File name: Pandora132s1_Berlin_20181121_L1_smca1c14d20171113p1-8.txt
File generation date: 20260702T131248.5Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c14d20171113p1-8
Local principal investigator: Lionel Doppler
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 132
Spectrometer number: 1
Processing software version used: BlickP v1.8.88
Instrument operation file used: Pandora132_OF_v3d20170220.txt
Instrument calibration file used: Pandora132s1_CF_v14d20171113.txt
Level 0 file used: Pandora132s1_Berlin_20181121_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: 20181121
Notes on s-number (L1 configuration): Corrections NOT applied although requested by the s-number are latency correction, radiometric temperature correction, matrix method stray light correction (replaced by simple method)
Data caveats: None
Nominal wavelengths [nm]: 270.7448 270.8885 271.0322 271.1759 271.3196 271.4633 271.6070 271.7506 271.8942 272.0379 272.1815 272.3251 272.4687 272.6123 272.7559 272.8994 273.0430 273.1865 273.3300 273.4736 273.6171 273.7606 273.9041 274.0475 274.1910 274.3345 274.4779 274.6213 274.7648 274.9082 275.0516 275.1950 275.3383 275.4817 275.6251 275.7684 275.9117 276.0551 276.1984 276.3417 276.4850 276.6283 276.7715 276.9148 277.0580 277.2013 277.3445 277.4877 277.6309 277.7741 277.9173 278.0604 278.2036 278.3468 278.4899 278.6330 278.7761 278.9192 279.0623 279.2054 279.3485 279.4916 279.6346 279.7776 279.9207 280.0637 280.2067 280.3497 280.4927 280.6356 280.7786 280.9216 281.0645 281.2074 281.3503 281.4932 281.6361 281.7790 281.9219 282.0648 282.2076 282.3504 282.4933 282.6361 282.7789 282.9217 283.0645 283.2072 283.3500 283.4928 283.6355 283.7782 283.9209 284.0637 284.2063 284.3490 284.4917 284.6344 284.7770 284.9197 285.0623 285.2049 285.3475 285.4901 285.6327 285.7753 285.9178 286.0604 286.2029 286.3454 286.4880 286.6305 286.7730 286.9154 287.0579 287.2004 287.3428 287.4853 287.6277 287.7701 287.9125 288.0549 288.1973 288.3397 288.4820 288.6244 288.7667 288.9090 289.0513 289.1936 289.3359 289.4782 289.6205 289.7627 289.9050 290.0472 290.1895 290.3317 290.4739 290.6161 290.7582 290.9004 291.0426 291.1847 291.3268 291.4690 291.6111 291.7532 291.8953 292.0374 292.1794 292.3215 292.4635 292.6056 292.7476 292.8896 293.0316 293.1736 293.3155 293.4575 293.5995 293.7414 293.8833 294.0253 294.1672 294.3091 294.4509 294.5928 294.7347 294.8765 295.0184 295.1602 295.3020 295.4438 295.5856 295.7274 295.8692 296.0109 296.1527 296.2944 296.4361 296.5779 296.7196 296.8612 297.0029 297.1446 297.2862 297.4279 297.5695 297.7112 297.8528 297.9944 298.1359 298.2775 298.4191 298.5606 298.7022 298.8437 298.9852 299.1267 299.2682 299.4097 299.5512 299.6927 299.8341 299.9755 300.1170 300.2584 300.3998 300.5412 300.6826 300.8239 300.9653 301.1066 301.2480 301.3893 301.5306 301.6719 301.8132 301.9545 302.0957 302.2370 302.3782 302.5195 302.6607 302.8019 302.9431 303.0843 303.2255 303.3666 303.5078 303.6489 303.7900 303.9311 304.0722 304.2133 304.3544 304.4955 304.6365 304.7776 304.9186 305.0596 305.2007 305.3417 305.4826 305.6236 305.7646 305.9055 306.0465 306.1874 306.3283 306.4692 306.6101 306.7510 306.8919 307.0327 307.1736 307.3144 307.4552 307.5960 307.7368 307.8776 308.0184 308.1592 308.2999 308.4407 308.5814 308.7221 308.8628 309.0035 309.1442 309.2849 309.4255 309.5662 309.7068 309.8474 309.9881 310.1287 310.2692 310.4098 310.5504 310.6909 310.8315 310.9720 311.1125 311.2530 311.3935 311.5340 311.6745 311.8149 311.9554 312.0958 312.2362 312.3767 312.5171 312.6574 312.7978 312.9382 313.0785 313.2189 313.3592 313.4995 313.6398 313.7801 313.9204 314.0607 314.2009 314.3412 314.4814 314.6216 314.7619 314.9021 315.0422 315.1824 315.3226 315.4627 315.6029 315.7430 315.8831 316.0232 316.1633 316.3034 316.4435 316.5835 316.7236 316.8636 317.0036 317.1436 317.2836 317.4236 317.5636 317.7035 317.8435 317.9834 318.1233 318.2632 318.4031 318.5430 318.6829 318.8228 318.9626 319.1025 319.2423 319.3821 319.5219 319.6617 319.8015 319.9413 320.0810 320.2208 320.3605 320.5002 320.6399 320.7796 320.9193 321.0590 321.1986 321.3383 321.4779 321.6175 321.7572 321.8968 322.0363 322.1759 322.3155 322.4550 322.5946 322.7341 322.8736 323.0131 323.1526 323.2921 323.4316 323.5710 323.7105 323.8499 323.9893 324.1287 324.2681 324.4075 324.5469 324.6862 324.8256 324.9649 325.1042 325.2435 325.3828 325.5221 325.6614 325.8007 325.9399 326.0791 326.2184 326.3576 326.4968 326.6360 326.7751 326.9143 327.0535 327.1926 327.3317 327.4708 327.6099 327.7490 327.8881 328.0272 328.1662 328.3053 328.4443 328.5833 328.7223 328.8613 329.0003 329.1393 329.2782 329.4172 329.5561 329.6950 329.8339 329.9728 330.1117 330.2506 330.3894 330.5283 330.6671 330.8059 330.9448 331.0835 331.2223 331.3611 331.4999 331.6386 331.7773 331.9161 332.0548 332.1935 332.3322 332.4708 332.6095 332.7482 332.8868 333.0254 333.1640 333.3026 333.4412 333.5798 333.7184 333.8569 333.9954 334.1340 334.2725 334.4110 334.5495 334.6879 334.8264 334.9649 335.1033 335.2417 335.3801 335.5185 335.6569 335.7953 335.9337 336.0720 336.2104 336.3487 336.4870 336.6253 336.7636 336.9019 337.0401 337.1784 337.3166 337.4549 337.5931 337.7313 337.8695 338.0077 338.1458 338.2840 338.4221 338.5602 338.6984 338.8365 338.9746 339.1126 339.2507 339.3888 339.5268 339.6648 339.8028 339.9408 340.0788 340.2168 340.3548 340.4927 340.6307 340.7686 340.9065 341.0444 341.1823 341.3202 341.4581 341.5959 341.7337 341.8716 342.0094 342.1472 342.2850 342.4228 342.5605 342.6983 342.8360 342.9737 343.1115 343.2492 343.3869 343.5245 343.6622 343.7998 343.9375 344.0751 344.2127 344.3503 344.4879 344.6255 344.7631 344.9006 345.0381 345.1757 345.3132 345.4507 345.5882 345.7256 345.8631 346.0006 346.1380 346.2754 346.4128 346.5502 346.6876 346.8250 346.9624 347.0997 347.2370 347.3744 347.5117 347.6490 347.7863 347.9235 348.0608 348.1980 348.3353 348.4725 348.6097 348.7469 348.8841 349.0212 349.1584 349.2956 349.4327 349.5698 349.7069 349.8440 349.9811 350.1182 350.2552 350.3923 350.5293 350.6663 350.8033 350.9403 351.0773 351.2142 351.3512 351.4881 351.6251 351.7620 351.8989 352.0358 352.1726 352.3095 352.4464 352.5832 352.7200 352.8568 352.9936 353.1304 353.2672 353.4040 353.5407 353.6774 353.8142 353.9509 354.0876 354.2243 354.3609 354.4976 354.6342 354.7709 354.9075 355.0441 355.1807 355.3173 355.4538 355.5904 355.7269 355.8635 356.0000 356.1365 356.2730 356.4094 356.5459 356.6824 356.8188 356.9552 357.0916 357.2280 357.3644 357.5008 357.6372 357.7735 357.9098 358.0462 358.1825 358.3188 358.4551 358.5913 358.7276 358.8638 359.0001 359.1363 359.2725 359.4087 359.5448 359.6810 359.8172 359.9533 360.0894 360.2255 360.3617 360.4977 360.6338 360.7699 360.9059 361.0420 361.1780 361.3140 361.4500 361.5860 361.7219 361.8579 361.9938 362.1298 362.2657 362.4016 362.5375 362.6734 362.8092 362.9451 363.0809 363.2168 363.3526 363.4884 363.6242 363.7599 363.8957 364.0314 364.1672 364.3029 364.4386 364.5743 364.7100 364.8457 364.9813 365.1170 365.2526 365.3882 365.5238 365.6594 365.7950 365.9305 366.0661 366.2016 366.3372 366.4727 366.6082 366.7437 366.8791 367.0146 367.1500 367.2855 367.4209 367.5563 367.6917 367.8271 367.9624 368.0978 368.2331 368.3684 368.5038 368.6391 368.7743 368.9096 369.0449 369.1801 369.3154 369.4506 369.5858 369.7210 369.8562 369.9913 370.1265 370.2616 370.3968 370.5319 370.6670 370.8021 370.9371 371.0722 371.2072 371.3423 371.4773 371.6123 371.7473 371.8823 372.0172 372.1522 372.2871 372.4221 372.5570 372.6919 372.8268 372.9617 373.0965 373.2314 373.3662 373.5010 373.6358 373.7706 373.9054 374.0402 374.1749 374.3097 374.4444 374.5791 374.7138 374.8485 374.9832 375.1178 375.2525 375.3871 375.5217 375.6563 375.7909 375.9255 376.0601 376.1946 376.3292 376.4637 376.5982 376.7327 376.8672 377.0017 377.1361 377.2706 377.4050 377.5394 377.6738 377.8082 377.9426 378.0770 378.2113 378.3457 378.4800 378.6143 378.7486 378.8829 379.0171 379.1514 379.2856 379.4199 379.5541 379.6883 379.8225 379.9567 380.0908 380.2250 380.3591 380.4932 380.6273 380.7614 380.8955 381.0296 381.1636 381.2977 381.4317 381.5657 381.6997 381.8337 381.9677 382.1016 382.2356 382.3695 382.5034 382.6373 382.7712 382.9051 383.0390 383.1728 383.3066 383.4405 383.5743 383.7081 383.8419 383.9756 384.1094 384.2431 384.3768 384.5106 384.6443 384.7779 384.9116 385.0453 385.1789 385.3126 385.4462 385.5798 385.7134 385.8469 385.9805 386.1141 386.2476 386.3811 386.5146 386.6481 386.7816 386.9151 387.0485 387.1820 387.3154 387.4488 387.5822 387.7156 387.8490 387.9823 388.1157 388.2490 388.3823 388.5156 388.6489 388.7822 388.9154 389.0487 389.1819 389.3151 389.4483 389.5815 389.7147 389.8479 389.9810 390.1142 390.2473 390.3804 390.5135 390.6466 390.7797 390.9127 391.0457 391.1788 391.3118 391.4448 391.5778 391.7107 391.8437 391.9766 392.1096 392.2425 392.3754 392.5083 392.6412 392.7740 392.9069 393.0397 393.1725 393.3053 393.4381 393.5709 393.7037 393.8364 393.9691 394.1019 394.2346 394.3673 394.4999 394.6326 394.7653 394.8979 395.0305 395.1631 395.2957 395.4283 395.5609 395.6934 395.8260 395.9585 396.0910 396.2235 396.3560 396.4885 396.6209 396.7534 396.8858 397.0182 397.1506 397.2830 397.4154 397.5478 397.6801 397.8124 397.9447 398.0771 398.2093 398.3416 398.4739 398.6061 398.7384 398.8706 399.0028 399.1350 399.2672 399.3993 399.5315 399.6636 399.7957 399.9278 400.0599 400.1920 400.3241 400.4561 400.5882 400.7202 400.8522 400.9842 401.1162 401.2481 401.3801 401.5120 401.6439 401.7759 401.9077 402.0396 402.1715 402.3034 402.4352 402.5670 402.6988 402.8306 402.9624 403.0942 403.2259 403.3577 403.4894 403.6211 403.7528 403.8845 404.0162 404.1478 404.2795 404.4111 404.5427 404.6743 404.8059 404.9375 405.0690 405.2006 405.3321 405.4636 405.5951 405.7266 405.8581 405.9895 406.1210 406.2524 406.3838 406.5152 406.6466 406.7780 406.9093 407.0407 407.1720 407.3033 407.4346 407.5659 407.6972 407.8284 407.9597 408.0909 408.2221 408.3533 408.4845 408.6157 408.7468 408.8780 409.0091 409.1402 409.2713 409.4024 409.5335 409.6645 409.7956 409.9266 410.0576 410.1886 410.3196 410.4506 410.5815 410.7125 410.8434 410.9743 411.1052 411.2361 411.3670 411.4978 411.6287 411.7595 411.8903 412.0211 412.1519 412.2827 412.4134 412.5442 412.6749 412.8056 412.9363 413.0670 413.1977 413.3283 413.4590 413.5896 413.7202 413.8508 413.9814 414.1120 414.2425 414.3730 414.5036 414.6341 414.7646 414.8951 415.0255 415.1560 415.2864 415.4168 415.5473 415.6777 415.8080 415.9384 416.0688 416.1991 416.3294 416.4597 416.5900 416.7203 416.8506 416.9808 417.1111 417.2413 417.3715 417.5017 417.6319 417.7620 417.8922 418.0223 418.1524 418.2825 418.4126 418.5427 418.6728 418.8028 418.9328 419.0629 419.1929 419.3229 419.4528 419.5828 419.7127 419.8427 419.9726 420.1025 420.2324 420.3622 420.4921 420.6219 420.7518 420.8816 421.0114 421.1412 421.2709 421.4007 421.5304 421.6602 421.7899 421.9196 422.0493 422.1789 422.3086 422.4382 422.5678 422.6975 422.8270 422.9566 423.0862 423.2157 423.3453 423.4748 423.6043 423.7338 423.8633 423.9927 424.1222 424.2516 424.3810 424.5104 424.6398 424.7692 424.8986 425.0279 425.1572 425.2866 425.4159 425.5451 425.6744 425.8037 425.9329 426.0621 426.1914 426.3206 426.4497 426.5789 426.7081 426.8372 426.9663 427.0954 427.2245 427.3536 427.4827 427.6117 427.7408 427.8698 427.9988 428.1278 428.2567 428.3857 428.5147 428.6436 428.7725 428.9014 429.0303 429.1592 429.2880 429.4169 429.5457 429.6745 429.8033 429.9321 430.0609 430.1896 430.3183 430.4471 430.5758 430.7045 430.8332 430.9618 431.0905 431.2191 431.3477 431.4763 431.6049 431.7335 431.8621 431.9906 432.1191 432.2476 432.3761 432.5046 432.6331 432.7616 432.8900 433.0184 433.1468 433.2752 433.4036 433.5320 433.6603 433.7887 433.9170 434.0453 434.1736 434.3019 434.4301 434.5584 434.6866 434.8148 434.9430 435.0712 435.1994 435.3275 435.4557 435.5838 435.7119 435.8400 435.9681 436.0961 436.2242 436.3522 436.4803 436.6083 436.7363 436.8642 436.9922 437.1201 437.2481 437.3760 437.5039 437.6318 437.7596 437.8875 438.0153 438.1432 438.2710 438.3988 438.5266 438.6543 438.7821 438.9098 439.0375 439.1652 439.2929 439.4206 439.5483 439.6759 439.8035 439.9311 440.0587 440.1863 440.3139 440.4414 440.5690 440.6965 440.8240 440.9515 441.0790 441.2064 441.3339 441.4613 441.5887 441.7161 441.8435 441.9709 442.0983 442.2256 442.3529 442.4802 442.6075 442.7348 442.8621 442.9893 443.1166 443.2438 443.3710 443.4982 443.6254 443.7525 443.8797 444.0068 444.1339 444.2610 444.3881 444.5152 444.6422 444.7692 444.8963 445.0233 445.1503 445.2772 445.4042 445.5311 445.6581 445.7850 445.9119 446.0388 446.1656 446.2925 446.4193 446.5462 446.6730 446.7998 446.9265 447.0533 447.1800 447.3068 447.4335 447.5602 447.6869 447.8135 447.9402 448.0668 448.1935 448.3201 448.4467 448.5732 448.6998 448.8264 448.9529 449.0794 449.2059 449.3324 449.4589 449.5853 449.7118 449.8382 449.9646 450.0910 450.2174 450.3437 450.4701 450.5964 450.7227 450.8490 450.9753 451.1016 451.2278 451.3541 451.4803 451.6065 451.7327 451.8589 451.9850 452.1112 452.2373 452.3634 452.4895 452.6156 452.7417 452.8677 452.9938 453.1198 453.2458 453.3718 453.4978 453.6237 453.7497 453.8756 454.0015 454.1274 454.2533 454.3792 454.5050 454.6308 454.7567 454.8825 455.0083 455.1340 455.2598 455.3855 455.5113 455.6370 455.7627 455.8884 456.0140 456.1397 456.2653 456.3909 456.5165 456.6421 456.7677 456.8932 457.0188 457.1443 457.2698 457.3953 457.5208 457.6463 457.7717 457.8971 458.0226 458.1480 458.2733 458.3987 458.5241 458.6494 458.7747 458.9000 459.0253 459.1506 459.2759 459.4011 459.5263 459.6515 459.7767 459.9019 460.0271 460.1522 460.2774 460.4025 460.5276 460.6527 460.7777 460.9028 461.0278 461.1529 461.2779 461.4029 461.5278 461.6528 461.7778 461.9027 462.0276 462.1525 462.2774 462.4023 462.5271 462.6519 462.7768 462.9016 463.0264 463.1511 463.2759 463.4006 463.5253 463.6501 463.7747 463.8994 464.0241 464.1487 464.2734 464.3980 464.5226 464.6472 464.7717 464.8963 465.0208 465.1453 465.2698 465.3943 465.5188 465.6433 465.7677 465.8921 466.0165 466.1409 466.2653 466.3897 466.5140 466.6383 466.7627 466.8870 467.0112 467.1355 467.2598 467.3840 467.5082 467.6324 467.7566 467.8808 468.0049 468.1291 468.2532 468.3773 468.5014 468.6255 468.7495 468.8736 468.9976 469.1216 469.2456 469.3696 469.4936 469.6175 469.7414 469.8653 469.9892 470.1131 470.2370 470.3609 470.4847 470.6085 470.7323 470.8561 470.9799 471.1036 471.2274 471.3511 471.4748 471.5985 471.7222 471.8458 471.9695 472.0931 472.2167 472.3403 472.4639 472.5875 472.7110 472.8346 472.9581 473.0816 473.2051 473.3285 473.4520 473.5754 473.6988 473.8222 473.9456 474.0690 474.1924 474.3157 474.4390 474.5623 474.6856 474.8089 474.9321 475.0554 475.1786 475.3018 475.4250 475.5482 475.6714 475.7945 475.9176 476.0408 476.1639 476.2869 476.4100 476.5331 476.6561 476.7791 476.9021 477.0251 477.1481 477.2710 477.3940 477.5169 477.6398 477.7627 477.8855 478.0084 478.1312 478.2541 478.3769 478.4997 478.6224 478.7452 478.8679 478.9907 479.1134 479.2361 479.3587 479.4814 479.6041 479.7267 479.8493 479.9719 480.0945 480.2170 480.3396 480.4621 480.5846 480.7071 480.8296 480.9521 481.0745 481.1970 481.3194 481.4418 481.5642 481.6865 481.8089 481.9312 482.0536 482.1759 482.2981 482.4204 482.5427 482.6649 482.7871 482.9093 483.0315 483.1537 483.2759 483.3980 483.5201 483.6422 483.7643 483.8864 484.0085 484.1305 484.2525 484.3745 484.4965 484.6185 484.7405 484.8624 484.9843 485.1063 485.2282 485.3500 485.4719 485.5937 485.7156 485.8374 485.9592 486.0810 486.2027 486.3245 486.4462 486.5679 486.6896 486.8113 486.9330 487.0546 487.1762 487.2979 487.4195 487.5410 487.6626 487.7842 487.9057 488.0272 488.1487 488.2702 488.3917 488.5131 488.6346 488.7560 488.8774 488.9988 489.1201 489.2415 489.3628 489.4841 489.6054 489.7267 489.8480 489.9693 490.0905 490.2117 490.3329 490.4541 490.5753 490.6964 490.8176 490.9387 491.0598 491.1809 491.3020 491.4230 491.5441 491.6651 491.7861 491.9071 492.0280 492.1490 492.2699 492.3909 492.5118 492.6327 492.7535 492.8744 492.9952 493.1160 493.2369 493.3576 493.4784 493.5992 493.7199 493.8406 493.9613 494.0820 494.2027 494.3234 494.4440 494.5646 494.6852 494.8058 494.9264 495.0470 495.1675 495.2880 495.4085 495.5290 495.6495 495.7699 495.8904 496.0108 496.1312 496.2516 496.3720 496.4923 496.6127 496.7330 496.8533 496.9736 497.0939 497.2141 497.3344 497.4546 497.5748 497.6950 497.8152 497.9353 498.0555 498.1756 498.2957 498.4158 498.5358 498.6559 498.7759 498.8960 499.0160 499.1359 499.2559 499.3759 499.4958 499.6157 499.7356 499.8555 499.9754 500.0953 500.2151 500.3349 500.4547 500.5745 500.6943 500.8140 500.9338 501.0535 501.1732 501.2929 501.4125 501.5322 501.6518 501.7714 501.8910 502.0106 502.1302 502.2497 502.3693 502.4888 502.6083 502.7278 502.8472 502.9667 503.0861 503.2055 503.3249 503.4443 503.5637 503.6830 503.8024 503.9217 504.0410 504.1603 504.2795 504.3988 504.5180 504.6372 504.7564 504.8756 504.9947 505.1139 505.2330 505.3521 505.4712 505.5903 505.7094 505.8284 505.9474 506.0664 506.1854 506.3044 506.4234 506.5423 506.6612 506.7801 506.8990 507.0179 507.1367 507.2556 507.3744 507.4932 507.6120 507.7308 507.8495 507.9683 508.0870 508.2057 508.3244 508.4430 508.5617 508.6803 508.7989 508.9175 509.0361 509.1547 509.2732 509.3918 509.5103 509.6288 509.7473 509.8657 509.9842 510.1026 510.2210 510.3394 510.4578 510.5761 510.6945 510.8128 510.9311 511.0494 511.1677 511.2860 511.4042 511.5224 511.6406 511.7588 511.8770 511.9951 512.1133 512.2314 512.3495 512.4676 512.5857 512.7037 512.8217 512.9398 513.0578 513.1757 513.2937 513.4117 513.5296 513.6475 513.7654 513.8833 514.0011 514.1190 514.2368 514.3546 514.4724 514.5902 514.7080 514.8257 514.9434 515.0611 515.1788 515.2965 515.4142 515.5318 515.6494 515.7670 515.8846 516.0022 516.1197 516.2373 516.3548 516.4723 516.5898 516.7072 516.8247 516.9421 517.0595 517.1769 517.2943 517.4117 517.5290 517.6463 517.7636 517.8809 517.9982 518.1155 518.2327 518.3499 518.4671 518.5843 518.7015 518.8187 518.9358 519.0529 519.1700 519.2871 519.4042 519.5212 519.6382 519.7553 519.8723 519.9892 520.1062 520.2232 520.3401 520.4570 520.5739 520.6908 520.8076 520.9245 521.0413 521.1581 521.2749 521.3916 521.5084 521.6251 521.7419 521.8586 521.9752 522.0919 522.2086 522.3252 522.4418 522.5584 522.6750 522.7915 522.9081 523.0246 523.1411 523.2576 523.3741 523.4905 523.6070 523.7234 523.8398 523.9562 524.0726 524.1889 524.3052 524.4216 524.5379 524.6541 524.7704 524.8867 525.0029 525.1191 525.2353 525.3515 525.4676 525.5838 525.6999 525.8160 525.9321 526.0482 526.1642 526.2802 526.3963 526.5123 526.6282 526.7442 526.8602 526.9761 527.0920 527.2079 527.3238 527.4396 527.5555 527.6713 527.7871 527.9029 528.0187 528.1344 528.2502 528.3659 528.4816 528.5973 528.7129 528.8286 528.9442 529.0598 529.1754 529.2910 529.4065 529.5221 529.6376 529.7531 529.8686 529.9841 530.0995 530.2150 530.3304 530.4458 530.5612 530.6765 530.7919 530.9072 531.0225 531.1378 531.2531 531.3684 531.4836 531.5988 531.7140 531.8292 531.9444 532.0595 532.1747 532.2898 532.4049 532.5200 532.6350 532.7501 532.8651 532.9801 533.0951 533.2101 533.3250 533.4400 533.5549 533.6698 533.7847 533.8995 534.0144 534.1292 534.2440 534.3588 534.4736 534.5884 534.7031 534.8178 534.9326 535.0472 535.1619 535.2766 535.3912 535.5058 535.6204 535.7350 535.8496 535.9641 536.0786 536.1932 536.3076 536.4221 536.5366 536.6510 536.7654 536.8798 536.9942 537.1086 537.2229 537.3373
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Column 1: Two letter code of measurement routine
Column 2: UT date and time for beginning of measurement, yyyymmddThhmmssZ (ISO 8601)
Column 3: Fractional days since 1-Jan-2000 UT midnight for beginning of measurement
Column 4: Routine count (1 for the first routine of the day, 2 for the second, etc.)
Column 5: Repetition count (1 for the first set in the routine, 2 for the second, etc.)
Column 6: Total duration of measurement set in seconds
Column 7: Data processing type index
Column 8: Integration time [ms]
Column 9: Number of bright count cycles
Column 10: Number of dark count cycles
Column 11: Saturation index: positive integer is the number of saturated cycles included in the data, negative integer is the number of cycles skipped due to saturation
Column 12: Effective position of filterwheel #1, 0=filterwheel not used, 1-9 are valid positions
Column 13: Effective position of filterwheel #2, 0=filterwheel not used, 1-9 are valid positions
Column 14: Pointing zenith angle in degree, absolute or relative (see next column), 999=tracker not used
Column 15: Zenith pointing mode: zenith angle is... 0=absolute, 1=relative to sun, 2=relative to moon
Column 16: Pointing azimuth in degree, increases clockwise, absolute (0=north) or relative (see next column), 999=tracker not used
Column 17: Azimuth pointing mode: like zenith angle mode but also fixed scattering angles relative to sun (3) or moon (4)
Column 18: Target distance [m], -1=not pointed on target
Column 19: Sum over 2^i with i being a L0 to L1 conversion step, 0=dark correction, 1=non-linearity correction, 2=latency correction, 3=flat field correction, 4=conversion to count rates, 5=temperature correction, 6=stray light correction, 7=wavelength change determination, 8=sensitivity correction, 9=wavelength correction
Column 20: Dark correction method: -9=no dark correction done, since it was not requested, -2=no dark correction done, since there were no bright measurements, -1=no dark correction done, since there was no matching dark measurement, 0=dark correction done with measured dark count only, since input darkmeth was MEAS or no dark map parameters available, 1=dark correction done using dark fine structure map and measured dark count, >1=dark correction done with measured dark count only, since dark background fitting gave an error
Column 21: L1 data quality flag: 0=assured high quality, 1=assured medium quality, 2=assured low quality, 10=not-assured high quality, 11=not-assured medium quality, 12=not-assured low quality
Column 22: Sum over 2^i using those i, for which the corresponding L1 data quality parameter exceeds the DQ1 limit, 0=Saturated data, 1=Too few dark counts measurements, 2=No temperature given or effective temperature too different from the reference temperature, 3=Dark count too high, 4=Unsuccessful dark background fitting, 5=The dark count differs significantly from the dark map for too many pixels, 6=Absolute value of estimated average residual stray light level too high, 7=Although attempted, no wavelength change could be retrieved, 8=Absolute value of retrieved wavelength shift too large, 9=Retrieved wavelength shift differs too much from the shift predicted by the effective temperature
Column 23: Sum over 2^i using those i, for which the corresponding L1 data quality parameter exceeds the DQ2 limit (same parameters as for DQ1)
Column 24: Wavelength effective temperature [°C], 999=no effective temperature given
Column 25: Number of pixels, where dark count is higher than bright count, -9=no bright counts or dark counts measured
Column 26: Number of pixels, where DQ1 sigma ranges of dark count and bright count do not overlap, -9=no bright count or dark count standard error measured
Column 27: Number of pixels, where DQ2 sigma ranges of dark count and bright count do not overlap, -9=no bright count or dark count standard error measured
Column 28: Index of (not dead, blind, warm, or saturated) pixel with highest corrected counts
Column 29: Mean over blind and oversampled pixels in the bright counts, -9 if there is no bright count
Column 30: Standard error of blind and oversampled pixels in the bright counts, -9 if there is no bright count standard error
Column 31: Mean over blind and oversampled pixels in the dark counts, -9 if there is no dark count
Column 32: Standard error of blind and oversampled pixels in the dark counts, -9 if there is no dark count standard error
Column 33: Number of function evaluations used for dark background fitting, -9 if no background fitting was done
Column 34: rms of unweighted fitting residuals for dark background fitting, -9 if no background fitting was done
Column 35: Normalized rms of weighted fitting residuals for dark background fitting, -9 if no background fitting was done
Column 36: Mean difference dark map to measured dark count, -9 if no background fitting was done
Column 37: rms of difference dark map to measured dark count, -9 if no background fitting was done
Column 38: Mean absolute difference dark map to measured dark count expressed in number of standard deviations, -9 if no background fitting was done
Column 39: Number of regular pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 40: Number of warm pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 41: Number of hot pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 42: Index of regular pixel, where the dark map differed most from the measured dark count, -9 if no background fitting was done
Column 43: Number of sigmas the dark map differs from the measured dark for the pixel with the largest difference, -9 if no background fitting was done
Column 44: Retrieved value for dark background fitting parameter 1, -9 if no background fitting was done
Column 45: Uncertainty of retrieved value for dark background fitting parameter 1, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 46: Retrieved value for dark background fitting parameter 2, -9 if no background fitting was done
Column 47: Uncertainty of retrieved value for dark background fitting parameter 2, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 48: Retrieved value for dark background fitting parameter 3, -9 if no background fitting was done
Column 49: Uncertainty of retrieved value for dark background fitting parameter 3, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 50: Retrieved value for dark background fitting parameter 4, -9 if no background fitting was done
Column 51: Uncertainty of retrieved value for dark background fitting parameter 4, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 52: Stray light correction method: 0=no stray light correction, 1=simple method, 2=uncorrected matrix method, 3=corrected matrix method
Column 53: Estimated average residual stray light level [%] (for methods 1 and 3 this is before the subtraction of the signal at no-input pixel)
Column 54: Estimated stray light in the signal before correction at 300nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 55: Estimated stray light in the signal before correction at 302.5nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 56: Estimated stray light in the signal before correction at 305nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 57: Estimated stray light in the signal before correction at 310nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 58: Estimated stray light in the signal before correction at 320nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 59: Estimated stray light in the signal before correction at 350nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 60: Estimated stray light in the signal before correction at 400nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 61: Wavelength change fitting result index: 0,1,2=no error or warning, 3=warning, -1 or >3=error
Column 62: Normalized rms of fitting residuals in wavelength change retrieval weighted with independent instrumental uncertainty, -9=fitting not successful or no fitting done
Column 63: Number of pixels included in wavelength change retrieval, -9=no wavelength change determination
Column 64: Number of pixels not included in wavelength correction, -9=no wavelength correction
Column 65: Mean wavelength correction applied [%], -9=no wavelength correction
Column 66: Standard deviation of wavelength correction applied [%], -9=no wavelength correction
Column 67: Minimum wavelength correction applied [%], -9=no wavelength correction
Column 68: Maximum wavelength correction applied [%], -9=no wavelength correction
Column 69: Expected wavelength shift based on effective temperature [nm], -9=no effective temperature given
Column 70: Retrieved wavelength change, order 0, -9=no wavelength change determination
Column 71: Retrieved wavelength change, order 1, -9=no wavelength change determination
Column 72: Spectrometer control temperature [°C], 999=no temperature signal
Column 73: Auxiliary spectrometer temperature [°C], 999=no temperature signal
Column 74: Temperature at electronics board 1 [°C], 999=no temperature signal
Column 75: Temperature at electronics board 2 [°C], 999=no temperature 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
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MO 20181120T231509.0Z 6898.968854 2 1 48.20 3 4000.000 12 3 0 1 1 0.00 2 0.00 2 -1.00 475 1 11 32 0 15.70 926 0 0 557 6.526e+02 5.003e+00 6.662e+02 1.171e+01 21 3.354e+02 7.788e+01 -2.299e+00 3.358e+02 3.209e+00 92 0 0 618 4.96e+02 9.580e-30 2.916e-30 4.311e+01 1.769e-01 1.930e+03 2.950e-01 3.118e+00 5.371e-01 1 -252.83 -3.00 -3.00 -3.00 -2.00 -2.00 -2.00 -3.00 0 6.227e-01 1753 -9 -9.00 -9.00 -9.00 -9.00 -0.00813 -3.43271e-01 5.16393e-03 14.97 15.70 20.25 20.46 1.929e+07 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 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 51 -37 4 44 -110 144 -7 -127 -78 140 -189 0 -52 -47 31 -176 136 -38 -31 -16 5 5 -257 34 41 68 -267 -5 32 109 9 -87 74 -185 -41 -18 30 -79 131 141 11 128 108 -11 -121 189 27 -16 11 183 53 -31 -104 -162 -90 2 -64 119 26 17 -35 -114 100 170 9 -29 -150 -94 -112 120 64 -28 -25 170 -12 41 -157 29 -36 0 -60 95 90 61 -210 -80 -64 -34 13 -138 39 125 9 -66 30 -55 13 -242 21 153 47 118 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-524 -91 148 201 351 -9 135 -288 41 34 62 249 29 207 -148 93 254 -154 -19 34 -283 544 -289 -50 137 20 407 241 143 -147 23 121 24 161 25 44 99 230 -14 -248 1 -89 90 -85 4 -149 241 20 -94 303 -11 -49 -191 313 -24 157 -150 66 -59 -80 99 335 255 24 -256 -229 128 -172 -277 -29 100 -317 375 -240 -8 80 2 -134 15 -269 -234 -47 -87 -65 -189 -119 -89 291 -40 286 62 -246 -8 -4 214 -99 -140 5 -42 70 156 38 -232 130 -26 -151 -151 104 -13 181 140 187 -10 159 303 33 -358 -106 -196 111 -251 -422 -234 215 -263 -38 -195 1437 59 97 207 -145 24 137 -52 -65 173 -106 -132 76 138 60 -21 -180 10 71 156 -25 122 -84 -273 0 92 -83 -150 147 -327 -139 -64 189 -75 -78 -55 44 196 -81 88 59 -26 -140 24 50 23 149 213 -98 45 129 -47 62 91 -70 303 13 -50 72 118 712 -125 305 -71 81 205 134 -123 386 -68 102 76 -29 6 -4 100 -44 -55 25 -63 98 -43 204 68 118 -33 -64 -44 135 -126 105 24 7 11 -23 143 5 -48 183 -235 36 -130 88 -13 105 259 -191 -285 216 19 40 -70 -260 177 57 74 12 -46 4 -103 -23 -95 154 174 223 -136 55 8 9 -47 29 48 -10 -56 3 209 5 103 29 -25 99 -33 -60 40 29 -152 -21 33 32 -102 -62 25 16 62 208 -3 125 39 -220 -45 96 149 58 -163 -148 -41 142 26 18 32 86 185 -43 25 9 -23 75 -28 -47 -12 -7 0 35 -63 83 -77 38 -117 83 -76 -115 32 60 -98 38 -35 54 24 31 -36 152 25 -56 39 5 -43 28 160 54 -85 -94 90 8 -165 22 89 140 -4 -6 -142 -89 59 50 -54 41 15 -86 119 -124 10 -47 -34 67 45 37 50 54 2 -53 -16 24 164 -87 -99 108 23 -5 59 162 -61 7 8 -24 2 -66 -93 67 47 91 23 55 11 -72 -23 20 108 -14 -67 67 55 -6 135 56 2 3 -57 -8 -35 -45 -30 -111 80 -50 3 -26 -11 47 25 -72 116 104 23 -41 83 97 48 9 19 4 20 29 -15 20 -21 -51 -61 14 -17 -69 -29 -8 26 25 -47 -83 98 13 8 -30 80 6 -32 -5 -142 51 6 16 44 -22 44 12 20 -68 -79 7 20 49 35 17 -1 10 -32 28 10 36 -35 -52 -93 -67 3 36 -42 -1 -11 -10 -46 -3 -55 27 37 -29 -42 60 10 60 31 84 -11 -10 0 22 -25 52 47 36 63 -6 -23 -22 -14 28 6 6 -3 -16 58 8 -27 28 9 -71 -4 -33 43 29 -12 8 53 -1 -16 33 -38 -19 -9 32 -29 -26 37 -27 11 -21 -92 -11 -25 18 40 -26 23 -3 31 35 -37 -45 -50 9 48 7 66 -28 -101 -8 34 14 -98 64 30 24 61 -32 -38 4 -10 45 25 61 -60 67 -73 -16 43 66 -44 -47 -28 -19 -52 21 -29 3 -19 65 1 -12 27 -40 -24 -27 -51 48 -53 -39 54 -39 22 50 34 -74 11 52 74 104 -18 12 32 28 72 73 54 2 28 69 -42 2 17 -13 59 -35 -51 47 1 -13 -5 6 -23 36 66 -2 -84 48 15 -14 3 13 9 39 24 2 39 20 35 -13 -9 -6 -66 48 -15 82 29 -5 13 17 38 -8 -9 22 51 5 87 20 44 -2 94 22 -14 33 -6 15 42 -48 43 49 61 24 17 60 -65 -15 -62 -2 53 -2 15 58 5 -92 28 82 -42 -18 65 -15 16 -55 72 39 61 -29 96 19 36 80 -7 53 109 39 -36 -27 -24 24 12 38 2 35 45 10 2 -20 -59 5 -34 2 67 -12 -54 -56 1 15 32 -37 7 -20 77 -3 47 27 45 28 42 40 -74 7 39 44 23 30 28 21 -7 58 -58 3 -22 7 22 -13 -21 31 8 30 14 88 24 22 6 13 17 10 30 -38 70 1 56 56 162 152 123 56 124 120 40 -5 93 52 94 0 -2 -44 22 5 -3 31 -14 -9 10 -42 31 -59 15 21 55 -36 -46 85 9 40 21 34 -50 39 102 39 -17 -28 -18 42 -5 61 -9 -6 -82 36 33 44 -14 48 -23 37 -44 -14 73 149 5 31 7 44 -11 22 21 31 64 -20 69 28 52 57 -17 70 61 33 83 20 21 -9 -31 39 -29 26 10 -11 9 -14 -32 -2 -31 12 7 -39 -17 9 70 64 -9 71 25 40 66 -15 91 68 44 25 34 34 10 47 1 -23 61 2 5 18 -3 9 -70 32 0 2 84 -67 48 13 33 52 21 21 -1 93 44 38 13 51 50 1 50 25 48 -13 33 -96 36 20 79 79 35 47 32 89 64 51 36 46 3 20 6 33 10 26 24 20 31 -2 -26 39 17 135 27 64 -21 62 38 66 7 -14 85 51 23 47 -61 34 8 12 96 57 0 23 72 34 44 8 72 25 29 27 56 14 29 12 -43 39 26 7 -24 6 25 77 26 49 23 70 19 -61 88 9 59 87 -3 20 79 16 41 -7 36 6 -7 69 6 14 41 10 48 -63 19 64 63 70 37 -29 34 26 -36 -20 48 53 43 18 40 7 27 40 33 39 26 16 1 9 12 20 -29 23 42 26 16 -3 45 18 -34 -32 3 27 20 28 -4 88 22 64 24 24 30 40 25 -14 24 16 46 70 87 11 -80 71 -9 33 76 35 17 1 26 53 62 65 26 31 32 62 27 22 -15 -22 -24 69 -34 43 35 31 49 26 6 58 57 -25 87 108 50 36 37 52 22 68 -23 59 32 47 -20 -49 50 79 29 59 20 37 71 24 8 26 -39 -20 -5 2 23 -22 31 31 -48 30 45 105 85 47 58 139 -46 90 80 45 2 27 83 67 88 31 -26 42 69 -12 47 5 38 30 76 15 31 -27 95 -22 54 69 54 117 47 28 16 23 22 -60 48 80 28 -47 12 68 37 12 -24 5 72 -67 9 -8 14 -26 76 70 21 47 83 54 86 56 94 54 29 50 53 42 -29 38 44 -15 118 46 54 49 -14 18 43 31 51 18 61 93 49 -3 84 6 4 73 70 4 70 60 -16 11 54 65 27 49 102 39 111 -6 80 -1 45 10 126 47 47 35 45 26 25 1 1 71 38 109 -37 28 65 -38 -11 48 60 33 40 12 14 79 16 36 -9 63 34 50 31 -17 90 21 68 90 97 -9 82 40 -10 42 55 39 -8 37 29 42 74 42 94 16 0 56 18 77 36 79 23 97 31 74 54 22 7 50 49 -44 56 99 111 4 61 -9 8 50 59 43 50 26 92 1 -22 24 19 -55 92 -35 24 -7 34 -39 43 42 30 23 -22 70 78 100 55 72 0 -59 110 3 54 -41 19 24 11 62 10 64 -21 5 54 3 56 -3 248 6 48 59 53 14 14 60 9 6 50 2 44 82 4 15 45 20 15 98 49 37 -18 17 -10 71 20 11 43 73 71 55 78 6 -3 38 124 50 8 -36 91 70 114 12 46 139 -5 118 52 -16 115 93 62 41 51 36 86 128 -15 54 103 4 100 87 23 -3 74 -5 44 -4 -24 -32 15 67 52 83 35 32 62 113 -13 24 14 76 4 30 50 90 -37 5 57 66 10 40 -1 -83 -33 25 33 4 27 -63 45 46 27 76 44 143 54 107 104 -10 75 -26 24 52 37 52 18 12 65 -3 -36 -17 22 60 31 67 -43 -68 60 39 73 67 52 -55 11 45 130 24 38 77 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1553 1520 1478 1456 1530 1603 1587 1639 1632 1560 1628 1605 1604 1644 1674 1635 1692 1643 1674 1679 1586 1532 1452 1503 1506 1580 1681 1676 1694 1631 1510 1465 1394 1366 1494 1563 1669 1637 1625 1568 1507 1513 1478 1543 1559 1469 1462 1434 1446 1567 1630 1587 1520 1616 1597 1506 1549 1496 1507 1620 1646 1650 1659 1689 1670 1800 1747 1723 1776 1715 1616 1512 1501 1419 1320 1337 1353 1455 1523 1663 1652 1647 1698 1674 1733 1770 1775 1800 1737 1740 1789 1723 1782 1800 1739 1631 1704 1664 1619 1665 1603 1699 1781 1810 1798 1790 1734 1623 1671 1747 1686 1749 1700 1718 1728 1659 1625 1709 1717 1739 1816 1852 1847 1869 1865 1792 1708 1748 1709 1636 1623 1660 1640 1700 1728 1698 1700 1684 1652 1618 1639 1640 1652 1747 1767 1831 1761 1671 1629 1603 1581 1578 1675 1680 1740 1793 1861 1839 1777 1829 1748 1789 1759 1747 1737 1779 1812 1732 1709 1596 1470 1443 1527 1677 1698 1751 1694 1676 1686 1622 1636 1720 1724 1677 1781 1811 1680 1675 1648 1638 1637 1628 1727 1749 1692 2014 1687 1630 1705 1762 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1934 1933 1873 2012 1971 1986 1951 1935 2004 1779 1753 1713 1728 1806 1918 1928 2154 2043 2044 2027 1983 2090 2138 2254 2214 2127 1930 1680 1560 1563 1784 1876 1965 1727 1635 1528 1564 1711 1833 2036 2035 2060 1918 1861 1943 2049 2146 2090 2246 2134 2055 1942 1985 2072 2156 2372 2473 2447 2398 2238 2182 2173 2098 2073 2117 2105 1966 2044 2031 2184 2329 2382 2311 2260 2177 2204 2281 2389 2436 2369 2332 2290 2300 2200 2123 1847 1632 1572 1594 1724 1881 2031 2195 2276 2292 2373 2312 2248 2270 2108 2030 1984 2127 2173 2298 2322 2410 2421 2419 2322 2108 1938 1973 2078 2151 2261 2213 2213 2257 2252 2302 2211 2273 2069 2093 2146 2114 2210 2364 2518 2700 2822 2732 2708 2713 2634 2526 2456 2345 2285 2368 2532 2617 2695 2556 2362 2193 2083 2054 2186 2424 2514 2613 2656 2721 2719 2807 2838 2863 2832 2837 2872 2910 2928 2921 2916 2895 2847 2753 2703 2655 2667 2722 2740 2789 2743 2571 2378 2203 2038 2021 2073 3276 2287 2428 2426 2289 2129 1898 1745 1757 1687 1757 1825 2014 2308 2546 2705 2821 2902 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13 13 13 13 13 13 13 13 13 13 13 13 13 13 13 13 13 13 13 13 13 13 13 13 13 13 13 13 13 13 13 13 13 13 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2
MD 20181121T151810.0Z 6899.637616 642 3 24.01 3 4000.000 6 1 0 1 1 0.00 2 3.60 4 -1.00 475 1 10 0 0 15.66 102 -9 -9 1267 6.502e+02 5.239e+00 6.990e+02 -9.000e+00 12 3.452e+02 3.452e+02 2.395e-02 3.455e+02 1.506e+00 0 0 0 0 0.00e+00 6.748e-29 -9.000e+00 4.198e+01 -9.000e+00 1.910e+03 -9.000e+00 5.109e+01 -9.000e+00 1 0.56 64.31 28.18 27.67 16.13 11.44 3.30 0.44 0 2.376e-01 1753 -9 -9.00 -9.00 -9.00 -9.00 -0.00840 1.33509e-01 -1.89119e-03 15.00 15.66 20.25 20.35 9.723e+06 8 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 0 0 0 0 0 0 0 0 -30 -47 -73 -24 36 -16 85 2 -40 -1 14 -52 64 31 -71 -70 -20 -44 -32 96 -1 22 -101 38 -17 1 -23 9 30 -101 41 10 26 -131 39 39 41 32 -44 34 -82 10 -10 -9 -46 -91 69 22 101 66 -2 -41 -56 30 -42 18 108 34 -11 -52 -80 -34 19 -35 97 -29 30 14 -64 99 70 36 5 -61 -31 -8 64 44 -22 8 135 3 53 -76 25 -18 30 -4 113 52 32 -120 -58 -15 -27 24 -47 65 58 11 -19 7 -6 27 -114 14 98 53 89 77 130 67 16 -25 0 -50 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328 152 241 294 162 322 243 218 266 293 207 63 160 48 265 202 193 194 382 228 161 353 279 124 181 388 279 317 120 306 212 175 340 534 387 263 133 172 343 191 136 267 352 48 480 121 372 336 345 253 287 140 136 280 177 250 220 269 268 435 239 413 355 30 315 196 326 188 188 215 286 344 405 232 140 333 265 243 213 296 267 403 174 418 293 436 501 352 66 280 147 123 218 139 211 407 218 322 287 1046 376 423 453 287 343 415 381 443 491 374 359 392 484 400 355 229 336 407 451 355 519 355 285 340 439 324 223 432 187 350 370 455 344 397 441 473 528 388 473 478 420 380 473 500 449 567 505 410 444 511 440 494 528 386 572 370 311 375 407 7457 321 626 328 458 439 439 201 542 270 371 237 281 360 396 468 471 422 491 446 559 508 611 497 548 395 387 347 460 360 523 488 498 464 427 461 405 452 620 391 478 435 521 441 499 606 329 343 591 568 541 541 363 630 529 508 554 423 550 455 593 514 672 698 740 544 600 653 620 598 585 604 580 552 635 715 605 602 525 557 619 526 499 590 544 451 548 643 677 600 581 665 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-2 -2 -2 -2 -2 -2 -2 27 30 29 29 28 26 28 27 26 28 25 25 25 25 24 27 27 26 26 24 26 24 25 23 26 23 23 25 25 25 23 25 25 25 23 23 25 22 23 22 24 22 22 24 24 24 24 23 22 22 22 23 22 25 23 22 22 23 23 23 23 22 24 22 21 21 24 24 22 23 21 21 21 24 23 21 22 24 23 21 21 21 23 21 21 24 23 24 21 22 21 22 23 21 24 23 23 21 23 21 23 22 23 24 23 24 24 25 24 23 22 22 22 23 24 24 24 22 24 22 22 23 24 25 22 24 22 22 22 24 25 22 23 22 24 22 23 25 24 23 23 24 23 25 25 24 25 26 23 23 23 23 25 23 24 26 25 26 26 26 26 27 24 24 24 27 24 24 25 26 28 27 25 25 25 25 25 25 28 28 26 29 26 26 26 28 28 29 29 26 27 29 28 27 27 30 27 27 27 29 31 30 30 28 31 28 31 31 32 31 30 30 31 32 29 29 31 33 29 32 33 33 33 33 34 30 30 33 32 30 33 31 33 34 34 35 31 31 34 33 36 34 36 34 37 32 35 36 36 33 33 33 36 36 33 35 36 36 37 34 37 34 37 37 36 38 39 36 37 39 35 39 37 37 39 40 40 39 40 36 40 40 40 41 36 40 36 40 41 37 40 42 42 39 41 40 41 41 42 41 41 43 43 42 42 41 38 43 41 43 41 44 42 42 39 42 44 39 45 44 44 43 40 44 41 44 40 44 45 43 43 44 46 40 43 41 46 41 45 43 45 45 45 47 45 46 41 43 41 41 47 44 41 41 46 42 45 47 46 44 46 45 46 47 45 46 46 47 47 45 47 42 46 45 46 47 46 47 42 46 42 42 45 46 42 48 42 44 47 45 48 46 47 41 46 46 44 46 44 46 44 47 41 41 44 41 46 44 45 41 47 43 44 46 43 44 40 46 42 45 40 44 42 40 45 45 45 40 41 42 44 41 39 43 43 39 44 41 43 43 43 38 42 38 38 41 42 40 40 40 41 43 41 43 41 38 40 41 41 40 40 40 40 40 41 36 37 40 40 39 37 40 39 41 35 40 38 40 40 38 35 37 37 34 37 38 36 39 37 37 36 41 37 38 38 36 37 37 37 36 37 35 36 36 37 36 35 34 35 36 36 36 36 35 33 34 35 33 33 34 31 34 34 34 33 34 33 34 34 33 34 33 33 31 33 33 33 33 33 31 32 32 32 32 32 31 32 31 31 31 31 31 30 31 30 30 31 30 29 30 29 30 26 29 29 29 29 29 29 29 29 29 29 29 29 28 28 27 27 28 27 28 27 28 27 27 27 27 27 27 26 25 26 26 26 26 27 26 23 26 26 26 25 24 26 25 25 25 25 25 24 24 24 25 25 25 24 24 24 24 23 23 24 23 23 23 24 23 23 23 23 23 22 22 22 22 21 22 22 22 21 22 22 22 22 22 21 21 21 21 20 21 21 21 20 20 20 21 20 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