File name: Pandora120s1_Davos_20201029_L1_smca1c1d20200806p1-8.txt File generation date: 20251120T223109.3Z Data description: Level 1 file (corrected signals) Data file version: smca1c1d20200806p1-8 Local principal investigator: Julian Groebner Network principal investigator: Alexander Cede Instrument type: Pandora Instrument number: 120 Spectrometer number: 1 Processing software version used: BlickP v1.8.75 Instrument operation file used: Pandora120_OF_v5d20190819.txt Instrument calibration file used: Pandora120s1_CF_v1d20200806.txt Level 0 file used: Pandora120s1_Davos_20201029_L0.txt Full location name: PMOD/WRC-Davos Short location name: Davos Country of location: Switzerland Location latitude [deg]: 46.8000 Location longitude [deg]: 9.8300 Location altitude [m]: 1590 Local noon date: 20201029 Notes on s-number (L1 configuration): Corrections NOT applied although requested by the s-number are latency correction, matrix method stray light correction (replaced by simple method) Data caveats: None Nominal wavelengths [nm]: 272.8826 273.0266 273.1706 273.3146 273.4585 273.6025 273.7464 273.8903 274.0343 274.1782 274.3221 274.4660 274.6098 274.7537 274.8975 275.0414 275.1852 275.3290 275.4728 275.6166 275.7604 275.9042 276.0479 276.1917 276.3354 276.4792 276.6229 276.7666 276.9103 277.0539 277.1976 277.3413 277.4849 277.6286 277.7722 277.9158 278.0594 278.2030 278.3466 278.4901 278.6337 278.7772 278.9208 279.0643 279.2078 279.3513 279.4948 279.6382 279.7817 279.9252 280.0686 280.2120 280.3554 280.4989 280.6422 280.7856 280.9290 281.0724 281.2157 281.3591 281.5024 281.6457 281.7890 281.9323 282.0756 282.2188 282.3621 282.5053 282.6486 282.7918 282.9350 283.0782 283.2214 283.3646 283.5078 283.6509 283.7941 283.9372 284.0803 284.2234 284.3665 284.5096 284.6527 284.7958 284.9388 285.0819 285.2249 285.3679 285.5109 285.6539 285.7969 285.9399 286.0828 286.2258 286.3687 286.5116 286.6546 286.7975 286.9404 287.0832 287.2261 287.3690 287.5118 287.6547 287.7975 287.9403 288.0831 288.2259 288.3687 288.5114 288.6542 288.7970 288.9397 289.0824 289.2251 289.3678 289.5105 289.6532 289.7959 289.9385 290.0812 290.2238 290.3664 290.5090 290.6516 290.7942 290.9368 291.0793 291.2219 291.3644 291.5070 291.6495 291.7920 291.9345 292.0770 292.2195 292.3619 292.5044 292.6468 292.7892 292.9317 293.0741 293.2165 293.3588 293.5012 293.6436 293.7859 293.9283 294.0706 294.2129 294.3552 294.4975 294.6398 294.7820 294.9243 295.0665 295.2088 295.3510 295.4932 295.6354 295.7776 295.9198 296.0620 296.2041 296.3463 296.4884 296.6305 296.7726 296.9147 297.0568 297.1989 297.3409 297.4830 297.6250 297.7671 297.9091 298.0511 298.1931 298.3351 298.4771 298.6190 298.7610 298.9029 299.0448 299.1868 299.3287 299.4706 299.6124 299.7543 299.8962 300.0380 300.1799 300.3217 300.4635 300.6053 300.7471 300.8889 301.0307 301.1724 301.3142 301.4559 301.5976 301.7393 301.8810 302.0227 302.1644 302.3061 302.4477 302.5894 302.7310 302.8726 303.0142 303.1558 303.2974 303.4390 303.5806 303.7221 303.8637 304.0052 304.1467 304.2882 304.4297 304.5712 304.7127 304.8542 304.9956 305.1371 305.2785 305.4199 305.5613 305.7027 305.8441 305.9855 306.1268 306.2682 306.4095 306.5508 306.6922 306.8335 306.9748 307.1160 307.2573 307.3986 307.5398 307.6811 307.8223 307.9635 308.1047 308.2459 308.3871 308.5282 308.6694 308.8105 308.9517 309.0928 309.2339 309.3750 309.5161 309.6572 309.7982 309.9393 310.0803 310.2214 310.3624 310.5034 310.6444 310.7854 310.9264 311.0673 311.2083 311.3492 311.4902 311.6311 311.7720 311.9129 312.0538 312.1946 312.3355 312.4763 312.6172 312.7580 312.8988 313.0396 313.1804 313.3212 313.4620 313.6027 313.7435 313.8842 314.0249 314.1657 314.3064 314.4470 314.5877 314.7284 314.8690 315.0097 315.1503 315.2909 315.4316 315.5722 315.7127 315.8533 315.9939 316.1344 316.2750 316.4155 316.5560 316.6965 316.8370 316.9775 317.1180 317.2585 317.3989 317.5393 317.6798 317.8202 317.9606 318.1010 318.2414 318.3817 318.5221 318.6624 318.8028 318.9431 319.0834 319.2237 319.3640 319.5043 319.6446 319.7848 319.9251 320.0653 320.2055 320.3457 320.4859 320.6261 320.7663 320.9064 321.0466 321.1867 321.3269 321.4670 321.6071 321.7472 321.8873 322.0273 322.1674 322.3075 322.4475 322.5875 322.7275 322.8675 323.0075 323.1475 323.2875 323.4274 323.5674 323.7073 323.8472 323.9871 324.1270 324.2669 324.4068 324.5467 324.6865 324.8264 324.9662 325.1060 325.2458 325.3856 325.5254 325.6652 325.8049 325.9447 326.0844 326.2242 326.3639 326.5036 326.6433 326.7829 326.9226 327.0623 327.2019 327.3415 327.4812 327.6208 327.7604 327.9000 328.0395 328.1791 328.3187 328.4582 328.5977 328.7372 328.8767 329.0162 329.1557 329.2952 329.4346 329.5741 329.7135 329.8530 329.9924 330.1318 330.2712 330.4105 330.5499 330.6893 330.8286 330.9679 331.1072 331.2466 331.3859 331.5251 331.6644 331.8037 331.9429 332.0822 332.2214 332.3606 332.4998 332.6390 332.7782 332.9173 333.0565 333.1956 333.3348 333.4739 333.6130 333.7521 333.8912 334.0303 334.1693 334.3084 334.4474 334.5864 334.7254 334.8644 335.0034 335.1424 335.2814 335.4203 335.5593 335.6982 335.8371 335.9760 336.1149 336.2538 336.3927 336.5316 336.6704 336.8093 336.9481 337.0869 337.2257 337.3645 337.5033 337.6420 337.7808 337.9195 338.0583 338.1970 338.3357 338.4744 338.6131 338.7517 338.8904 339.0290 339.1677 339.3063 339.4449 339.5835 339.7221 339.8607 339.9993 340.1378 340.2764 340.4149 340.5534 340.6919 340.8304 340.9689 341.1074 341.2458 341.3843 341.5227 341.6611 341.7995 341.9379 342.0763 342.2147 342.3530 342.4914 342.6297 342.7681 342.9064 343.0447 343.1830 343.3212 343.4595 343.5978 343.7360 343.8742 344.0125 344.1507 344.2889 344.4270 344.5652 344.7034 344.8415 344.9797 345.1178 345.2559 345.3940 345.5321 345.6702 345.8082 345.9463 346.0843 346.2223 346.3603 346.4983 346.6363 346.7743 346.9123 347.0502 347.1882 347.3261 347.4640 347.6019 347.7398 347.8777 348.0156 348.1534 348.2913 348.4291 348.5669 348.7047 348.8425 348.9803 349.1181 349.2558 349.3936 349.5313 349.6691 349.8068 349.9445 350.0821 350.2198 350.3575 350.4951 350.6328 350.7704 350.9080 351.0456 351.1832 351.3208 351.4583 351.5959 351.7334 351.8710 352.0085 352.1460 352.2835 352.4210 352.5584 352.6959 352.8333 352.9707 353.1082 353.2456 353.3830 353.5203 353.6577 353.7951 353.9324 354.0697 354.2071 354.3444 354.4817 354.6189 354.7562 354.8935 355.0307 355.1679 355.3052 355.4424 355.5796 355.7168 355.8539 355.9911 356.1282 356.2654 356.4025 356.5396 356.6767 356.8138 356.9508 357.0879 357.2249 357.3620 357.4990 357.6360 357.7730 357.9100 358.0470 358.1839 358.3209 358.4578 358.5947 358.7316 358.8685 359.0054 359.1423 359.2791 359.4160 359.5528 359.6897 359.8265 359.9633 360.1000 360.2368 360.3736 360.5103 360.6471 360.7838 360.9205 361.0572 361.1939 361.3305 361.4672 361.6038 361.7405 361.8771 362.0137 362.1503 362.2869 362.4235 362.5600 362.6966 362.8331 362.9696 363.1061 363.2426 363.3791 363.5156 363.6520 363.7885 363.9249 364.0613 364.1977 364.3341 364.4705 364.6069 364.7432 364.8796 365.0159 365.1522 365.2885 365.4248 365.5611 365.6974 365.8336 365.9699 366.1061 366.2423 366.3785 366.5147 366.6509 366.7870 366.9232 367.0593 367.1955 367.3316 367.4677 367.6038 367.7398 367.8759 368.0120 368.1480 368.2840 368.4200 368.5560 368.6920 368.8280 368.9639 369.0999 369.2358 369.3717 369.5077 369.6436 369.7794 369.9153 370.0512 370.1870 370.3228 370.4587 370.5945 370.7303 370.8660 371.0018 371.1376 371.2733 371.4090 371.5447 371.6804 371.8161 371.9518 372.0875 372.2231 372.3588 372.4944 372.6300 372.7656 372.9012 373.0368 373.1723 373.3079 373.4434 373.5789 373.7144 373.8499 373.9854 374.1209 374.2563 374.3918 374.5272 374.6626 374.7980 374.9334 375.0688 375.2041 375.3395 375.4748 375.6102 375.7455 375.8808 376.0161 376.1513 376.2866 376.4218 376.5571 376.6923 376.8275 376.9627 377.0979 377.2330 377.3682 377.5033 377.6385 377.7736 377.9087 378.0438 378.1789 378.3139 378.4490 378.5840 378.7190 378.8540 378.9890 379.1240 379.2590 379.3939 379.5289 379.6638 379.7987 379.9336 380.0685 380.2034 380.3383 380.4731 380.6080 380.7428 380.8776 381.0124 381.1472 381.2820 381.4167 381.5515 381.6862 381.8209 381.9556 382.0903 382.2250 382.3597 382.4943 382.6289 382.7636 382.8982 383.0328 383.1674 383.3019 383.4365 383.5710 383.7056 383.8401 383.9746 384.1091 384.2436 384.3780 384.5125 384.6469 384.7813 384.9158 385.0502 385.1845 385.3189 385.4533 385.5876 385.7219 385.8563 385.9906 386.1249 386.2591 386.3934 386.5277 386.6619 386.7961 386.9303 387.0645 387.1987 387.3329 387.4670 387.6012 387.7353 387.8694 388.0035 388.1376 388.2717 388.4057 388.5398 388.6738 388.8078 388.9419 389.0758 389.2098 389.3438 389.4777 389.6117 389.7456 389.8795 390.0134 390.1473 390.2812 390.4150 390.5489 390.6827 390.8165 390.9503 391.0841 391.2179 391.3517 391.4854 391.6192 391.7529 391.8866 392.0203 392.1540 392.2876 392.4213 392.5549 392.6885 392.8222 392.9558 393.0893 393.2229 393.3565 393.4900 393.6235 393.7571 393.8906 394.0241 394.1575 394.2910 394.4244 394.5579 394.6913 394.8247 394.9581 395.0915 395.2248 395.3582 395.4915 395.6249 395.7582 395.8915 396.0248 396.1580 396.2913 396.4245 396.5578 396.6910 396.8242 396.9574 397.0905 397.2237 397.3568 397.4900 397.6231 397.7562 397.8893 398.0224 398.1554 398.2885 398.4215 398.5545 398.6875 398.8205 398.9535 399.0865 399.2194 399.3524 399.4853 399.6182 399.7511 399.8840 400.0168 400.1497 400.2825 400.4154 400.5482 400.6810 400.8137 400.9465 401.0793 401.2120 401.3447 401.4775 401.6102 401.7429 401.8755 402.0082 402.1408 402.2735 402.4061 402.5387 402.6713 402.8038 402.9364 403.0690 403.2015 403.3340 403.4665 403.5990 403.7315 403.8639 403.9964 404.1288 404.2613 404.3937 404.5261 404.6584 404.7908 404.9231 405.0555 405.1878 405.3201 405.4524 405.5847 405.7170 405.8492 405.9814 406.1137 406.2459 406.3781 406.5103 406.6424 406.7746 406.9067 407.0388 407.1710 407.3031 407.4351 407.5672 407.6993 407.8313 407.9633 408.0953 408.2273 408.3593 408.4913 408.6233 408.7552 408.8871 409.0190 409.1509 409.2828 409.4147 409.5465 409.6784 409.8102 409.9420 410.0738 410.2056 410.3374 410.4691 410.6009 410.7326 410.8643 410.9960 411.1277 411.2594 411.3910 411.5227 411.6543 411.7859 411.9175 412.0491 412.1807 412.3122 412.4438 412.5753 412.7068 412.8383 412.9698 413.1013 413.2328 413.3642 413.4956 413.6270 413.7584 413.8898 414.0212 414.1526 414.2839 414.4152 414.5465 414.6778 414.8091 414.9404 415.0717 415.2029 415.3341 415.4653 415.5965 415.7277 415.8589 415.9901 416.1212 416.2523 416.3834 416.5145 416.6456 416.7767 416.9077 417.0388 417.1698 417.3008 417.4318 417.5628 417.6938 417.8247 417.9557 418.0866 418.2175 418.3484 418.4793 418.6102 418.7410 418.8719 419.0027 419.1335 419.2643 419.3951 419.5258 419.6566 419.7873 419.9181 420.0488 420.1795 420.3101 420.4408 420.5715 420.7021 420.8327 420.9633 421.0939 421.2245 421.3551 421.4856 421.6161 421.7467 421.8772 422.0077 422.1381 422.2686 422.3990 422.5295 422.6599 422.7903 422.9207 423.0511 423.1814 423.3118 423.4421 423.5724 423.7027 423.8330 423.9633 424.0935 424.2238 424.3540 424.4842 424.6144 424.7446 424.8748 425.0049 425.1351 425.2652 425.3953 425.5254 425.6555 425.7856 425.9156 426.0457 426.1757 426.3057 426.4357 426.5657 426.6956 426.8256 426.9555 427.0855 427.2154 427.3453 427.4751 427.6050 427.7348 427.8647 427.9945 428.1243 428.2541 428.3839 428.5136 428.6434 428.7731 428.9028 429.0325 429.1622 429.2919 429.4215 429.5512 429.6808 429.8104 429.9400 430.0696 430.1992 430.3287 430.4583 430.5878 430.7173 430.8468 430.9763 431.1057 431.2352 431.3646 431.4940 431.6235 431.7528 431.8822 432.0116 432.1409 432.2703 432.3996 432.5289 432.6582 432.7874 432.9167 433.0459 433.1752 433.3044 433.4336 433.5628 433.6919 433.8211 433.9502 434.0794 434.2085 434.3376 434.4667 434.5957 434.7248 434.8538 434.9828 435.1118 435.2408 435.3698 435.4988 435.6277 435.7566 435.8856 436.0145 436.1433 436.2722 436.4011 436.5299 436.6587 436.7876 436.9164 437.0451 437.1739 437.3027 437.4314 437.5601 437.6888 437.8175 437.9462 438.0749 438.2035 438.3321 438.4608 438.5894 438.7180 438.8465 438.9751 439.1036 439.2322 439.3607 439.4892 439.6177 439.7461 439.8746 440.0030 440.1314 440.2598 440.3882 440.5166 440.6450 440.7733 440.9017 441.0300 441.1583 441.2866 441.4149 441.5431 441.6714 441.7996 441.9278 442.0560 442.1842 442.3124 442.4405 442.5686 442.6968 442.8249 442.9530 443.0810 443.2091 443.3372 443.4652 443.5932 443.7212 443.8492 443.9772 444.1051 444.2331 444.3610 444.4889 444.6168 444.7447 444.8726 445.0004 445.1282 445.2561 445.3839 445.5117 445.6394 445.7672 445.8950 446.0227 446.1504 446.2781 446.4058 446.5335 446.6611 446.7888 446.9164 447.0440 447.1716 447.2992 447.4267 447.5543 447.6818 447.8093 447.9368 448.0643 448.1918 448.3193 448.4467 448.5741 448.7015 448.8289 448.9563 449.0837 449.2110 449.3384 449.4657 449.5930 449.7203 449.8476 449.9748 450.1021 450.2293 450.3565 450.4837 450.6109 450.7381 450.8652 450.9924 451.1195 451.2466 451.3737 451.5008 451.6278 451.7549 451.8819 452.0089 452.1359 452.2629 452.3899 452.5168 452.6438 452.7707 452.8976 453.0245 453.1514 453.2783 453.4051 453.5319 453.6588 453.7856 453.9123 454.0391 454.1659 454.2926 454.4193 454.5461 454.6727 454.7994 454.9261 455.0527 455.1794 455.3060 455.4326 455.5592 455.6858 455.8123 455.9389 456.0654 456.1919 456.3184 456.4449 456.5713 456.6978 456.8242 456.9506 457.0770 457.2034 457.3298 457.4562 457.5825 457.7088 457.8351 457.9614 458.0877 458.2140 458.3402 458.4665 458.5927 458.7189 458.8451 458.9712 459.0974 459.2235 459.3497 459.4758 459.6019 459.7280 459.8540 459.9801 460.1061 460.2321 460.3581 460.4841 460.6101 460.7360 460.8620 460.9879 461.1138 461.2397 461.3656 461.4914 461.6173 461.7431 461.8689 461.9947 462.1205 462.2463 462.3721 462.4978 462.6235 462.7492 462.8749 463.0006 463.1263 463.2519 463.3775 463.5031 463.6287 463.7543 463.8799 464.0054 464.1310 464.2565 464.3820 464.5075 464.6330 464.7584 464.8839 465.0093 465.1347 465.2601 465.3855 465.5109 465.6362 465.7615 465.8869 466.0122 466.1375 466.2627 466.3880 466.5132 466.6384 466.7637 466.8889 467.0140 467.1392 467.2643 467.3895 467.5146 467.6397 467.7648 467.8898 468.0149 468.1399 468.2649 468.3900 468.5149 468.6399 468.7649 468.8898 469.0147 469.1397 469.2646 469.3894 469.5143 469.6392 469.7640 469.8888 470.0136 470.1384 470.2632 470.3879 470.5127 470.6374 470.7621 470.8868 471.0115 471.1361 471.2608 471.3854 471.5100 471.6346 471.7592 471.8837 472.0083 472.1328 472.2573 472.3818 472.5063 472.6308 472.7553 472.8797 473.0041 473.1285 473.2529 473.3773 473.5017 473.6260 473.7503 473.8746 473.9989 474.1232 474.2475 474.3717 474.4960 474.6202 474.7444 474.8686 474.9928 475.1169 475.2410 475.3652 475.4893 475.6134 475.7374 475.8615 475.9855 476.1096 476.2336 476.3576 476.4816 476.6055 476.7295 476.8534 476.9773 477.1012 477.2251 477.3490 477.4728 477.5967 477.7205 477.8443 477.9681 478.0919 478.2156 478.3394 478.4631 478.5868 478.7105 478.8342 478.9578 479.0815 479.2051 479.3287 479.4523 479.5759 479.6995 479.8230 479.9465 480.0701 480.1936 480.3171 480.4405 480.5640 480.6874 480.8108 480.9342 481.0576 481.1810 481.3044 481.4277 481.5510 481.6743 481.7976 481.9209 482.0442 482.1674 482.2907 482.4139 482.5371 482.6602 482.7834 482.9066 483.0297 483.1528 483.2759 483.3990 483.5221 483.6451 483.7682 483.8912 484.0142 484.1372 484.2601 484.3831 484.5060 484.6290 484.7519 484.8748 484.9976 485.1205 485.2433 485.3662 485.4890 485.6118 485.7345 485.8573 485.9801 486.1028 486.2255 486.3482 486.4709 486.5935 486.7162 486.8388 486.9614 487.0840 487.2066 487.3292 487.4518 487.5743 487.6968 487.8193 487.9418 488.0643 488.1867 488.3092 488.4316 488.5540 488.6764 488.7988 488.9211 489.0435 489.1658 489.2881 489.4104 489.5327 489.6549 489.7772 489.8994 490.0216 490.1438 490.2660 490.3881 490.5103 490.6324 490.7545 490.8766 490.9987 491.1208 491.2428 491.3648 491.4868 491.6088 491.7308 491.8528 491.9747 492.0967 492.2186 492.3405 492.4624 492.5842 492.7061 492.8279 492.9498 493.0716 493.1933 493.3151 493.4369 493.5586 493.6803 493.8020 493.9237 494.0454 494.1670 494.2887 494.4103 494.5319 494.6535 494.7751 494.8966 495.0182 495.1397 495.2612 495.3827 495.5041 495.6256 495.7470 495.8685 495.9899 496.1113 496.2326 496.3540 496.4753 496.5967 496.7180 496.8393 496.9605 497.0818 497.2030 497.3243 497.4455 497.5667 497.6878 497.8090 497.9301 498.0513 498.1724 498.2935 498.4145 498.5356 498.6566 498.7777 498.8987 499.0197 499.1406 499.2616 499.3826 499.5035 499.6244 499.7453 499.8662 499.9870 500.1079 500.2287 500.3495 500.4703 500.5911 500.7118 500.8326 500.9533 501.0740 501.1947 501.3154 501.4360 501.5567 501.6773 501.7979 501.9185 502.0391 502.1596 502.2802 502.4007 502.5212 502.6417 502.7622 502.8826 503.0031 503.1235 503.2439 503.3643 503.4847 503.6050 503.7254 503.8457 503.9660 504.0863 504.2066 504.3268 504.4471 504.5673 504.6875 504.8077 504.9279 505.0480 505.1682 505.2883 505.4084 505.5285 505.6486 505.7686 505.8886 506.0087 506.1287 506.2487 506.3686 506.4886 506.6085 506.7284 506.8483 506.9682 507.0881 507.2079 507.3278 507.4476 507.5674 507.6872 507.8069 507.9267 508.0464 508.1661 508.2858 508.4055 508.5252 508.6448 508.7645 508.8841 509.0037 509.1233 509.2428 509.3624 509.4819 509.6014 509.7209 509.8404 509.9598 510.0793 510.1987 510.3181 510.4375 510.5569 510.6762 510.7956 510.9149 511.0342 511.1535 511.2728 511.3920 511.5113 511.6305 511.7497 511.8689 511.9880 512.1072 512.2263 512.3454 512.4645 512.5836 512.7027 512.8217 512.9408 513.0598 513.1788 513.2977 513.4167 513.5356 513.6546 513.7735 513.8924 514.0112 514.1301 514.2489 514.3678 514.4866 514.6054 514.7241 514.8429 514.9616 515.0803 515.1990 515.3177 515.4364 515.5550 515.6737 515.7923 515.9109 516.0295 516.1480 516.2666 516.3851 516.5036 516.6221 516.7406 516.8590 516.9775 517.0959 517.2143 517.3327 517.4511 517.5694 517.6878 517.8061 517.9244 518.0427 518.1609 518.2792 518.3974 518.5156 518.6338 518.7520 518.8701 518.9883 519.1064 519.2245 519.3426 519.4607 519.5787 519.6968 519.8148 519.9328 520.0508 520.1687 520.2867 520.4046 520.5225 520.6404 520.7583 520.8762 520.9940 521.1118 521.2296 521.3474 521.4652 521.5829 521.7007 521.8184 521.9361 522.0538 522.1714 522.2891 522.4067 522.5243 522.6419 522.7595 522.8770 522.9946 523.1121 523.2296 523.3471 523.4646 523.5820 523.6994 523.8169 523.9343 524.0516 524.1690 524.2863 524.4037 524.5210 524.6383 524.7555 524.8728 524.9900 525.1072 525.2244 525.3416 525.4588 525.5759 525.6930 525.8101 525.9272 526.0443 526.1614 526.2784 526.3954 526.5124 526.6294 526.7464 526.8633 526.9802 527.0971 527.2140 527.3309 527.4478 527.5646 527.6814 527.7982 527.9150 528.0318 528.1485 528.2652 528.3819 528.4986 528.6153 528.7319 528.8486 528.9652 529.0818 529.1984 529.3149 529.4315 529.5480 529.6645 529.7810 529.8975 530.0139 530.1304 530.2468 530.3632 530.4795 530.5959 530.7122 530.8286 530.9449 531.0611 531.1774 531.2937 531.4099 531.5261 531.6423 531.7585 531.8746 531.9908 532.1069 532.2230 532.3391 532.4551 532.5712 532.6872 532.8032 532.9192 533.0351 533.1511 533.2670 533.3829 533.4988 533.6147 533.7306 533.8464 533.9622 534.0780 534.1938 534.3096 534.4253 534.5410 534.6567 534.7724 534.8881 535.0037 535.1194 535.2350 535.3506 535.4661 535.5817 535.6972 535.8128 535.9282 536.0437 536.1592 536.2746 536.3900 536.5055 536.6208 536.7362 536.8515 536.9669 537.0822 537.1975 537.3127 537.4280 537.5432 537.6584 537.7736 537.8888 538.0039 538.1191 538.2342 538.3493 538.4644 538.5794 538.6944 538.8095 538.9245 539.0394 539.1544 539.2693 539.3843 539.4992 539.6140 539.7289 539.8438 539.9586 540.0734 540.1882 540.3029 540.4177 --------------------------------------------------------------------------------------- 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: Retrieved value for dark background fitting parameter 5, -9 if no background fitting was done Column 53: Uncertainty of retrieved value for dark background fitting parameter 5, -9 if no background fitting was done or no independent instrumental uncertainty was given Column 54: Stray light correction method: 0=no stray light correction, 1=simple method, 2=uncorrected matrix method, 3=corrected matrix method Column 55: Estimated average residual stray light level [%] (for methods 1 and 3 this is before the subtraction of the signal at no-input pixel) Column 56: 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 57: 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 58: 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 59: 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 60: 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 61: 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 62: 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 63: Wavelength change fitting result index: 0,1,2=no error or warning, 3=warning, -1 or >3=error Column 64: Normalized rms of fitting residuals in wavelength change retrieval weighted with independent instrumental uncertainty, -9=fitting not successful or no fitting done Column 65: Number of pixels included in wavelength change retrieval, -9=no wavelength change determination Column 66: Number of pixels not included in wavelength correction, -9=no wavelength correction Column 67: Mean wavelength correction applied [%], -9=no wavelength correction Column 68: Standard deviation of wavelength correction applied [%], -9=no wavelength correction Column 69: Minimum wavelength correction applied [%], -9=no wavelength correction Column 70: Maximum wavelength correction applied [%], -9=no wavelength correction Column 71: Expected wavelength shift based on effective temperature [nm], -9=no effective temperature given Column 72: Retrieved wavelength change, order 0, -9=no wavelength change determination Column 73: Retrieved wavelength change, order 1, -9=no wavelength change determination Column 74: Spectrometer control temperature [°C], 999=no temperature signal Column 75: Auxiliary spectrometer temperature [°C], 999=no temperature signal Column 76: Temperature in head sensor [°C], 999=no temperature signal Column 77: Temperature at electronics board 1 [°C], 999=no temperature signal Column 78: Temperature at electronics board 2 [°C], 999=no temperature signal Column 79: Humidity in head sensor [%], -9=no humidity signal Column 80: Pressure in head sensor [hPa], -9=no pressure signal Column 81: Scale factor for data and uncertainties, to obtain unscaled output divide them by this number Column 82: Indicator for uncertainty and atmospheric variability (see manual for exact meaning) Column 83: L1 data type, data are... 1=corrected count rate [s-1], 2=radiance [W/m2/nm/sr], 3=irradiance [W/m2/nm] Columns 84-2131: L1 data for each pixel, 0 is NOT a 'true' zero if the corresponding value in the uncertainty is -2, -3 or -4 Columns 2132-4179: 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 4180-6227: Independent instrumental uncertainty of L1 data for each pixel, -2=pixel is outside the range of the filter, -4=saturated data --------------------------------------------------------------------------------------- MO 20201028T230649.0Z 7606.963067 2 1 48.03 3 4000.000 12 2 0 1 1 0.00 2 0.00 2 -1.00 507 1 11 8 0 14.52 908 1 0 50 3.839e+02 4.249e+00 4.032e+02 1.074e+01 24 2.664e+02 2.664e+02 -1.917e-02 2.666e+02 2.831e+00 0 0 0 0 0.00e+00 5.126e-52 -9.000e+00 7.251e+01 -9.000e+00 1.504e+03 -9.000e+00 -4.712e+01 -9.000e+00 4.656e+01 -9.000e+00 1 -358.10 -2.00 -2.00 -3.00 -2.00 -2.00 -3.00 -2.00 0 1.281e+00 1739 -9 -9.00 -9.00 -9.00 -9.00 0.00078 -3.94330e-01 -4.48766e-03 14.99 14.52 7.61 19.75 20.04 18.0 770.56 2.509e+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 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 54 11 -130 38 -66 -76 81 -57 185 -226 -102 185 -34 -87 -35 18 -37 -80 -45 87 -55 83 18 100 35 62 31 -43 84 46 -17 -105 -177 -55 52 160 16 1 -23 -61 -35 98 305 48 130 119 87 -57 102 78 63 150 103 54 120 8 115 181 86 248 25 -37 107 -12 130 147 82 153 171 54 160 106 99 13 142 248 195 105 -130 139 188 13 40 85 220 21 150 57 29 79 62 233 35 125 115 36 177 130 143 79 113 51 174 113 128 139 282 69 154 63 35 121 63 68 99 111 92 42 176 125 128 213 148 230 13 71 11 152 136 168 114 64 185 75 80 165 168 107 135 145 105 100 -7911 144 72 82 117 159 51 175 142 164 85 150 90 90 114 163 153 76 182 255 79 59 180 157 210 94 166 137 85 193 1503 56 138 171 89 67 92 101 165 55 73 52 158 71 108 120 132 115 34 84 112 56 140 102 171 48 83 125 111 123 307 162 150 38 123 79 112 212 117 203 112 154 55 215 33 120 175 136 173 101 164 137 46 84 70 108 125 624 130 114 158 56 59 85 52 196 140 132 156 162 133 120 146 62 65 128 180 200 80 95 116 110 19 75 148 158 87 268 108 124 121 83 158 102 122 183 158 309 142 148 79 142 55 70 179 121 17 69 189 60 185 108 25 72 98 45 86 122 53 37 64 96 79 54 -13 136 126 49 155 106 70 105 133 83 -7 93 219 161 76 107 84 84 84 147 72 131 62 103 150 24 27 101 192 171 175 4364 49 146 -49 -23 85 67 173 131 75 57 62 30 28 136 -13 74 129 173 85 45 100 62 155 102 93 120 105 130 19 -73 156 33 126 85 45 63 143 109 -14 57 71 48 51 67 108 50 169 96 101 186 97 25 84 29 65 83 72 75 88 89 19 87 133 19 29 75 57 93 118 199 143 68 125 52 60 62 80 108 106 159 99 104 74 70 75 -19 114 38 -20 131 103 65 56 176 -27 -8 111 142 89 63 135 118 49 57 -2 64 59 56 44 4 150 86 186 42 161 103 40 74 0 268 134 92 92 54 123 177 90 99 -18 45 10 106 68 51 61 79 59 34 -11 63 68 14 -9 101 34 67 40 28 21 -27 112 200 61 45 83 -62 50 5 39 64 28 87 96 108 129 62 99 30 125 121 -41 116 115 124 -11 83 33 99 76 44 108 604 170 54 46 -31 68 191 128 24 17 80 137 25 368 75 -63 -6 4 115 22 86 83 74 -22 116 -5 73 49 157 -12 24 51 16 110 4 50 89 0 32 2 51 31 39 84 -82 40 157 51 107 166 134 71 154 16 17 -41 91 163 45 6 149 3 167 36 353 72 91 53 313 91 67 113 82 77 41 143 33 25 147 64 88 85 -57 193 68 59 51 44 16 123 -13 22 65 85 139 75 1 15 50 68 -11 195 86 71 175 39 109 6 501 -31 49 106 39 56 79 104 193 110 116 140 6 60 55 103 36 66 143 145 -11 127 5 101 54 268 15 36 61 242 34 67 58 107 30 45 111 103 84 34 -61 88 79 33 -27 17 112 153 4 92 83 -6 89 14 97 3 125 79 26 54 126 24 118 52 17 61 5 -8 71 8 107 25 -16 51 98 60 -7 64 367 7 191 137 -3 101 -17 33 100 64 47 74 116 -22 172 85 21 84 112 201 85 79 38 20 9 48 52 55 122 1802 -1 -2 67 56 93 82 56 37 -7 71 96 176 43 152 4 102 69 162 53 62 37 148 43 32 147 107 91 -25 66 112 53 3316 101 141 -62 70 104 120 41 57 33 10 18 126 -79 76 306 -25 28 -16 237 157 128 7 80 56 42 -9 1 -8 -9 160 94 138 18 71 41 24 114 56 63 74 164 -41 86 -56 174 159 159 92 69 63 273 1174 48 164 108 77 7 12 -39 3 81 190 39 65 84 101 99 158 136 214 5 161 224 -13 131 46 172 128 73 33 46 220 -41 51 23 129 121 24 50 146 61 4 47 48 113 156 134 232 83 188 29 58 133 166 163 21 146 65 89 0 174 28 167 -30 70 104 176 22 176 132 27 127 142 92 140 55 105 81 55 90 52 148 29 53 80 139 136 43 33 222 86 1243 217 77 34 58 98 45 136 17 138 55 119 241 21 96 123 115 168 156 106 88 137 609 38 152 149 220 107 16 136 280 40 79 155 150 358 83 128 64 91 27 145 122 93 37 13 23 87 182 44 130 121 102 173 194 97 99 105 134 48 210 144 111 90 186 -1 96 141 253 105 106 238 90 107 146 171 77 138 108 103 67 78 6 64 27 124 -4 96 46 85 113 19 84 180 131 34 124 170 119 35 145 26 104 178 116 53 95 -36 127 63 -1 103 28 346 74 133 109 137 134 149 37 166 37 120 57 25 82 101 240 45 135 106 180 35 50 114 103 397 159 36 122 40 133 138 102 321 166 165 82 135 68 4 86 74 161 350 33 243 65 151 12 183 97 131 50 172 67 23 120 -12 130 73 130 134 1 80 113 103 151 93 198 149 2 75 148 105 -36 146 65 57 32 194 51 -25 131 151 134 46 160 107 20 69 132 199 195 142 89 87 81 100 158 32 181 159 170 57 148 96 104 212 166 162 95 109 72 201 76 47 28 110 123 236 248 13 117 124 193 61 68 86 98 203 164 77 121 199 115 95 65 112 135 765 132 76 78 199 113 253 197 87 16 158 15 138 167 66 101 136 151 97 80 272 280 -18 41 -26 180 189 100 112 112 30 288 87 120 -1 261 174 80 189 69 213 105 58 35 121 -33 133 233 74 279 36 231 456 162 202 139 103 66 60 163 96 102 110 72 86 69 -47 126 138 191 194 105 117 17 259 140 84 41 174 91 84 198 122 143 96 -8 158 90 39 28 73 274 94 82 109 184 126 69 62 86 127 77 116 107 182 30 43 248 36 117 102 343 165 21 -24 91 1128 69 33 60 87 78 92 50 215 101 34 76 30 150 168 77 96 93 107 91 38 81 -14 163 94 216 128 96 5 101 50 112 192 202 90 99 172 169 130 158 12 102 99 17 49 64 94 64 73 56 104 119 60 -17 81 147 142 106 58 175 65 13 38 304 99 121 31 202 42 26 17 126 32 115 146 67 109 98 207 -17 -11 112 55 61 114 68 91 53 57 74 8 73 -9 50 30 49 127 37 180 407 309 140 13 211 187 93 56 173 68 130 18 56 168 90 55 36 116 50 16 59 132 7 50 104 89 134 7 75 64 78 251 54 105 108 93 136 46 73 7 51 140 70 40 -23 56 12 55 18 53 111 61 87 101 55 56 -90 76 121 236 143 145 178 59 34 -99 -32 20 108 174 83 57 124 143 52 99 44 -3 48 38 22 141 70 650 155 -17 122 152 68 113 61 57 22 20 46 134 109 98 60 141 52 138 163 198 -39 112 203 5 97 20 106 -16 92 136 42 20 155 165 96 141 91 187 5 50 90 152 44 79 98 92 97 91 93 488 40 181 91 -2 146 54 101 17 33 135 123 68 110 92 103 45 140 34 37 52 55 133 92 21 27 115 409 199 68 89 86 53 48 139 161 91 56 137 73 129 127 138 106 114 172 75 60 352 40 134 188 3 126 83 101 108 135 118 100 129 -92 55 3 168 54 17 127 201 13 85 115 96 174 160 38 54 107 92 147 21 373 147 170 46 45 186 122 13 46 105 88 266 302 139 235 43 -20 -23 -22 95 155 115 150 124 98 259 106 175 10 123 182 187 141 53 117 158 85 137 133 17 194 50 17 151 203 118 41 108 147 2275 58 -35 133 80 43 159 97 96 6 62 399 107 27 243 206 102 -22 155 30 74 -6 122 245 183 116 11 81 160 122 93 -6 117 130 34 171 174 81 113 89 352 217 240 19 51 66 153 159 90 173 141 128 99 -2 -16 89 -2594 138 47 136 64 108 62 30 89 108 97 178 38 47 196 221 32 100 73 172 131 76 8 91 220 255 61 337 65 251 159 -28 76 162 91 270 146 187 307 201 204 143 13 113 221 166 121 47 210 59 210 154 228 154 34 176 159 228 148 265 27 229 160 79 51 41 12 107 136 10 212 48 31 110 -38 236 40 217 34 18 132 130 79 80 105 151 159 180 110 206 87 176 120 158 97 242 190 332 272 498 153 -37 176 108 135 73 114 366 136 157 125 428 124 104 324 67 167 30 74 150 32 118 131 198 83 189 120 358 19 440 162 177 493 90 101 27 148 125 30 196 0 175 165 87 104 177 519 166 130 73 167 104 187 220 228 50 185 202 384 170 288 237 199 467 313 162 130 134 203 188 195 304 115 310 53 224 261 119 107 244 101 282 177 102 80 252 34 499 103 107 8 443 220 19 405 -18 -18 61 125 53 50 132 487 156 232 117 124 113 381 320 2 50 -1663 209 54 5386 90 308 69 39 13 156 62 41 -53 -46 115 -36 143 -37 154 302 109 124 103 151 44 136 160 82 30 92 103 12 142 -4 121 148 302 57 306 166 158 193 -106 48 69 63 60 143 -63 -50 -47 192 140 82 -54 -109 157 80 -36 -158 -8 28 74 121 -53 -27 -143 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 -202.94 0.06 -26.38 20.24 -9.03 -31.37 -36.66 -76.26 4.05 17.75 -76.26 -38.09 -54.58 56.75 46.49 55.26 34.87 -45.20 6.54 45.81 15.14 -72.34 -76.26 37.48 -24.00 39.93 -39.42 3.38 48.44 19.01 -7.11 31.13 -36.66 21.44 12.41 15.72 -7.11 -9.03 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906 917 939 946 939 979 936 1010 975 1011 1009 1025 1008 986 1019 977 973 945 921 919 952 961 965 952 990 950 985 995 992 997 1013 1017 1014 992 982 1010 947 994 949 980 948 972 943 950 931 953 928 920 943 956 952 974 974 963 967 955 985 976 989 988 1009 1027 981 978 973 968 956 989 988 1003 1015 1042 997 1023 963 1012 978 1016 997 1020 962 993 980 1007 999 1007 1027 1009 1034 981 1069 1001 1003 954 1008 966 1016 1008 1005 972 1021 993 1008 1002 980 992 965 980 952 979 970 981 968 1014 973 994 979 978 936 919 903 837 806 749 715 714 765 800 863 883 883 884 910 863 916 901 933 928 962 961 970 1000 939 971 933 929 916 918 862 897 945 987 1012 1058 1034 1039 1000 1008 1001 1009 1018 998 1020 961 954 938 982 981 1020 941 944 899 886 857 906 911 961 1008 998 1021 999 1005 977 980 929 972 927 966 937 964 992 1016 1003 1025 1027 1007 1021 1009 1022 991 1025 949 949 928 994 931 1035 1000 1024 998 1012 979 969 991 977 988 1001 1037 951 1016 961 979 911 927 853 905 888 946 960 991 979 961 983 985 978 981 1000 911 959 935 972 909 927 896 914 924 949 959 926 919 915 923 904 910 849 906 909 961 941 957 923 958 957 978 941 1000 1003 975 927 907 906 868 854 883 931 958 969 928 976 930 941 924 947 959 972 998 1010 1019 1008 1047 995 997 949 951 935 953 959 979 969 964 925 958 907 893 933 893 916 924 954 937 1028 945 994 967 988 997 1006 1009 945 935 933 926 915 985 961 976 950 968 916 947 940 960 955 1008 982 1001 1037 1003 987 993 944 935 943 935 950 894 953 951 998 922 972 942 965 910 922 894 924 899 934 964 914 953 952 945 908 938 926 958 931 995 931 1018 975 939 928 890 844 809 794 758 766 761 761 747 856 862 961 933 959 841 846 744 761 796 852 867 892 910 883 953 869 903 891 960 919 998 957 969 940 954 910 939 903 938 946 953 990 948 950 921 983 917 994 947 1009 964 944 934 902 883 916 941 936 933 962 954 947 979 966 1003 966 996 980 975 927 999 966 972 1000 991 995 955 963 990 984 970 1025 956 929 871 893 847 816 837 857 837 856 848 896 915 899 961 929 979 935 933 913 933 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978 1020 983 1023 995 1012 964 933 919 925 951 950 942 938 970 951 949 975 999 961 1010 1037 1048 1040 1049 1053 1040 1007 997 1004 966 968 945 990 981 1022 983 1019 1005 1011 1015 1028 1021 1016 1021 1043 1043 1014 1049 1005 978 986 997 970 1013 1015 980 961 972 967 976 954 993 998 1019 1018 1000 1046 1061 1046 1047 1062 1029 1054 967 1023 1000 1006 985 1020 998 1021 1051 1071 1048 1047 1043 1016 1040 1006 1029 1028 1036 997 1018 990 1023 1031 1043 1077 1053 1076 1043 1057 1049 1063 1002 1018 986 1024 994 1040 1008 1018 990 1046 1022 1011 1022 1012 995 990 1007 994 1023 1011 1038 994 1019 975 1018 957 956 881 885 806 756 737 716 799 810 905 883 939 903 927 872 924 959 982 969 982 992 1021 1012 971 988 972 931 935 929 907 931 942 1030 1036 1076 1037 1045 1028 1028 1005 1029 998 1026 1034 999 1035 962 1012 978 1029 964 975 954 909 873 928 902 998 961 1029 1020 1024 997 986 1040 981 987 945 972 943 1010 986 1038 1049 1066 1010 1053 1014 1036 1047 1026 1048 978 953 934 983 954 1032 1066 1059 1019 1033 972 1018 998 996 1016 1047 1048 1022 1082 983 1031 940 947 872 938 919 986 959 1040 968 1038 1001 1035 1001 1038 1013 967 962 954 962 912 948 900 945 949 982 957 945 916 915 912 921 926 976 918 970 972 976 967 927 987 975 1022 982 1016 985 991 949 929 911 885 907 923 965 958 1048 987 977 929 977 953 1017 982 1029 1003 1065 1025 1040 1039 1031 1017 969 999 961 980 947 987 945 1014 950 999 950 920 947 963 918 945 953 976 988 989 1023 1000 1049 1012 1052 1007 1013 965 955 949 995 960 1014 988 978 990 972 978 957 991 976 1012 993 1076 1043 1064 1015 989 995 964 950 956 983 983 977 974 999 998 996 940 952 933 927 930 966 957 963 951 985 984 939 972 953 968 961 979 968 996 1021 1021 951 998 927 940 835 847 770 774 777 767 800 789 879 913 943 947 960 889 898 778 836 817 860 886 962 905 971 941 909 942 954 970 953 995 933 996 966 965 931 916 919 947 959 1001 1002 1017 976 959 967 955 969 989 1032 978 963 933 924 884 941 937 983 935 963 913 980 961 968 1045 986 1029 1005 1034 988 1032 981 1013 971 1052 963 1019 973 1022 991 983 1049 989 967 898 899 818 862 833 863 826 925 906 927 944 975 971 989 1001 988 976 940 978 957 1018 969 1067 1032 1043 992 1027 1029 1001 988 950 970 987 986 996 1074 962 1044 991 1037 1008 1067 1012 1055 1045 1018 1052 998 1027 992 974 1010 977 915 972 862 903 885 945 1054 978 959 1013 972 1002 978 976 965 996 965 975 994 953 984 952 974 940 1030 980 1060 1044 1074 1035 1055 1028 1016 977 973 998 949 994 925 949 903 994 960 997 981 1018 1020 1012 1021 1001 1006 982 1009 964 1007 960 1001 951 984 926 985 963 986 961 976 961 0 0 0 0 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 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1015 999 952 974 965 968 951 988 928 946 922 981 984 991 985 942 994 907 956 883 923 922 983 950 976 945 957 943 918 881 845 821 765 702 662 705 723 796 811 875 864 847 839 850 846 895 868 917 930 946 974 927 955 920 918 870 896 859 868 860 899 937 982 999 1015 985 971 981 943 969 936 1011 940 966 914 936 922 984 935 926 873 873 827 844 828 883 917 912 963 944 973 917 948 938 959 901 912 896 920 926 952 955 960 980 970 999 960 982 957 986 945 940 891 925 842 963 975 1010 969 991 1005 962 956 939 955 943 997 965 976 965 967 913 927 846 878 838 916 901 952 933 971 933 945 978 927 971 922 945 944 890 894 906 857 890 895 905 887 941 863 870 880 853 895 866 903 853 901 873 900 897 921 889 938 939 958 923 913 924 906 890 853 833 857 864 855 901 896 933 914 913 883 917 909 947 957 953 970 956 980 960 972 885 951 899 973 912 922 907 930 903 932 897 895 857 882 890 877 923 880 938 905 964 929 942 936 973 954 952 893 904 883 907 917 908 930 957 948 895 941 895 947 906 958 937 997 951 991 935 986 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1514 1450 1397 1372 1317 1352 1481 1575 1684 1689 1730 1792 1882 1949 1973 2032 2008 1933 1859 1802 1745 1812 1937 2072 2181 2370 2514 2622 2708 2640 2639 2724 2781 2820 2735 2644 2637 2625 2620 2595 2466 2415 2388 2461 2522 2498 2538 2625 2817 3039 3231 3335 3358 3426 3466 3531 3450 3321 3178 2902 2785 2806 2852 2953 2977 2935 2912 2973 3130 3201 3255 3138 3123 3176 3259 3294 3253 3206 3237 3189 3169 2964 2897 2906 3008 3152 3251 3385 3508 3547 3392 3314 3343 3459 3682 3812 3757 3545 3077 2739 2683 2890 3227 3369 3210 2972 2766 2700 2822 3103 3419 3587 3473 3352 3262 3299 3515 3721 3762 3837 3796 3640 3525 3470 3521 3749 4010 4200 4218 4236 4090 3914 3815 3749 3777 3830 3839 3656 3568 3547 3746 4043 4203 4139 4053 3945 3894 4029 4259 4294 4291 4216 4144 4076 4078 3882 3485 3085 2866 2887 3121 3368 3654 3968 4136 4188 4185 4241 4199 4110 3880 3621 3672 3844 4002 4129 4260 4336 4482 4415 4253 3947 3624 3603 3809 4085 4283 4166 4136 4140 4259 4306 4200 3972 3803 3829 3929 3925 4062 4248 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7716 8044 8305 8309 8456 8692 8934 9076 9135 8652 8169 7563 7169 7247 7205 7126 6987 6619 6285 6353 6582 7124 7876 8252 8310 8157 8130 8296 8413 8195 7556 6839 6482 6469 6327 6182 6189 5859 5636 5391 4975 4889 5074 5042 4919 4821 4813 4872 4888 4879 5082 5704 6426 7092 7492 7685 7453 7360 7408 7315 7267 7096 6738 6239 5850 6000 6559 7202 7789 7926 7651 7237 6775 6360 6426 6956 7472 7592 7392 7046 6758 6803 7017 6891 6862 6742 6611 7161 7811 8328 8669 8772 8863 8909 9003 8923 8679 8572 8202 8246 8679 9213 9689 10083 10140 10221 10049 9876 9423 8931 8599 8252 8192 8156 7760 6925 5910 4913 4117 3562 3279 3555 4200 5215 6087 6836 7180 7457 7913 8341 8823 9440 9829 9857 10113 10035 9960 10010 9946 9494 8867 7920 6961 6095 5285 4377 3966 4093 4823 5958 7096 8041 9097 10007 10784 11206 11402 11428 11362 11477 11809 12171 12481 12655 12720 12727 12495 12326 12434 12687 13105 13508 13233 12646 12550 12435 12843 13546 13735 13886 13907 13842 13734 13859 13957 14035 14142 14026 14095 14231 14370 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16831 16261 15555 15683 15817 16064 16403 16584 16519 16173 15700 15470 15885 16700 17572 17676 17363 16504 15330 14483 14066 14073 15060 16076 16618 16782 16727 16499 16380 16296 16065 15671 15166 14838 15028 15269 15545 15860 15281 14233 13145 12219 11786 11721 11949 12143 11748 11394 11121 11212 12076 13342 15050 16896 18427 19324 19571 19115 18005 16373 15021 14624 15343 16650 17947 18785 18848 18923 18726 17822 16493 14997 13863 13884 14645 15868 17064 17960 18605 18589 17987 17507 17131 17227 17783 18398 18390 18708 18961 19156 19682 19938 19698 19522 19167 18807 18666 18331 18013 17710 17843 18219 18622 18614 17724 16185 15179 15102 15661 16735 17439 17766 17902 17989 18219 18683 18990 19047 19095 18823 18339 17646 17364 17281 17314 18120 19115 19787 20129 19914 19442 19247 19223 19868 20592 20654 20463 20155 19959 20097 20212 20381 20296 20246 19816 19457 19466 19704 20326 20692 20738 20473 20056 20214 20419 20856 21145 21185 21075 20800 20218 19563 19037 18737 18580 18782 19007 19288 19664 20210 20546 20694 20502 20621 20884 21235 21780 22095 22434 22244 22012 21278 20709 20658 21114 21731 22315 22144 21725 21538 21495 21568 21574 21637 21750 22025 22292 22494 22747 22960 23453 23746 23855 23789 23778 23581 23402 23122 22874 22662 22656 22843 22955 23037 23015 22830 22296 21717 21039 20575 20303 20611 20743 20911 21073 21489 22165 22688 23039 23117 22978 22947 22771 22612 22287 21927 21863 21873 22007 22046 22287 22455 22925 23387 23865 24022 23784 23388 23062 23052 23287 23596 23705 23653 23641 23819 23981 24251 24025 23512 23034 22595 22362 22354 22470 22806 23219 23483 23549 23470 23307 22989 22955 22920 23045 22921 23031 23074 23203 23288 23545 23804 24052 24310 24381 24242 24045 23915 24123 24027 24004 24078 24245 24263 24412 24471 24401 24491 24491 24541 24396 24393 24347 24286 23974 23862 23755 23676 23790 23985 24046 23750 23277 22838 22782 22846 23340 23724 23808 23815 23692 23882 24276 24569 24774 24548 24173 23611 22747 22103 21825 22196 22719 23258 23776 24024 24115 24087 23864 23601 23273 23334 23537 23923 24129 24148 24178 23967 23870 23845 23989 24187 24224 24126 23901 23362 22926 22484 22505 22540 22745 22960 22938 23059 23299 23447 23631 23839 23954 24262 24750 25180 25243 25211 25338 25310 24967 24555 23915 23613 23377 23516 23728 23908 24059 24027 24075 24316 24492 24638 24841 24751 24997 25036 24984 24974 24873 24622 24450 24129 23924 23998 24174 24368 24354 24201 23767 23380 23211 23228 23572 23961 24260 24475 24667 24951 25023 25321 25516 25535 25466 25275 25006 24765 24534 24244 24260 24258 24303 24698 25024 25420 25761 25753 25611 25189 24940 24994 25063 25143 25109 24966 24890 24779 24909 25083 25191 25461 25600 25899 25875 26054 25988 25791 25430 25208 25043 25153 25283 25300 25229 25020 25121 25220 25218 25266 25250 25041 24662 24421 24343 24501 24734 24972 25010 24991 24927 24826 24648 24388 23876 23138 22601 21515 20227 18913 18179 18372 19330 20811 22188 22857 22969 22685 22344 22254 22637 22948 23688 24032 24477 24690 24818 24738 24565 24199 23811 23564 23074 22741 22761 23145 23905 24966 25769 26212 26150 26031 25662 25470 25275 25412 25489 25334 25204 24889 24466 24386 24619 25153 25351 24939 23964 23011 22381 22093 22675 23452 24155 24781 25153 25584 25835 25695 25365 24936 24753 24365 23968 23939 24082 24548 25254 25793 25942 25936 25906 26031 26085 26158 26184 25921 25562 24777 24039 23834 24248 24867 25806 26176 26130 25904 25581 25369 25215 25246 25399 25738 26048 26142 26127 25834 25369 24906 24264 23583 23160 23195 23600 24376 24998 25424 25346 25363 25173 25296 25414 25514 25274 24984 24530 24265 23870 23740 23516 23453 23722 24045 24334 24102 23879 23346 23094 23014 23015 23325 23495 23657 23979 24194 24399 24309 24232 24312 24522 24850 25095 25248 25038 24557 23932 23405 22894 22574 22350 22826 23440 24428 25048 25080 24702 24386 24223 24211 24776 25073 25341 25478 25780 25834 25925 25885 25719 25267 24839 24643 24492 24632 24733 24802 24820 24764 24534 24551 24403 24003 23589 23350 23493 23889 24310 24755 25066 25390 25584 25600 25818 25839 25892 25602 25071 24408 24151 24034 24452 24924 25314 25210 25029 24779 24630 24633 24690 25169 25531 25759 25982 26168 26195 26161 25911 25542 25091 24691 24345 24197 24363 24363 24498 24643 24739 24840 25037 24881 24519 24221 23889 23729 23717 23889 24209 24186 24249 24309 24451 24570 24543 24567 24660 24589 24863 25125 25283 25395 25213 24804 24131 23198 22095 20959 20268 19873 19795 19675 19949 20658 21691 23011 24290 24890 24577 23407 21968 20624 20322 20657 21806 23147 23966 23961 23682 23576 23698 23705 23943 24355 24683 25038 25161 25134 24732 24380 23989 23716 23558 23925 24533 24894 25218 25182 25013 24772 24616 24856 25218 25580 25713 25248 24611 23774 23285 23228 23455 23954 24197 24431 24313 24489 24738 25297 25625 25824 25874 25854 25784 25779 25741 25600 25495 25238 25000 25116 24966 25041 25174 25498 25694 25815 25744 25139 24182 23433 22586 22077 21766 21635 21648 21780 22227 22702 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