File name: Pandora216s1_Ulaanbaatar_20220927_L1_smca1c7d20211119p1-8.txt
File generation date: 20251118T202532.9Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c7d20211119p1-8
Local principal investigator: Enkhbaatar Davaanyam
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 216
Spectrometer number: 1
Processing software version used: BlickP v1.8.75
Instrument operation file used: Pandora216_OF_v4d20211104.txt
Instrument calibration file used: Pandora216s1_CF_v7d20211119.txt
Level 0 file used: Pandora216s1_Ulaanbaatar_20220927_L0.txt
Full location name: Center for Meteorology, Hydrology and Environmental Monitoring, Ulaanbaatar
Short location name: Ulaanbaatar
Country of location: Mongolia
Location latitude [deg]: 47.9188
Location longitude [deg]: 106.8480
Location altitude [m]: 1305
Local noon date: 20220927
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]: 277.3576 277.5009 277.6441 277.7874 277.9307 278.0739 278.2171 278.3604 278.5036 278.6468 278.7900 278.9332 279.0764 279.2196 279.3628 279.5059 279.6491 279.7922 279.9354 280.0785 280.2216 280.3647 280.5078 280.6509 280.7940 280.9371 281.0801 281.2232 281.3662 281.5093 281.6523 281.7953 281.9383 282.0813 282.2243 282.3673 282.5102 282.6532 282.7961 282.9391 283.0820 283.2249 283.3678 283.5107 283.6536 283.7965 283.9393 284.0822 284.2250 284.3679 284.5107 284.6535 284.7963 284.9391 285.0819 285.2247 285.3674 285.5102 285.6529 285.7956 285.9384 286.0811 286.2238 286.3665 286.5091 286.6518 286.7945 286.9371 287.0798 287.2224 287.3650 287.5076 287.6502 287.7928 287.9354 288.0779 288.2205 288.3630 288.5056 288.6481 288.7906 288.9331 289.0756 289.2181 289.3606 289.5030 289.6455 289.7879 289.9304 290.0728 290.2152 290.3576 290.5000 290.6424 290.7847 290.9271 291.0694 291.2118 291.3541 291.4964 291.6387 291.7810 291.9233 292.0656 292.2078 292.3501 292.4923 292.6346 292.7768 292.9190 293.0612 293.2034 293.3456 293.4877 293.6299 293.7720 293.9142 294.0563 294.1984 294.3405 294.4826 294.6247 294.7668 294.9088 295.0509 295.1929 295.3350 295.4770 295.6190 295.7610 295.9030 296.0450 296.1869 296.3289 296.4708 296.6128 296.7547 296.8966 297.0385 297.1804 297.3223 297.4641 297.6060 297.7478 297.8897 298.0315 298.1733 298.3151 298.4569 298.5987 298.7405 298.8822 299.0240 299.1657 299.3075 299.4492 299.5909 299.7326 299.8743 300.0160 300.1576 300.2993 300.4409 300.5825 300.7242 300.8658 301.0074 301.1490 301.2905 301.4321 301.5737 301.7152 301.8567 301.9983 302.1398 302.2813 302.4228 302.5642 302.7057 302.8472 302.9886 303.1300 303.2715 303.4129 303.5543 303.6957 303.8370 303.9784 304.1198 304.2611 304.4024 304.5438 304.6851 304.8264 304.9677 305.1089 305.2502 305.3915 305.5327 305.6739 305.8152 305.9564 306.0976 306.2388 306.3800 306.5211 306.6623 306.8034 306.9446 307.0857 307.2268 307.3679 307.5090 307.6501 307.7911 307.9322 308.0732 308.2142 308.3553 308.4963 308.6373 308.7783 308.9192 309.0602 309.2012 309.3421 309.4830 309.6240 309.7649 309.9058 310.0466 310.1875 310.3284 310.4692 310.6101 310.7509 310.8917 311.0325 311.1733 311.3141 311.4549 311.5957 311.7364 311.8771 312.0179 312.1586 312.2993 312.4400 312.5807 312.7214 312.8620 313.0027 313.1433 313.2839 313.4245 313.5651 313.7057 313.8463 313.9869 314.1275 314.2680 314.4085 314.5491 314.6896 314.8301 314.9706 315.1110 315.2515 315.3920 315.5324 315.6729 315.8133 315.9537 316.0941 316.2345 316.3749 316.5152 316.6556 316.7959 316.9363 317.0766 317.2169 317.3572 317.4975 317.6377 317.7780 317.9183 318.0585 318.1987 318.3390 318.4792 318.6194 318.7595 318.8997 319.0399 319.1800 319.3202 319.4603 319.6004 319.7405 319.8806 320.0207 320.1608 320.3008 320.4409 320.5809 320.7209 320.8609 321.0009 321.1409 321.2809 321.4209 321.5608 321.7008 321.8407 321.9806 322.1205 322.2604 322.4003 322.5402 322.6801 322.8199 322.9598 323.0996 323.2394 323.3792 323.5190 323.6588 323.7986 323.9383 324.0781 324.2178 324.3575 324.4972 324.6369 324.7766 324.9163 325.0560 325.1956 325.3353 325.4749 325.6145 325.7542 325.8938 326.0333 326.1729 326.3125 326.4520 326.5916 326.7311 326.8706 327.0101 327.1496 327.2891 327.4286 327.5680 327.7075 327.8469 327.9863 328.1258 328.2652 328.4045 328.5439 328.6833 328.8226 328.9620 329.1013 329.2406 329.3799 329.5192 329.6585 329.7978 329.9371 330.0763 330.2155 330.3548 330.4940 330.6332 330.7724 330.9116 331.0507 331.1899 331.3290 331.4682 331.6073 331.7464 331.8855 332.0246 332.1636 332.3027 332.4417 332.5808 332.7198 332.8588 332.9978 333.1368 333.2758 333.4148 333.5537 333.6927 333.8316 333.9705 334.1094 334.2483 334.3872 334.5261 334.6649 334.8038 334.9426 335.0814 335.2203 335.3591 335.4978 335.6366 335.7754 335.9141 336.0529 336.1916 336.3303 336.4690 336.6077 336.7464 336.8851 337.0237 337.1624 337.3010 337.4396 337.5783 337.7169 337.8554 337.9940 338.1326 338.2711 338.4097 338.5482 338.6867 338.8252 338.9637 339.1022 339.2407 339.3791 339.5176 339.6560 339.7944 339.9328 340.0712 340.2096 340.3480 340.4863 340.6247 340.7630 340.9013 341.0396 341.1779 341.3162 341.4545 341.5928 341.7310 341.8692 342.0075 342.1457 342.2839 342.4221 342.5603 342.6984 342.8366 342.9747 343.1129 343.2510 343.3891 343.5272 343.6653 343.8033 343.9414 344.0794 344.2175 344.3555 344.4935 344.6315 344.7695 344.9074 345.0454 345.1834 345.3213 345.4592 345.5971 345.7350 345.8729 346.0108 346.1486 346.2865 346.4243 346.5622 346.7000 346.8378 346.9756 347.1134 347.2511 347.3889 347.5266 347.6643 347.8021 347.9398 348.0775 348.2151 348.3528 348.4905 348.6281 348.7657 348.9034 349.0410 349.1786 349.3161 349.4537 349.5913 349.7288 349.8663 350.0039 350.1414 350.2789 350.4164 350.5538 350.6913 350.8287 350.9662 351.1036 351.2410 351.3784 351.5158 351.6532 351.7905 351.9279 352.0652 352.2025 352.3399 352.4772 352.6144 352.7517 352.8890 353.0262 353.1635 353.3007 353.4379 353.5751 353.7123 353.8495 353.9866 354.1238 354.2609 354.3981 354.5352 354.6723 354.8094 354.9465 355.0835 355.2206 355.3576 355.4946 355.6317 355.7687 355.9056 356.0426 356.1796 356.3165 356.4535 356.5904 356.7273 356.8642 357.0011 357.1380 357.2749 357.4117 357.5486 357.6854 357.8222 357.9590 358.0958 358.2326 358.3694 358.5061 358.6429 358.7796 358.9163 359.0530 359.1897 359.3264 359.4630 359.5997 359.7363 359.8730 360.0096 360.1462 360.2828 360.4194 360.5559 360.6925 360.8290 360.9656 361.1021 361.2386 361.3751 361.5115 361.6480 361.7845 361.9209 362.0573 362.1937 362.3302 362.4665 362.6029 362.7393 362.8756 363.0120 363.1483 363.2846 363.4209 363.5572 363.6935 363.8297 363.9660 364.1022 364.2385 364.3747 364.5109 364.6471 364.7832 364.9194 365.0555 365.1917 365.3278 365.4639 365.6000 365.7361 365.8722 366.0082 366.1443 366.2803 366.4163 366.5523 366.6883 366.8243 366.9603 367.0963 367.2322 367.3681 367.5040 367.6400 367.7758 367.9117 368.0476 368.1835 368.3193 368.4551 368.5909 368.7267 368.8625 368.9983 369.1341 369.2698 369.4056 369.5413 369.6770 369.8127 369.9484 370.0841 370.2197 370.3554 370.4910 370.6266 370.7622 370.8978 371.0334 371.1690 371.3045 371.4401 371.5756 371.7111 371.8466 371.9821 372.1176 372.2531 372.3885 372.5240 372.6594 372.7948 372.9302 373.0656 373.2010 373.3363 373.4717 373.6070 373.7423 373.8777 374.0130 374.1482 374.2835 374.4188 374.5540 374.6892 374.8245 374.9597 375.0949 375.2300 375.3652 375.5003 375.6355 375.7706 375.9057 376.0408 376.1759 376.3110 376.4460 376.5811 376.7161 376.8511 376.9861 377.1211 377.2561 377.3911 377.5260 377.6610 377.7959 377.9308 378.0657 378.2006 378.3355 378.4703 378.6052 378.7400 378.8748 379.0096 379.1444 379.2792 379.4140 379.5487 379.6835 379.8182 379.9529 380.0876 380.2223 380.3570 380.4916 380.6263 380.7609 380.8955 381.0301 381.1647 381.2993 381.4339 381.5684 381.7030 381.8375 381.9720 382.1065 382.2410 382.3755 382.5099 382.6444 382.7788 382.9132 383.0476 383.1820 383.3164 383.4507 383.5851 383.7194 383.8538 383.9881 384.1224 384.2566 384.3909 384.5252 384.6594 384.7936 384.9279 385.0621 385.1962 385.3304 385.4646 385.5987 385.7329 385.8670 386.0011 386.1352 386.2693 386.4033 386.5374 386.6714 386.8054 386.9395 387.0735 387.2074 387.3414 387.4754 387.6093 387.7432 387.8772 388.0111 388.1449 388.2788 388.4127 388.5465 388.6804 388.8142 388.9480 389.0818 389.2156 389.3493 389.4831 389.6168 389.7505 389.8842 390.0179 390.1516 390.2853 390.4189 390.5526 390.6862 390.8198 390.9534 391.0870 391.2206 391.3541 391.4877 391.6212 391.7547 391.8882 392.0217 392.1552 392.2887 392.4221 392.5556 392.6890 392.8224 392.9558 393.0892 393.2225 393.3559 393.4892 393.6225 393.7559 393.8892 394.0224 394.1557 394.2890 394.4222 394.5554 394.6886 394.8218 394.9550 395.0882 395.2214 395.3545 395.4876 395.6208 395.7539 395.8869 396.0200 396.1531 396.2861 396.4192 396.5522 396.6852 396.8182 396.9512 397.0841 397.2171 397.3500 397.4829 397.6158 397.7487 397.8816 398.0145 398.1473 398.2802 398.4130 398.5458 398.6786 398.8114 398.9442 399.0769 399.2096 399.3424 399.4751 399.6078 399.7405 399.8731 400.0058 400.1384 400.2711 400.4037 400.5363 400.6689 400.8014 400.9340 401.0666 401.1991 401.3316 401.4641 401.5966 401.7291 401.8615 401.9940 402.1264 402.2588 402.3912 402.5236 402.6560 402.7884 402.9207 403.0530 403.1854 403.3177 403.4500 403.5822 403.7145 403.8468 403.9790 404.1112 404.2434 404.3756 404.5078 404.6400 404.7721 404.9043 405.0364 405.1685 405.3006 405.4327 405.5647 405.6968 405.8288 405.9608 406.0929 406.2249 406.3568 406.4888 406.6208 406.7527 406.8846 407.0165 407.1484 407.2803 407.4122 407.5440 407.6759 407.8077 407.9395 408.0713 408.2031 408.3349 408.4666 408.5984 408.7301 408.8618 408.9935 409.1252 409.2569 409.3885 409.5202 409.6518 409.7834 409.9150 410.0466 410.1782 410.3097 410.4413 410.5728 410.7043 410.8358 410.9673 411.0988 411.2302 411.3617 411.4931 411.6245 411.7559 411.8873 412.0187 412.1500 412.2814 412.4127 412.5440 412.6753 412.8066 412.9379 413.0691 413.2004 413.3316 413.4628 413.5940 413.7252 413.8564 413.9875 414.1187 414.2498 414.3809 414.5120 414.6431 414.7742 414.9052 415.0363 415.1673 415.2983 415.4293 415.5603 415.6913 415.8222 415.9532 416.0841 416.2150 416.3459 416.4768 416.6077 416.7385 416.8694 417.0002 417.1310 417.2618 417.3926 417.5234 417.6541 417.7849 417.9156 418.0463 418.1770 418.3077 418.4384 418.5690 418.6996 418.8303 418.9609 419.0915 419.2221 419.3526 419.4832 419.6137 419.7442 419.8747 420.0052 420.1357 420.2662 420.3966 420.5271 420.6575 420.7879 420.9183 421.0487 421.1790 421.3094 421.4397 421.5700 421.7004 421.8306 421.9609 422.0912 422.2214 422.3517 422.4819 422.6121 422.7423 422.8725 423.0026 423.1328 423.2629 423.3930 423.5231 423.6532 423.7833 423.9133 424.0434 424.1734 424.3034 424.4334 424.5634 424.6934 424.8233 424.9533 425.0832 425.2131 425.3430 425.4729 425.6028 425.7326 425.8624 425.9923 426.1221 426.2519 426.3817 426.5114 426.6412 426.7709 426.9006 427.0303 427.1600 427.2897 427.4194 427.5490 427.6786 427.8083 427.9379 428.0675 428.1970 428.3266 428.4561 428.5857 428.7152 428.8447 428.9742 429.1036 429.2331 429.3625 429.4919 429.6214 429.7508 429.8801 430.0095 430.1389 430.2682 430.3975 430.5268 430.6561 430.7854 430.9147 431.0439 431.1731 431.3024 431.4316 431.5608 431.6899 431.8191 431.9482 432.0774 432.2065 432.3356 432.4647 432.5937 432.7228 432.8518 432.9809 433.1099 433.2389 433.3678 433.4968 433.6258 433.7547 433.8836 434.0125 434.1414 434.2703 434.3991 434.5280 434.6568 434.7856 434.9144 435.0432 435.1720 435.3008 435.4295 435.5582 435.6869 435.8156 435.9443 436.0730 436.2016 436.3303 436.4589 436.5875 436.7161 436.8447 436.9732 437.1018 437.2303 437.3588 437.4873 437.6158 437.7443 437.8728 438.0012 438.1296 438.2580 438.3864 438.5148 438.6432 438.7715 438.8999 439.0282 439.1565 439.2848 439.4131 439.5413 439.6696 439.7978 439.9260 440.0542 440.1824 440.3106 440.4387 440.5669 440.6950 440.8231 440.9512 441.0793 441.2074 441.3354 441.4634 441.5915 441.7195 441.8475 441.9754 442.1034 442.2313 442.3593 442.4872 442.6151 442.7430 442.8708 442.9987 443.1265 443.2543 443.3821 443.5099 443.6377 443.7655 443.8932 444.0210 444.1487 444.2764 444.4041 444.5317 444.6594 444.7870 444.9147 445.0423 445.1699 445.2974 445.4250 445.5525 445.6801 445.8076 445.9351 446.0626 446.1901 446.3175 446.4450 446.5724 446.6998 446.8272 446.9546 447.0819 447.2093 447.3366 447.4640 447.5913 447.7186 447.8458 447.9731 448.1003 448.2276 448.3548 448.4820 448.6092 448.7363 448.8635 448.9906 449.1177 449.2448 449.3719 449.4990 449.6261 449.7531 449.8801 450.0071 450.1341 450.2611 450.3881 450.5150 450.6420 450.7689 450.8958 451.0227 451.1496 451.2764 451.4033 451.5301 451.6569 451.7837 451.9105 452.0373 452.1640 452.2908 452.4175 452.5442 452.6709 452.7976 452.9242 453.0509 453.1775 453.3041 453.4307 453.5573 453.6838 453.8104 453.9369 454.0635 454.1900 454.3165 454.4429 454.5694 454.6958 454.8223 454.9487 455.0751 455.2014 455.3278 455.4542 455.5805 455.7068 455.8331 455.9594 456.0857 456.2119 456.3382 456.4644 456.5906 456.7168 456.8430 456.9691 457.0953 457.2214 457.3475 457.4736 457.5997 457.7258 457.8519 457.9779 458.1039 458.2299 458.3559 458.4819 458.6079 458.7338 458.8597 458.9856 459.1115 459.2374 459.3633 459.4891 459.6150 459.7408 459.8666 459.9924 460.1182 460.2439 460.3697 460.4954 460.6211 460.7468 460.8725 460.9981 461.1238 461.2494 461.3750 461.5006 461.6262 461.7518 461.8773 462.0029 462.1284 462.2539 462.3794 462.5049 462.6303 462.7558 462.8812 463.0066 463.1320 463.2574 463.3827 463.5081 463.6334 463.7587 463.8840 464.0093 464.1346 464.2598 464.3851 464.5103 464.6355 464.7607 464.8859 465.0110 465.1362 465.2613 465.3864 465.5115 465.6366 465.7616 465.8867 466.0117 466.1367 466.2617 466.3867 466.5117 466.6366 466.7616 466.8865 467.0114 467.1363 467.2612 467.3860 467.5109 467.6357 467.7605 467.8853 468.0101 468.1348 468.2596 468.3843 468.5090 468.6337 468.7584 468.8831 469.0077 469.1323 469.2570 469.3816 469.5061 469.6307 469.7553 469.8798 470.0043 470.1288 470.2533 470.3778 470.5022 470.6267 470.7511 470.8755 470.9999 471.1243 471.2487 471.3730 471.4973 471.6216 471.7459 471.8702 471.9945 472.1187 472.2430 472.3672 472.4914 472.6156 472.7397 472.8639 472.9880 473.1121 473.2362 473.3603 473.4844 473.6084 473.7325 473.8565 473.9805 474.1045 474.2285 474.3524 474.4764 474.6003 474.7242 474.8481 474.9720 475.0958 475.2197 475.3435 475.4673 475.5911 475.7149 475.8387 475.9624 476.0861 476.2099 476.3336 476.4572 476.5809 476.7046 476.8282 476.9518 477.0754 477.1990 477.3226 477.4461 477.5696 477.6932 477.8167 477.9402 478.0636 478.1871 478.3105 478.4339 478.5573 478.6807 478.8041 478.9275 479.0508 479.1741 479.2974 479.4207 479.5440 479.6673 479.7905 479.9137 480.0369 480.1601 480.2833 480.4065 480.5296 480.6527 480.7758 480.8989 481.0220 481.1451 481.2681 481.3911 481.5142 481.6372 481.7601 481.8831 482.0060 482.1290 482.2519 482.3748 482.4977 482.6205 482.7434 482.8662 482.9890 483.1118 483.2346 483.3574 483.4801 483.6029 483.7256 483.8483 483.9709 484.0936 484.2163 484.3389 484.4615 484.5841 484.7067 484.8293 484.9518 485.0744 485.1969 485.3194 485.4419 485.5643 485.6868 485.8092 485.9316 486.0540 486.1764 486.2988 486.4211 486.5435 486.6658 486.7881 486.9104 487.0327 487.1549 487.2771 487.3994 487.5216 487.6437 487.7659 487.8881 488.0102 488.1323 488.2544 488.3765 488.4986 488.6206 488.7427 488.8647 488.9867 489.1087 489.2307 489.3526 489.4745 489.5965 489.7184 489.8403 489.9621 490.0840 490.2058 490.3276 490.4494 490.5712 490.6930 490.8147 490.9365 491.0582 491.1799 491.3016 491.4233 491.5449 491.6665 491.7882 491.9098 492.0314 492.1529 492.2745 492.3960 492.5175 492.6390 492.7605 492.8820 493.0034 493.1249 493.2463 493.3677 493.4891 493.6104 493.7318 493.8531 493.9744 494.0957 494.2170 494.3383 494.4595 494.5808 494.7020 494.8232 494.9444 495.0655 495.1867 495.3078 495.4289 495.5500 495.6711 495.7922 495.9132 496.0342 496.1553 496.2763 496.3972 496.5182 496.6391 496.7601 496.8810 497.0019 497.1227 497.2436 497.3645 497.4853 497.6061 497.7269 497.8477 497.9684 498.0892 498.2099 498.3306 498.4513 498.5720 498.6926 498.8133 498.9339 499.0545 499.1751 499.2956 499.4162 499.5367 499.6573 499.7778 499.8983 500.0187 500.1392 500.2596 500.3800 500.5004 500.6208 500.7412 500.8615 500.9819 501.1022 501.2225 501.3428 501.4630 501.5833 501.7035 501.8237 501.9439 502.0641 502.1843 502.3044 502.4245 502.5447 502.6647 502.7848 502.9049 503.0249 503.1450 503.2650 503.3850 503.5049 503.6249 503.7448 503.8648 503.9847 504.1045 504.2244 504.3443 504.4641 504.5839 504.7037 504.8235 504.9433 505.0630 505.1828 505.3025 505.4222 505.5419 505.6615 505.7812 505.9008 506.0204 506.1400 506.2596 506.3792 506.4987 506.6182 506.7377 506.8572 506.9767 507.0962 507.2156 507.3350 507.4544 507.5738 507.6932 507.8126 507.9319 508.0512 508.1705 508.2898 508.4091 508.5283 508.6476 508.7668 508.8860 509.0051 509.1243 509.2435 509.3626 509.4817 509.6008 509.7199 509.8389 509.9580 510.0770 510.1960 510.3150 510.4340 510.5529 510.6719 510.7908 510.9097 511.0286 511.1474 511.2663 511.3851 511.5040 511.6228 511.7415 511.8603 511.9790 512.0978 512.2165 512.3352 512.4539 512.5725 512.6912 512.8098 512.9284 513.0470 513.1656 513.2841 513.4027 513.5212 513.6397 513.7582 513.8766 513.9951 514.1135 514.2319 514.3503 514.4687 514.5871 514.7054 514.8238 514.9421 515.0604 515.1786 515.2969 515.4151 515.5334 515.6516 515.7698 515.8879 516.0061 516.1242 516.2423 516.3604 516.4785 516.5966 516.7146 516.8327 516.9507 517.0687 517.1867 517.3046 517.4226 517.5405 517.6584 517.7763 517.8942 518.0120 518.1299 518.2477 518.3655 518.4833 518.6010 518.7188 518.8365 518.9542 519.0719 519.1896 519.3073 519.4249 519.5425 519.6602 519.7777 519.8953 520.0129 520.1304 520.2479 520.3654 520.4829 520.6004 520.7179 520.8353 520.9527 521.0701 521.1875 521.3048 521.4222 521.5395 521.6568 521.7741 521.8914 522.0086 522.1259 522.2431 522.3603 522.4775 522.5947 522.7118 522.8289 522.9461 523.0632 523.1802 523.2973 523.4143 523.5314 523.6484 523.7654 523.8823 523.9993 524.1162 524.2332 524.3501 524.4669 524.5838 524.7007 524.8175 524.9343 525.0511 525.1679 525.2846 525.4014 525.5181 525.6348 525.7515 525.8682 525.9848 526.1014 526.2181 526.3347 526.4512 526.5678 526.6844 526.8009 526.9174 527.0339 527.1504 527.2668 527.3832 527.4997 527.6161 527.7324 527.8488 527.9652 528.0815 528.1978 528.3141 528.4304 528.5466 528.6629 528.7791 528.8953 529.0115 529.1276 529.2438 529.3599 529.4760 529.5921 529.7082 529.8243 529.9403 530.0563 530.1723 530.2883 530.4043 530.5202 530.6362 530.7521 530.8680 530.9839 531.0997 531.2156 531.3314 531.4472 531.5630 531.6788 531.7945 531.9102 532.0260 532.1417 532.2573 532.3730 532.4886 532.6043 532.7199 532.8355 532.9510 533.0666 533.1821 533.2976 533.4131 533.5286 533.6441 533.7595 533.8749 533.9903 534.1057 534.2211 534.3364 534.4518 534.5671 534.6824 534.7976 534.9129 535.0281 535.1434 535.2586 535.3738 535.4889 535.6041 535.7192 535.8343 535.9494 536.0645 536.1795 536.2946 536.4096 536.5246 536.6396 536.7545 536.8695 536.9844 537.0993 537.2142 537.3291 537.4439 537.5588 537.6736 537.7884 537.9032 538.0179 538.1327 538.2474 538.3621 538.4768 538.5915 538.7061 538.8208 538.9354 539.0500 539.1645 539.2791 539.3936 539.5082 539.6227 539.7371 539.8516 539.9661 540.0805 540.1949 540.3093 540.4237 540.5380 540.6523 540.7667 540.8809 540.9952 541.1095 541.2237 541.3379 541.4521 541.5663 541.6805 541.7946 541.9087 542.0228 542.1369 542.2510 542.3650 542.4791 542.5931 542.7070 542.8210 542.9350 543.0489 543.1628 543.2767 543.3905 543.5044
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Column 1: Two letter code of measurement routine
Column 2: UT date and time for beginning of measurement, yyyymmddThhmmssZ (ISO 8601)
Column 3: Fractional days since 1-Jan-2000 UT midnight for beginning of measurement
Column 4: Routine count (1 for the first routine of the day, 2 for the second, etc.)
Column 5: Repetition count (1 for the first set in the routine, 2 for the second, etc.)
Column 6: Total duration of measurement set in seconds
Column 7: Data processing type index
Column 8: Integration time [ms]
Column 9: Number of bright count cycles
Column 10: Number of dark count cycles
Column 11: Saturation index: positive integer is the number of saturated cycles included in the data, negative integer is the number of cycles skipped due to saturation
Column 12: Effective position of filterwheel #1, 0=filterwheel not used, 1-9 are valid positions
Column 13: Effective position of filterwheel #2, 0=filterwheel not used, 1-9 are valid positions
Column 14: Pointing zenith angle in degree, absolute or relative (see next column), 999=tracker not used
Column 15: Zenith pointing mode: zenith angle is... 0=absolute, 1=relative to sun, 2=relative to moon
Column 16: Pointing azimuth in degree, increases clockwise, absolute (0=north) or relative (see next column), 999=tracker not used
Column 17: Azimuth pointing mode: like zenith angle mode but also fixed scattering angles relative to sun (3) or moon (4)
Column 18: Target distance [m], -1=not pointed on target
Column 19: Sum over 2^i with i being a L0 to L1 conversion step, 0=dark correction, 1=non-linearity correction, 2=latency correction, 3=flat field correction, 4=conversion to count rates, 5=temperature correction, 6=stray light correction, 7=wavelength change determination, 8=sensitivity correction, 9=wavelength correction
Column 20: Dark correction method: -9=no dark correction done, since it was not requested, -2=no dark correction done, since there were no bright measurements, -1=no dark correction done, since there was no matching dark measurement, 0=dark correction done with measured dark count only, since input darkmeth was MEAS or no dark map parameters available, 1=dark correction done using dark fine structure map and measured dark count, >1=dark correction done with measured dark count only, since dark background fitting gave an error
Column 21: L1 data quality flag: 0=assured high quality, 1=assured medium quality, 2=assured low quality, 10=not-assured high quality, 11=not-assured medium quality, 12=not-assured low quality
Column 22: Sum over 2^i using those i, for which the corresponding L1 data quality parameter exceeds the DQ1 limit, 0=Saturated data, 1=Too few dark counts measurements, 2=No temperature given or effective temperature too different from the reference temperature, 3=Dark count too high, 4=Unsuccessful dark background fitting, 5=The dark count differs significantly from the dark map for too many pixels, 6=Absolute value of estimated average residual stray light level too high, 7=Although attempted, no wavelength change could be retrieved, 8=Absolute value of retrieved wavelength shift too large, 9=Retrieved wavelength shift differs too much from the shift predicted by the effective temperature
Column 23: Sum over 2^i using those i, for which the corresponding L1 data quality parameter exceeds the DQ2 limit (same parameters as for DQ1)
Column 24: Wavelength effective temperature [°C], 999=no effective temperature given
Column 25: Number of pixels, where dark count is higher than bright count, -9=no bright counts or dark counts measured
Column 26: Number of pixels, where DQ1 sigma ranges of dark count and bright count do not overlap, -9=no bright count or dark count standard error measured
Column 27: Number of pixels, where DQ2 sigma ranges of dark count and bright count do not overlap, -9=no bright count or dark count standard error measured
Column 28: Index of (not dead, blind, warm, or saturated) pixel with highest corrected counts
Column 29: Mean over blind and oversampled pixels in the bright counts, -9 if there is no bright count
Column 30: Standard error of blind and oversampled pixels in the bright counts, -9 if there is no bright count standard error
Column 31: Mean over blind and oversampled pixels in the dark counts, -9 if there is no dark count
Column 32: Standard error of blind and oversampled pixels in the dark counts, -9 if there is no dark count standard error
Column 33: Number of function evaluations used for dark background fitting, -9 if no background fitting was done
Column 34: rms of unweighted fitting residuals for dark background fitting, -9 if no background fitting was done
Column 35: Normalized rms of weighted fitting residuals for dark background fitting, -9 if no background fitting was done
Column 36: Mean difference dark map to measured dark count, -9 if no background fitting was done
Column 37: rms of difference dark map to measured dark count, -9 if no background fitting was done
Column 38: Mean absolute difference dark map to measured dark count expressed in number of standard deviations, -9 if no background fitting was done
Column 39: Number of regular pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 40: Number of warm pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 41: Number of hot pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 42: Index of regular pixel, where the dark map differed most from the measured dark count, -9 if no background fitting was done
Column 43: Number of sigmas the dark map differs from the measured dark for the pixel with the largest difference, -9 if no background fitting was done
Column 44: Retrieved value for dark background fitting parameter 1, -9 if no background fitting was done
Column 45: Uncertainty of retrieved value for dark background fitting parameter 1, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 46: Retrieved value for dark background fitting parameter 2, -9 if no background fitting was done
Column 47: Uncertainty of retrieved value for dark background fitting parameter 2, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 48: Retrieved value for dark background fitting parameter 3, -9 if no background fitting was done
Column 49: Uncertainty of retrieved value for dark background fitting parameter 3, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 50: Retrieved value for dark background fitting parameter 4, -9 if no background fitting was done
Column 51: Uncertainty of retrieved value for dark background fitting parameter 4, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 52: Stray light correction method: 0=no stray light correction, 1=simple method, 2=uncorrected matrix method, 3=corrected matrix method
Column 53: Estimated average residual stray light level [%] (for methods 1 and 3 this is before the subtraction of the signal at no-input pixel)
Column 54: Estimated stray light in the signal before correction at 300nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 55: Estimated stray light in the signal before correction at 302.5nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 56: Estimated stray light in the signal before correction at 305nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 57: Estimated stray light in the signal before correction at 310nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 58: Estimated stray light in the signal before correction at 320nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 59: Estimated stray light in the signal before correction at 350nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 60: Estimated stray light in the signal before correction at 400nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 61: Wavelength change fitting result index: 0,1,2=no error or warning, 3=warning, -1 or >3=error
Column 62: Normalized rms of fitting residuals in wavelength change retrieval weighted with independent instrumental uncertainty, -9=fitting not successful or no fitting done
Column 63: Number of pixels included in wavelength change retrieval, -9=no wavelength change determination
Column 64: Number of pixels not included in wavelength correction, -9=no wavelength correction
Column 65: Mean wavelength correction applied [%], -9=no wavelength correction
Column 66: Standard deviation of wavelength correction applied [%], -9=no wavelength correction
Column 67: Minimum wavelength correction applied [%], -9=no wavelength correction
Column 68: Maximum wavelength correction applied [%], -9=no wavelength correction
Column 69: Expected wavelength shift based on effective temperature [nm], -9=no effective temperature given
Column 70: Retrieved wavelength change, order 0, -9=no wavelength change determination
Column 71: Retrieved wavelength change, order 1, -9=no wavelength change determination
Column 72: 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 20220927T102413.6Z 8305.433491 4 1 33.24 4 1510.560 22 4 0 1 1 0.11 0 157.59 0 -1.00 507 1 10 0 0 20.30 1 0 0 974 3.652e+02 2.324e+00 3.801e+02 6.017e+00 21 1.835e+02 7.821e+01 -3.748e+00 1.837e+02 1.434e+00 8 1 1 253 4.12e+02 3.836e-11 1.625e-11 1.749e+01 2.842e-01 9.383e+02 3.650e-01 2.433e+01 8.538e-01 1 0.28 19.97 15.77 12.52 7.69 1.65 0.29 0.17 0 5.468e-02 1796 -9 -9.00 -9.00 -9.00 -9.00 -0.00091 3.51106e-03 -8.57270e-05 21.48 13.83 20.30 19.52 12.0 885.26 6.614e+09 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 -24 0 1 16 25 -21 16 -14 -9 -21 -39 -10 -11 -2 14 45 7 1 15 -35 6 13 24 -69 14 -21 -11 -4 53 -41 -16 24 19 1 14 41 39 50 1 27 26 69 32 31 67 80 119 97 58 63 91 101 99 146 153 143 154 196 170 203 174 206 221 212 221 220 256 258 278 270 301 287 317 321 291 339 316 354 338 373 362 369 359 397 370 406 415 403 412 420 434 413 410 424 462 449 455 499 466 480 470 487 513 506 510 535 514 558 543 544 580 535 573 597 598 608 572 579 612 620 628 636 636 666 690 659 703 726 737 727 726 733 731 741 749 770 773 784 711 826 863 866 889 870 882 875 832 887 898 941 908 946 957 977 995 1034 1075 1098 1090 1103 1124 1113 1115 1136 1178 1169 1217 1188 1180 1131 1183 1202 1209 1265 1257 1273 1260 1345 1401 1509 1618 1669 1714 1725 1723 1735 1727 1716 1719 1725 1768 1821 1853 1962 2002 2055 2081 2083 1925 2079 2103 2151 2248 2364 2445 2455 2411 2393 2486 2625 2832 2970 2987 2916 2783 2660 2493 2455 2538 2765 3074 3375 3648 3874 4038 4186 4348 4412 4424 4284 4150 3950 3849 3930 4185 4702 5285 5904 6454 6685 6466 6020 5546 5258 5337 5571 5804 6086 6642 7268 8086 8767 9110 9205 9019 8840 8739 8881 9131 9219 8991 8502 8010 7692 7431 7166 7196 7458 8268 9444 10596 11713 12656 13548 14391 14909 15114 15046 14728 14031 13030 12006 11465 11543 12350 13574 14971 16532 18267 20079 21581 22605 23383 24064 24818 25064 24698 23701 22684 21828 21312 20556 19287 18079 17450 17893 18821 20028 21308 23020 25270 27739 30304 32126 33166 33680 34061 34067 33467 31777 29359 26810 24870 24057 24004 24075 24112 24276 24647 25871 27622 29415 30634 31083 31100 31452 32056 32452 32461 32179 31567 31080 30158 28584 26800 25721 25872 27053 28913 30781 32388 33328 33793 33100 33276 34414 36091 37652 38001 36233 32753 29259 27329 27195 29032 30583 30527 28717 26535 25065 24960 26409 28947 31083 31965 31562 31099 31427 32697 34589 36015 36672 36674 35769 34437 33628 33639 34725 36652 38294 38910 38368 37285 36042 35040 34436 34268 34477 34384 33720 32928 32577 33238 34963 36760 37438 36829 35970 35246 35216 36051 36944 37099 36627 35924 34995 33948 32545 30047 26889 24412 23586 24355 26437 29054 31775 33802 35089 35775 36115 36072 35438 34315 32688 31929 32328 33533 34700 35799 36557 37074 37104 36159 34159 31928 30719 31116 32574 34172 34974 34833 34614 34868 35096 34746 33686 32539 31879 32070 32502 33324 34730 36790 39338 41369 42272 41885 41220 40366 39284 37969 36484 35153 35026 36323 38089 39311 39094 37324 34714 32494 31512 32421 34528 36962 38760 39737 40216 40749 41534 42281 42609 42533 42624 42799 43056 43334 43750 43716 43304 42458 41352 40286 39712 39438 39844 40448 40884 40602 39060 36530 33766 31490 30234 30396 31359 32795 34594 35500 34743 32430 29658 27359 25875 25313 25680 26853 28969 32262 35720 38486 40529 42083 43288 44546 45012 44307 42461 40054 37789 35758 34440 33652 33817 34770 36386 37821 37715 36020 34132 33428 34323 37055 40535 43730 45642 45503 43289 39940 36957 35704 36529 38738 41306 43272 44454 44245 42965 40879 38822 37560 37271 38595 40917 43754 46164 47975 49228 50225 50899 50967 50426 49559 48878 48189 47541 47240 47413 48128 49042 49415 48613 46881 45041 43805 43611 44180 44431 44010 43185 43123 44557 46929 48948 49783 49830 49694 50332 51567 52234 51583 49115 45557 42149 40045 40133 42264 45875 49766 52803 53962 52385 48185 42788 38396 36654 38285 41476 44417 45964 45930 44692 42104 38325 34033 31003 30871 33983 38439 41852 42695 40900 37640 34192 31814 31638 33937 38216 43483 47734 48727 46843 44234 42109 41475 42310 43109 43252 43134 43432 44234 45670 47893 50119 51870 53148 54177 55153 56299 57480 58120 57236 54925 51745 48607 46643 46038 45554 44849 43442 41486 40205 40523 42471 45683 49023 51012 51311 51137 51151 51422 51141 49351 46058 42818 40542 39145 38068 37435 36442 35000 33496 31863 30293 29562 29649 29489 28973 28601 28395 28458 28628 29231 30889 34083 38028 41629 43896 44475 44137 43841 43585 43085 42468 41330 39140 36686 35586 36452 39036 42273 44865 45535 44245 41905 39467 38003 38458 40303 42219 43088 42323 40677 39396 39495 39847 39578 39070 38752 39250 41363 44415 47129 49153 50166 50690 50899 51217 50898 49644 48299 47304 47682 49393 51972 54620 56357 56941 56876 56096 54573 52390 49783 47673 46273 45367 44056 41484 37329 32251 27041 22573 19614 18531 19808 23080 27811 32516 36186 38710 40844 42979 45593 48389 51171 52804 53588 54197 54138 53754 53638 52733 50363 46706 42308 37360 32423 27999 24221 22146 22773 26107 31191 36989 42547 47796 52670 56444 58878 59939 60304 60413 61090 62604 64143 65810 67047 67606 67366 66540 65855 66032 67059 68720 69641 68774 66915 65757 65710 67144 69458 71113 71942 72183 72037 71843 71916 72165 72669 73053 72951 73047 73490 73660 72539 70385 67559 65215 64704 66913 70158 72899 74395 74615 72810 69148 64985 62772 62719 65282 69139 71644 71659 70304 68404 66836 66459 66871 66767 65733 64212 63155 63044 64999 67501 68270 68106 67992 67336 66564 65863 65297 65738 67531 69524 70750 70921 71053 72173 73969 75442 75780 75011 73521 71558 69755 67567 64433 60929 58318 57503 58866 62394 66263 68906 70196 70916 71934 73349 75059 76133 75969 75287 74367 73701 73777 74155 74005 73497 72944 71896 70348 68849 67842 67954 69531 72231 74915 76249 75345 72809 70492 69386 69666 71276 72695 73098 72403 71441 70405 69679 69556 70230 71667 73512 75306 76440 76601 75923 74772 73700 72252 70529 68887 67430 66640 66953 68101 69207 69605 69463 69515 69288 68504 67696 67672 68063 68949 71110 72193 71764 70172 67726 65343 64158 63909 64848 66770 68874 71139 72798 73453 73772 74185 73831 72890 71602 70553 70317 71282 72531 72459 70116 65404 60438 58257 59448 63176 67806 70496 70161 68253 66249 65399 65367 66342 67765 69189 70324 70318 69237 67203 65263 64490 64997 65628 66905 67847 67746 66429 65093 64321 64822 66935 69796 71419 70616 68063 64089 60312 57915 57187 59155 62660 65146 66418 66710 66212 65435 64844 64179 63038 60989 59479 59464 60076 60950 61734 60877 57861 53823 50257 47571 46408 46687 47057 46434 45262 44303 44188 45922 49906 55533 62009 68051 72449 74613 74401 71114 65921 60767 57950 58579 61927 66433 70193 72000 72278 71519 69200 65062 59873 55277 53490 54679 58077 62600 66047 68617 69482 68177 66405 65068 64329 65326 67436 68751 69508 70540 71309 72559 73640 73608 72931 71976 70814 69976 69068 67821 66637 66504 67031 68229 68968 67150 62778 58661 56537 56716 59063 62132 63875 64508 64946 65353 66403 67624 68478 68590 68204 67238 64987 63478 63111 63088 64321 67272 70135 72064 72405 71235 69988 69322 70447 72391 73740 73736 72980 71942 71558 72144 72485 72484 72208 71371 69816 69012 69194 70435 71897 72899 72340 71183 70510 70684 71526 72776 73250 72987 72614 71242 69055 67199 65553 64640 64942 65413 66169 67429 68838 70218 71206 70993 70719 71169 72000 73411 74702 75555 75685 74723 72767 70893 69407 69506 71238 73363 74463 73986 72932 72363 72143 72282 72643 72923 73239 73937 74643 75190 75885 76720 77600 78448 78703 78540 78182 77655 76996 76185 75290 74628 74461 74883 75102 75117 74782 73885 71938 69826 67915 66709 66437 66899 67316 67561 68596 70016 71682 73184 74352 74408 74002 73166 72830 71974 70613 69809 69688 69746 69939 70364 70839 71635 72752 74112 75312 75492 74674 73521 72855 72823 73446 73976 73935 73764 73752 73714 74402 74538 73572 72033 70504 69399 68652 68518 69116 70093 71209 71872 72129 71779 70967 70187 69882 69969 69742 69608 69614 69648 69735 69949 70493 71367 72131 72637 72703 72458 72008 71851 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845 38 38 37 36 35 682 34 33 33 32 32 31 30 30 30 29 29 28 28 28 634 27 26 26 26 26 25 25 24 24 24 24 483 23 23 23 22 22 22 22 21 21 21 21 20 20 20 20 20 19 19 19 19 19 18 18 18 18 18 17 17 17 17 17 17 17 16 16 16 16 16 16 15 15 15 15 15 15 15 15 15 14 14 14 14 14 14 14 14 14 13 13 13 13 13 13 13 13 13 13 13 12 12 12 12 12 12 12 12 12 12 12 12 12 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 199 11 249 10 224 10 10 10 10 218 251 250 10 261 273 280 284 276 280 267 252 271 267 271 270 274 276 274 277 276 277 278 278 278 277 275 276 275 275 275 275 273 272 268 272 271 270 272 271 271 269 273 275 278 283 284 283 283 283 283 282 281 280 280 280 283 282 286 288 289 289 288 666 288 287 288 292 297 298 298 296 295 296 301 306 311 311 308 304 299 294 293 295 301 309 318 327 332 336 340 344 345 345 340 337 331 328 329 335 349 362 378 390 395 389 378 366 359 361 365 371 377 388 403 420 432 439 440 436 432 430 433 437 438 433 423 412 406 400 394 394 399 415 441 460 479 494 510 523 530 534 531 525 514 496 479 469 470 482 503 524 549 574 598 618 630 641 649 658 661 656 642 628 616 609 597 579 562 551 558 572 589 604 627 654 684 714 735 746 750 755 753 747 727 699 669 646 635 635 635 635 636 639 655 675 696 709 714 713 716 723 727 727 723 717 712 701 682 661 648 649 664 685 706 723 733 723 732 733 746 763 779 783 763 729 688 667 664 686 702 702 682 657 639 638 655 685 708 717 714 709 713 728 748 763 770 770 762 747 740 742 753 775 791 798 794 783 771 762 757 758 760 760 756 748 746 754 775 796 806 801 792 786 787 797 808 809 804 797 787 775 759 731 692 661 651 660 687 718 750 773 786 794 798 797 790 777 760 751 756 770 782 793 802 806 806 796 774 749 736 741 758 776 785 784 783 786 789 785 774 762 755 759 763 772 788 812 838 860 869 865 859 849 839 825 811 796 796 810 829 842 841 822 795 770 759 771 795 822 842 852 859 866 875 883 886 887 888 891 894 897 903 902 899 892 880 871 866 865 869 877 882 880 864 838 810 782 769 771 784 803 826 837 828 804 772 743 727 721 725 743 770 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1623 1516 1494 1521 1444 1391 1351 1322 1292 1298 1186 1183 1171 1163 1082 1086 1062 956 993 909 983 924 943 912 903 855 753 701 31 831 817 780 779 788 785 738 710 725 712 702 688 26 688 26 25 620 700 24 400 599 583 23 23 23 461 537 22 22 491 513 21 21 21 20 501 20 20 20 19 19 19 19 430 18 18 429 18 18 18 17 17 17 17 17 17 17 16 16 16 16 16 16 16 15 15 15 15 15 15 15 15 14 14 14 14 14 14 14 14 14 14 13 13 13 13 13 13 13 13 13 13 13 13 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 235 10 232 275 10 247 10 10 240 221 186 10 240 247 255 245 265 262 265 259 263 265 261 262 265 267 258 267 250 268 243 263 262 263 267 262 265 256 265 266 268 271 272 269 271 272 270 269 269 266 267 265 266 265 267 269 268 269 267 709 267 265 267 268 270 270 270 268 267 267 268 270 272 273 269 269 267 265 264 264 265 269 272 274 276 277 278 279 280 278 276 277 273 272 272 273 278 280 284 288 289 287 283 280 277 279 280 282 282 287 291 297 299 300 301 299 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1441 1384 1340 1305 1314 1222 1237 1190 1184 1108 1115 1059 1006 970 1013 1016 959 964 911 914 844 870 829 568 809 857 780 812 785 797 755 735 755 752 676 676 27 694 526 26 25 685 25 552 531 613 24 548 23 23 464 22 22 22 457 21 21 21 21 456 20 20 20 20 19 19 400 19 19 19 400 18 18 18 18 18 17 17 17 17 17 17 17 16 16 16 16 16 16 16 15 15 15 15 15 15 15 15 15 14 14 14 14 14 14 14 14 14 14 13 13 13 13 13 13 13 13 13 13 13 13 13 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 10 10 10 190 10 10 10 10 255 10 107 10 246 252 257 254 260 233 254 256 261 264 267 190 269 239 265 251 256 265 263 261 252 263 269 267 274 271 270 271 272 273 268 269 266 268 266 269 263 268 271 269 271 266 686 268 267 267 269 270 271 270 269 268 268 268 269 273 272 270 268 268 265 265 264 265 268 271 274 276 276 276 278 277 278 275 275 273 270 270 271 275 278 282 284 285 283 281 278 275 277 277 279 278 284 287 292 292 294 294 292 292 289 291 290 292 290 289 285 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