File name: Pandora106s1_Innsbruck_20160923_L1_smca1c23d20160922p1-8.txt
File generation date: 20260519T063636.0Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c23d20160922p1-8
Local principal investigator: Martin Tiefengraber
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 106
Spectrometer number: 1
Processing software version used: BlickP v1.8.88
Instrument operation file used: Pandora106_OF_v1d20160921.txt
Instrument calibration file used: Pandora106s1_CF_v23d20160922.txt
Level 0 file used: Pandora106s1_Innsbruck_20160923_L0.txt
Full location name: Innsbruck Atmospheric Observatory
Short location name: Innsbruck
Country of location: Austria
Location latitude [deg]: 47.2643
Location longitude [deg]: 11.3852
Location altitude [m]: 616
Local noon date: 20160923
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: None
Nominal wavelengths [nm]: 271.7865 271.9302 272.0738 272.2174 272.3610 272.5045 272.6481 272.7917 272.9352 273.0788 273.2223 273.3658 273.5093 273.6529 273.7963 273.9398 274.0833 274.2268 274.3702 274.5137 274.6571 274.8005 274.9439 275.0873 275.2307 275.3741 275.5175 275.6609 275.8042 275.9476 276.0909 276.2342 276.3775 276.5209 276.6641 276.8074 276.9507 277.0940 277.2372 277.3805 277.5237 277.6669 277.8102 277.9534 278.0966 278.2397 278.3829 278.5261 278.6692 278.8124 278.9555 279.0986 279.2418 279.3849 279.5280 279.6710 279.8141 279.9572 280.1002 280.2433 280.3863 280.5294 280.6724 280.8154 280.9584 281.1014 281.2443 281.3873 281.5302 281.6732 281.8161 281.9590 282.1020 282.2449 282.3878 282.5306 282.6735 282.8164 282.9592 283.1021 283.2449 283.3877 283.5305 283.6733 283.8161 283.9589 284.1017 284.2445 284.3872 284.5300 284.6727 284.8154 284.9581 285.1008 285.2435 285.3862 285.5289 285.6715 285.8142 285.9568 286.0994 286.2421 286.3847 286.5273 286.6699 286.8124 286.9550 287.0976 287.2401 287.3826 287.5252 287.6677 287.8102 287.9527 288.0952 288.2376 288.3801 288.5226 288.6650 288.8074 288.9499 289.0923 289.2347 289.3771 289.5195 289.6618 289.8042 289.9465 290.0889 290.2312 290.3735 290.5158 290.6581 290.8004 290.9427 291.0850 291.2272 291.3695 291.5117 291.6540 291.7962 291.9384 292.0806 292.2228 292.3649 292.5071 292.6492 292.7914 292.9335 293.0756 293.2178 293.3599 293.5020 293.6440 293.7861 293.9282 294.0702 294.2123 294.3543 294.4963 294.6383 294.7803 294.9223 295.0643 295.2062 295.3482 295.4901 295.6321 295.7740 295.9159 296.0578 296.1997 296.3416 296.4835 296.6253 296.7672 296.9090 297.0508 297.1927 297.3345 297.4763 297.6180 297.7598 297.9016 298.0433 298.1851 298.3268 298.4685 298.6103 298.7520 298.8937 299.0353 299.1770 299.3187 299.4603 299.6019 299.7436 299.8852 300.0268 300.1684 300.3100 300.4516 300.5931 300.7347 300.8762 301.0177 301.1593 301.3008 301.4423 301.5838 301.7252 301.8667 302.0082 302.1496 302.2911 302.4325 302.5739 302.7153 302.8567 302.9981 303.1394 303.2808 303.4222 303.5635 303.7048 303.8461 303.9874 304.1287 304.2700 304.4113 304.5526 304.6938 304.8351 304.9763 305.1175 305.2587 305.3999 305.5411 305.6823 305.8235 305.9646 306.1058 306.2469 306.3880 306.5291 306.6702 306.8113 306.9524 307.0935 307.2345 307.3756 307.5166 307.6576 307.7987 307.9397 308.0807 308.2216 308.3626 308.5036 308.6445 308.7855 308.9264 309.0673 309.2082 309.3491 309.4900 309.6309 309.7717 309.9126 310.0534 310.1942 310.3351 310.4759 310.6167 310.7575 310.8982 311.0390 311.1797 311.3205 311.4612 311.6019 311.7426 311.8833 312.0240 312.1647 312.3054 312.4460 312.5867 312.7273 312.8679 313.0085 313.1491 313.2897 313.4303 313.5709 313.7114 313.8520 313.9925 314.1330 314.2735 314.4140 314.5545 314.6950 314.8355 314.9759 315.1164 315.2568 315.3972 315.5376 315.6780 315.8184 315.9588 316.0992 316.2395 316.3799 316.5202 316.6605 316.8008 316.9411 317.0814 317.2217 317.3620 317.5022 317.6425 317.7827 317.9229 318.0631 318.2033 318.3435 318.4837 318.6239 318.7640 318.9042 319.0443 319.1844 319.3245 319.4646 319.6047 319.7448 319.8848 320.0249 320.1649 320.3050 320.4450 320.5850 320.7250 320.8650 321.0050 321.1449 321.2849 321.4248 321.5647 321.7047 321.8446 321.9845 322.1244 322.2642 322.4041 322.5439 322.6838 322.8236 322.9634 323.1032 323.2430 323.3828 323.5226 323.6623 323.8021 323.9418 324.0816 324.2213 324.3610 324.5007 324.6403 324.7800 324.9197 325.0593 325.1990 325.3386 325.4782 325.6178 325.7574 325.8970 326.0365 326.1761 326.3156 326.4552 326.5947 326.7342 326.8737 327.0132 327.1527 327.2921 327.4316 327.5710 327.7104 327.8499 327.9893 328.1287 328.2681 328.4074 328.5468 328.6861 328.8255 328.9648 329.1041 329.2434 329.3827 329.5220 329.6613 329.8005 329.9398 330.0790 330.2182 330.3574 330.4966 330.6358 330.7750 330.9142 331.0533 331.1925 331.3316 331.4707 331.6098 331.7489 331.8880 332.0271 332.1661 332.3052 332.4442 332.5832 332.7223 332.8613 333.0003 333.1392 333.2782 333.4172 333.5561 333.6950 333.8340 333.9729 334.1118 334.2506 334.3895 334.5284 334.6672 334.8061 334.9449 335.0837 335.2225 335.3613 335.5001 335.6389 335.7776 335.9164 336.0551 336.1938 336.3325 336.4712 336.6099 336.7486 336.8873 337.0259 337.1646 337.3032 337.4418 337.5804 337.7190 337.8576 337.9962 338.1347 338.2733 338.4118 338.5503 338.6888 338.8273 338.9658 339.1043 339.2428 339.3812 339.5197 339.6581 339.7965 339.9349 340.0733 340.2117 340.3501 340.4884 340.6268 340.7651 340.9034 341.0417 341.1800 341.3183 341.4566 341.5949 341.7331 341.8713 342.0096 342.1478 342.2860 342.4242 342.5624 342.7005 342.8387 342.9768 343.1150 343.2531 343.3912 343.5293 343.6674 343.8054 343.9435 344.0816 344.2196 344.3576 344.4956 344.6336 344.7716 344.9096 345.0476 345.1855 345.3235 345.4614 345.5993 345.7372 345.8751 346.0130 346.1508 346.2887 346.4266 346.5644 346.7022 346.8400 346.9778 347.1156 347.2534 347.3911 347.5289 347.6666 347.8043 347.9420 348.0797 348.2174 348.3551 348.4928 348.6304 348.7681 348.9057 349.0433 349.1809 349.3185 349.4561 349.5937 349.7312 349.8688 350.0063 350.1438 350.2813 350.4188 350.5563 350.6938 350.8312 350.9687 351.1061 351.2435 351.3809 351.5183 351.6557 351.7931 351.9304 352.0678 352.2051 352.3424 352.4798 352.6171 352.7543 352.8916 353.0289 353.1661 353.3034 353.4406 353.5778 353.7150 353.8522 353.9894 354.1265 354.2637 354.4008 354.5380 354.6751 354.8122 354.9493 355.0864 355.2234 355.3605 355.4975 355.6345 355.7716 355.9086 356.0456 356.1825 356.3195 356.4565 356.5934 356.7303 356.8673 357.0042 357.1411 357.2779 357.4148 357.5517 357.6885 357.8253 357.9622 358.0990 358.2358 358.3726 358.5093 358.6461 358.7828 358.9196 359.0563 359.1930 359.3297 359.4664 359.6030 359.7397 359.8763 360.0130 360.1496 360.2862 360.4228 360.5594 360.6960 360.8325 360.9691 361.1056 361.2421 361.3786 361.5151 361.6516 361.7881 361.9245 362.0610 362.1974 362.3338 362.4703 362.6067 362.7430 362.8794 363.0158 363.1521 363.2884 363.4248 363.5611 363.6974 363.8337 363.9699 364.1062 364.2424 364.3787 364.5149 364.6511 364.7873 364.9235 365.0596 365.1958 365.3320 365.4681 365.6042 365.7403 365.8764 366.0125 366.1486 366.2846 366.4207 366.5567 366.6927 366.8287 366.9647 367.1007 367.2367 367.3726 367.5086 367.6445 367.7804 367.9163 368.0522 368.1881 368.3240 368.4598 368.5957 368.7315 368.8673 369.0031 369.1389 369.2747 369.4104 369.5462 369.6819 369.8177 369.9534 370.0891 370.2248 370.3604 370.4961 370.6318 370.7674 370.9030 371.0386 371.1742 371.3098 371.4454 371.5810 371.7165 371.8520 371.9876 372.1231 372.2586 372.3941 372.5295 372.6650 372.8004 372.9359 373.0713 373.2067 373.3421 373.4775 373.6128 373.7482 373.8835 374.0189 374.1542 374.2895 374.4248 374.5601 374.6953 374.8306 374.9658 375.1010 375.2363 375.3715 375.5067 375.6418 375.7770 375.9121 376.0473 376.1824 376.3175 376.4526 376.5877 376.7228 376.8578 376.9929 377.1279 377.2629 377.3979 377.5329 377.6679 377.8029 377.9378 378.0728 378.2077 378.3426 378.4775 378.6124 378.7473 378.8822 379.0170 379.1519 379.2867 379.4215 379.5563 379.6911 379.8258 379.9606 380.0954 380.2301 380.3648 380.4995 380.6342 380.7689 380.9036 381.0382 381.1729 381.3075 381.4421 381.5767 381.7113 381.8459 381.9804 382.1150 382.2495 382.3841 382.5186 382.6531 382.7875 382.9220 383.0565 383.1909 383.3254 383.4598 383.5942 383.7286 383.8630 383.9973 384.1317 384.2660 384.4003 384.5347 384.6690 384.8032 384.9375 385.0718 385.2060 385.3403 385.4745 385.6087 385.7429 385.8771 386.0112 386.1454 386.2795 386.4137 386.5478 386.6819 386.8160 386.9500 387.0841 387.2182 387.3522 387.4862 387.6202 387.7542 387.8882 388.0222 388.1561 388.2901 388.4240 388.5579 388.6918 388.8257 388.9596 389.0934 389.2273 389.3611 389.4949 389.6288 389.7626 389.8963 390.0301 390.1639 390.2976 390.4313 390.5650 390.6988 390.8324 390.9661 391.0998 391.2334 391.3671 391.5007 391.6343 391.7679 391.9015 392.0350 392.1686 392.3021 392.4357 392.5692 392.7027 392.8362 392.9696 393.1031 393.2365 393.3700 393.5034 393.6368 393.7702 393.9036 394.0369 394.1703 394.3036 394.4370 394.5703 394.7036 394.8369 394.9701 395.1034 395.2366 395.3699 395.5031 395.6363 395.7695 395.9027 396.0358 396.1690 396.3021 396.4352 396.5683 396.7014 396.8345 396.9676 397.1006 397.2337 397.3667 397.4997 397.6327 397.7657 397.8987 398.0316 398.1646 398.2975 398.4304 398.5633 398.6962 398.8291 398.9620 399.0948 399.2277 399.3605 399.4933 399.6261 399.7589 399.8916 400.0244 400.1571 400.2899 400.4226 400.5553 400.6880 400.8206 400.9533 401.0859 401.2186 401.3512 401.4838 401.6164 401.7490 401.8815 402.0141 402.1466 402.2791 402.4116 402.5441 402.6766 402.8091 402.9415 403.0740 403.2064 403.3388 403.4712 403.6036 403.7360 403.8683 404.0007 404.1330 404.2653 404.3976 404.5299 404.6622 404.7944 404.9267 405.0589 405.1911 405.3233 405.4555 405.5877 405.7198 405.8520 405.9841 406.1163 406.2484 406.3805 406.5125 406.6446 406.7766 406.9087 407.0407 407.1727 407.3047 407.4367 407.5687 407.7006 407.8326 407.9645 408.0964 408.2283 408.3602 408.4921 408.6239 408.7558 408.8876 409.0194 409.1512 409.2830 409.4148 409.5465 409.6783 409.8100 409.9417 410.0734 410.2051 410.3368 410.4684 410.6001 410.7317 410.8633 410.9949 411.1265 411.2581 411.3897 411.5212 411.6527 411.7843 411.9158 412.0473 412.1787 412.3102 412.4417 412.5731 412.7045 412.8359 412.9673 413.0987 413.2301 413.3614 413.4928 413.6241 413.7554 413.8867 414.0180 414.1492 414.2805 414.4117 414.5429 414.6742 414.8054 414.9365 415.0677 415.1989 415.3300 415.4611 415.5922 415.7233 415.8544 415.9855 416.1165 416.2476 416.3786 416.5096 416.6406 416.7716 416.9026 417.0335 417.1645 417.2954 417.4263 417.5572 417.6881 417.8189 417.9498 418.0806 418.2115 418.3423 418.4731 418.6039 418.7346 418.8654 418.9961 419.1269 419.2576 419.3883 419.5190 419.6496 419.7803 419.9109 420.0415 420.1722 420.3028 420.4333 420.5639 420.6945 420.8250 420.9555 421.0860 421.2165 421.3470 421.4775 421.6079 421.7384 421.8688 421.9992 422.1296 422.2600 422.3904 422.5207 422.6511 422.7814 422.9117 423.0420 423.1723 423.3025 423.4328 423.5630 423.6933 423.8235 423.9537 424.0839 424.2140 424.3442 424.4743 424.6044 424.7345 424.8646 424.9947 425.1248 425.2548 425.3849 425.5149 425.6449 425.7749 425.9049 426.0348 426.1648 426.2947 426.4246 426.5545 426.6844 426.8143 426.9442 427.0740 427.2039 427.3337 427.4635 427.5933 427.7230 427.8528 427.9825 428.1123 428.2420 428.3717 428.5014 428.6311 428.7607 428.8904 429.0200 429.1496 429.2792 429.4088 429.5384 429.6679 429.7975 429.9270 430.0565 430.1860 430.3155 430.4449 430.5744 430.7038 430.8333 430.9627 431.0921 431.2214 431.3508 431.4802 431.6095 431.7388 431.8681 431.9974 432.1267 432.2560 432.3852 432.5144 432.6436 432.7729 432.9020 433.0312 433.1604 433.2895 433.4187 433.5478 433.6769 433.8060 433.9350 434.0641 434.1931 434.3221 434.4512 434.5802 434.7091 434.8381 434.9671 435.0960 435.2249 435.3538 435.4827 435.6116 435.7405 435.8693 435.9982 436.1270 436.2558 436.3846 436.5133 436.6421 436.7708 436.8996 437.0283 437.1570 437.2857 437.4143 437.5430 437.6716 437.8003 437.9289 438.0575 438.1861 438.3146 438.4432 438.5717 438.7002 438.8287 438.9572 439.0857 439.2142 439.3426 439.4711 439.5995 439.7279 439.8563 439.9846 440.1130 440.2413 440.3697 440.4980 440.6263 440.7546 440.8828 441.0111 441.1393 441.2675 441.3958 441.5239 441.6521 441.7803 441.9084 442.0366 442.1647 442.2928 442.4209 442.5489 442.6770 442.8050 442.9331 443.0611 443.1891 443.3171 443.4450 443.5730 443.7009 443.8288 443.9568 444.0846 444.2125 444.3404 444.4682 444.5961 444.7239 444.8517 444.9795 445.1072 445.2350 445.3627 445.4905 445.6182 445.7459 445.8735 446.0012 446.1289 446.2565 446.3841 446.5117 446.6393 446.7669 446.8944 447.0220 447.1495 447.2770 447.4045 447.5320 447.6595 447.7869 447.9144 448.0418 448.1692 448.2966 448.4240 448.5513 448.6787 448.8060 448.9333 449.0606 449.1879 449.3152 449.4424 449.5697 449.6969 449.8241 449.9513 450.0785 450.2056 450.3328 450.4599 450.5870 450.7141 450.8412 450.9683 451.0954 451.2224 451.3494 451.4764 451.6034 451.7304 451.8574 451.9843 452.1112 452.2382 452.3651 452.4920 452.6188 452.7457 452.8725 452.9994 453.1262 453.2530 453.3797 453.5065 453.6333 453.7600 453.8867 454.0134 454.1401 454.2668 454.3934 454.5201 454.6467 454.7733 454.8999 455.0265 455.1530 455.2796 455.4061 455.5326 455.6591 455.7856 455.9121 456.0385 456.1650 456.2914 456.4178 456.5442 456.6706 456.7970 456.9233 457.0496 457.1760 457.3023 457.4285 457.5548 457.6811 457.8073 457.9335 458.0597 458.1859 458.3121 458.4383 458.5644 458.6905 458.8166 458.9427 459.0688 459.1949 459.3209 459.4470 459.5730 459.6990 459.8250 459.9510 460.0769 460.2029 460.3288 460.4547 460.5806 460.7065 460.8324 460.9582 461.0840 461.2099 461.3357 461.4614 461.5872 461.7130 461.8387 461.9644 462.0901 462.2158 462.3415 462.4672 462.5928 462.7184 462.8441 462.9697 463.0952 463.2208 463.3464 463.4719 463.5974 463.7229 463.8484 463.9739 464.0993 464.2248 464.3502 464.4756 464.6010 464.7264 464.8517 464.9771 465.1024 465.2277 465.3530 465.4783 465.6036 465.7288 465.8541 465.9793 466.1045 466.2297 466.3549 466.4800 466.6052 466.7303 466.8554 466.9805 467.1056 467.2306 467.3557 467.4807 467.6057 467.7307 467.8557 467.9807 468.1056 468.2306 468.3555 468.4804 468.6053 468.7301 468.8550 468.9798 469.1047 469.2295 469.3543 469.4790 469.6038 469.7285 469.8533 469.9780 470.1027 470.2274 470.3520 470.4767 470.6013 470.7259 470.8505 470.9751 471.0997 471.2242 471.3488 471.4733 471.5978 471.7223 471.8468 471.9712 472.0957 472.2201 472.3445 472.4689 472.5933 472.7176 472.8420 472.9663 473.0906 473.2149 473.3392 473.4634 473.5877 473.7119 473.8361 473.9603 474.0845 474.2087 474.3329 474.4570 474.5811 474.7052 474.8293 474.9534 475.0774 475.2015 475.3255 475.4495 475.5735 475.6975 475.8214 475.9454 476.0693 476.1932 476.3171 476.4410 476.5649 476.6887 476.8125 476.9363 477.0601 477.1839 477.3077 477.4314 477.5552 477.6789 477.8026 477.9263 478.0499 478.1736 478.2972 478.4209 478.5445 478.6680 478.7916 478.9152 479.0387 479.1622 479.2857 479.4092 479.5327 479.6562 479.7796 479.9030 480.0264 480.1498 480.2732 480.3966 480.5199 480.6432 480.7666 480.8898 481.0131 481.1364 481.2596 481.3829 481.5061 481.6293 481.7525 481.8756 481.9988 482.1219 482.2450 482.3681 482.4912 482.6143 482.7373 482.8604 482.9834 483.1064 483.2294 483.3523 483.4753 483.5982 483.7211 483.8440 483.9669 484.0898 484.2126 484.3355 484.4583 484.5811 484.7039 484.8267 484.9494 485.0722 485.1949 485.3176 485.4403 485.5630 485.6856 485.8083 485.9309 486.0535 486.1761 486.2987 486.4212 486.5438 486.6663 486.7888 486.9113 487.0338 487.1562 487.2787 487.4011 487.5235 487.6459 487.7683 487.8906 488.0130 488.1353 488.2576 488.3799 488.5022 488.6244 488.7467 488.8689 488.9911 489.1133 489.2355 489.3577 489.4798 489.6019 489.7240 489.8461 489.9682 490.0903 490.2123 490.3344 490.4564 490.5784 490.7003 490.8223 490.9443 491.0662 491.1881 491.3100 491.4319 491.5537 491.6756 491.7974 491.9192 492.0410 492.1628 492.2846 492.4063 492.5280 492.6498 492.7715 492.8931 493.0148 493.1364 493.2581 493.3797 493.5013 493.6229 493.7444 493.8660 493.9875 494.1090 494.2305 494.3520 494.4735 494.5949 494.7163 494.8377 494.9591 495.0805 495.2019 495.3232 495.4446 495.5659 495.6872 495.8084 495.9297 496.0509 496.1722 496.2934 496.4146 496.5358 496.6569 496.7781 496.8992 497.0203 497.1414 497.2625 497.3835 497.5046 497.6256 497.7466 497.8676 497.9886 498.1095 498.2305 498.3514 498.4723 498.5932 498.7141 498.8349 498.9558 499.0766 499.1974 499.3182 499.4390 499.5597 499.6805 499.8012 499.9219 500.0426 500.1633 500.2839 500.4045 500.5252 500.6458 500.7664 500.8869 501.0075 501.1280 501.2485 501.3690 501.4895 501.6100 501.7304 501.8509 501.9713 502.0917 502.2121 502.3325 502.4528 502.5731 502.6935 502.8137 502.9340 503.0543 503.1745 503.2948 503.4150 503.5352 503.6554 503.7755 503.8957 504.0158 504.1359 504.2560 504.3761 504.4961 504.6162 504.7362 504.8562 504.9762 505.0962 505.2161 505.3361 505.4560 505.5759 505.6958 505.8157 505.9355 506.0554 506.1752 506.2950 506.4148 506.5346 506.6543 506.7740 506.8938 507.0135 507.1331 507.2528 507.3725 507.4921 507.6117 507.7313 507.8509 507.9704 508.0900 508.2095 508.3290 508.4485 508.5680 508.6875 508.8069 508.9263 509.0457 509.1651 509.2845 509.4039 509.5232 509.6425 509.7618 509.8811 510.0004 510.1197 510.2389 510.3581 510.4773 510.5965 510.7157 510.8348 510.9539 511.0731 511.1922 511.3112 511.4303 511.5494 511.6684 511.7874 511.9064 512.0254 512.1443 512.2633 512.3822 512.5011 512.6200 512.7389 512.8577 512.9766 513.0954 513.2142 513.3330 513.4517 513.5705 513.6892 513.8079 513.9266 514.0453 514.1640 514.2826 514.4013 514.5199 514.6385 514.7571 514.8756 514.9942 515.1127 515.2312 515.3497 515.4682 515.5866 515.7051 515.8235 515.9419 516.0603 516.1786 516.2970 516.4153 516.5336 516.6519 516.7702 516.8885 517.0067 517.1250 517.2432 517.3614 517.4795 517.5977 517.7158 517.8340 517.9521 518.0702 518.1882 518.3063 518.4243 518.5423 518.6603 518.7783 518.8963 519.0142 519.1322 519.2501 519.3680 519.4859 519.6037 519.7216 519.8394 519.9572 520.0750 520.1928 520.3105 520.4283 520.5460 520.6637 520.7814 520.8990 521.0167 521.1343 521.2519 521.3695 521.4871 521.6047 521.7222 521.8398 521.9573 522.0748 522.1922 522.3097 522.4271 522.5445 522.6619 522.7793 522.8967 523.0140 523.1314 523.2487 523.3660 523.4833 523.6005 523.7178 523.8350 523.9522 524.0694 524.1866 524.3037 524.4209 524.5380 524.6551 524.7722 524.8892 525.0063 525.1233 525.2403 525.3573 525.4743 525.5913 525.7082 525.8251 525.9421 526.0589 526.1758 526.2927 526.4095 526.5263 526.6431 526.7599 526.8767 526.9934 527.1101 527.2269 527.3435 527.4602 527.5769 527.6935 527.8101 527.9267 528.0433 528.1599 528.2765 528.3930 528.5095 528.6260 528.7425 528.8589 528.9754 529.0918 529.2082 529.3246 529.4410 529.5573 529.6737 529.7900 529.9063 530.0226 530.1388 530.2551 530.3713 530.4875 530.6037 530.7199 530.8361 530.9522 531.0683 531.1844 531.3005 531.4166 531.5326 531.6486 531.7647 531.8807 531.9966 532.1126 532.2285 532.3445 532.4604 532.5763 532.6921 532.8080 532.9238 533.0396 533.1554 533.2712 533.3870 533.5027 533.6184 533.7341 533.8498 533.9655 534.0812 534.1968 534.3124 534.4280 534.5436 534.6592 534.7747 534.8902 535.0057 535.1212 535.2367 535.3522 535.4676 535.5830 535.6984 535.8138 535.9292 536.0445 536.1598 536.2751 536.3904 536.5057 536.6210 536.7362 536.8514 536.9666 537.0818 537.1970 537.3121 537.4272 537.5423 537.6574 537.7725 537.8876 538.0026 538.1176 538.2326 538.3476 538.4626 538.5775 538.6925 538.8074 538.9223 539.0371 539.1520 539.2668
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Column 1: Two letter code of measurement routine
Column 2: UT date and time for beginning of measurement, yyyymmddThhmmssZ (ISO 8601)
Column 3: Fractional days since 1-Jan-2000 UT midnight for beginning of measurement
Column 4: Routine count (1 for the first routine of the day, 2 for the second, etc.)
Column 5: Repetition count (1 for the first set in the routine, 2 for the second, etc.)
Column 6: Total duration of measurement set in seconds
Column 7: Data processing type index
Column 8: Integration time [ms]
Column 9: Number of bright count cycles
Column 10: Number of dark count cycles
Column 11: Saturation index: positive integer is the number of saturated cycles included in the data, negative integer is the number of cycles skipped due to saturation
Column 12: Effective position of filterwheel #1, 0=filterwheel not used, 1-9 are valid positions
Column 13: Effective position of filterwheel #2, 0=filterwheel not used, 1-9 are valid positions
Column 14: Pointing zenith angle in degree, absolute or relative (see next column), 999=tracker not used
Column 15: Zenith pointing mode: zenith angle is... 0=absolute, 1=relative to sun, 2=relative to moon
Column 16: Pointing azimuth in degree, increases clockwise, absolute (0=north) or relative (see next column), 999=tracker not used
Column 17: Azimuth pointing mode: like zenith angle mode but also fixed scattering angles relative to sun (3) or moon (4)
Column 18: Target distance [m], -1=not pointed on target
Column 19: Sum over 2^i with i being a L0 to L1 conversion step, 0=dark correction, 1=non-linearity correction, 2=latency correction, 3=flat field correction, 4=conversion to count rates, 5=temperature correction, 6=stray light correction, 7=wavelength change determination, 8=sensitivity correction, 9=wavelength correction
Column 20: Dark correction method: -9=no dark correction done, since it was not requested, -2=no dark correction done, since there were no bright measurements, -1=no dark correction done, since there was no matching dark measurement, 0=dark correction done with measured dark count only, since input darkmeth was MEAS or no dark map parameters available, 1=dark correction done using dark fine structure map and measured dark count, >1=dark correction done with measured dark count only, since dark background fitting gave an error
Column 21: L1 data quality flag: 0=assured high quality, 1=assured medium quality, 2=assured low quality, 10=not-assured high quality, 11=not-assured medium quality, 12=not-assured low quality
Column 22: Sum over 2^i using those i, for which the corresponding L1 data quality parameter exceeds the DQ1 limit, 0=Saturated data, 1=Too few dark counts measurements, 2=No temperature given or effective temperature too different from the reference temperature, 3=Dark count too high, 4=Unsuccessful dark background fitting, 5=The dark count differs significantly from the dark map for too many pixels, 6=Absolute value of estimated average residual stray light level too high, 7=Although attempted, no wavelength change could be retrieved, 8=Absolute value of retrieved wavelength shift too large, 9=Retrieved wavelength shift differs too much from the shift predicted by the effective temperature
Column 23: Sum over 2^i using those i, for which the corresponding L1 data quality parameter exceeds the DQ2 limit (same parameters as for DQ1)
Column 24: Wavelength effective temperature [°C], 999=no effective temperature given
Column 25: Number of pixels, where dark count is higher than bright count, -9=no bright counts or dark counts measured
Column 26: Number of pixels, where DQ1 sigma ranges of dark count and bright count do not overlap, -9=no bright count or dark count standard error measured
Column 27: Number of pixels, where DQ2 sigma ranges of dark count and bright count do not overlap, -9=no bright count or dark count standard error measured
Column 28: Index of (not dead, blind, warm, or saturated) pixel with highest corrected counts
Column 29: Mean over blind and oversampled pixels in the bright counts, -9 if there is no bright count
Column 30: Standard error of blind and oversampled pixels in the bright counts, -9 if there is no bright count standard error
Column 31: Mean over blind and oversampled pixels in the dark counts, -9 if there is no dark count
Column 32: Standard error of blind and oversampled pixels in the dark counts, -9 if there is no dark count standard error
Column 33: Number of function evaluations used for dark background fitting, -9 if no background fitting was done
Column 34: rms of unweighted fitting residuals for dark background fitting, -9 if no background fitting was done
Column 35: Normalized rms of weighted fitting residuals for dark background fitting, -9 if no background fitting was done
Column 36: Mean difference dark map to measured dark count, -9 if no background fitting was done
Column 37: rms of difference dark map to measured dark count, -9 if no background fitting was done
Column 38: Mean absolute difference dark map to measured dark count expressed in number of standard deviations, -9 if no background fitting was done
Column 39: Number of regular pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 40: Number of warm pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 41: Number of hot pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 42: Index of regular pixel, where the dark map differed most from the measured dark count, -9 if no background fitting was done
Column 43: Number of sigmas the dark map differs from the measured dark for the pixel with the largest difference, -9 if no background fitting was done
Column 44: Retrieved value for dark background fitting parameter 1, -9 if no background fitting was done
Column 45: Uncertainty of retrieved value for dark background fitting parameter 1, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 46: Retrieved value for dark background fitting parameter 2, -9 if no background fitting was done
Column 47: Uncertainty of retrieved value for dark background fitting parameter 2, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 48: Retrieved value for dark background fitting parameter 3, -9 if no background fitting was done
Column 49: Uncertainty of retrieved value for dark background fitting parameter 3, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 50: 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: Scale factor for data and uncertainties, to obtain unscaled output divide them by this number
Column 74: Indicator for uncertainty and atmospheric variability (see manual for exact meaning)
Column 75: L1 data type, data are... 1=corrected count rate [s-1], 2=radiance [W/m2/nm/sr], 3=irradiance [W/m2/nm]
Columns 76-2123: L1 data for each pixel, 0 is NOT a 'true' zero if the corresponding value in the uncertainty is -2, -3 or -4
Columns 2124-4171: 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 4172-6219: 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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SO 20160923T051142.0Z 6110.216458 4 1 32.00 2 4000.000 8 2 0 1 4 0.00 1 0.00 1 -1.00 507 0 10 0 0 16.30 86 0 0 1684 6.404e+02 4.497e+00 6.515e+02 5.085e+00 0 0.000e+00 0.000e+00 0.000e+00 0.000e+00 0.000e+00 -9 -9 -9 -9 -9.00e+00 0.000e+00 0.000e+00 0.000e+00 0.000e+00 0.000e+00 0.000e+00 1 1.27 91.62 73.04 70.42 54.90 24.45 5.31 1.67 0 3.265e-02 1759 -9 -9.00 -9.00 -9.00 -9.00 0.00283 -1.00108e-01 -3.29950e-05 21.27 14.97 16.30 3.208e+06 10 3 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 -13 -23 35 -1 19 20 -10 11 15 31 -62 -30 -33 -10 -18 45 -21 -26 -2 -8 14 -1 24 -6 8 -21 -45 2 14 -1 38 -34 2 -32 31 -13 3 -11 7 13 -21 26 -4 -16 12 30 8 -15 -10 8 5 -19 4 -10 -25 3 1 1 -42 17 -9 27 18 -10 1 1 8 -14 12 -13 -4 -14 -17 19 15 30 25 3 2 -10 -10 -20 -9 40 16 13 1 -13 -13 22 2 27 -2 0 44 -21 -10 -28 -5 -18 36 3 9 31 8 4 5 35 -29 -16 9 6 11 -23 8 -3 -12 18 28 29 -18 -7 -16 19 0 -24 33 -11 26 4 1 42 -10 3 -22 38 10 21 18 -1 -10 -36 19 -34 -26 7 16 31 -9 9 -13 19 21 21 3 1 21 -6 -1 -5 36 0 6 0 -13 11 -34 32 3 1 24 14 35 -2 -14 -14 23 -19 7 -8 26 12 -19 18 19 -10 -1 15 -9 21 26 3 -9 -7 9 21 -5 -4 -33 7 -11 -7 5 -3 14 -20 24 -17 -13 26 13 22 -2 11 1 3 15 7 27 -7 14 -11 14 -1 12 12 -12 33 1 25 -15 30 -11 24 21 -7 30 -9 40 25 14 42 -20 15 8 16 12 1 19 -2 18 0 28 -14 -7 14 11 16 -21 21 -2 21 -14 -5 21 7 34 2 37 7 17 15 -8 43 -1 52 5 14 36 22 37 30 23 3 30 7 8 34 -2 52 25 48 16 31 30 0 41 48 27 12 17 4 -11 33 9 27 25 34 22 42 28 32 17 31 42 21 214 60 34 38 26 43 24 62 51 9 38 23 57 46 51 40 83 72 29 68 60 50 48 66 44 43 60 35 50 49 56 54 56 83 59 74 95 96 71 94 103 67 98 61 74 44 51 48 44 65 57 58 46 72 69 92 88 71 81 82 103 70 49 83 74 64 83 101 48 60 69 72 99 81 99 80 79 97 72 90 115 94 105 83 87 75 90 57 108 79 62 77 79 82 74 89 82 106 86 84 86 92 112 111 117 99 108 108 96 96 84 111 112 124 101 111 92 111 126 96 117 97 103 106 81 89 115 108 105 121 109 131 143 125 142 131 120 103 116 114 110 92 73 98 68 91 113 83 106 104 115 100 104 103 111 112 110 97 102 101 112 118 128 115 134 125 107 114 124 117 109 119 109 121 103 144 120 108 89 91 106 85 113 85 114 137 126 149 123 136 138 145 156 142 120 107 124 122 146 123 119 126 107 133 106 114 123 126 121 123 151 141 128 142 139 142 132 146 129 119 138 172 154 161 147 140 125 135 169 151 143 158 139 126 115 100 83 107 105 132 113 109 131 105 125 115 99 103 73 89 90 135 123 130 142 139 159 146 165 126 154 142 123 121 104 145 135 145 146 133 124 118 139 115 137 112 169 156 152 181 136 146 130 139 124 154 172 139 190 157 157 139 143 143 129 146 130 172 154 176 197 194 185 169 197 182 201 175 173 191 209 196 179 214 167 189 173 143 164 171 163 154 162 162 182 196 178 202 194 197 209 206 207 172 172 167 179 154 167 188 172 207 186 210 185 193 155 138 149 144 176 163 185 178 182 181 145 126 105 135 148 153 181 162 178 136 125 121 134 171 141 200 161 190 186 175 157 158 177 165 177 189 194 186 192 191 183 199 197 227 246 231 241 249 242 209 220 219 205 208 194 179 171 170 160 171 161 207 219 209 226 210 215 220 231 200 202 197 155 159 162 178 143 118 157 136 135 126 143 124 128 117 120 134 117 128 128 152 177 178 206 192 209 192 184 173 193 189 182 170 154 181 183 213 197 229 215 184 195 198 174 169 193 228 189 207 186 195 185 179 175 181 196 194 220 227 223 235 240 264 212 246 222 230 239 222 253 246 248 281 258 267 255 248 223 236 220 217 195 204 190 158 153 89 129 100 88 85 134 126 142 182 161 208 204 214 227 252 259 253 274 280 260 274 261 271 230 212 179 146 123 118 101 101 150 154 183 216 243 272 278 293 296 317 297 301 291 334 331 333 332 352 330 344 333 360 351 371 335 331 316 335 376 336 356 354 389 354 376 379 381 371 364 387 367 400 381 373 348 338 335 349 358 373 381 408 398 382 344 337 349 338 373 362 380 372 371 363 373 363 372 330 341 354 331 347 360 378 407 385 392 342 352 343 353 347 376 375 362 388 383 413 398 424 427 419 407 403 388 346 376 333 325 334 347 377 375 388 397 401 430 429 466 438 444 431 424 430 431 422 431 429 424 401 428 399 400 387 404 420 439 437 430 441 399 414 407 429 441 434 433 426 415 412 395 409 435 472 455 460 450 448 426 448 442 422 405 398 407 382 418 424 426 435 411 429 419 409 417 409 440 438 442 428 439 411 417 398 403 412 422 456 447 458 465 466 467 471 467 457 456 446 468 456 463 443 410 373 388 403 427 446 465 453 447 431 433 431 432 453 452 454 448 447 435 441 440 448 446 440 461 456 453 430 439 449 457 484 487 500 454 424 398 398 406 403 436 469 461 450 452 459 436 434 426 418 404 418 424 424 444 434 393 373 346 340 333 355 323 332 314 320 318 345 383 418 457 498 537 532 529 493 472 427 433 448 474 509 520 535 551 521 512 454 424 419 390 426 450 464 480 512 537 512 496 483 494 498 525 526 526 534 543 553 547 578 559 566 538 530 544 532 522 522 534 545 529 518 475 455 435 473 477 499 494 497 506 511 544 532 558 528 515 532 518 508 504 518 510 566 590 589 597 583 576 567 594 608 605 620 575 597 581 594 592 593 596 581 588 576 577 583 619 628 598 571 588 601 609 617 606 603 613 588 580 558 559 546 546 560 548 585 596 605 629 605 624 615 632 651 646 635 616 627 615 578 589 608 615 653 654 653 626 613 643 658 639 643 664 665 663 685 675 678 706 720 713 718 699 686 729 687 702 676 683 689 683 698 681 682 652 633 630 611 626 619 654 643 657 667 677 724 688 712 705 690 696 663 683 637 668 651 662 674 694 710 695 728 718 732 720 732 715 719 738 704 730 734 719 735 727 729 711 705 668 672 660 671 695 690 720 727 710 703 706 698 694 720 686 673 685 706 699 703 716 726 738 717 734 735 722 725 756 741 751 744 723 740 750 725 738 734 756 729 732 730 736 737 714 717 716 748 740 741 744 724 717 706 730 715 750 759 764 756 760 769 754 783 773 784 759 713 702 670 705 699 714 756 750 764 743 757 739 733 753 748 763 773 773 743 746 761 746 761 754 771 761 736 722 737 725 709 731 697 724 727 749 747 749 743 766 766 781 784 783 815 802 797 811 791 794 779 765 763 740 763 747 777 741 770 749 750 764 779 788 782 784 785 794 766 765 773 763 753 768 754 774 760 796 750 728 723 742 732 739 735 756 776 778 793 783 811 831 788 791 781 795 780 783 772 753 784 776 775 808 811 821 811 792 787 808 804 808 812 809 802 804 802 794 820 826 815 851 857 839 846 834 832 832 825 817 840 817 832 813 808 818 834 853 850 854 820 825 823 823 837 820 851 843 829 841 829 828 807 795 774 742 698 668 618 629 654 689 759 761 791 755 771 752 765 795 782 826 821 830 858 844 830 833 794 791 785 757 762 780 798 838 841 890 881 894 877 854 884 854 870 874 873 863 846 834 848 864 877 866 832 801 771 776 793 776 819 827 862 883 879 890 866 889 842 860 830 822 826 846 876 874 903 897 869 892 892 899 904 903 883 867 843 851 830 829 897 886 917 915 893 872 889 882 888 905 906 915 920 907 885 880 888 835 827 812 835 865 878 897 902 878 890 900 909 912 901 884 880 874 846 849 818 843 826 839 836 850 823 824 818 795 810 790 830 813 797 830 809 832 831 831 807 853 859 849 852 822 796 759 787 735 744 780 754 795 823 850 828 827 822 817 830 846 862 868 872 857 860 902 866 902 859 850 848 824 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1949 1963 1983 2003 2018 2034 2018 2028 2064 2041 2042 2048 2056 2082 2111 2129 2101 2103 2042 1991 1921 1838 1763 1716 1675 1615 1656 1723 1761 1871 1957 2073 2072 2027 1887 1791 1709 1686 1768 1856 1974 1973 1998 1992 1956 1989 1989 2022 2045 2080 2069 2121 2103 2074 2038 1973 1982 1987 2022 2063 2124 2122 2088 2078 2082 2091 2123 2139 2169 2148 2093 2029 1980 1937 1963 1993 2022 2027 2018 2037 2037 2105 2124 2146 2191 2171 2144 2144 2154 2154 2134 2119 2081 2091 2070 2088 2069 2081 2130 2129 2150 2099 2060 1994 1911 1876 1818 1787 1769 1771 1796 1834 1880 1942 1971 1996 2030 2043 2071 2021 2032 2014 2025 2066 2106 2171 2150 2170 2151 2161 2170 2099 2040 2013 2036 1999 2019 2032 2077 2076 2107 2119 2126 2147 2166 2175 2163 2151 2106 2100 2122 2092 2092 2088 2070 2057 1992 1969 1920 1862 1897 1894 1968 2029 2069 2093 2102 2097 2091 2053 2037 2033 2055 2074 2071 2094 2066 2076 2097 2108 2147 2155 2188 2187 2199 2237 2227 2218 2189 2195 2140 2115 2070 2097 2056 2014 2034 2017 2033 2098 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2002 2030 1992 2012 2008 2017 2029 2083 2041 2018 1977 1896 1886 1846 1832 1814 1860 1950 1996 2022 2033 1991 1977 1986 1997 2033 2059 2057 2081 2079 2119 2131 2125 2068 2051 2021 1996 2009 2033 2023 2020 2001 2021 2010 1995 1986 1934 1923 1909 1940 1961 2005 2030 2033 2085 2065 2108 2101 2127 2101 2068 2019 1969 1976 1969 2024 2057 2062 2052 2018 2043 2009 2020 2031 2070 2070 2117 2153 2131 2169 2126 2114 2077 2016 2015 1997 2008 1991 1989 1985 2013 2035 2055 2049 1999 2014 1961 1964 1914 1952 1983 1979 1997 1992 1997 1998 1991 2006 1999 2022 2030 2054 2047 2062 2053 2035 2008 1962 1882 1740 1698 1663 1611 1605 1604 1659 1716 1815 1925 2000 2023 1963 1861 1715 1680 1665 1715 1801 1890 1939 1929 1942 1906 1907 1913 1946 1988 1987 2045 2045 2033 1992 1947 1920 1910 1935 1935 1984 2022 2044 2017 2002 2025 2006 2047 2053 2085 2050 2029 1942 1887 1908 1879 1921 1943 1948 1962 1937 1974 2011 2050 2078 2087 2075 2078 2082 2074 2068 2033 2009 1998 1991 1987 1975 2000 2004 2048 2040 2080 2049 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