334.8545 334.9929 335.1313 335.2697 335.4080 335.5464 335.6847 335.8230 335.9613 336.0996 336.2379 336.3762 336.5144 336.6527 336.7909 336.9292 337.0674 337.2056 337.3438 337.4819 337.6201 337.7583 337.8964 338.0345 338.1726 338.3107 338.4488 338.5869 338.7250 338.8630 339.0011 339.1391 339.2771 339.4151 339.5531 339.6911 339.8291 339.9671 340.1050 340.2429 340.3809 340.5188 340.6567 340.7946 340.9324 341.0703 341.2082 341.3460 341.4838 341.6216 341.7594 341.8972 342.0350 342.1728 342.3105 342.4483 342.5860 342.7237 342.8614 342.9991 343.1368 343.2745 343.4121 343.5498 343.6874 343.8250 343.9626 344.1002 344.2378 344.3754 344.5130 344.6505 344.7880 344.9256 345.0631 345.2006 345.3381 345.4755 345.6130 345.7504 345.8879 346.0253 346.1627 346.3001 346.4375 346.5749 346.7123 346.8496 346.9870 347.1243 347.2616 347.3989 347.5362 347.6735 347.8107 347.9480 348.0852 348.2225 348.3597 348.4969 348.6341 348.7713 348.9084 349.0456 349.1827 349.3199 349.4570 349.5941 349.7312 349.8683 350.0053 350.1424 350.2795 350.4165 350.5535 350.6905 350.8275 350.9645 351.1015 351.2384 351.3754 351.5123 351.6492 351.7861 351.9230 352.0599 352.1968 352.3337 352.4705 352.6073 352.7442 352.8810 353.0178 353.1546 353.2913 353.4281 353.5648 353.7016 353.8383 353.9750 354.1117 354.2484 354.3851 354.5217 354.6584 354.7950 354.9317 355.0683 355.2049 355.3414 355.4780 355.6146 355.7511 355.8877 356.0242 356.1607 356.2972 356.4337 356.5702 356.7066 356.8431 356.9795 357.1159 357.2523 357.3887 357.5251 357.6615 357.7979 357.9342 358.0706 358.2069 358.3432 358.4795 358.6158 358.7520 358.8883 359.0246 359.1608 359.2970 359.4332 359.5694 359.7056 359.8418 359.9779 360.1141 360.2502 360.3863 360.5224 360.6585 360.7946 360.9307 361.0667 361.2028 361.3388 361.4748 361.6109 361.7468 361.8828 362.0188 362.1548 362.2907 362.4266 362.5625 362.6985 362.8343 362.9702 363.1061 363.2419 363.3778 363.5136 363.6494 363.7852 363.9210 364.0568 364.1926 364.3283 364.4641 364.5998 364.7355 364.8712 365.0069 365.1426 365.2782 365.4139 365.5495 365.6851 365.8207 365.9563 366.0919 366.2275 366.3631 366.4986 366.6341 366.7697 366.9052 367.0407 367.1761 367.3116 367.4471 367.5825 367.7179 367.8534 367.9888 368.1241 368.2595 368.3949 368.5302 368.6656 368.8009 368.9362 369.0715 369.2068 369.3421 369.4773 369.6126 369.7478 369.8830 370.0183 370.1535 370.2886 370.4238 370.5590 370.6941 370.8292 370.9644 371.0995 371.2346 371.3696 371.5047 371.6398 371.7748 371.9098 372.0448 372.1798 372.3148 372.4498 372.5848 372.7197 372.8546 372.9896 373.1245 373.2594 373.3942 373.5291 373.6640 373.7988 373.9336 374.0685 374.2033 374.3381 374.4728 374.6076 374.7423 374.8771 375.0118 375.1465 375.2812 375.4159 375.5506 375.6852 375.8199 375.9545 376.0891 376.2237 376.3583 376.4929 376.6275 376.7620 376.8966 377.0311 377.1656 377.3001 377.4346 377.5691 377.7035 377.8380 377.9724 378.1068 378.2412 378.3756 378.5100 378.6444 378.7787 378.9131 379.0474 379.1817 379.3160 379.4503 379.5845 379.7188 379.8531 379.9873 380.1215 380.2557 380.3899 380.5241 380.6582 380.7924 380.9265 381.0607 381.1948 381.3289 381.4630 381.5970 381.7311 381.8651 381.9992 382.1332 382.2672 382.4012 382.5352 382.6691 382.8031 382.9370 383.0709 383.2048 383.3387 383.4726 383.6065 383.7403 383.8742 384.0080 384.1418 384.2756 384.4094 384.5432 384.6770 384.8107 384.9444 385.0782 385.2119 385.3456 385.4792 385.6129 385.7466 385.8802 386.0138 386.1474 386.2810 386.4146 386.5482 386.6817 386.8153 386.9488 387.0823 387.2158 387.3493 387.4828 387.6163 387.7497 387.8832 388.0166 388.1500 388.2834 388.4168 388.5501 388.6835 388.8168 388.9501 389.0834 389.2167 389.3500 389.4833 389.6166 389.7498 389.8830 390.0162 390.1494 390.2826 390.4158 390.5490 390.6821 390.8153 390.9484 391.0815 391.2146 391.3476 391.4807 391.6138 391.7468 391.8798 392.0128 392.1458 392.2788 392.4118 392.5447 392.6777 392.8106 392.9435 393.0764 393.2093 393.3422 393.4750 393.6079 393.7407 393.8735 394.0063 394.1391 394.2719 394.4046 394.5374 394.6701 394.8028 394.9355 395.0682 395.2009 395.3336 395.4662 395.5989 395.7315 395.8641 395.9967 396.1293 396.2618 396.3944 396.5269 396.6594 396.7919 396.9244 397.0569 397.1894 397.3218 397.4543 397.5867 397.7191 397.8515 397.9839 398.1163 398.2486 398.3810 398.5133 398.6456 398.7779 398.9102 399.0425 399.1747 399.3070 399.4392 399.5714 399.7036 399.8358 399.9680 400.1001 400.2323 400.3644 400.4965 400.6286 400.7607 400.8928 401.0249 401.1569 401.2889 401.4210 401.5530 401.6850 401.8169 401.9489 402.0808 402.2128 402.3447 402.4766 402.6085 402.7404 402.8722 403.0041 403.1359 403.2677 403.3996 403.5313 403.6631 403.7949 403.9266 404.0584 404.1901 404.3218 404.4535 404.5852 404.7168 404.8485 404.9801 405.1118 405.2434 405.3750 405.5065 405.6381 405.7697 405.9012 406.0327 406.1642 406.2957 406.4272 406.5587 406.6901 406.8216 406.9530 407.0844 407.2158 407.3472 407.4785 407.6099 407.7412 407.8725 408.0039 408.1352 408.2664 408.3977 408.5289 408.6602 408.7914 408.9226 409.0538 409.1850 409.3162 409.4473 409.5785 409.7096 409.8407 409.9718 410.1029 410.2339 410.3650 410.4960 410.6270 410.7580 410.8890 411.0200 411.1510 411.2819 411.4129 411.5438 411.6747 411.8056 411.9365 412.0673 412.1982 412.3290 412.4598 412.5907 412.7214 412.8522 412.9830 413.1137 413.2445 413.3752 413.5059 413.6366 413.7673 413.8979 414.0286 414.1592 414.2898 414.4204 414.5510 414.6816 414.8122 414.9427 415.0732 415.2038 415.3343 415.4647 415.5952 415.7257 415.8561 415.9866 416.1170 416.2474 416.3778 416.5081 416.6385 416.7688 416.8992 417.0295 417.1598 417.2901 417.4203 417.5506 417.6808 417.8111 417.9413 418.0715 418.2017 418.3318 418.4620 418.5921 418.7222 418.8524 418.9824 419.1125 419.2426 419.3726 419.5027 419.6327 419.7627 419.8927 420.0227 420.1527 420.2826 420.4125 420.5425 420.6724 420.8023 420.9321 421.0620 421.1918 421.3217 421.4515 421.5813 421.7111 421.8409 421.9706 422.1004 422.2301 422.3598 422.4895 422.6192 422.7489 422.8785 423.0082 423.1378 423.2674 423.3970 423.5266 423.6561 423.7857 423.9152 424.0448 424.1743 424.3038 424.4332 424.5627 424.6922 424.8216 424.9510 425.0804 425.2098 425.3392 425.4686 425.5979 425.7272 425.8565 425.9859 426.1151 426.2444 426.3737 426.5029 426.6321 426.7614 426.8906 427.0197 427.1489 427.2781 427.4072 427.5363 427.6654 427.7945 427.9236 428.0527 428.1817 428.3108 428.4398 428.5688 428.6978 428.8268 428.9557 429.0847 429.2136 429.3425 429.4714 429.6003 429.7292 429.8580 429.9869 430.1157 430.2445 430.3733 430.5021 430.6309 430.7596 430.8884 431.0171 431.1458 431.2745 431.4032 431.5318 431.6605 431.7891 431.9177 432.0463 432.1749 432.3035 432.4320 432.5606 432.6891 432.8176 432.9461 433.0746 433.2031 433.3315 433.4600 433.5884 433.7168 433.8452 433.9736 434.1019 434.2303 434.3586 434.4869 434.6152 434.7435 434.8718 435.0001 435.1283 435.2565 435.3847 435.5129 435.6411 435.7693 435.8975 436.0256 436.1537 436.2818 436.4099 436.5380 436.6661 436.7941 436.9221 437.0502 437.1782 437.3061 437.4341 437.5621 437.6900 437.8179 437.9459 438.0737 438.2016 438.3295 438.4573 438.5852 438.7130 438.8408 438.9686 439.0964 439.2241 439.3519 439.4796 439.6073 439.7350 439.8627 439.9904 440.1180 440.2457 440.3733 440.5009 440.6285 440.7561 440.8836 441.0112 441.1387 441.2662 441.3937 441.5212 441.6487 441.7762 441.9036 442.0310 442.1584 442.2858 442.4132 442.5406 442.6679 442.7953 442.9226 443.0499 443.1772 443.3044 443.4317 443.5590 443.6862 443.8134 443.9406 444.0678 444.1949 444.3221 444.4492 444.5763 444.7034 444.8305 444.9576 445.0847 445.2117 445.3387 445.4658 445.5928 445.7197 445.8467 445.9737 446.1006 446.2275 446.3544 446.4813 446.6082 446.7350 446.8619 446.9887 447.1155 447.2423 447.3691 447.4959 447.6226 447.7494 447.8761 448.0028 448.1295 448.2562 448.3828 448.5095 448.6361 448.7627 448.8893 449.0159 449.1425 449.2690 449.3956 449.5221 449.6486 449.7751 449.9015 450.0280 450.1544 450.2809 450.4073 450.5337 450.6601 450.7864 450.9128 451.0391 451.1654 451.2917 451.4180 451.5443 451.6706 451.7968 451.9230 452.0492 452.1754 452.3016 452.4278 452.5539 452.6801 452.8062 452.9323 453.0584 453.1844 453.3105 453.4365 453.5626 453.6886 453.8146 453.9405 454.0665 454.1924 454.3184 454.4443 454.5702 454.6961 454.8219 454.9478 455.0736 455.1995 455.3253 455.4510 455.5768 455.7026 455.8283 455.9541 456.0798 456.2055 456.3311 456.4568 456.5825 456.7081 456.8337 456.9593 457.0849 457.2105 457.3360 457.4616 457.5871 457.7126 457.8381 457.9636 458.0890 458.2145 458.3399 458.4653 458.5907 458.7161 458.8415 458.9668 459.0921 459.2175 459.3428 459.4681 459.5933 459.7186 459.8438 459.9690 460.0943 460.2195 460.3446 460.4698 460.5949 460.7201 460.8452 460.9703 461.0954 461.2204 461.3455 461.4705 461.5955 461.7205 461.8455 461.9705 462.0955 462.2204 462.3453 462.4702 462.5951 462.7200 462.8449 462.9697 463.0945 463.2193 463.3441 463.4689 463.5937 463.7184 463.8432 463.9679 464.0926 464.2173 464.3419 464.4666 464.5912 464.7159 464.8405 464.9651 465.0896 465.2142 465.3387 465.4633 465.5878 465.7123 465.8367 465.9612 466.0857 466.2101 466.3345 466.4589 466.5833 466.7077 466.8320 466.9563 467.0807 467.2050 467.3292 467.4535 467.5778 467.7020 467.8262 467.9504 468.0746 468.1988 468.3230 468.4471 468.5712 468.6954 468.8194 468.9435 469.0676 469.1916 469.3157 469.4397 469.5637 469.6877 469.8116 469.9356 470.0595 470.1834 470.3073 470.4312 470.5551 470.6789 470.8028 470.9266 471.0504 471.1742 471.2980 471.4217 471.5455 471.6692 471.7929 471.9166 472.0403 472.1639 472.2876 472.4112 472.5348 472.6584 472.7820 472.9055 473.0291 473.1526 473.2761 473.3996 473.5231 473.6466 473.7700 473.8935 474.0169 474.1403 474.2637 474.3870 474.5104 474.6337 474.7570 474.8803 475.0036 475.1269 475.2502 475.3734 475.4966 475.6198 475.7430 475.8662 475.9893 476.1125 476.2356 476.3587 476.4818 476.6049 476.7279 476.8510 476.9740 477.0970 477.2200 477.3430 477.4660 477.5889 477.7118 477.8347 477.9576 478.0805 478.2034 478.3262 478.4491 478.5719 478.6947 478.8175 478.9402 479.0630 479.1857 479.3084 479.4311 479.5538 479.6765 479.7991 479.9218 480.0444 480.1670 480.2896 480.4121 480.5347 480.6572 480.7797 480.9022 481.0247 481.1472 481.2697 481.3921 481.5145 481.6369 481.7593 481.8817 482.0040 482.1264 482.2487 482.3710 482.4933 482.6156 482.7378 482.8601 482.9823 483.1045 483.2267 483.3489 483.4710 483.5932 483.7153 483.8374 483.9595 484.0816 484.2036 484.3257 484.4477 484.5697 484.6917 484.8137 484.9356 485.0576 485.1795 485.3014 485.4233 485.5452 485.6670 485.7889 485.9107 486.0325 486.1543 486.2761 486.3978 486.5196 486.6413 486.7630 486.8847 487.0064 487.1280 487.2497 487.3713 487.4929 487.6145 487.7361 487.8577 487.9792 488.1007 488.2223 488.3437 488.4652 488.5867 488.7081 488.8296 488.9510 489.0724 489.1937 489.3151 489.4365 489.5578 489.6791 489.8004 489.9217 490.0429 490.1642 490.2854 490.4066 490.5278 490.6490 490.7701 490.8913 491.0124 491.1335 491.2546 491.3757 491.4968 491.6178 491.7388 491.8599 491.9808 492.1018 492.2228 492.3437 492.4647 492.5856 492.7065 492.8273 492.9482 493.0690 493.1899 493.3107 493.4315 493.5523 493.6730 493.7938 493.9145 494.0352 494.1559 494.2766 494.3972 494.5179 494.6385 494.7591 494.8797 495.0003 495.1208 495.2414 495.3619 495.4824 495.6029 495.7234 495.8438 495.9643 496.0847 496.2051 496.3255 496.4459 496.5662 496.6866 496.8069 496.9272 497.0475 497.1677 497.2880 497.4082 497.5285 497.6487 497.7689 497.8890 498.0092 498.1293 498.2494 498.3695 498.4896 498.6097 498.7298 498.8498 498.9698 499.0898 499.2098 499.3298 499.4497 499.5697 499.6896 499.8095 499.9294 500.0492 500.1691 500.2889 500.4087 500.5285 500.6483 500.7681 500.8878 501.0076 501.1273 501.2470 501.3666 501.4863 501.6060 501.7256 501.8452 501.9648 502.0844 502.2039 502.3235 502.4430 502.5625 502.6820 502.8015 502.9210 503.0404 503.1598 503.2792 503.3986 503.5180 503.6374 503.7567 503.8760 503.9953 504.1146 504.2339 504.3531 504.4724 504.5916 504.7108 504.8300 504.9492 505.0683 505.1875 505.3066 505.4257 505.5448 505.6638 505.7829 505.9019 506.0209 506.1399 506.2589 506.3779 506.4968 506.6158 506.7347 506.8536 506.9725 507.0913 507.2102 507.3290 507.4478 507.5666 507.6854 507.8042 507.9229 508.0416 508.1603 508.2790 508.3977 508.5164 508.6350 508.7536 508.8722 508.9908 509.1094 509.2280 509.3465 509.4650 509.5835 509.7020 509.8205 509.9389 510.0574 510.1758 510.2942 510.4126 510.5309 510.6493 510.7676 510.8859 511.0042 511.1225 511.2408 511.3590 511.4773 511.5955 511.7137 511.8318 511.9500 512.0682 512.1863 512.3044 512.4225 512.5406 512.6586 512.7767 512.8947 513.0127 513.1307 513.2486 513.3666 513.4845 513.6025 513.7204 513.8382 513.9561 514.0740 514.1918 514.3096 514.4274 514.5452 514.6629 514.7807 514.8984 515.0161 515.1338 515.2515 515.3692 515.4868 515.6044 515.7220 515.8396 515.9572 516.0748 516.1923 516.3098 516.4273 516.5448 516.6623 516.7797 516.8972 517.0146 517.1320 517.2494 517.3667 517.4841 517.6014 517.7187 517.8360 517.9533 518.0706 518.1878 518.3050 518.4222 518.5394 518.6566 518.7738 518.8909 519.0080 519.1251 519.2422 519.3593 519.4763 519.5934 519.7104 519.8274 519.9444 520.0613 520.1783 520.2952 520.4121 520.5290 520.6459 520.7627 520.8796 520.9964 521.1132 521.2300 521.3468 521.4635 521.5803 521.6970 521.8137 521.9304 522.0470 522.1637 522.2803 522.3969 522.5135 522.6301 522.7466 522.8632 522.9797 523.0962 523.2127 523.3292 523.4456 523.5621 523.6785 523.7949 523.9113 524.0276 524.1440 524.2603 524.3766 524.4929 524.6092 524.7255 524.8417 524.9579 525.0741 525.1903 525.3065 525.4226 525.5388 525.6549 525.7710 525.8871 526.0031 526.1192 526.2352 526.3512 526.4672 526.5832 526.6991 526.8151 526.9310 527.0469 527.1628 527.2787 527.3945 527.5103 527.6261 527.7419 527.8577 527.9735 528.0892 528.2049 528.3206 528.4363 528.5520 528.6677 528.7833 528.8989 529.0145 529.1301 529.2456 529.3612 529.4767 529.5922 529.7077 529.8232 529.9386 530.0541 530.1695 530.2849 530.4003 530.5156 530.6310 530.7463 530.8616 530.9769 531.0921 531.2074 531.3226 531.4378 531.5530 531.6682 531.7834 531.8985 532.0137 532.1288 532.2438 532.3589 532.4740 532.5890 532.7040 532.8190 532.9340 533.0489 533.1639 533.2788 533.3937 533.5086 533.6235 533.7383 533.8531 533.9679 534.0827 534.1975 534.3123 534.4270 534.5417 534.6564 534.7711 534.8857 535.0004 535.1150 535.2296 535.3442 535.4588 535.5733 535.6878 535.8024 535.9168 536.0313 536.1458 536.2602 536.3746 536.4890 536.6034 536.7178 536.8321 536.9464 537.0607 537.1750 537.2893
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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: Stray light correction method: 0=no stray light correction, 1=simple method, 2=uncorrected matrix method, 3=corrected matrix method
Column 34: Estimated average residual stray light level [%] (for methods 1 and 3 this is before the subtraction of the signal at no-input pixel)
Column 35: 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 36: 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 37: 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 38: 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 39: 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 40: 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 41: 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 42: Wavelength change fitting result index: 0,1,2=no error or warning, 3=warning, -1 or >3=error
Column 43: Normalized rms of fitting residuals in wavelength change retrieval weighted with independent instrumental uncertainty, -9=fitting not successful or no fitting done
Column 44: Number of pixels included in wavelength change retrieval, -9=no wavelength change determination
Column 45: Number of pixels not included in wavelength correction, -9=no wavelength correction
Column 46: Mean wavelength correction applied [%], -9=no wavelength correction
Column 47: Standard deviation of wavelength correction applied [%], -9=no wavelength correction
Column 48: Minimum wavelength correction applied [%], -9=no wavelength correction
Column 49: Maximum wavelength correction applied [%], -9=no wavelength correction
Column 50: Expected wavelength shift based on effective temperature [nm], -9=no effective temperature given
Column 51: Retrieved wavelength change, order 0, -9=no wavelength change determination
Column 52: Retrieved wavelength change, order 1, -9=no wavelength change determination
Column 53: Spectrometer control temperature [°C], 999=no temperature signal
Column 54: Auxiliary spectrometer temperature [°C], 999=no temperature signal
Column 55: Temperature in head sensor [°C], 999=no temperature signal
Column 56: Temperature at electronics board 1 [°C], 999=no temperature signal
Column 57: Temperature at electronics board 2 [°C], 999=no temperature signal
Column 58: Humidity in head sensor [%], -9=no humidity signal
Column 59: Pressure in head sensor [hPa], -9=no pressure signal
Column 60: Scale factor for data and uncertainties, to obtain unscaled output divide them by this number
Column 61: Indicator for uncertainty and atmospheric variability (see manual for exact meaning)
Column 62: L1 data type, data are... 1=corrected count rate [s-1], 2=radiance [W/m2/nm/sr], 3=irradiance [W/m2/nm]
Columns 63-2110: L1 data for each pixel, 0 is NOT a 'true' zero if the corresponding value in the uncertainty is -2, -3 or -4
Columns 2111-4158: 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 4159-6206: 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 20231126T225539.5Z 8730.955318 2 1 48.03 3 4000.000 12 3 0 1 1 0.00 2 0.00 2 -1.00 507 0 12 4 4 3.32 52 0 0 1501 6.434e+02 4.172e+00 6.644e+02 8.126e+00 1 2.00 98.97 -1.00 50.13 41.20 16.96 5.88 1.81 0 5.377e-02 1759 -9 -9.00 -9.00 -9.00 -9.00 -0.14822 -2.40006e-02 -1.71390e-04 14.99 3.32 6.93 20.46 20.87 26.9 912.26 1.883e+10 10 3 0 0 0 0 -41 23 -87 -54 -33 10 -89 -15 -12 -18 64 -86 -5 -57 26 -14 -16 -27 -45 -28 -69 5 -67 -6 -89 -18 2 15 7 -60 37 -62 17 -25 55 55 8 -7 -80 19 -67 3 -30 4 -47 37 4 -58 -41 -41 -36 -45 -49 -63 -20 -28 -32 20 -10 -20 -22 28 6 5 -28 -6 -11 -62 -15 -49 -31 -25 4 -3 -9 15 -10 29 -3 -9 -14 -21 -5 -39 6 -26 21 -14 23 -7 10 12 -9 -5 -2 -3 -11 12 -33 22 8 1 45 -29 38 -9 8 -3 -8 14 -8 13 -17 3 -21 29 -26 24 -10 -25 6 -6 -12 -35 -9 -2 16 16 8 5 -19 6 -9 24 -12 30 -10 -6 4 -21 5 -9 10 -15 0 1 -38 -6 -20 15 -2 30 -5 19 -23 -6 -13 -31 23 -11 8 -2 32 -4 -10 13 -1 14 -14 21 -4 -9 -18 25 2 5 10 -14 23 -7 30 -7 -5 20 -4 11 -24 3 -29 10 -7 14 -8 16 2 -13 4 -12 25 -5 21 3 12 3 -19 9 -18 8 -17 11 -5 11 5 10 0 -44 0 -21 52 16 -21 16 -8 10 -15 22 -28 10 -16 7 -13 13 10 0 12 -1 25 20 13 16 16 37 15 36 -1 16 9 10 10 7 22 19 59 2 49 14 9 3 32 8 22 26 -7 25 12 26 20 3 26 0 46 12 18 -11 46 35 27 32 31 17 20 66 28 61 16 33 11 29 43 19 48 18 55 26 35 42 40 20 11 66 23 54 29 59 61 41 39 34 72 24 79 38 59 37 35 37 25 48 25 46 35 63 68 58 78 71 93 55 81 57 63 51 35 72 57 78 54 106 22 80 62 86 64 73 103 51 88 74 83 100 85 67 65 83 35 100 78 88 62 71 87 77 51 62 96 52 104 90 89 79 49 118 44 91 73 102 90 99 93 81 106 76 97 101 135 106 137 134 113 123 112 145 100 127 112 132 122 140 139 94 133 111 138 128 118 109 103 141 93 160 128 179 159 163 153 177 204 171 162 130 142 133 167 131 152 149 122 151 137 170 163 160 150 155 158 148 151 136 170 129 151 136 100 161 134 162 150 176 150 174 144 150 149 128 199 162 190 179 147 154 125 140 118 156 119 146 126 137 132 128 133 159 164 153 185 134 201 189 196 176 153 190 139 181 134 192 185 173 197 194 209 185 204 175 188 168 181 175 161 178 139 172 208 205 198 184 203 184 207 181 204 201 222 196 190 200 156 154 119 136 121 153 154 186 196 208 210 191 232 182 191 147 173 172 169 203 170 212 177 232 180 218 165 174 179 193 210 182 191 180 208 195 204 204 191 200 186 212 165 209 201 211 244 225 274 232 262 197 245 199 221 196 213 242 209 270 211 221 173 184 190 174 236 223 244 227 246 241 242 244 233 246 241 258 231 285 255 267 255 250 256 220 253 228 253 248 243 261 222 220 185 196 140 185 188 234 194 196 210 190 170 133 143 139 161 175 196 212 204 262 248 290 272 304 289 265 234 231 230 198 210 189 214 197 237 248 216 238 190 217 221 274 257 284 309 283 291 237 216 215 280 255 268 291 310 303 264 275 216 258 237 261 294 284 305 327 357 350 387 317 322 312 324 313 300 313 287 341 333 329 315 309 285 291 292 286 314 299 292 287 296 288 325 338 342 356 307 365 381 340 329 285 274 254 257 285 339 369 387 374 351 318 263 235 225 265 278 322 321 313 319 278 297 222 217 202 242 260 313 318 272 291 233 215 205 245 288 318 362 329 348 302 307 270 308 338 314 330 305 333 315 362 365 381 391 380 400 397 441 401 446 396 381 358 321 325 314 324 296 304 290 317 286 319 367 372 387 355 382 368 374 362 343 317 293 299 271 284 255 252 261 251 194 181 203 202 217 179 210 222 205 215 222 261 288 334 332 345 325 355 334 309 328 319 314 264 260 257 297 336 339 380 335 333 286 292 287 301 311 352 331 309 302 268 319 309 311 290 295 312 331 378 357 410 388 401 398 416 399 365 356 358 393 400 455 441 452 464 428 445 407 416 378 384 369 359 339 301 261 213 194 130 134 136 160 201 232 282 287 324 335 360 381 403 427 425 448 449 440 439 461 426 374 358 301 291 207 217 143 182 185 226 280 323 359 412 478 482 506 509 506 515 504 535 532 574 551 567 541 544 548 545 571 567 597 550 567 531 545 561 587 611 596 621 596 625 599 605 611 619 612 596 630 620 633 587 556 548 549 578 584 635 614 649 605 587 543 517 536 581 619 629 632 598 578 581 543 591 575 548 530 550 535 560 585 590 573 574 573 571 565 542 575 582 606 613 630 624 625 666 658 673 650 661 622 617 584 548 550 491 503 507 555 595 617 633 626 639 643 683 671 686 660 666 670 629 671 659 664 656 646 628 604 599 605 640 648 690 696 691 406 620 638 609 646 648 692 646 656 657 634 640 640 650 650 702 692 703 697 688 681 659 653 630 625 601 622 610 627 653 645 647 645 646 612 620 629 641 663 684 667 651 658 601 609 609 600 636 644 674 669 708 703 712 727 702 688 666 674 658 698 711 690 635 587 548 556 606 640 690 690 669 649 635 620 637 670 671 713 675 695 667 656 629 641 643 643 665 649 672 641 645 612 665 678 699 713 672 663 594 581 550 556 607 647 666 643 682 637 669 648 656 619 596 598 580 620 598 625 594 562 520 467 490 460 476 462 474 437 425 441 472 544 606 682 714 778 777 770 712 666 605 573 632 658 724 742 748 748 740 713 644 609 544 554 570 627 667 707 727 712 731 676 699 669 694 731 735 757 732 791 754 808 784 777 777 737 742 719 728 680 701 693 714 740 696 639 592 587 601 642 677 698 710 705 725 724 763 740 768 726 722 688 686 676 675 687 732 788 784 796 767 755 767 765 814 810 838 791 796 781 798 802 834 826 788 780 740 792 780 805 801 784 799 783 790 801 824 820 826 828 797 783 743 746 727 734 723 729 728 764 805 813 808 793 814 819 843 852 854 878 849 861 814 812 803 812 841 836 868 819 840 801 833 822 840 834 842 863 861 886 890 903 906 918 902 927 903 866 889 866 879 874 877 862 881 892 870 850 798 811 760 788 766 789 809 783 820 834 873 855 875 858 859 856 847 853 813 834 829 862 835 866 842 867 884 897 898 881 889 863 862 858 883 895 887 903 867 903 902 907 894 869 846 817 842 825 857 854 883 879 867 877 841 862 843 883 849 854 872 858 872 864 879 877 912 882 912 901 893 888 884 885 876 913 909 901 896 908 910 899 908 896 912 890 917 900 886 881 874 896 871 904 864 871 860 847 854 852 874 862 902 862 871 868 901 909 915 907 875 858 826 831 797 817 839 861 885 882 907 872 888 862 852 855 864 889 882 897 877 875 871 886 885 882 885 852 890 842 852 820 838 821 815 845 842 883 851 859 873 885 863 904 925 932 921 920 946 921 915 886 881 872 860 875 863 894 861 900 870 887 910 887 925 900 932 909 933 904 924 919 888 895 868 896 889 896 904 890 892 840 869 833 868 872 895 888 914 900 913 936 910 953 940 937 919 910 903 887 885 891 885 885 930 907 941 944 931 925 905 905 915 918 913 929 926 897 912 888 927 912 934 948 939 928 945 927 921 922 901 932 903 924 913 920 903 900 930 895 933 914 896 881 887 884 881 907 886 919 915 902 899 910 884 849 842 782 769 717 687 650 683 721 764 821 814 824 808 807 797 812 839 840 887 853 911 878 898 892 872 867 846 842 802 819 835 886 884 910 920 934 930 899 946 870 929 913 918 900 897 862 855 887 892 900 885 870 810 795 796 805 831 836 873 898 901 937 917 924 873 886 863 862 856 864 875 896 905 910 916 928 947 930 944 945 925 920 873 892 841 887 887 936 942 935 920 904 913 910 926 872 915 919 947 948 924 927 887 880 845 822 827 852 855 880 899 895 920 879 913 905 905 904 881 898 868 870 839 849 831 858 843 847 888 846 865 804 834 825 838 845 841 857 846 866 862 893 872 862 874 889 910 914 927 876 888 836 841 812 815 835 854 886 883 919 870 894 879 883 889 901 916 907 927 928 931 928 924 903 889 885 869 888 864 882 880 900 889 882 888 837 859 827 858 831 872 885 901 907 890 933 907 936 916 913 909 883 872 849 892 869 890 879 897 875 880 886 877 905 881 911 917 943 932 906 925 885 906 874 878 837 850 846 855 874 868 887 870 876 850 869 828 842 850 802 860 854 876 843 861 872 859 875 839 887 854 889 885 900 883 898 863 836 822 752 741 704 698 674 695 699 729 771 826 853 862 870 816 763 743 704 766 762 825 826 863 832 824 826 823 856 848 869 861 882 881 873 855 839 855 828 857 854 883 871 871 874 886 869 884 871 876 906 872 855 838 822 824 802 833 835 852 846 850 865 873 907 901 916 910 923 880 917 886 890 909 863 894 893 879 867 910 903 887 906 868 875 848 815 761 760 784 758 790 772 796 793 821 849 869 888 868 882 874 878 858 893 869 916 913 929 933 927 944 906 911 883 861 859 867 869 883 885 878 918 905 929 916 928 917 907 925 923 913 898 897 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1705 1581 1577 1694 1817 1946 2049 2063 2026 1939 1823 1742 1711 1709 1809 1953 2103 2208 2271 2330 2376 2413 2402 2367 2311 2292 2266 2238 2222 2267 2322 2358 2389 2305 2211 2123 2064 2091 2150 2149 2135 2060 2069 2195 2349 2445 2458 2444 2426 2476 2602 2627 2562 2414 2169 2019 1922 1978 2144 2341 2580 2751 2754 2685 2400 2086 1874 1788 1967 2203 2373 2416 2391 2283 2177 1951 1691 1524 1547 1797 2077 2288 2303 2162 1926 1761 1603 1612 1769 2049 2389 2654 2679 2492 2314 2196 2215 2295 2353 2320 2306 2359 2388 2446 2612 2728 2838 2904 2936 3000 3099 3164 3194 3193 2997 2832 2646 2512 2515 2529 2486 2407 2280 2194 2219 2337 2562 2791 2939 2914 2914 2895 2913 2957 2860 2627 2403 2277 2241 2186 2146 2117 2030 1957 1876 1730 1701 1735 1749 1689 1658 1652 1685 1689 1694 1783 1979 2255 2504 2661 2692 2680 2615 2628 2603 2573 2502 2373 2204 2084 2117 2287 2542 2739 2818 2717 2605 2421 2288 2284 2445 2616 2707 2644 2515 2405 2401 2471 2470 2430 2396 2358 2469 2719 2914 3089 3137 3159 3177 3180 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