File name: Pandora30s1_Juelich_20221129_L1_smca1c3d20191023p1-8.txt
File generation date: 20251119T190856.3Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c3d20191023p1-8
Local principal investigator: Tom Hanisco
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 30
Spectrometer number: 1
Processing software version used: BlickP v1.8.75
Instrument operation file used: Pandora30_OF_v4d20190910.txt
Instrument calibration file used: Pandora30s1_CF_v3d20191023.txt
Level 0 file used: Pandora30s1_Juelich_20221129_L0.txt
Full location name: Juelich JULEY
Short location name: Juelich
Country of location: Germany
Location latitude [deg]: 50.9080
Location longitude [deg]: 6.4130
Location altitude [m]: 94
Local noon date: 20221129
Notes on s-number (L1 configuration): Corrections NOT applied although requested by the s-number are latency correction, matrix method stray light correction (replaced by simple method)
Data caveats: None
Nominal wavelengths [nm]: 273.9012 274.0450 274.1889 274.3327 274.4766 274.6204 274.7642 274.9080 275.0518 275.1956 275.3394 275.4832 275.6270 275.7707 275.9145 276.0582 276.2019 276.3457 276.4894 276.6331 276.7768 276.9205 277.0641 277.2078 277.3515 277.4951 277.6387 277.7824 277.9260 278.0696 278.2132 278.3568 278.5003 278.6439 278.7875 278.9310 279.0746 279.2181 279.3616 279.5051 279.6486 279.7921 279.9356 280.0791 280.2225 280.3660 280.5094 280.6529 280.7963 280.9397 281.0831 281.2265 281.3699 281.5133 281.6566 281.8000 281.9434 282.0867 282.2300 282.3733 282.5166 282.6599 282.8032 282.9465 283.0898 283.2330 283.3763 283.5195 283.6628 283.8060 283.9492 284.0924 284.2356 284.3787 284.5219 284.6651 284.8082 284.9514 285.0945 285.2376 285.3807 285.5238 285.6669 285.8100 285.9531 286.0961 286.2392 286.3822 286.5252 286.6683 286.8113 286.9543 287.0973 287.2402 287.3832 287.5262 287.6691 287.8121 287.9550 288.0979 288.2408 288.3837 288.5266 288.6695 288.8123 288.9552 289.0981 289.2409 289.3837 289.5265 289.6693 289.8121 289.9549 290.0977 290.2405 290.3832 290.5260 290.6687 290.8114 290.9541 291.0968 291.2395 291.3822 291.5249 291.6676 291.8102 291.9529 292.0955 292.2381 292.3807 292.5233 292.6659 292.8085 292.9511 293.0936 293.2362 293.3787 293.5212 293.6638 293.8063 293.9488 294.0912 294.2337 294.3762 294.5186 294.6611 294.8035 294.9459 295.0884 295.2308 295.3732 295.5155 295.6579 295.8003 295.9426 296.0850 296.2273 296.3696 296.5119 296.6542 296.7965 296.9388 297.0810 297.2233 297.3655 297.5078 297.6500 297.7922 297.9344 298.0766 298.2188 298.3610 298.5031 298.6453 298.7874 298.9295 299.0717 299.2138 299.3559 299.4979 299.6400 299.7821 299.9241 300.0662 300.2082 300.3502 300.4922 300.6342 300.7762 300.9182 301.0602 301.2021 301.3441 301.4860 301.6279 301.7699 301.9118 302.0537 302.1955 302.3374 302.4793 302.6211 302.7630 302.9048 303.0466 303.1884 303.3302 303.4720 303.6138 303.7555 303.8973 304.0390 304.1808 304.3225 304.4642 304.6059 304.7476 304.8893 305.0309 305.1726 305.3142 305.4558 305.5975 305.7391 305.8807 306.0223 306.1639 306.3054 306.4470 306.5885 306.7301 306.8716 307.0131 307.1546 307.2961 307.4376 307.5790 307.7205 307.8619 308.0034 308.1448 308.2862 308.4276 308.5690 308.7104 308.8518 308.9931 309.1345 309.2758 309.4171 309.5585 309.6998 309.8411 309.9823 310.1236 310.2649 310.4061 310.5474 310.6886 310.8298 310.9710 311.1122 311.2534 311.3945 311.5357 311.6769 311.8180 311.9591 312.1002 312.2413 312.3824 312.5235 312.6646 312.8057 312.9467 313.0877 313.2288 313.3698 313.5108 313.6518 313.7928 313.9337 314.0747 314.2156 314.3566 314.4975 314.6384 314.7793 314.9202 315.0611 315.2020 315.3428 315.4837 315.6245 315.7653 315.9062 316.0470 316.1877 316.3285 316.4693 316.6101 316.7508 316.8915 317.0323 317.1730 317.3137 317.4544 317.5950 317.7357 317.8764 318.0170 318.1576 318.2983 318.4389 318.5795 318.7201 318.8606 319.0012 319.1418 319.2823 319.4228 319.5634 319.7039 319.8444 319.9849 320.1253 320.2658 320.4062 320.5467 320.6871 320.8275 320.9679 321.1083 321.2487 321.3891 321.5295 321.6698 321.8101 321.9505 322.0908 322.2311 322.3714 322.5117 322.6519 322.7922 322.9324 323.0727 323.2129 323.3531 323.4933 323.6335 323.7737 323.9138 324.0540 324.1941 324.3343 324.4744 324.6145 324.7546 324.8947 325.0348 325.1748 325.3149 325.4549 325.5949 325.7349 325.8750 326.0149 326.1549 326.2949 326.4349 326.5748 326.7147 326.8547 326.9946 327.1345 327.2744 327.4142 327.5541 327.6940 327.8338 327.9736 328.1135 328.2533 328.3931 328.5328 328.6726 328.8124 328.9521 329.0919 329.2316 329.3713 329.5110 329.6507 329.7904 329.9300 330.0697 330.2093 330.3490 330.4886 330.6282 330.7678 330.9074 331.0470 331.1865 331.3261 331.4656 331.6051 331.7447 331.8842 332.0236 332.1631 332.3026 332.4421 332.5815 332.7209 332.8604 332.9998 333.1392 333.2785 333.4179 333.5573 333.6966 333.8360 333.9753 334.1146 334.2539 334.3932 334.5325 334.6718 334.8110 334.9502 335.0895 335.2287 335.3679 335.5071 335.6463 335.7855 335.9246 336.0638 336.2029 336.3420 336.4811 336.6202 336.7593 336.8984 337.0375 337.1765 337.3156 337.4546 337.5936 337.7326 337.8716 338.0106 338.1496 338.2885 338.4275 338.5664 338.7053 338.8442 338.9831 339.1220 339.2609 339.3998 339.5386 339.6775 339.8163 339.9551 340.0939 340.2327 340.3715 340.5102 340.6490 340.7877 340.9265 341.0652 341.2039 341.3426 341.4813 341.6199 341.7586 341.8972 342.0359 342.1745 342.3131 342.4517 342.5903 342.7289 342.8674 343.0060 343.1445 343.2830 343.4215 343.5600 343.6985 343.8370 343.9755 344.1139 344.2524 344.3908 344.5292 344.6676 344.8060 344.9444 345.0827 345.2211 345.3594 345.4978 345.6361 345.7744 345.9127 346.0510 346.1892 346.3275 346.4657 346.6040 346.7422 346.8804 347.0186 347.1568 347.2949 347.4331 347.5713 347.7094 347.8475 347.9856 348.1237 348.2618 348.3999 348.5379 348.6760 348.8140 348.9520 349.0901 349.2281 349.3660 349.5040 349.6420 349.7799 349.9179 350.0558 350.1937 350.3316 350.4695 350.6074 350.7452 350.8831 351.0209 351.1587 351.2966 351.4344 351.5721 351.7099 351.8477 351.9854 352.1232 352.2609 352.3986 352.5363 352.6740 352.8117 352.9494 353.0870 353.2246 353.3623 353.4999 353.6375 353.7751 353.9127 354.0502 354.1878 354.3253 354.4628 354.6004 354.7379 354.8754 355.0128 355.1503 355.2877 355.4252 355.5626 355.7000 355.8374 355.9748 356.1122 356.2496 356.3869 356.5243 356.6616 356.7989 356.9362 357.0735 357.2108 357.3480 357.4853 357.6225 357.7597 357.8970 358.0342 358.1714 358.3085 358.4457 358.5828 358.7200 358.8571 358.9942 359.1313 359.2684 359.4055 359.5425 359.6796 359.8166 359.9537 360.0907 360.2277 360.3646 360.5016 360.6386 360.7755 360.9125 361.0494 361.1863 361.3232 361.4601 361.5969 361.7338 361.8707 362.0075 362.1443 362.2811 362.4179 362.5547 362.6915 362.8282 362.9650 363.1017 363.2384 363.3751 363.5118 363.6485 363.7852 363.9218 364.0585 364.1951 364.3317 364.4683 364.6049 364.7415 364.8780 365.0146 365.1511 365.2877 365.4242 365.5607 365.6972 365.8336 365.9701 366.1065 366.2430 366.3794 366.5158 366.6522 366.7886 366.9250 367.0613 367.1977 367.3340 367.4703 367.6066 367.7429 367.8792 368.0155 368.1517 368.2880 368.4242 368.5604 368.6966 368.8328 368.9690 369.1051 369.2413 369.3774 369.5136 369.6497 369.7858 369.9219 370.0579 370.1940 370.3300 370.4661 370.6021 370.7381 370.8741 371.0101 371.1460 371.2820 371.4179 371.5539 371.6898 371.8257 371.9616 372.0975 372.2333 372.3692 372.5050 372.6408 372.7766 372.9124 373.0482 373.1840 373.3198 373.4555 373.5912 373.7270 373.8627 373.9984 374.1340 374.2697 374.4054 374.5410 374.6766 374.8122 374.9478 375.0834 375.2190 375.3546 375.4901 375.6257 375.7612 375.8967 376.0322 376.1677 376.3031 376.4386 376.5740 376.7095 376.8449 376.9803 377.1157 377.2510 377.3864 377.5218 377.6571 377.7924 377.9277 378.0630 378.1983 378.3336 378.4688 378.6041 378.7393 378.8745 379.0097 379.1449 379.2801 379.4153 379.5504 379.6855 379.8207 379.9558 380.0909 380.2260 380.3610 380.4961 380.6311 380.7662 380.9012 381.0362 381.1712 381.3061 381.4411 381.5761 381.7110 381.8459 381.9808 382.1157 382.2506 382.3855 382.5203 382.6552 382.7900 382.9248 383.0596 383.1944 383.3292 383.4639 383.5987 383.7334 383.8681 384.0029 384.1375 384.2722 384.4069 384.5416 384.6762 384.8108 384.9454 385.0800 385.2146 385.3492 385.4837 385.6183 385.7528 385.8873 386.0218 386.1563 386.2908 386.4253 386.5597 386.6942 386.8286 386.9630 387.0974 387.2318 387.3662 387.5005 387.6348 387.7692 387.9035 388.0378 388.1721 388.3064 388.4406 388.5749 388.7091 388.8433 388.9775 389.1117 389.2459 389.3801 389.5142 389.6483 389.7825 389.9166 390.0507 390.1848 390.3188 390.4529 390.5869 390.7209 390.8550 390.9890 391.1229 391.2569 391.3909 391.5248 391.6588 391.7927 391.9266 392.0605 392.1943 392.3282 392.4621 392.5959 392.7297 392.8635 392.9973 393.1311 393.2649 393.3986 393.5324 393.6661 393.7998 393.9335 394.0672 394.2009 394.3345 394.4682 394.6018 394.7354 394.8690 395.0026 395.1362 395.2697 395.4033 395.5368 395.6703 395.8038 395.9373 396.0708 396.2042 396.3377 396.4711 396.6045 396.7380 396.8713 397.0047 397.1381 397.2714 397.4048 397.5381 397.6714 397.8047 397.9380 398.0713 398.2045 398.3378 398.4710 398.6042 398.7374 398.8706 399.0037 399.1369 399.2700 399.4032 399.5363 399.6694 399.8025 399.9355 400.0686 400.2017 400.3347 400.4677 400.6007 400.7337 400.8667 400.9996 401.1326 401.2655 401.3984 401.5313 401.6642 401.7971 401.9300 402.0628 402.1956 402.3285 402.4613 402.5941 402.7268 402.8596 402.9923 403.1251 403.2578 403.3905 403.5232 403.6559 403.7885 403.9212 404.0538 404.1865 404.3191 404.4517 404.5842 404.7168 404.8494 404.9819 405.1144 405.2469 405.3794 405.5119 405.6444 405.7768 405.9093 406.0417 406.1741 406.3065 406.4389 406.5713 406.7036 406.8359 406.9683 407.1006 407.2329 407.3652 407.4974 407.6297 407.7619 407.8942 408.0264 408.1586 408.2907 408.4229 408.5551 408.6872 408.8193 408.9514 409.0835 409.2156 409.3477 409.4798 409.6118 409.7438 409.8758 410.0078 410.1398 410.2718 410.4037 410.5357 410.6676 410.7995 410.9314 411.0633 411.1952 411.3270 411.4589 411.5907 411.7225 411.8543 411.9861 412.1179 412.2496 412.3813 412.5131 412.6448 412.7765 412.9082 413.0398 413.1715 413.3031 413.4348 413.5664 413.6980 413.8295 413.9611 414.0927 414.2242 414.3557 414.4872 414.6187 414.7502 414.8817 415.0131 415.1446 415.2760 415.4074 415.5388 415.6702 415.8015 415.9329 416.0642 416.1956 416.3269 416.4582 416.5894 416.7207 416.8519 416.9832 417.1144 417.2456 417.3768 417.5080 417.6391 417.7703 417.9014 418.0325 418.1636 418.2947 418.4258 418.5569 418.6879 418.8190 418.9500 419.0810 419.2120 419.3429 419.4739 419.6048 419.7358 419.8667 419.9976 420.1285 420.2593 420.3902 420.5210 420.6519 420.7827 420.9135 421.0443 421.1750 421.3058 421.4365 421.5673 421.6980 421.8287 421.9594 422.0900 422.2207 422.3513 422.4819 422.6125 422.7431 422.8737 423.0043 423.1348 423.2654 423.3959 423.5264 423.6569 423.7874 423.9178 424.0483 424.1787 424.3091 424.4395 424.5699 424.7003 424.8307 424.9610 425.0913 425.2216 425.3519 425.4822 425.6125 425.7428 425.8730 426.0032 426.1334 426.2636 426.3938 426.5240 426.6541 426.7843 426.9144 427.0445 427.1746 427.3047 427.4348 427.5648 427.6948 427.8249 427.9549 428.0849 428.2148 428.3448 428.4747 428.6047 428.7346 428.8645 428.9944 429.1242 429.2541 429.3839 429.5138 429.6436 429.7734 429.9032 430.0329 430.1627 430.2924 430.4222 430.5519 430.6816 430.8112 430.9409 431.0706 431.2002 431.3298 431.4594 431.5890 431.7186 431.8481 431.9777 432.1072 432.2367 432.3662 432.4957 432.6252 432.7546 432.8841 433.0135 433.1429 433.2723 433.4017 433.5311 433.6604 433.7898 433.9191 434.0484 434.1777 434.3069 434.4362 434.5655 434.6947 434.8239 434.9531 435.0823 435.2115 435.3406 435.4698 435.5989 435.7280 435.8571 435.9862 436.1152 436.2443 436.3733 436.5024 436.6314 436.7604 436.8893 437.0183 437.1472 437.2762 437.4051 437.5340 437.6629 437.7918 437.9206 438.0494 438.1783 438.3071 438.4359 438.5647 438.6934 438.8222 438.9509 439.0796 439.2083 439.3370 439.4657 439.5944 439.7230 439.8516 439.9803 440.1089 440.2374 440.3660 440.4946 440.6231 440.7516 440.8801 441.0086 441.1371 441.2656 441.3940 441.5225 441.6509 441.7793 441.9077 442.0360 442.1644 442.2927 442.4211 442.5494 442.6777 442.8060 442.9342 443.0625 443.1907 443.3189 443.4471 443.5753 443.7035 443.8317 443.9598 444.0879 444.2161 444.3442 444.4722 444.6003 444.7284 444.8564 444.9844 445.1124 445.2404 445.3684 445.4964 445.6243 445.7522 445.8802 446.0081 446.1359 446.2638 446.3917 446.5195 446.6473 446.7751 446.9029 447.0307 447.1585 447.2862 447.4140 447.5417 447.6694 447.7971 447.9247 448.0524 448.1800 448.3076 448.4353 448.5629 448.6904 448.8180 448.9455 449.0731 449.2006 449.3281 449.4556 449.5831 449.7105 449.8380 449.9654 450.0928 450.2202 450.3476 450.4749 450.6023 450.7296 450.8569 450.9842 451.1115 451.2388 451.3660 451.4933 451.6205 451.7477 451.8749 452.0021 452.1293 452.2564 452.3835 452.5107 452.6378 452.7648 452.8919 453.0190 453.1460 453.2730 453.4000 453.5270 453.6540 453.7810 453.9079 454.0349 454.1618 454.2887 454.4156 454.5424 454.6693 454.7961 454.9229 455.0497 455.1765 455.3033 455.4301 455.5568 455.6836 455.8103 455.9370 456.0636 456.1903 456.3170 456.4436 456.5702 456.6968 456.8234 456.9500 457.0766 457.2031 457.3296 457.4561 457.5826 457.7091 457.8356 457.9620 458.0885 458.2149 458.3413 458.4677 458.5940 458.7204 458.8467 458.9731 459.0994 459.2257 459.3519 459.4782 459.6044 459.7307 459.8569 459.9831 460.1093 460.2354 460.3616 460.4877 460.6139 460.7400 460.8660 460.9921 461.1182 461.2442 461.3703 461.4963 461.6223 461.7482 461.8742 462.0002 462.1261 462.2520 462.3779 462.5038 462.6297 462.7555 462.8813 463.0072 463.1330 463.2588 463.3845 463.5103 463.6360 463.7618 463.8875 464.0132 464.1389 464.2645 464.3902 464.5158 464.6414 464.7670 464.8926 465.0182 465.1437 465.2693 465.3948 465.5203 465.6458 465.7713 465.8967 466.0222 466.1476 466.2730 466.3984 466.5238 466.6492 466.7745 466.8998 467.0252 467.1505 467.2757 467.4010 467.5263 467.6515 467.7767 467.9019 468.0271 468.1523 468.2775 468.4026 468.5277 468.6528 468.7779 468.9030 469.0281 469.1531 469.2781 469.4032 469.5282 469.6531 469.7781 469.9031 470.0280 470.1529 470.2778 470.4027 470.5276 470.6524 470.7773 470.9021 471.0269 471.1517 471.2765 471.4012 471.5260 471.6507 471.7754 471.9001 472.0248 472.1494 472.2741 472.3987 472.5233 472.6479 472.7725 472.8971 473.0216 473.1462 473.2707 473.3952 473.5197 473.6442 473.7686 473.8931 474.0175 474.1419 474.2663 474.3906 474.5150 474.6394 474.7637 474.8880 475.0123 475.1366 475.2608 475.3851 475.5093 475.6335 475.7577 475.8819 476.0061 476.1302 476.2543 476.3785 476.5026 476.6266 476.7507 476.8748 476.9988 477.1228 477.2468 477.3708 477.4948 477.6187 477.7427 477.8666 477.9905 478.1144 478.2383 478.3621 478.4860 478.6098 478.7336 478.8574 478.9812 479.1049 479.2287 479.3524 479.4761 479.5998 479.7235 479.8472 479.9708 480.0944 480.2181 480.3417 480.4652 480.5888 480.7124 480.8359 480.9594 481.0829 481.2064 481.3299 481.4533 481.5768 481.7002 481.8236 481.9470 482.0703 482.1937 482.3170 482.4403 482.5637 482.6869 482.8102 482.9335 483.0567 483.1799 483.3031 483.4263 483.5495 483.6727 483.7958 483.9189 484.0420 484.1651 484.2882 484.4113 484.5343 484.6573 484.7804 484.9034 485.0263 485.1493 485.2722 485.3952 485.5181 485.6410 485.7639 485.8867 486.0096 486.1324 486.2552 486.3780 486.5008 486.6236 486.7463 486.8690 486.9918 487.1145 487.2371 487.3598 487.4824 487.6051 487.7277 487.8503 487.9729 488.0954 488.2180 488.3405 488.4631 488.5856 488.7080 488.8305 488.9530 489.0754 489.1978 489.3202 489.4426 489.5650 489.6873 489.8097 489.9320 490.0543 490.1766 490.2988 490.4211 490.5433 490.6655 490.7877 490.9099 491.0321 491.1543 491.2764 491.3985 491.5206 491.6427 491.7648 491.8868 492.0089 492.1309 492.2529 492.3749 492.4968 492.6188 492.7407 492.8627 492.9846 493.1064 493.2283 493.3502 493.4720 493.5938 493.7156 493.8374 493.9592 494.0809 494.2027 494.3244 494.4461 494.5678 494.6895 494.8111 494.9328 495.0544 495.1760 495.2976 495.4191 495.5407 495.6622 495.7837 495.9052 496.0267 496.1482 496.2697 496.3911 496.5125 496.6339 496.7553 496.8767 496.9980 497.1194 497.2407 497.3620 497.4833 497.6045 497.7258 497.8470 497.9682 498.0894 498.2106 498.3318 498.4529 498.5741 498.6952 498.8163 498.9374 499.0584 499.1795 499.3005 499.4215 499.5425 499.6635 499.7845 499.9054 500.0264 500.1473 500.2682 500.3891 500.5099 500.6308 500.7516 500.8724 500.9932 501.1140 501.2347 501.3555 501.4762 501.5969 501.7176 501.8383 501.9590 502.0796 502.2002 502.3208 502.4414 502.5620 502.6826 502.8031 502.9236 503.0441 503.1646 503.2851 503.4056 503.5260 503.6464 503.7668 503.8872 504.0076 504.1279 504.2483 504.3686 504.4889 504.6092 504.7295 504.8497 504.9699 505.0902 505.2104 505.3305 505.4507 505.5709 505.6910 505.8111 505.9312 506.0513 506.1714 506.2914 506.4114 506.5314 506.6514 506.7714 506.8914 507.0113 507.1313 507.2512 507.3711 507.4909 507.6108 507.7306 507.8505 507.9703 508.0901 508.2098 508.3296 508.4493 508.5690 508.6887 508.8084 508.9281 509.0478 509.1674 509.2870 509.4066 509.5262 509.6458 509.7653 509.8848 510.0044 510.1239 510.2433 510.3628 510.4822 510.6017 510.7211 510.8405 510.9599 511.0792 511.1986 511.3179 511.4372 511.5565 511.6758 511.7950 511.9142 512.0335 512.1527 512.2719 512.3910 512.5102 512.6293 512.7484 512.8675 512.9866 513.1057 513.2247 513.3438 513.4628 513.5818 513.7007 513.8197 513.9386 514.0576 514.1765 514.2954 514.4142 514.5331 514.6519 514.7708 514.8896 515.0084 515.1271 515.2459 515.3646 515.4833 515.6020 515.7207 515.8394 515.9580 516.0767 516.1953 516.3139 516.4324 516.5510 516.6695 516.7881 516.9066 517.0251 517.1435 517.2620 517.3804 517.4988 517.6173 517.7356 517.8540 517.9724 518.0907 518.2090 518.3273 518.4456 518.5638 518.6821 518.8003 518.9185 519.0367 519.1549 519.2730 519.3912 519.5093 519.6274 519.7455 519.8636 519.9816 520.0996 520.2177 520.3357 520.4536 520.5716 520.6895 520.8075 520.9254 521.0433 521.1612 521.2790 521.3968 521.5147 521.6325 521.7503 521.8680 521.9858 522.1035 522.2212 522.3389 522.4566 522.5743 522.6919 522.8095 522.9271 523.0447 523.1623 523.2799 523.3974 523.5149 523.6324 523.7499 523.8674 523.9848 524.1023 524.2197 524.3371 524.4544 524.5718 524.6892 524.8065 524.9238 525.0411 525.1583 525.2756 525.3928 525.5100 525.6272 525.7444 525.8616 525.9787 526.0959 526.2130 526.3301 526.4471 526.5642 526.6812 526.7983 526.9153 527.0322 527.1492 527.2662 527.3831 527.5000 527.6169 527.7338 527.8506 527.9675 528.0843 528.2011 528.3179 528.4347 528.5514 528.6682 528.7849 528.9016 529.0182 529.1349 529.2516 529.3682 529.4848 529.6014 529.7179 529.8345 529.9510 530.0676 530.1841 530.3005 530.4170 530.5334 530.6499 530.7663 530.8827 530.9990 531.1154 531.2317 531.3481 531.4644 531.5806 531.6969 531.8131 531.9294 532.0456 532.1618 532.2779 532.3941 532.5102 532.6264 532.7425 532.8585 532.9746 533.0907 533.2067 533.3227 533.4387 533.5547 533.6706 533.7865 533.9025 534.0184 534.1342 534.2501 534.3660 534.4818 534.5976 534.7134 534.8292 534.9449 535.0606 535.1764 535.2921 535.4077 535.5234 535.6391 535.7547 535.8703 535.9859 536.1014 536.2170 536.3325 536.4480 536.5635 536.6790 536.7945 536.9099 537.0253 537.1408 537.2561 537.3715 537.4869 537.6022 537.7175 537.8328 537.9481 538.0633 538.1786 538.2938 538.4090 538.5242 538.6393 538.7545 538.8696 538.9847 539.0998 539.2149 539.3299 539.4450 539.5600 539.6750 539.7900 539.9049 540.0199 540.1348 540.2497 540.3646 540.4795 540.5943 540.7091 540.8240 540.9388 541.0535 541.1683 541.2830 541.3977 541.5124
---------------------------------------------------------------------------------------
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: Temperature at electronics board [°C], 999=no temperature signal
Column 73: Spectrometer control temperature [°C], 999=no temperature signal
Column 74: Auxiliary spectrometer temperature [°C], 999=no temperature signal
Column 75: Temperature in head sensor [°C], 999=no temperature signal
Column 76: Humidity in head sensor [%], -9=no humidity signal
Column 77: Pressure in head sensor [hPa], -9=no pressure signal
Column 78: Scale factor for data and uncertainties, to obtain unscaled output divide them by this number
Column 79: Indicator for uncertainty and atmospheric variability (see manual for exact meaning)
Column 80: L1 data type, data are... 1=corrected count rate [s-1], 2=radiance [W/m2/nm/sr], 3=irradiance [W/m2/nm]
Columns 81-2128: L1 data for each pixel, 0 is NOT a 'true' zero if the corresponding value in the uncertainty is -2, -3 or -4
Columns 2129-4176: 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 4177-6224: 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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ZO 20221129T063040.8Z 8368.271306 1 1 32.01 4 4000.000 8 2 0 1 1 0.22 0 70.43 0 -1.00 507 1 11 8 0 20.79 802 2 0 929 5.402e+02 6.734e+00 5.563e+02 1.295e+01 21 3.889e+02 3.889e+02 3.825e-01 3.893e+02 4.434e+00 0 0 0 0 0.00e+00 2.830e-40 -9.000e+00 5.774e+01 -9.000e+00 3.438e+03 -9.000e+00 -1.493e+02 -9.000e+00 1 -44.90 -3.00 -2.00 -2.00 -2.00 -2.00 -2.00 -2.00 0 9.268e-01 1659 -9 -9.00 -9.00 -9.00 -9.00 -0.00145 1.38723e-01 -7.46361e-03 26.21 20.03 20.79 15.98 41.9 1005.39 5.239e+10 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 1125 -142 -67 -68 1001 252 469 77 -131 -133 504 -24 141 506 276 -3 271 -5 74 -106 136 -134 -166 32 62 -19 8 417 8 -59 145 81 730 135 -9 -57 1049 -39 -60 -140 53 -2 46 -220 234 -55 56 158 61 -17 -174 -98 29 -127 18 -63 50 161 -96 64 34 -21 82 349 47 13 31 38 43 -63 -92 68 98 -75 -29 366 96 -42 6 -30 30 149 35 -1 171 20 -24 292 45 644 238 65 28 -92 87 14 22 65 883 23 121 84 -39 70 -40 15 -110 29 -5 16 18 2 -8 -98 49 16 75 28 -151 58 -71 56 325 -64 -82 8 3 55 64 -91 44 468 -43 -13 17 26 31 30 144 8 34 69 101 41 60 61 256 4 0 405 238 135 -71 110 58 356 34 1726 -41 476 255 433 73 -25 207 -26 6 115 261 -4 14 150 354 161 -28 203 186 152 -107 66 258 85 217 29 -90 219 38 -32 -18 343 11 28 151 44 396 -47 8 91 202 163 128 59 155 5 -33 135 -102 116 43 22 234 -3 125 -70 337 2084 -59 378 231 -3 34 133 17 139 553 10 -85 27 153 72 276 102 160 468 210 93 22 64 52 260 218 -44 280 -18 -93 428 -27 84 326 79 50 117 -62 30 20 373 -55 30 149 0 50 129 173 48 286 349 2593 -14 -31 66 383 302 119 307 16 29 186 258 495 136 41 153 313 109 187 -14 -39 81 27 11 -31 57 332 71 344 70 39 -84 80 -21 285 79 41 36 3 20 287 180 -16 49 30 -15 194 105 171 421 248 2 196 148 594 59 166 171 89 491 39 299 266 11 231 923 136 76 38 200 32 62 161 151 14 120 225 87 108 212 33 195 91 429 89 127 21 399 -30 -32 49 161 29 97 -10 53 63 96 270 56 370 201 109 132 330 57 333 131 1 68 -38 64 309 112 160 179 0 292 58 205 104 248 -10 307 159 67 -4 -72 192 59 286 152 -39 42 7 4 -15 63 1157 130 33 136 66 38 216 257 50 43 121 18 47 204 752 310 -4 -17 337 392 9 102 -64 230 18 17 92 26 353 -62 52 -26 181 239 172 277 271 389 -96 78 30 151 52 37 111 546 46 444 26 6 305 40 126 -11 313 47 59 471 72 71 147 429 115 129 -61 -16 288 265 431 168 54 -9 72 -7 -27 46 63 36 568 225 39 39 9 -10 44 -41 31 145 125 -50 112 232 113 101 102 107 -2 24 256 56 88 97 -58 85 426 134 68 -8 47 389 166 24 118 -21 230 -64 56 95 306 191 73 188 3 8 2 77 31 163 236 251 34 70 183 453 0 8171 78 -68 544 58 15 6 290 66 -48 -76 305 -10 171 53 9849 263 217 331 94 229 204 150 -26 2 63 -36 46 0 -49 363 -30 -35 -17 -28 -53 59 6 -5 -18 104 259 32 56 31 17 -30 18 291 232 23 58 -32 265 786 182 427 -101 -52 206 69 45 32 67 64 944 49 -14 5248 -70 91 42 32 74 -128 -14 -61 74 -28 -76 41 28 -41 62 514 312 1159 19 360 137 380 148 -64 -43 -60 80 -35 36 -13 329 405 7 -31 -109 24 -76 33 13451 247 325 58 84 -3 27 102 3 798 232 112 -119 66 -53 15 220 -5 58 14 98 -51 -70 82 63 -60 560 173 -25 48 75 -117 37 35 16 -90 854 -93 110 63 597 254 -42 -25 196 248 78 9 62 68 -82 5 57 -22 281 1207 18 1852 205 45 36 6 -41 58 3 981 154 -2 171 -16 338 20 30 287 -66 144 15 0 -71 475 -49 332 -5 -13 26 -57 -29 -92 -2 -136 -12 177 -35 184 10 185 -8 -53 -46 27 54 136 43 -17 52 -31 330 -34 5 38 63 -9 -31 10 164 11 -65 -49 -36 101 1147 83 47 -91 34 2 49 55 -28 -6 -38 162 206 106 0 -15 159 184 81 28 -60 9 128 63 62 63 9 211 -56 61 -75 -73 51 31 -16 40 32 -17 54 -35 24 -16 68 46 225 40 56 -62 58 93 13 -69 388 288 0 -69 -4 111 34 60 -3 -28 201 -13 108 -46 49 -25 12635 -45 30 42 230 -42 158 3 46 47 50 18 8 -35 891 683 37 104 84 42 182 -65 -48 20 79 198 -5 160 67 244 57 94 3 25 -1 -8 -75 50 -12 46 43 106 312 17520 -49 117 99 404 36 36 25 54 145 -4 34 271 15 26 196 105 21 239 -20 49 259 45 144 34 81 133 189 102 30 8494 11 157 238 110 26 214 144 182 21 39 297 174 200 121 53 437 35 278 34 315 101 -6 79 -33 195 126 271 83 10 -22 69 73 15 134 103 2 136 276 32 89 40 182 9 92 236 73 211 -32 -16 -2 183 109 44 282 172 95 237 36 274 384 432 40 384 259 2676 79 29 93 155 178 99 107 78 1104 31 31 228 194 -42 52 47 74 169 91 -26 95 85 148 51 -77 85 86 -47 56 273 -2 298 56 15 928 153 21 146 -2 153 62 153 307 22 304 120 131 35 228 755 43 129 345 47 381 31 110 241 105 350 258 58 166 124 18 224 99 825 459 338 148 412 96 223 411 359 -47 238 -4 239 498 85 137 7 204 220 314 469 26 -30 41 277 57 193 -42 61 77 276 28 64 82 473 275 7 172 71 247 176 281 210 397 63 85 -56 220 575 40 63 139 146 85 336 28 128 93 167 279 6 216 388 8 518 108 56 132 85 123 191 155 43 58 68 167 876 203 47 94 -19 318 167 219 -19 60 161 163 189 28 141 513 605 49 150 59 391 278 249 966 188 79 339 45 341 99 104 277 385 -63 296 132 183 276 326 85 68 639 819 163 121 270 326 432 372 174 35 3 53 336 594 117 38 29 350 -21 308 128 281 360 44 40 13 113 345 60 372 35 86 518 60 737 431 192 -2 170 361 52 298 67 105 59 282 138 60 29 127 244 72 247 166 819 47 270 2 195 415 86 122 106 148 240 366 57 321 302 39 341 525 150 197 187 203 -6 -12 242 902 189 178 620 314 111 70 106 194 157 270 280 80 31 101 243 202 383 124 152 147 156 67 546 155 88 137 384 5 55 94 267 499 221 130 -37 36 75 58 43 5 223 503 307 137 191 57 239 106 50 45 226 364 318 227 71 135 299 117 315 12 192 266 853 331 451 354 244 190 230 194 45 489 370 195 190 49 240 257 7 144 149 59 271 184 166 110 205 211 151 190 654 123 157 28 29 246 70 274 287 124 106 188 174 641 63 455 55 31 805 16 250 157 152 307 219 276 302 160 109 55 152 185 319 205 1440 189 57 29 51 94 426 253 334 282 464 171 181 51 90 382 982 342 145 320 219 183 154 259 274 226 83 345 419 152 446 587 120 42 276 369 132 381 148 326 603 982 539 322 611 283 518 308 259 376 79 286 439 252 295 137 179 185 248 168 311 309 3 123 245 440 136 283 317 244 279 1164 252 626 363 431 1002 176 506 99 200 878 3238 91 391 409 284 191 260 252 39 123 223 206 3 265 177 314 283 56 9995 500 267 78 90 173 370 176 252 243 96 304 407 200 435 146 145 164 89 151 492 260 430 411 530 160 191 23 1094 170 46 327 120 282 234 214 73 52 512 114 96 61 379 134 -34 229 623 31 102 155 174 212 285 270 205 499 211 40 249 546 242 327 196 201 270 98 53 316 309 41 272 101 102 778 55 850 676 114 57 234 73 225 332 365 445 290 303 69 29 -33 77 305 22 249 305 253 83 176 103 223 230 118 266 353 412 206 387 652 -20 71 351 455 343 470 210 1194 532 142 70 131 211 356 548 165 217 314 233 387 212 407 33 63 266 159 307 309 2 311 525 336 181 470 206 8 257 8 260 104 205 99 370 8 161 255 310 589 -7 192 218 173 197 1 439 113 171 387 295 492 298 171 131 -2 130 16 262 139 480 199 276 170 317 219 121 118 53 75 610 141 460 -36 284 244 164 246 25 419 1357 868 319 100 357 30 117 95 347 56 25 338 437 156 158 154 276 76 310 8 110 58 395 461 -36 309 418 235 86 394 235 125 247 162 212 263 126 44 246 -38 26 11 1481 46 239 389 270 376 69 62 153 -72 263 211 396 383 430 56 580 280 -23 -55 175 27 110 13 228 376 191 67 696 37 552 -22 254 483 87 282 623 140 -13 399 76 18 77 338 -17 -85 29 179 -8 289 126 -61 451 33 154 389 43 209 78 107 89 143 426 -4 98 112 121 469 -18 408 141 241 621 162 573 44 188 410 525 202 607 185 127 1 108 325 53 315 -5 413 47 -65 68 243 292 113 163 348 646 29 70 306 77 124 95 66 66 54 73 -12 137 2 87 23 163 3 145 197 104 404 517 296 18 6 377 161 64 582 226 41 30 249 288 24 -125 53 -9 160 444 256 271 37 1527 -102 247 34 253 16 471 47 75 238 91 -54 84 70 66 43 235 1018 118 203 59 16 429 225 441 -36 37 74 261 19 322 1006 57 980 340 30 380 479 71 105 7 655 47 418 709 250 382 489 60 -4 41 213 112 138 -37 583 397 241 153 287 389 850 398 24 210 345 833 628 276 330 395 773 419 223 87 36 132 925 -101 237 316 267 431 33 596 595 218 359 335 345 137 13 461 166 134 58 37 666 77 181 592 730 417 -57 264 233 143 370 112 549 490 196 58 416 204 586 -74 29 424 187 477 99 81 319 680 10 257 417 440 210 368 77 279 -70 270 651 420 91 -100 1758 642 786 233 1117 402 1016 650 140 253 22 849 340 299 0 0 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 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1839 1733 1970 1975 2105 1851 2079 1905 1817 2047 2073 1897 1998 2163 1729 1802 1918 1671 1571 1569 1757 1944 1935 1893 1846 1994 1884 2039 1784 2022 1555 1664 1743 1798 1911 2073 1539 2082 2288 2077 1948 2250 1901 1982 1969 1524 1837 1822 1844 1767 1998 1630 1878 2026 2036 2282 1593 1893 1981 1903 2040 1633 2153 1799 1885 2112 1893 2203 1811 1790 1728 1580 1908 1895 1977 1827 2232 1953 1993 1888 2025 1993 1789 1781 1631 1672 2198 1863 2142 2091 1961 1848 1781 1896 1521 2092 2015 1905 1902 1897 1976 1603 1820 1727 2102 1626 1694 2088 2257 1840 1999 1868 1881 1743 1760 1803 2000 1703 2053 2339 1520 2024 2287 1977 1860 2215 1975 1842 2058 2018 2062 2189 1936 2111 2061 2091 2113 2044 1917 2058 2005 2067 2132 2140 1794 1784 1878 1861 1989 1939 1992 2149 2177 1787 2100 2105 1727 2167 2136 1747 1985 1734 2155 2199 1963 1761 2073 1804 2393 2122 2120 2303 1875 2069 2044 1920 1787 2253 1933 1817 1990 2293 1756 1567 1747 2005 2194 2145 2014 1411 2317 2061 2021 2191 1879 1951 1894 1906 1870 1989 2220 2075 1847 1945 1924 2278 1740 2163 2054 2097 2656 2073 2528 1952 2120 2437 2417 2161 2105 1819 1803 1346 1672 1845 1571 1936 1849 2159 2120 2001 1794 2104 1973 1786 1841 2086 2335 1495 1799 2126 1916 1832 1958 1827 1863 1889 2020 1753 1978 1773 2026 1891 2080 2339 2032 2067 1976 2253 2566 2224 1968 1824 2349 2150 1899 2664 2185 2003 1995 2186 2224 1820 1463 1826 1758 2103 2330 2231 2311 2257 2480 2296 2255 2101 2359 2121 2540 2059 2005 2315 2170 2268 2098 2008 2048 1989 2366 2250 2263 2315 2013 2179 2333 2275 2396 1577 1891 1794 2206 1713 2303 2231 1954 2157 2359 1972 2430 2585 2063 2159 2020 2801 2206 2440 2924 2416 2606 2651 2245 2007 2166 2395 2223 2188 2321 2805 2541 2429 2577 2442 2662 3057 2701 2417 2504 2730 3155 2979 2551 2586 2536 3101 2514 2383 2171 2317 2213 3017 1565 2381 2467 2362 2585 2108 2788 2850 2393 2630 2400 2566 2268 1997 2393 2338 2442 2167 2294 2911 2322 2420 2902 3192 2687 2057 2635 2532 2504 2696 2430 2838 2804 2297 2348 2558 2454 2339 1910 2047 2635 2485 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